<?xml version="1.0" encoding="utf-8"?>
<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN"  "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
<html xml:lang="pl" xmlns="http://www.w3.org/1999/xhtml"><!--Consolia XBRL Tools v2.11.7.5--><head><title>Sprawozdanie_Zarzadu_Unimot_2024.xhtml</title><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
/* Part 1: Web Page Layout: Free to modify, except for a few of them which are required by pdf2htmlEX.js, see the comments */
span[class*='ff'] {
  z-index: 999;
}
div[class*='ff'] {
  z-index: 999;
}
a {
  z-index: 999;
}
a > span {
  z-index: 999;
}
#sidebar { /* Sidebar */
  position:absolute;
  top:0;
  left:0;
  bottom:0;
  width:250px;
  padding:0;
  margin:0px;
  overflow:auto;
}
#page-container { /* PDF container */
  position:absolute; /* required for calculating relative positions of pages in pdf2htmlEX.js */
  top:0;
  left:0px;
  margin:0; 
  padding:0;
  border:0; /* required for lazy page loading in pdf2htmlEX.js (page visibility test) */
}
@media screen {
  /* for sidebar */
  #sidebar.opened + #page-container { left:250px; }
  #page-container {
    /* `bottom' and `right' are required for lazy page loading in pdf2htmlEX.js (page visibility test)
     * alternatively you may set width and height
     */
    bottom:0;
    right:0;
    overflow:auto;
  }
  .loading-indicator {
    display:none;
  }
  .loading-indicator.active {
    display:block;
    position:absolute;
    width:64px;
    height:64px;
    top:50%;
    left:50%;
    margin-top:-32px;
    margin-left:-32px;
  }
  .loading-indicator img {
    position:absolute;
    top:0;
    left:0;
    bottom:0;
    right:0;
  }
}
@media print { 
  @page { margin:0; }
  html { margin:0; }
  body { 
    margin:0; 
    -webkit-print-color-adjust:exact; /* enable printing background images for WebKit */
  }
  #sidebar { display:none; }
  #page-container {
    width:auto;
    height:auto;
    overflow:visible;
    background-color:transparent;
  }
  .d { display:none; }
}
/* Part 2: Page Elements: Modify with caution
 * The followings are base classes, some of which are meant to be override by PDF specific classes
 * So do not increase the specificity (e.g. ".classname" -> "#page-container .classname")
 */
.pf { /* page */
  position:relative;
  background-color:white;
  overflow: hidden;
  margin:0; 
  border:0; /* required by pdf2htmlEX.js for page visibility test */
}
.pc { /* content of a page */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  top:0;
  left:0;
  width:100%;
  height:100%;
  overflow:hidden;
  display:block;
  /* set transform-origin for scaling */
  transform-origin:0% 0%;
  -ms-transform-origin:0% 0%;
  -webkit-transform-origin:0% 0%;
}
.pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
  display:block;
}
.bf { /* images that occupies the whole page */
  position:absolute;
  border:0;
  margin:0;
  top:0;
  bottom:0;
  width:100%;
  height:100%;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
.bi { /* images that cover only a part of the page */
  position:absolute;
  border:0;
  margin:0;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
@media print {
  .pf {
    margin:0;
    box-shadow:none;
    page-break-after:always;
    page-break-inside:avoid;
  }
  @-moz-document url-prefix() {
    /* fix page truncation for FireFox */
    .pf {
      overflow:visible;
      border:1px solid #FFFFFF;
    }
    .pc {overflow:visible;}
  }
}
.c { /* clip box */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  overflow:hidden;
  display:block;
}
.t { /* text line */
  position:absolute;
  white-space:pre;
  font-size:1px;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
  unicode-bidi:bidi-override;/* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
  -moz-font-feature-settings:"liga" 0;/* We don't want Firefox to recognize ligatures */
}
.t:after { /* webkit #35443 */
  content: '';
}
.t:before { /* Workaround Blink(up to 41)/Webkit bug of word-spacing with leading spaces (chromium #404444 and pdf2htmlEX #412) */
  content: '';
  display: inline-block;
}
.t span { /* text blocks within a line */
  /* Blink(up to 41)/Webkit have bug with negative word-spacing and inline-block (pdf2htmlEX #416), so keep normal span inline. */
  position:relative;
  unicode-bidi:bidi-override; /* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
}
._ { /* text shift */
  /* Blink(up to 41)/Webkit have bug with inline element, continuous spaces and word-spacing. Workaround by inline-block. */
  display: inline-block;
  color: transparent;
  z-index: -1;
}
/* selection background should not be opaque, for fallback mode */
::selection{
  background: rgba(127,255,255,0.4);
}
::-moz-selection{
  background: rgba(127,255,255,0.4);
}
.pi { /* info for Javascript */
  display:none;
}
.l { /* annotation links */
}
/* transparent color - WebKit */
.d { /* css drawing */
  position:absolute;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
}
/* for the forms */
.it {
  border: none;
  background-color: rgba(255, 255, 255, 0.0);
}

.ir:hover {
  cursor: pointer;
}

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

  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
  }
}
/* Fancy CSS END */
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')format("woff");}.ff2{font-family:ff2;line-height:1.364258;font-style:normal;font-weight:normal;visibility:visible;}
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24u/HThtvhKNSrdVKtN+sTdUanl+r0t1x2u4216yeFE8d82PBhX7DQ1o0jhlNbjp87hrCBtqGdIKOBgrcO4lEoS5NOIMepCSAr9KAJNTfpmXi6swlOxDPxzlPNtEh3OpyNa7mquO0W/ahFOmcj/AMHO9Ou0gKcrK2vS0WLi4SYCyRZqE/WIuAnX1xUcin2q9ePn3njDVfc0HFqIzmd+eeAy+ccxuzCDeZrfQjfEJq9eMPGtWuvjpBvzK++qjbPvPfsvS+9DzwmlNHcC9wh0CgZDzuIhL4ThtTQmOLLoBAoXaSyuhRvQAGtE0ZbJAafQVGOKtgKrkyuVgeiBq5ZXYQWkbnMPG6BOF/+lLGP5TFVIkaWJFaQMA4jwY2QwEssG+Z4N8fxomwEQ0Nli/TBUEouJQzDs1I3fs6w8QLhWBYjUfX5gqibXGEohXAPYG0XZnA3KTGkQgknpC6JSIdICWLhCinMYS6gXH5lTggzASA2EN6fmTBy7ohPgOSgDc1N43uApNVNmXi8iZJ67S1H11b5aSXoTU1rjx7dzZPhU2fuk1KSlkLxdiB+6y5lSuuugkmzZh5ETJ+5R2TlQ30mUKp3N88OpK92YFDcepVjJsJEcMSlYO4F81ddmf03mC+Twbix4ncv4/HmXu5Q750knDlJyc6gTUD7OUB7F6jQAHTCaF5egRfYVlR8wp5jWSnikfiyAZFSr7PQM9FDEp6dHuLxuIuLSp0uMewuxYjkxZbwXTzhW8tiO1WsAi33SkoKBPxuI5KoMqraqjqqllR1VW2s2l4lhqsSVaTKXRRGYVfCRVzd5K69lTVTsuRqGp9pGq+nO8/FqYCmQX+bMk307WisTncOvwzG7unr2hNq9MCP7AnSqmu3qxGG3A4XYaApyopqllp2oNZuOQyUSaO0K1JbQDxuXijAlhXguQh2JGsbhmIQ51i0mHFEso0qXLyJjP3l02tnLZ69ZmP6sevHmh+bGi576RcV42a0jh3wh6ewc3v8kinGDb/jDoUue3j2/GfisedWXfV8pyYS9mXzF5w0Y9SIaRKXOWiukNT0hEsuq6B25Yq+09zlYFOD6B1jwhppvXu9dxvawr8ivc28rfybkUqlMrVMK3eXe5dxy6Q1nCi4BJ/P5fOVkwqmlBPKuIe5zdKrzG8UrhlPBLsyWUf4JDoD6kNJ7vCnrFoGienGswyfv5IVbYbNmbK1zrbjiXZsNzz+lL0blxlFzkqZsX9hm46+QNatgol8nO+JbRewXSgUEgIjAPf25q2ccsFuTNDT59LAFOBJ5iwYjVNxWtODdE0CpXE6ncYczxaHkUNHkbDP6+OAkEW8Q/eCxWCbceEl5uv/MD8w1+EbcQprT15Va/4p+Pj1P33tt9uvf4rkXXrmM7wBz8LX4oe2Xb6rZenqz82vzc//sQlZ9uFBkNErQEZ1MPSrjGQZqPwo31x2rspV+Bp9o73t3gVertFXn7c272Fuk8IVOqhgupyldl0MxHYKWMhJJR2X4eqK4HAkESERhxPkUE/oRKdyGP5f5fCCENJxdmIqSL4CTJ0YT/+Kc2JEqOSAHD1IQgc6bu3uqGyYN/72OT/LvIXLPry5YfTspqYfTBn6LHcoP/qSefqNZ2/ffmVrRSH7Um+dzTn9N089tX+e05b1dw8hxJ6BsSpoozFE5FhBLOWdhRxOcDs5wnESw5YSTGSpVEGiwLcyZLSMFKwEw1pCMzRGY6Uwps4QxALGpF48JouJTePPNlnG//uqxYFOhRo50ClQLe47qsVwYJdqEoBfPJHc+yG2ufczcjITZpLcofPm4S/Nzi+t/m+G/q+G/ktoqdEM/ee5UiEsJsQXxI9EtlrcKBJRRNlBSDCCZn4i2I7JDIJ2MKwkFKJ8dwTy/zaCNB0A7b6Tdv9/6+FmpiczmFyV2Up79/j5zH20b3NAB58HHQyDnWsZWNBaMF24XrxevUNcrd7hW50n8T4+z+lz5pU5yvxlwbICcbRyKTtVmqUsYm9ib/RfF9xv26+/or2sv6uf1m1MPh+mOmcUBhsL4e4wJOzNr+QlJ1U7Z+tEF3ZRnXNRnavwVtoZwHDhwGw4HXNOJ4XhMANDLkoUkaJAbLuM7XKhnJAZmepeZOW27+geHbx+tqfT8htZHQQV7HFQL9IZb7LMnqWGuC7iAD0sKgGBdDbUJ8NsThM9uhM0saGOaSYr0+a2Zz8xn3rmyMF7/ogdODnAfL/w6a6XPv70ufTh4STvy0z3rPUv4vlvfYyvmj3m4981/OCWc/8yvzG/GZM6ZPH4bij2AY8ZtNiSm721qRRHVay41KqNZrcvhTiDa+O6uJMcV8h1cEu4MxzbxYG1IQwSCfMeRmgXOomYI9SGUX4fgxaLrmVr+oe+lI7aYjQFkJ1LQRophL4bl3GHvm6BfjwMduHXVFfwfUZQ5LHTKcscQxiW5wVJlkSZk0RJFrvxASMu8G5B4Bnq+mVw/bIsgauXGYkBTMkL4OmhY0hRREEEWH3VHm60CJXhFCzFIhpRvqtWV34rlAHKIH/WOGb9OxQBYBR4JF8jgjc4eX+cBUBlHYj0QNSbxKMMLZuy3v5ZKaxoKaa773d7xBh4fer20fCZRiDKx6SN7BZ+O7uLPcIKq/kn2U/ZcxyglL6TexsmpyRK8BI4KOWHyNcxa5iHmYelR+SnmEPMq4z8InOM6ZWZIfIlDFkKCAHHO9Ptlr7zfZ/udSrNfHffpwAnlWY2oXmhUN3NbFhxNkNPju21B7K1zZet4QqrhousOnfdHpurGWXBB7ZKcLmUUzgiQYAhOB7GZWQ6vjdzgrSYt5rXgHnLLCN3ZX7TeyvZ9W9zpCVTPwK78Tj3S8ShIUawTaBywoLfQyLLBSFeuJj6fM3Bi02CSWVkfCYnJvR3I54fwS+e5H75zZgv6b1B+fkAyIlK/IaiMFExqjAsg6HrXYaUPyglhwcNTln0zNXGz/Kr4CwUPEjR36R/yICFZNlF8lldKpSLyQA2LFVDWLSAnSstkpeTFezPpKfkZ6VD8jnpa9m7jd0obZNfll6V3yUn2Hek9+TT5FP2Y+lzWVsurZBvJ3ezt0t3yxuJMFOZSxax86UF8vXkBlYYQVrZEVKrPEOcIc2UBb9cbUuRQWxKGiw32wSGqCwvSbKHBFmfJGQFxygEQskSpwpCLW9TawHU6RA8tolaSqGFNUobyJZo2GIphRZwaquh0wNFZDCEMUSQkUilt7mJymyWlWlc3aO/3UNP5HX3DTYq4VfCrChJtQzrZhiWQPxVyxA4JHAbRmUJUUGtJEEstGGIRrS9gLLYQ2SgZSIuTWdNg2/K1BRXKxjCKhGLz68CLjyvhBWVdJOBhhNsggEXIgMuQrWFFE7CbbSaZRBSnu3sicf1pn/qTcGAnunMdDYF/RDAxOGEfqqTRjOW7mXV7SJMncPPrikg82Lfyd1KmILltPWybEocgU6A2ICsWjKLHffhw1jGAn7O7DE/NP9m/hkgs5/59OsW9rZvVtI3yNQWsD3F1M/hNwybxPBigPGJrBMsG1AXUc1iurPDprVRASNiagURjJDIiIQIjAT0AloxLB0xS0fM1vJvQvwAIm4EDKVN6VCYJUqXQrYrRxSS9Y2ilLuppfW2KVNSUq2lGUfAGGfd5bILugHhBcAYGOS5XMuypRQng1VqbFxbRQcPFMrKEQ0sThoSSIUYzsrIkQMSlRorCIlbBmm4dVXXfqVO7FLqrIENCValxClQcIyXqWUMhm1h7gA3v13cI55i+KPMm+L7IhNmqsUUM1icKN7PbBO3MzvFXcwLopIN7pJ1KWIkreDupKFV16ZImBaCuw7ObDakSFWKTIXCurqlIAwtKEQiCH7C+IQBJCYMJklhAjGEy8h0QXKTPGE8GSk8IjwtvEbeI5+S08JXRImRMmGssEJYJzxDeOpPlsb7X6hfFNoRlQRMbQh2bMFhMhO7zHczu0EAKpm3vm5hnusdkcWk7YAlTgOWsKM89BNj2mZus7hF3WJjRSzYRLvgj/lXSMudwnLHCs8adr24Xl1ju8O53r3Os863zr8mqApOkIWgxxl0B/2eoOCq1KRApcB4YztljGRdDmeRgBFOhIxQR2hJqCu0PcSHQ2dCJKTHtiNMsx4Ji+t3781f+esLcMFCrmkLufY091CTmO6E+CcF0Q3FA1mAjrAb4IDTQUN5vn147S/mr9+LR+A7zJXm8+ZBcyWu+WT37r99eODASfL2yS1L9sQHmdeaj5g/MhcDTF/wldmH4K/3/DdZWlDMeh50gdJiuVHKcwfdB/3MKA7P597hiNNRqtlsKE+nmM+ORO//QOTewlAiN0YupNsvtvX53wXlFzB5Dvx9i8uBbWFff3AXxwGSrO2P7R7Cf8K2ySufmrN5wqJXX/zJzuuHXz66bjt3yBv5cOfa7oUOT+Zd9iWzo2rOsLYFmgw/TGPi52A8HhRB543bGu1j7DOERcoi9SnpCdv24v22E5LMi7zsE71yva3F1mIXRF1yuG1uu1uvt9XbR9mX2W7Q35KVFdKKwPWhddK6wJoQL3ndkmq3TbEts622PWj7qY2zhTXVrWmqXfVoPm+pS3fjDvd2N3G7UThCyQWE8yDRRhMSMaTpAETezott53fxR/hjPMuvXVKMw8WJYlIc8VxMtaKL8YklD7l42jKR38JmyxaAHUhflO2xgGRnmhK0ltKThsw+V4SpIkBVfIGqcbyJLP778a6XXuy4ZdFe88fvLJ16+bymPx1f1DRxdMm+09yhib+77fF38weuedr8K25+uj2S2cpMKJl5ydhLVY765LF9n7D/Av0ZgI8ZQw46ukP7y14ewELQ64Gg1+OPz+Xmll3Hr9CuK3tPfadYbZen2aYVtRcvUOc550cWls0fsDy0JrQpojqLqd8uKEzR2pgbCKYmFU0qfrHoxWK2s6iz+NaiW4v/UvSXYj4uV2glRSXFjVqquFVu1UYUDS9epM0tvkG7sWi9dmfRDvkJ7ckiF8BGjS/iiwNyQPMWCUXFssZi33S/EQinFvvxYv82P/EfInNRHtgiFYB/Hs6rdDNoNKbGaUwwnKKpvzbcgTfi7XgXPoJF/E/WCDbqLGYrKyT/F30+7DNcvpSvVYhFg1WFse36LohAW/EXjiwDA5V/zMl865SZu5ExsN3KhkzQz0EdX0pD8M742XT8VLZeGj8FPi9rwCxgVwT0yAsNLaYALVv/bY+rsQjIAxW0Xt3jpK1jht3ZqIWdjbL1ttNznxo2Fc5pjbKfvl2N8Ytf7TnA4RkkD9LqiuqAjmO04UUtxTvknxfJKN3eHyJfyBPGrL+61FB8IRAReI/b52UtyaL5grE4HNy2dsN9Q8alDv6zY+2qL36O3dgnmCdct9xy65jqAQPxrjeX3d2HXjA/N9/BH+bft+6GSakxec6qwdNv+OWSX8/71++0zivrihpTpdXzrnn+rpUfXI0xla8BYJMOWjnFpUZxtZRgE1ybtETqkjZKAo85UsoyRECi5PMF2VXU6+JKQ+aFME6gVVSLoOlgbG1kCekiGwlLAmLmmRxXJs3cTYArVhyaaYJi5NwRp3I2qckCoeA+6mgUij8yx7P3mBPYl86f/2aohXMfAL9RAv0KoDuNgYIoSIIOZkQaJY6ShBnSdH2TvtmxxfOo9wn9gPddz8f8OV7RVBUjIpS6JFUJa29ScAUQocjIa8vryGOW5HXlkXBeIm973pE8Ng9DLBUOJAJHAkyAmoLgRYDAympk0UAT9Q5Nudx8pyvicPsKssoNvk+3keIims6oewCXKa4NN6/sCuKyxK0nfvnH91a6Q+AMP3l+4Kxr5m/6JRPvNc3z729qv+LRaSvP0fEJCAl3UayN+wxnnInzYSWpsIjHihEclIJoo2sv1MxF9Z5AHaCZ04ZEM7ABKNT+FqItjup1uzeUYsNQCAB/eTWIPFI5KpWEz+TT6pfSV/KXKvcK96r8ivo+ehvQ9jvq5+hjSXqa/Sn3tPy4epjdyx2Wn1V/y0pVbBFXLYfVR9kHuEflh1Qxl2sVsU3jqU+yRbKATYIDAMsR2uWte7M4eqvhoaj6KtpSeAjnBdbKYli8vwg5W2Y1b99LCsuFu/sSe3kAzt19tcZlDFLDiCEkjJEbxFTmOa5Wkd2KIku8IIRFyS2KEquoag5iw48wKiKYVRlOVgRJ5EVB4GiwCr7BAtvgHECCqwFLd+OEIYf555XnjWoa20BTDdN0NcEBrT8jHQyMz6SD/kwmGMik/f1J6Sxy1nN/Vu/h32GVyEEB9fiLEfV3qywytAB1Zw5N0aIzTVPQgKZdERoG4rnmT3D1h1gFy4j/givMrebL5gfmhyBLDuaLXgj8AV2P/qab6khfBvzvTJAhEf3mIGL7fmUMVeqOyJhlWI4RWI5luOxxmGA3UMI6E+YFNwTymBUAiwNfGAIIG3GyiKcDxphvQJTPcRCqECTKh4kP7s0T37OAxsMIYg/fAXzBfc7bK1Fy6aAnAf0UxBjZCjQ8R6NzpyiJnI0OiziOXMQhXhzfAx5oghj/KCUMivdHwg7izZzGl+J2PBlPy3xMFjKTMs+REb2/yDxs2QYv2KznrZhiHp0FOfOsvVEg2JkzuyoBw4V5iBgUmXqbveFYClPlyAOEjhmBN+AEH4YGD9FtKQsWg4pmT3MGehuPW4WVkrCk0/AQKnKYgCASvoIjEGyzBHeTqAEYTSgFyeK50eISCVuhRqmkpqRgLipR2AQA/TamA35nsgVEwWvJvc/0Gxp405xI3Eo2WqlG/ROr7MmFZrlQAsMg8sIpy3UW00mdLkedgUfzbfgqvJhfglfxXVgk4UhZSjDgOtLdt2OPo06hl9fpgdQEIS1cSRYKS8ktwj3Cs+SwIIWILlSSsNBMErl4oE24k3TJG5Tz5Ixgz82RoHQ2RxFPAmPAUOOIx8uQzDS2pvdD5hKsMAfOf9Jb/KWFbcf0fcpWsUNRMarFncYCISjmcyFvcGze6PwxpX/SP3JI9YGWwIzovMD86Jro/YEHgjuCB/NeCf42T+V5zePlA94YX+5pDywna8gO/ln+ZV59IfWeTkIltTWOAVqJEa9KlRhFZVAEQqnFJb0lpKQlRMeYsNlTQ0IYhfTQrtBXITYUGoCTyICzWZJPixj5juaIkadD4Q+mIt3kumdZQdXkAVQ84DOrho+tGq4YAFcYhlspqImK5VKZ1l6oblMJxNl9EGobNm9KDU5M4VQHyOK9CYxxsjwy24c/8uGJvtm+xT7GF0guHNafnQM00tmTzjLaap2yvAqQFswhhJsWRrGQZjwrwXuqQ7izvac/3CyBADMvlJpaclUJScfbKU9AMhmbnnWinWkKJmIAHSgMZdxeX4SiCRtgCAtRNNQ3WDORPKaI3+P2JmvhVH0dntsX/+Obz3W3Mnml5ueKLjCjf5b+2fPTH73/N+PaFrdOxZfXf17SMHPEuJFJXSF/rXrkwfb1B8zuu+8Yl98QEFta9qybdU9rfmk4f9LIweYfnbX+WNPg6bXRhpK5ljysBXl40Ip18tGPDiJn33mjRmlsyBuVR5zT+enydO90f3v+lwJfxw7WBrvq8kayrVqra2Teg8LDkqzawByjILBhDye4KTdcimJHsi8iBpcU4AK9nDBRezcuN1S8BHVRvQo1Zyne2TS+J9P0yQSIgbIRUA/14AC5OtM4PXymoczj58nzvPP8C/O5NMSxVq60ngZ5OgKSxTwuwF3907f8Why4bc9Lppk5eOluw5kac0P69tXz567hDmXOPGieNr8yz5jvX9q+lVQ8PnHJtqf3P/Yjap+mwdibQRcC6C/GpJn2dme7d4F9oXOh9xb/DYHNZLP6sv6y/139Hf9n/GfiZ67PPOd510DXQM9Y51hvi79dXagKg5wN3gY/s5xbbl/LrbGvDzzpfMJ70LnfK9ksGc1L0fpZpztlS2r0TKAgZdV2R0o7hFkkA82cDgUZcCky4DqU3AiSegjcKQsfhX0CpmdxBFVr9ECLTATAFMwTIu5AcGaWlDSnTqez4md74jSZnj4Vz85nQZ3FsEDTXNqcylV9A0fFjobOyVovW2P+3XblxIW3rLq6bZ4Hu+NnX//M/Dv29rz0MflH7ZSp9z31/NZLF1f/6iUcxSwWcOkTVG6mAu2uyMnNRqPS2c63y+3OrLRsAdE4L0lLCroKyCAmpQ7ypAJjmRHqWM+IwMOS5LbERaFSY9gUwWYHVsi+cpsWxVRS7HYU3EBlJyIGQjObLoyw81xWYix0ks0FWJEdyIq2kF8oL3RmpYVPt5fjutwAnclanyOCLxYV9grzm2G7Zx0wvzFf2nMbDmSc1SNuvGLd6vlXrd16aTuOQYRjw4EHid675Klx1z7+swOPbYPxDoPxxkBW3Cgf//Qg0kFPWpTGh6VHtE36k9wT8mHpsNYdFEU3Hk1G8S3yxIIntf38/uAr8m/Vd+QT6nnhS03Lt+d7DLARHsPmSNk9L3je9DAeSxoKmq3a5oOa3GNAWO1ss3XYiM3vpO5kfyAvhZNOa0o0FM5OjRaVZ+t4Zbb251u1YQeDuh1IinTo9mynE8i8l1WcfkruEkVAEVztyQpRdcHsgsUF2wrYAntENDR7Cgies4fx78yR9kAgZrj9Rpm72W8U2KEAI+yn1tqKo5ozVqDmhE7AFU7aGbjImTPWtN7Tf+nZHKiyvoDgA2cj7fQeH6127ZXkoVZzWKTZgl3tp6gNTVs/bzOASjb6ozb68zYDiJVN5FlLDyBcBKiXtPA/WAtMRTwMkJ/KOGIiVgjnykZsPvI19td/ttP8+x0LsfutHuzkMwZz2xWXzIoxK6Zf1tSE8eTqRx579r4PQRbi5ivm87fcNRr/4MZVw4f/kNoNPyjAJxDre1G3UVvP4go2rIcd7WyXnxPZF/zE43UQt9PrsLnsSLe5MNKJWxLtCp6t9ClEoYyQeeywe3GfF3tps0CH+56BW/Mutywlm8WJYpvIiGV6tWO2gzi6MWtoNleUuGej7d4jXuKlMgEQxhvwrThIFmYXxMTBpPYCLOlNQxAXOIX8oCY0LQLvZigaa+3wynkiV9KKYmt9AlWJEE56isG8Fvu3Nj68bMUPo8OHDqn74x/N01vZaNua1VNKjuqNk1o/7D3AjLF035zEdlgYohpPMOYsD60NEaeqLalZo3XVsGFcTIqZBE6SJGPg4WQ4c6m93d1eOr18OrDqavt5x3mXc7CW9A4uSw5o1UZ4W8tGDDijZnzyveC1FVVTKlQtZvP6PJWaCqG1v4RqwLOWBliCbnNYQrJXUbN1WUVWAYpLs3VNKqsIkifPcv2zOWpwCu0xWtnkSkpwxSP4A3xFuRIN+qnRkQKBYHBDDa4BE9RtyChZEnEGEhesz9mc/dF79MypfmeVOZvLuPYjAGR1zvrxPcAcS3yzk2YUotI3xdE5F9dp2S37QvfC0vnl8+ILq3nq5Xyc15fz/EMwX1yUE2BfHUS0EMWGASq43N/ashvwMDFUNv3ahlKXtvLIO7fMwfiF33RhYeiSwxvMf/219/aO+feuWzD39pbYQE9BxFtTfPmjzzy74ThWcPAXD/WOeu7QoqaD99rI7T//0WM/fnz7j4BY9wNmbwe77kV7jLgdF+JGykj9EnyJ48/4KywJnJcrITMdCxwcAG2X2+F0MW6C7ZSoIUaQZNntkQH4K3JUlIxwSWqnhPsAdAOZgSXeopLURv92P1niP+MnX/ixH7mjXo9ltuDa7R58xoM9AV9zlvCdS+O5aXI4OpdrZaNTiPB6gKY+C2CJVtgP3oAChALiAVGmC1+KbJge4qfXPX/F1okh83R40pCWa5PmaYAFH28bvWTdhsx9pOaJWXUj1q/J/AMGDbL9ACjiM9ZcsICWH0QSnf11yM2G1CaRLmmXdEQ6Jn0hcYVSh7RK2g4nOIYXEERsdrpKjc75MigNmIjneIGViQA+05LFSEmKDYi5cX07jmZLPa3pfj0HE5fGXbTT8H4AB8zTOMDux6zZ+81YNvqNtb6s7yfmJLzD6qMH3WWM9wpRIeyrF/aLXJcPQyCJPG5NV3Xp+31iPfxsHev3SnbsjhKdw1xwA8XC2KclddC9gNfrO0SuRhGyaDd01MLFgfGn/BOslGsuy5Lu7zRdSZf8Ts9pvz0gpxTSxhr68y/34EDd5mUVVwyscRfb4w3O7HA2fvPNa09cbrefYbnS1G3Mv61c0gXaT7Hm4Y1ySnmujSNd3C7uCHeM+yI7+b6K2w4nOBgSAwCKiWLUT2MUYP8HjXNUTWYpmptrX4kQvwVsWAwPPojK4dtp+C2O51UP71VTTEpM+VPFI8hIcaR/RLEaZqrLp0gd5V3l28p/xj8h7FCf5Z9Vd5UfKz9ZbkPl1eVt8MEL5R+V8+VGMD/VDO0u60NOiLBCMESN/B5ZiFi2nhV0hyOWl58fjckgKHY96nQYs+o6HHgxsL2btBj2YF40lA/nFufjjnycD+f2lUajMYqP9iAUsyCD1Exrox76HYNLY8YweDfBuySWihmDhqSqY2/GPoox9lhhrCvGoFg4loj1xdhYoOxvTf1BTy4VmrVsTefAO4MDOQdhZdO3imalU8DgXbQibWmcOhEcd0U8oHFeH3UlYLgsxYtF+xXvWx1ciZm7jszblGj5yWXLflIGmhiKTRq8oMo8XdBcP2xBpXmajd7386nTpk2dfdmILZl2MvvHVU2j79pkEtLy6KwBLasfzvRm573ZduCZF20z/ILL55olLhDZbhYDt/QR4gj7ZzrHW4bIIdg0XlUUAJYER73IMkQQn8NN/pMhkpWoaqP01TT1gj1S8RmqF9+xRxal/odJslJOFzBpOb7YAFlEArPEtpunSyY1jrkuDmrN3fVW+pGJhaTgmbkD21bvMQvZ6NZ9wxesvik7BzUZ8OYjMFYNopPNxuhP8WnxS9eXHvYV8ilHnAEuIJF2fbprurfdv5ls4beIm9Vu6Tj5E/eBdFw9zZ3mP9X0J8TXyO/5X4svq9wycT2/WmQclhwqPkokNyu4G4VgR96SPJJni6DvhBPZoCwLsvu9lbRQnwcYe6GfxdRV4bQr5cwumEV0gU7pRX5p8p2Zrf+FU+ar/7jf/PJOHN507bUPPXTttZtI0d2Yv9N85Yv/Mn+9GvU9+eMnn9y+9cknYbx3mT9gN8N4dYgnHjGqBrpGu4gzxTRqja5U3ghmjDbGNSLvqzyJxqT9ccY54as8ETTo4vjTqyi63dYffzrKbTZ7VNetwEL5fgQ6vqcJWKmf+h8xqOVLqH+mMehFcQVdd+mhso5yQSgNLb4d9V2YT/5y0UFMzN6DMzdMBCZ7750357Y1V85fB8xtu8r8s5kxz5nvtUzLfMYc3Pv0j/Y+8ZNtIJJrEWIarLE/aZRt5rBkw1O4edwyjql2zrQtsC1xsrJkVwtVskHtU0mzOlElajdZbpQLAkg4Q3i5DEm6lJCWSKwUXOXc5iSznaucO53HnKxTR1GaPoXxE9KFt9P8qaP5IM5H/WH4BYE+R629BRuBEiDfjbVZUnSi1l2+Ka276qwVqLUDgQ4g4FlKWADShh14O5Xp4VeP6GifMWrI4MnVbHTz1SPq/l017Cnzv2CMCZBnHcZYQV4yjvAOvliM+Ry+4i3OLe7NsYcqJMHd4ibOw9pB2yuRj4vPa+eK+HJtmjZXe0jZ7Hyi6KAqDCs2SkZE5xddFV3rXOteU3R7idQQHcm3KGO1ifaWyCVFQlFJLNqg1kXoXE5dicDLnEOK+LWYWlRUVCyUFBkDfqiucN/gub58WcU6z+qKRzwPVewr2lesdeENvrv9D1f8vGLXAN4X8RqR4pTXyC9MFXrxRwDRk2KkrXRDKSk1/KFUaXCAtfAD7G7bAJwYgKsH4AEFkQR41iSE6TnbnF3FKjdnPRNdcxCIr+imJO8Fe2vlmnI2xFodTC1xD8plRutoXhR7cbSoPtISmYrbfVfhhb5zWMY+wgYjRaTMpamkLDibxWxLmdIWxMEWlwAYH/6zCdHsO92ZR6fPXqMIOdKdrYus6cUS2j65t7Ak2w4ErbaRBwdXa7i+qKVoi/Zg0dGit4v4SJGqsWwQ5TA4Slq5Wl9lM84FbFa7qDSb9gyB90M4O2fIduAufAYzCOvWDCJrXenywpUYG+MRi2ezZ1hCh+A14NbepM+A+/oMuKnPqGtI+Wgu0WeUlkMB97X7Cq20HeubFjTAftuDuC3YFyS5wVuTiNaLruZNd9J1vUuzzSwxcrN+2QioE17ptBWGlvS9akiKs9leBgXQ4R/7tUbVrTbSwz0qnUf8fLfSiHLLwdpR/86BBlD7WDRWQmcELS948YQgOEM34PdoAged1155TUOp2zPGfObSle9//P7bZeaXjtkzFyfC+VH8YvvMs1+8l8HV8cnTyvKrwx63o3Xo9IfvfO7eu2qGXlLoLS7w5M8b27rm/j/usnLqhX2fkvu4H4FXeN0oDyMItuRy+yDbWFu7XQh4kJ/xepDP6XJjn5O4sZ+RBFlQ/ZTgduTb7tvlYzqgOuJjfBBU7vFgajT3Ig8vWNkYVZGq5WoEcd1sa6sHa5T5majPOc3T7N7m3ulmOtxd7o3uY+4zbg65dTfd3MG6A8EV2/sBReuuBrAUg62V/e6+I3RasTc7q6iftWLSHitzDpeesgBkLiZNYwhA3RZVfXxuss5RXJesK3WQG48osfzYWP+cm8fd2KhIt96Kg2z0pDn1tnh+3vsVyUkjax7Cb55862fmeqDPPWBnprBRwAhbDd8Mx3zHJo6R+ADfRJocraTVcZoIVqziYBUvkj1uCLch5o56PIiaSJvXQgrZwPz/gRQk8QJEEPEZEYv/OWTJOpnvIYR0xEpQVVnTk+5vZyqZCYOeX3j1U+NwoHBy8+ilFTiwbdqcy5/aRLab/pNzB09cdgofoUEARhLg14EwThV/aNQgBcuIJ7LASXnISwpYBxcU3FKB7FBVa9KyWGlkGvnRzGh+C7OFt3KTxvIBo1IyUliWYyVFZtU8FGS9nFsKyB5VLUZlbIyrlMrkmFqDGrihUgsaRUZxo4Ux0nK0gl3OrZBWyMvVtWgdu5ZbJ62T16rvoffY49xx6T35uPo5+pw9xZ2SPpdPqV+hr9hz3HnhnPSVfE6t/P4MpZSbofRIdIaStvrnInkJyd+Zi/zuROT43ETkOKOWTkT+vyYX+ezkolxta7YROsMoDpOwDYWBaNcgBd4GYrBtXxgHtKMHcTDrGunkYm5uMTu1mP4/zC32Tx92xhG1LvsUQ2uEYZ7fozXCKM+DaVEMlZ45A6aFyVY8Xcug0NbJfkOTW3WK6KxjnvWPIwrG7eYu7HjlALbvfg17zKfNfx3Yx0Yzo0k3fX/zPnk6Mw1kw2ZOYieDbLhwap+zjMMuatv9qj0lejV7SqAFTwvOC+dIdsn3oBQEP6ym2HidIBfPugjLMJgmpDrAsXXjnYZTsWvVtjIU9iQ8HR6GBuqW5Y+mrPjdmV+Q8tDVB42M4Q+kVllztjFDIlaLYEJbTtyIjPz6VG5liPtozm7Ex2cCUMJ/bmtRPN65dLx+9hQNOKuz9MbZGUpnlt6Czcqk5Bboplt36WB2BoHZ2cPq6FDfGQD7Z3YzOrb2EuU2BHxq2DRHs0t3BaBw+ps5IP9eaNB6D7Rzi31dFrkFG1NcVI2tdLkNx83zuNhcP7x0+IxVbZMmBC6pm3N5AEhvI//qJQfTc4YUOT7Qftie3fNQBHjuHaC/jsfvc77KYvB7fUaN7kjJGAoBizL5Ep+XSYMySh6lzsQzyUK8kKxyih+xx9Qv2JMqK1ezjwmHyXVIRDKeCvgBpBlXq49Zpsuu60jewG4D1xmOVqXYbhzfJ8lJ3Z6DHnZrgpNiD7tuD9sTdsO+ys7bg0D9I4AIiVMQk6hL3UhBJF0iCfcQVB9t4fgejP8DglEBwThW3NSPYChsTMeX6mfB1NE1GPTM2aae+FJrH96/T0HZQ2vc2Z8dw33HDJvkT2E7khNQy4JIuWlN5LbngCaoeHb3Buk7Y8hKo6Kr8NYsnWhHyTpc38ALHJ3iFOqTEU8RvndOdU2buZ651ly0YVk+3vsn/OqSagaTz14xBzwq0CnPvr5sLMW95YyiCoQcAtqCK+GDiOEiegi3hTpCJ0NMiK0dHSc4dJDUoXIqVunOOvpda12k0Ajfdee+uxPPQyHDTvRCvLMQFwqIfq/wIEl9+z06oQGx6i+4QxC/PWz4FJXDMq9yRGA0lghIY7HMqQDhi4zBGuvWNJarYFkZqxVhrU0jmgZRK6GT1rLIcgCHUhwnCqIUtBMhjGVNXRWWEzKR6XoYW//i8fEm6Eh2/TjdVRG/sIqcLt1P+3sC9Ky/Z21V/Bb9aNbrWnkmD7Y2mAh1j+MYHmMeIH/55vyj5APyZzMPu/9l9piuL/E/b+3JjYnUWXt5HjUajmlfaKRL26Ud0ZgOqEihtkrbrjGSzGERoDeMVaFjVVgscrK8RWHdCtjtbly8j4VTMhwYHkURCUaCKLPcIJorExV5kNifyxEDan8uJze43mxOImCN5H8ZEKaYjo6qwSM46JgewIH1683T68kx8rnJXfer63r7iPO6XwFfkTmL7tEEvooWXz9lWZAJZT9BYGeRgeN1WdkZY85iG9mhcF0oex25J3fdmKSmfnudtf7PkhNfTk5+AHLiMWSMq9zy6BjGiQsiQq+34iFLJitz1ytwI48h4QEueXQcvnVBEi05tGyKdX1t9np0O1xfZug44cY73S+4ieFucxO32I1f2ke/7/5Wki2RBM9I96XCn5XbvGQfwSZFfc2GC3GsySBZYE2MAiLPmYR5DkeRhHdhP6IrRyy5OpvLdAB667XWqUZy+78xYlFvmDnSa3DoGxRmj9D8RTcIzKcgKxwglZsOkSR42VojLnNGoDBl5wo5ws0SB/IMQRIvb1CwEvAFGSnKi1GBhXA1SvhD5EEkkAcNldBFPxswgwOy0o3FvZFPnqa5Sbow49QpMDLW3wS930GD1OuZT9JxkIaWES0jMAO9VGg2FeMxODH6AxzAN5JP8UzzyYzfXEMzrFa+ZQmzm5lr9VdBVxuptdxa5Rx3TmF5jlfmcnOV67nrFR5xDOYVWRQ4GDOjnBVFBolhXa6Wm+nyZnyTITPhQmtTLd1Su2mv+vjw3G72dIYaxh5ACLh/MoDm0TpdDFgzJmmVj9fh2qqztGB2Y8f58+YX2fJCbhQHgHclhocMRDKJXrRPnL2wTzxDd4lbO8dosjM3PBjf9L7TrI07gijoecBoXSGvk5/ATwl0BfAB6beSON3R7m0PTi+c71jgXRCcXyg2kka+XqrXxpAx/EipRXtCeo28yh+VjmrvkT/xb0tvaw7dH/YTCySXOr0p/w5RK7RX24mdbuu270Bc6MREiFCDRe4TSiDy1kvfzlVnV3PHO+k7a/nTuNbndeh05zVy6A31viJe4B26NWvXUO/QqzCpPb5iw8blx98xv4Yy2eYNpSYmsxV3ZMs+c7bZsX8TsHgH/vH+TZ8Nm3qNCa8XjWFTf0D33rw4DGj4ExD9KNBAQtMN6WpyE7mLMATcZ/ne2dY+hcsPiBJwVpXQYTwTaIZJ2tA4xBayYXYXy7IB+RB+Am9H/euCzvUnSc+me6x1xuXYwQuO+pKGJBM1Tz/yh2sxSZxiizeORH0lr66xsEES/IIKfQjhZmP2s/79wYN5v2Nf8R/zHwscC4rD84bnDw9NDzzKPuR/it2RL/LBMCrjG4Kj2eH+4YHhQbHEXxIoCTLeKDudXeffmrc1f2voqfynQqKTrqsJh2pC14dWhzaG3gmJ1qIbr9uTChFdtYd04Ly1Mc2gq+zBtwOXUDd5bC/Bqr0bTzeKC9VqQAGUe+oOFyed8HrxRJoxLbSf0JeTQEE/C89aPGyiEABZu+zBKMSzMwLYkYxno+pQ35E9jkbahz12qzJseiMr6o2c6IDa0fjdRbiKlBfII3kuzLpQbpN+2kIFrZNmPo/y+k6ifHiH+k7m9oaDxDgi9U5riYyVfBNK60sgCKcLvHmWF1i1N6Zv/8ev4oPmts9cIJqfBrD48nvnR41PmudGeTFnfvMglv60u3nGtMvnLrop/9Pfff7LK/fOGXa2LZrFcONBX/KAT+XoPaN2redVD7kp/658soP5OfeEez9ziNvvft//YUD0uvE93nt8JCJriMU+lzdSqOkq2IISQ52oYUPbQP059nZjYtgLXdUu4qIEdu3I4777KAWj1nqWQkzbpR4BLqhe/cSqwg2F2wp3Fr5QyBWeFE5MLMElwbj3hG85PoECFRcU6mxOpUAK6fbXHEtoYe2GtfL2F558QOlqZUDoJPDFD0Bo8F4g5FCSrKX5C2tzOc3tjse6tnTSjOVLJ9e3Fi5dMXPM6HmKmcm75tc3vHnL/LdWbjY/+eMr5tf4jsiCa1cvWXSz52Nm4YyxM6/qGHDHtktX/2Ddiz/Me+6OF80zH4NOAXnZEUBXGZDRR0ajGtYaJTWgxtUp6tXqX1W+R8M862VL2TJttHap9oR2QHtZkwANIZXXBAjsNAGpqqZ1418aweyqUrqNTGM0wspIMACOHIPGYVwGjp3gffsROHZVheh+5j5ug4xlyginLmwTXhAYIWhvJqsIIQHbITwOj7Y0+1QnXUxjrYWmz/s425RJN2UXSOaiD7roj81ijn7hrVSHqOPV19UPVQ5lxRbIG6fLpnHSQefWsQOTlZknyc3/2L/fPGPuxLFzzE97L//SfI8U4H+biiVzdJ9GhYWvfmqUSiwnM0SSS1nnToilGMTTCS8iiKKCRE4M82/SXSfWwmnAjB0as0Tr0gjd3bkdaMBe2OHZv5NK/Y8Lpy9s8qRA0dJdxto7zWQfS0Cr7+2d7t+cfOFvEy4jI3CZeSLzHHco8wIZ9nULuTWzCsZU3HeaeR3G5ESzjJKF4hMamSrNkxZqC/WFjhv19bogj1ZutVcKEgbhcIYhTIQhOZe4KaxxK18UAscCrkyu63Q3UGfnuf6ZvczZU9lsCo443EJ22rHUm13qQ3bgWDj+14PvfY6xjwsn5lw5mTvU27F/Ttej//338MrUxM49Fs3XgzzOtmj+33TcH+6FCNFKR9wSqEwJjM64+Jg0j98pvyD/VnpNfl+WpzAdDNEEv9TCzxCv57n90kdsD9vL/pvnJggTxHn8Lezd7KPsVu4R/hHhEVEuZJ18nI1zFXyFUCFWa61sKydf2NErSwzPKhzLU3hG9+sCkJAVtptcYwS5arGxELg8F5gZxV0I023ZAIpvyiXbrN26oPp+MAE0Qr6QZLJ2DdJ1u/27cenQfrtHiuQev0HXNqOl6ez+4/5dresBLozBs8yH8B3mH8x/3w7kOoevN2/OXI4/XG8+Az99mH2SdHFvgUANN1w47PSkcLigJNXGYGuPJsT77YBfEfMx0mm8T644gK8FbPLJzf1uI00dRk+a+vx4nAbZh+/Eg80e9kmIr49n7a6FcyB2ZtBoo5hO+ObmfpkOqEihNfXLEMz/Xyd+szt/KBbKTZ/Db7zOvor/Yo0jbgQYRICyYbQR5O+f0HnyHkY72defzuFeq7/WvgIaV7yO3fBd2Txn3afRnIWfgSMviuz2urrxk4aiIs4rKuI61WZHzcme2mZcnfx9Ty2AZRuTW3vnoflNUpeqb8BXuAq9anG5s9I9dfjAyQ15LYNtpRVxd6RS458oK0iNjA1amaDP8CHv4i+434PNbDsgASphOYQp2CyW2FPcxzJYxw6M8XG5zdrqEVS5DnY7OJWAMv7pnMrrlq5bjxk4S2d7LE9tzeQWA2KpAyfakMRf/OryFbPH1/sfIe8SPCzyaF5TxSBrnAE4sQJ+vwD93NBZvzuQYoVX80/kM3eHcIEFMoLh1PCCKQVXFjAFPgo2CtApTDM+NxkJt92Q1ZR9jXrKjTskLB33+ZD9uF5CcBvKrVFfEF5FdoIVHlH4U/rwp0+oAab5YirUPdSfnYrTeboL3U7H++0u50ZK/uF8ku8m1Dan4Z3N78exJ2Ktqe13ajE47IcH8EdWZB5TZmxe6iusTSZr+eftTW333/VAVW3wmkEBZtmPp61Z3h4CYzKg5hJ9Wf2orhn1V6SC0yv9WfkpI6+RW4EecbTHKBOK8aiCGQXzCpjiQqHYpiAMFPJB/LXYh30+N3uq3H0q3/YaXeW9b1CdopRTqlTmY7VE0/yLC3HhcUdJByj58cXRN6OkK7oxStqiu6IkHE1ESfSOSt9xfzeEQRo+jgxPQQrdMWDRzVQ241Tpz1FNzqRBs8B202QZBP5WPASefym8L/h8fOGRCq6G7zh9a/vbdwgkZB8qQycvyrrFQdU1TY1VBUN8qcGBivLyWnFPoGbc6pvv8+Qnho98cn3XI8wed0NdUyI+0H4/9hV7Q6WVdcH5A0bc3BYNV4b86aGzH1hJ41drL4AVH+fn4tfzEB/X7QXB1foD4yxXu/v+uo9mRIx4nqHQTYJd2k7wZ2ASB+0eHY+n22l+pe8QLsWbIMJlkP95xDDXArQX4L10N4er9bPI2ilKY9NNZgn+AK7Vs99hP/n//w77yddvcwO+/Q54pv//30HmIdzy7XfE/8N3RPTlIbH/O4dxqf5/+I6Ovjisj7S+o6N5aBZ7KTsBonk78kEwGEPVqAE1o1FoIpqBZqP5aDFaDjbht8aVC37QNnXqZTNX3Dywacl1ZQM6rioZN1oVRxgsoCQR5YdLmgaUlAxoYmbmpxJuXffnTxh7/dKlc+a1XLLyxvraaxc5vZOnE37Q0OnwV3T5rILgrBsXzZq16EZmXpFsq6iqihbNQ9V/fr2x+vVjr9NkfXV1tX7sdf11RyMc6q/Tw4vf1nW4Olvrb2Sv/97F/+N6oIC7uKgulayN5WpXrvbl6v7Phe+1v19///Pvt0u/d//+32PeTqRSiQdp8WWyJllTQo/Mhlp4/SJZU5Mkk2mZCdIT5PYL12Z+mUjV1loX49/Sz8zLaPklvfhBesRsgiIBLfPdZLLmI2jgzXAwnd7sJijw87XVdZnRcPRQIpEi4dxFpgAHn9KvvZdKpKrgwLJP2fVh4EMd6HLD0Hm7gm2Mci9vF1HUbtiNphEpu1GTgsLtSy22r7KTDfZt9jftH9m/sHM77ZimjQ17m50V7HaXk2bZLs/tJ8dBvz6+5/cgjbMvTzfXJEqtpwYVF8UarDWLdaAHO9TApa3XT1lSUxmY5pVwIPLk0NsHVheckZqD1iovaj8vetUgRMyTaBEOM1dbchw0VPa4io6L8inedoqg6p4PenB1z5+p/OuRsAPeTKq4yOMGboXNk+ZJDDD313S3Fv67uQp34VvNrv/613/RnId5BF2PR8J9aawxwohepeGY1gDhGKdEhXqBCAq4zuOsspAuOxUZiVdOsZhB1R8ezdQepdKYxtVHM0dfB78CEpimYVOxp7gui+kjdQIeefUecwteufVq828HsHj//ffgd8yqv/yFjtE8BmNKMJeDtbvMSEXz6vOIw+s77nI6xeOS5vGg45ooOR0S/Ckv2LH9lM8ItAV2BZhAQPGeckFPrJHTAC7Zk7YUwwG/CpSordb/DAVgCzDoaWw9rC4WtThQl8o+yM5jPcjO58WJ9MxbVkycaf+VdtXiZS31j1yKf2/+xpGoWjZhEr7hpnGj65o69fldK+pd+MEfz7CPGA2++DKIe0exQ5CLbsc38rgTYV/CZ/gYny8SOkEnE4jdvUPWgjtQN/NLa4UQrk730MiBcsh6KJm12xIAzlDi6l8ZA9CHTFr53Mqhl3QdvuGW525pvmTV4Rt+2Ln4+s6lneyQ1nvfWH37m/e2tt775u2r37i3tXfDjsd+smPHTx7bkZWXZmDmr9mBSEXlB5GKZxrALrqdh6gQDanQj91YhVAtWQ08g978PgldKccOGyM4AAMkya/N0+UTp88Z/Mi7DR8wTCRVUeJAfRUrRtN7Q8FG2GZUglqNSHke9vtxjMdOj8slndALwgWkoCBacgIhDyopiTi7yWP7PGpkB9s/eGAQMCVZnaVAbbWDMiWddlnO1CIGL4DZTg3lc262s+iHd/zmmh1LBlaO7Zg/f+YwjVzRGxs0+8aVN84e1Dq2fZ6DvPzczLlV01eMGT6/bXAiGisPmt/M//GK9hENqYElRt3kjmy+eag5j1XZZvCkE/r+y1yFpN0oz+pUXTbfV2PexE5kk5bsD9kjiTwEwIbNA9G1hjVGYbHKc93ML/YoDE9zQKAJQMKjr4PkNwNaqE4efb02nc68Tnf8fTeKXX9RFGvehO84xwzpPfqleRO5GT9jTs31bSHrZ8ugb0Lf38zbaN9s8FvZvsHnuVykzqNWqz0YOvyC1R73MG03AU88Vnu81H99idWeYLVr4fM2qz1Rpe02+LyC2wFt4d907G19H3JXAr5PoOFoohF3uN26Eo4OH14wMhFDqDFmLygEvqJEtLgSzGB8aKU7IDnEeCXHUJ4CbAdmJjO1b9RS0QbeUhOYpM87TUIUMJTJLjF2FxBfpArH6DRhVtrpEymqoGUjAt3DRQF/AX1sA6lb5Zn5wNsP3PrGfeOJPVxovmLTxZKZSx+6Yu5TN49sXH1i2w27mrF78A9mjZjbWuckk8YfmT9pTr2jeMjU2vH3/mAYW3j1T68dWHdd92pz6Q177+5sqBoXjbXUhwdds/WKOT+6fkrAFXZMum5ssa/+spHmX3xVTlti6Oho1eiaYNH4lencsz1uBXrkoyh4hCFCqa+UiGF/mAh+n5/EADMQFMvPd8fCBRupwJd5QrGEiO1ioUgAHBSUejxsUaXKBCtZqV/qeyzqgMhbgg9ESluCj6k/CMeiDr2UKgAbwpECbK1ox3S7GyUON71mx9a/mt0Hfo4b739jycH7r24p7nVIyXjHts/GZeaSPcHL0qtGLZs1BN/3x8ULP3oDT8JvHL2sccF9u1+7ZtSMe5NL/4LvP5pOD0jf158zGQ9jC6E6IxSVcCiMsa1Q19Vw2JawEZtDqPQydoI1Kt7NzT1JnNVT6HZPLmWbqiK0X9mVmhZ7QfrGmycqxy9suuyW8UXmCewsnHz1HZMbrls8pzXOrJx7x4Rw09UPzOx9jjv0x/oZQyLumsk3Pb2kP4cj/hj6k4IYuQT6k5cK41i4HNMe2aBvuLoyLxzO9apcwyJ0y+pXEkQM+vYBNfAfAIKv/Y+9I75cJ60lttlPuSrzRMWYKxrabxwbpv0taFtw6/jEtVfPKS1uX3r3tME3LO4YVW6eiI+5qnHy9eNK/pcxeOouG1U/c2huLL2zspfUzb5jUvYZaX2fcsO5w0DnpJFfJsF4bGFVLSThcCgRIiE6IEkXNUwuIjOlcbKajoNuyM/pAh1HnaU0bN3duKyfyLjM/OdFROYO997W30VmxNcj3/oOmaE/1Gb8ycrblBpOLMo8YcOyzJWKosKW0l5kjsI/rs58eFT/EKyYqy4CBizpidQlHYPJ9ueey3Q8Rx9j0Fv35ZfMa9l70uevbYN7yqjTGPYjEf9AxLKMREEMS7JbkuSFGMsQfssE4lbZTadDa6RbJSJJqgB0sB5hLBAGbC1dmJ5l7NGjzkbqkzJHHUlw5dVr4zp6cS1HH0+SXuvX42vFW+AoTf2V9ZQe+rwmbpt5W2ab+R6Okcl4ZeY68nomyR3KzCcPZ8ahC3vv2KHgo2NorJE3Mg/zPBstYJhwQaLAgBi8oNwdSQCqCHST6w4IssLJDF9MF8kSwFjNtWDjmpMX/HayWre4RKdg6izm4H6LxvQzLSdmxE03zJnfXLLz0kt/ckPLyBU/u6TEmJ5MTGsuLWmeXls7zShhhz548zfvb720fdyGY6vXvXFXS+YfV62bWlI+5abJ6dsnR8smLs/6p9sAoz6a22cRMZw8irKIhEmCMATbeBbxqPnPrzdDHwGBWT7IQSUHP2ptiIh+HeeOb6TbCCy+3Qb+YIHFt8XGsGXyHTKZ2c+5aJZzObZFLbY1UAhqMS2KWMo2hgWLDWzj4QNGzirkxXwDzn3Lt//ENXaB+VPzfvNjnIfH4RnmlfiYmeAO9R4Br6jQPvZ9QpZbz+CJGw5FRtEaN86uoGPcMl18t0/RaBaYcsayrJk36Opbh9vry06C0WVxsSqmDmjAcmK00lHmjy0Yd934WE1Igd9RL5mh+QtY7r+D1f7B6TvnW9PZ8Lt2ILbBVYGeVBo6wUpUFMJcgtvFMRxH6AZrRRZ5Fgbd/PpRqi9pqCyvn90QVkeTZ8S4y/zk7rutZXe9h5iWk1g0z8O97zQnWWvtUmiCkV8XHhkm0WiJJJWUeOpTKFJT44/StULEw1AxHGAv9fEoFaJiKNlkmh17oxZsRU/OySYtLwuyCJLIWSviyBCcda50LeCFJ3oQK85w9KPMJtyAfy7NmNXc3hgMTbhsbqruiinNrigO2O1TmksuqS9TPDhQ3fmre1c9+8N6PH9YMjT0ypYHKkYkAv6qS+IzHiS3m3Unk8lBntLa0KCP8U97R21+Y9XA2hkrWgSHnMMmYGecvHaLhVVyfIT27VY7t2cFBLi0/9nP7DF2KUi1B91rGIKMGZumAlRjo/QZzTzH8TP5dTwZxI/lSTkP/pLYdQqsQDgFN33cyAwBCx6HytgF3kbX++wjDMPygO320VlnSzwpRqOhiX6UzidXp2vBrlDRtB3ljh514CQ4YkfSf/FJmvQtx7GIEMERxsbYcQRkKcYeM387xixrMd/Ef8bCOk6xueytuHCi3WVT+AMH2KXmG/nxyrroH94trYtXBOnKgS0wvo0wPhsKoiSaaoRj9qKIKFZEwt6E1/Bu9LJeb7IO26PhZCJJkjEqY3vtdpu18yAp2w6R61AexYIAI6h/yClZP4qg+Bl7qLxnn8tUhYsZT+65xgAfcKTWm30qFhFyFSCtCO6+uXmqc8Dg6krXnAkLD6+IRAdOHLDFHEa4JY/W1Y/0VQwuWbi4YtyiYaE7F5vNzN2/I4Svj8WSHCHmxH/xYtOAyfk2stlfXHL9mFjrsJReeN+VQxfPaBAYFoOcX9b3T/ZW9g4UQbOMAXrE4UCRXRE8LDIpcl/ksQibffhupDgQoQ+GBcQU0S2jUOB+DgarASgvINftZpQcdLoQymXNb9oaN4yaPuY0a3aTtbmHC4FjtyxwfQN7a6PZd/TG390/adJDx1YdxqTG/HNw8cSBs0dGoyPS9ROWhfGyV45M2vzO6rv//Mik3QeqLhtX3La6Y+76KSVXXUPlkvLtAeCbEyKdBsMnRcL5iXwjf2M+m58fdUXDzoSTOK2d2U7ZRZmEcky6KLxzWdRnaA4VFNN6UrCljuAdKKO24KOjr4tNXjW98tJxeaNnLx9rVuPw/WPSjWHV66scVuG7dCS7VFZ8czYcvGbzB6ODFYUOZn2mw1FcXzJ81cxlY6MSx1k2i/Z1EPRV+f/quhrgqKor/M69b9/fJrtvf7Obv92XsH8kIT9LCEkgecSMCRWEQEIIIQKFqmDBNuMPtdYqIDEdRGAck4A4bZ2qozjOqB2FqVOdCcx0wNZ2bC2dUTpKZxo7seqMv7AvPfe+t0nAaTaZbHLfvefec8895zvn3nuW6RVZ1ijNZ5BDbwZ1n8CPPVCB3fV5RVEEkfEZsL8q8pkdGXUg6pxoZZHltU4+Xec1Tg/lHicrcr8n+8ThqTenvprK06aXkbYqdJsxWTZoPSX27gYV3Ei73r5ZHUfy7Frpq7KsauIZhz4Stsnm6Q5dQ9U3Tlfl3oVLloEU3/nYqndk6xzKVkbYbqZCRjiMJqWcJH+ZgZ7M0QyJZ+oyZoZmMlXlhp25NRTmSwphZvQNJOtH8UoLlThvVHHbWw5s7DnbeXEEDH/5bCFDAz/nsHxHznA2G8lxUp25a3Tse499+FTvzeOXjv4NjYb1UfHejZ0/WlNdvfbODmNVtxmG45es6mRHQ1n/yYv77v/ryU0vvpRd1Zde//P+odGB6sJIPHDb7Fzex+fSNIukpKiquCK0JA/8+wSe2oqbB1UliltDk8TYOMnMr81Ih5OT09duOI5DHH7NA0C3oJbqhVNXDsP7VqWQpwmvI00qFJsqsWkJrGUuHAxUOK1hK+LwlcOsTmbmE2pinZCwxCxKK6iOHwtBPAShUFHcDW5D09w6Wx2yG3gX26cvIId53H2INcf3IJlNSqYS5ZSDJmJArPWOscHTZxElUHdxVWVqUVgSh3Ph3Se21144V1bT3VBSku2qyvPpU86n/WaXIouqnJRcQUlyKS5RFV0qIjxCRQSbFHkYFFVDrBeJIOqIOcVCNVnvBsGNXq6bulUCsqRpIrU7Og+EDk0zEMqwDLw1wnaw0VREav3N+s9GxEnP5IgLoQ3bNWQrfXZb0GCsPguD1mK4bD1jvf6E9U/keCOct5bkNsJ/nrBemF0332D/XeiHRbeKsELsEYmNiUWZ5ufgDPaIzi7SOQl1JjfEUlSuEIev3jvltOlitiYq7DPXhENLQqRZRBACBaIQDRVKXrec/IkEuyRYJq2SSI0EpWhPNa3kngD8IADZwA0BUhGAAH570B756nzEFw2Jbo9LlwLIm1cLC1TdsaeTfm5IpxsaeCJVBkX4m+ksT0bHYn9ttIl9RoSvEvDFehsop0U0Isqax/06HLO+FWeEj6wZ0foWjp3RPJrigi0lNXVNCdJ+5TBtvHqe/eDsv7GgqbYmmp/zu/icbzAb71PgJgUUJYIWRE7SoyLKponcU+8h0MlSpM9XPfQ7q8WeX+x9A9M609k8U4EzFjs8DjqcpqBbH1urKXZjJXntymFyKtdr43Gmhz5BPcR8ivVmzdJEd4I0GV0GWerv9pOVFFooaEZPOcz3MZxj3GxdeN2VTAu6rgsK8qXBvgJc38yFBxPXuRabe8b+PnLw4sT69RPvHRi5OLEOUjU372pr27m6euFNd5jtd6yuJtlH3x9fu27iH4+MXhzr6Rl779GBA/1VVf0PDw7s78ukNxzI2zm2joNCBXrgpZqhl8bRytHSUmFBODCfh+xO7qt+f1AL/V/1basJx+hxrGFn4pwDJ+NwdOd4c/26lnh27fa66p+uuX/7gUyyanltcO0ycVgO+tt6b13a98BAVlNlawc9ZH2p62ayvlOhos131t9p7G9cqBV2m7VFoVAy6A8G/bo/FgxqBqR8KZJKCfW1MXsNgeDDWkX+YEz3etl94tdisUXBUFxbNG8Uk1x9IsjwOYKRH09DLUuQWcXXOE+ISfJoKsSzYuKQEBdWgS8wD4FVQWiciNtGt3WUlpSElt+5qWln9oz1/NPZdcWekniqOHCka0NxdSZbpfeumBCHvRVN6fQt2Zqt/SuLxNCO1da/vr55QFdUF7GaybNUlNvS1UslQj4U7LyZ02IK5a5JGDVXDqcgVVFjKCVGaemTHtjlgQEPeARFV+KKqYiKEmgWjKamCsP+tI0mxgwDp1LwUM/iWMmiUigtTcVSEWZRXl7sjjGWRGYjtTYSsPdD8c284N4QW+L4nu2bsqVuOxr26FP8LhKX3vynQDBjiXzLs47tlKZgR2T3xnT3kvjCuuCm7sEjybtahp/94buf+KxLvt41a/tDi/s7Njy4cMNtsZa+JTtPXPrCgEdv2eKJ1Vegpy6HfeHW+PcPde4dyD7zUsEKs25hoKw46g1mQtXju+u39HWGF751jvMrg3r2c+5fJE3vn0QQpeSdLNW7rEnAhkuZBOQmUbf+cSj39hA/pWvnbnzAeoH+wTpFR6emrt7L2zqCa34ztpUQ6sxAIKnrKTSWiboEgYQvQRIKwxllbp9jR/iitoM63EA4nimPezoemez4a4ug8QjEqei+fV1NR1VEdLkgroQTZWVdm4e77ntuz3KvuwBV0PGOwWBzlz+WLioeNMlw7tSOh7d0VpTXVfhrbtq2uO7YRuxjUBCkZbyPT5rbN0RvjT4RpQPhneGJML1NHVNJlwLdAM8JMCHA7QJ0lUNjOSTLoTxhCELRAsNOJxvp1qFFh4wOumaoqluMGEVuo7agvYAUsA0OUqSXi1StLChiMXFB1bhWdYzCB0MoGM0MUDIx0T/gx+ymbasw5HwZFMWkEn0R/kk1KBtZbi6Yici2Ab4DUTzt9VKRBgp/a31uvQvGHl9UYkcvPa4xqDwmer1u9Eqivj1QZr1DDjc2+7wra3MInXJfr9+f9LW2t+ikNvdnvaW91Zfcv54oNm5RUH+cQP4o6IuleebAJMscKEss8wQlILLD1BBEEWE7JiALkovQWSg0mYcG788LTEX0HP5pA4HZVH/wptUNN4ICBG6wboQPyOPWADyb22UtsDFXDOXyKsfNfWbyHhmaEYUg0aSdxlBR6iUQJF2KS1SSwM2uFrGgxyuqJhHbbjDFhdi1ge2m5LHziM6y6/FIC/qUTmq7GFlmKfSh3PNkz7/Jr6bO5zqmkP5SB38UIn2joAC8IktMDhoiJkJBUTU5yZIoqmhdiSIxHOKexSH2trP+Nt/u4/FCjogm9RH0pv3QHOEgXm5sYgfeQy6GU7ZuRVQkzAhkBRxq/V0rWWiNnHzjpPXiFIsJcFsqLfAnC487Z/u3CD1C2NSIkK5yuUwC6dP0Jedwv30XgcUM8PlDzh2Dq84dg+rw/LsIHNdKIj73OD4nCZf/Us9aBUGUgZgA4lyrzp0E1K28H085/ZDtfiC7WiMRrLH0mn7wOeTP/8Y5o/Fl/nmNHcgA0K55vnHmU3I3+cwnF7ZC38xBQX0FBIJOSKPT30Hs73/JFwFZ+EoQchlBfllgDOf3GRAAkb287Ot8GcmXpbHdh8hnWPYNliVYWcbtlPmx3hj5Amm2w7qZX3CaLGaXp1mBdfeRy1huYvlBVlfM120k58ndrgt2f8k2Xleic3XXWpvYvhGOf689D/THzjxs6vTpzjwIMPONE8srQ1lLREVaTEuBlBSXRD1eQJAOydJ4FKIlxZQU46uMeNwcIfkc/2xO3IZsebvQgCI3K3Es6sfur1wf+VsOTALhxOjod+J/o6OuM/x6i3X2ujDgZvwn+RjH1osyto3dYyl80JGxp52xtaUl16yM5cfmlzwnOE/85CwZc52x+U3WcJ7JZB6/yTmyj5cjv8lmxu8AKxb+BzeUQeR4nGNgZGBgYGdf12Nmuj2e3+YrgzwHAwg8UT7ODKP/HfgXKMDAbgnkcjAwgUQBRgELOwAAeJxjYGRgYLf8F8jAIMDw78C/3QIMDEARZMB3BACBCwX7AAAAeJztm81rE1EUxU8mb5K2iEqRYhehUEFaycIPBEO1IrrQgBC1DpQGRBduXFgQKSIIzcL6kYK1GqeKmxZc5C+QutFVFyIUXLkTAm4UQRDBhY7njVTS+JFYRpPS84PDfe++++67czMZCGScdzgE4pSpTGjPUQc5vmguYMRdAKgSdZq643q4ayq4l8jgDGOK9M1w/jBRxhTHPv3DNibc4yHLtTTH08lJJF0v+MJ5F/MeoZ2gPUk7RHuAZ24OxxXcZt5pJxPMWptM4Qp9U9Rx6mY8Fe7bzvgezid5Xjvn6w3Qa2Ps+bQd3Ntha7dnhXVwj41JIIbwer9f6+P4c4yiDrYOa5nDo2apXdRRamu9vdXYnnDPlkZiGXf9b3K3Kuzxk2bX0Kos3VfLfGW8qJlnVpy/jBGqm+pbaY5Wwj47ml2DEEII0WrESsF8s2toFPNm9dQqhBDNJIZgvo3aiEC/p4UQQgghhBBCCCGEEEIIIURkmGc4+yu//b/u/65FiNVC7H6zKxBCiLXM19c186fUYjMq+R1mDvn4Jew313DYnMCgmcAOcwqDP8Wdhxcfx4AZx17KMw+wkzZXG+fOIee+xLD7CqX2bSjRFuNdGHB9zIR5KhhyUiiYURScMRSsz8lhA/03lnLYeLtm31cx7JZ5D98sIG8+0F6l+uG7+5B3O+Fzrx9fRL/5SH8afqKPa+uoLOOL8MMzP3HtMrKmm3Fvccv6EsewKVx7hDbm6/lxnWnsibrHYV9YT6OxJuI7xPYoijy2h1HkWZazqvciOpwydle/j0V1Ur1/iq+X0363o63y3+KMBZ+jyGOfWVGeUe+zEEIIsVb4Bmm3nxN4nO3CPUgCYRgA4Ksu0f4wMzPTTyuzPO/OU09PxCEiIhwiHCLCIaJBGhoaHCIiIkKi4YiGcIgGhxCnaIiIEJGmppAQiXCWCIkjmqIQMUJLgwqjl+fBMIwsWMJOsFxdpN7foG44xRmcx28b1xsvRFFRWoxLcMmW5KEp3Jxs0bXwrUdtdNuTFJOutqvbd2WhDpVcLA/K051jnSuKKcVl12hXXMl2p1R+1U1PVh3RLGl4TRQp0AriURidoSR61JJ5G9pkCUEr6AK6k97tPmffRXn9TP9aKb3iF4zXlOWi/YKrzwzIBkIG9hf4AAA1I/AjeABqUMSQMNwCAAAAAAAAAKjGYPbNkAvUlBEA/rTFgqhR/E28xjXjjfGOIAhX0QjhIbzEDDFHLBQ9mGZNh6Sc9JGbZJpMU25qjjqmclSORjSft0cf0IdmpXnHLDAeJsjELIxlwbJhSVj11gnruQ23+W0xW4wdZlPss33yVcaecegd83mRL4iXdV2l+8o4UdXQH0Jzbs7DTXN+LvDOZonQDxEqc4rfkX5I56QBAAD8by+eikOkAAAAAQAAEccAgAAQAFsAAwACABAALwBWAAAHSwLCAAIAAXictVndbyNXFb+pvV9hU0p3aUtjZ69U1E2Qm49WIu0uVEzsceyuY5uxkzRP1XjmOp7NZGY0M14r4hGQEH1AiD+gj6gPCFU8IsQLCIl9a594KvBWwRsSAiEE55x7ZzzjOKG7EoQdn3vuuefjd849d+aWMdYoDNkCo/8tfPEZrugFdqXwDUU/w4qFlqIL7E7hx4oussXC7xR9hd0s/FXRV9mN4pKir7Gt4ncUfZ29VPxU0TeYfuV7il66tnjrj6B5oVgAW8++/BdFF9nLL/+L6CvAX1x+UdFF9sLyK0RfBf7V5fuKLrLnl6tEXwP+9eVDRRfZ7WWT6OvAv7k8UXSRvbT8faJvQJArFB3SCxDXpqJBT2FH0QX2duHbigadhY8UfYW9VPhY0VfZ84V/KvoaGxRfVPR1tln8maJvsB8W/6HopWdvX/k90YsY+/IHiobYl39O9BeA//zyY0UX2cryp0TfpBj/o2jwp3SD6GeB/1zpjqKLrFTaIvo51FPqKBr0lCyibyGGpe8qGjAsvU/0bfSn9IGiwZ+S9OfLwL9deqzoIuOlPxH9AsqXC4oG+fItor+C8uUNRYN8WSd6GXNaPlY05LQcEV1Gf8rvKxr8Kf+E6Dsk/1NFo/wviP4q5rT8WNGQ0/IfiP4a4lP+m6IBn/K/iX4N9azcUjToWSGsrhP+K9uKBv9XdommuFYsRSOf/Lwp5X+kaOQTVjcpLyu/VDTYXfkt+5Bx9jrbZFtsG6g+GzEBv3vMZx78i9kZC4hThVEIND5N4DsksQ4zGnPhjzMDeMewPmYRjQT8CpB+BE+bJJfYIv1rAGcAM4JNgNshCx7YTmy1wMIZ6B+DLg66fdDrMAtoC+gA5sLUFk8j2GRvAPVqOtpmFfLDBA0ByHKwa4Id1GGxEyX7DoxGwMXZMfgZpXEhFg7F4l7oz5Dw4GwHxgOYQa5JaORjlHp8FSknK2OYtSheHA1B9wTWhsQZg5RN6HHgJzlpgk+IjkPrPML3Pq0XJCHYKdhEtG16cuVRIsuJHwEH8QvSLE7jwPkYvHBgZQQosA/565tb27w/EnzP9/z4LBC86oeBH5qx43vrXHNdbjjHozjihohE+EjY63xpcWmxIQahmPBOILw+rmqZZ/445q5/7Fjc8oOzEFdxNLD5Bn8Vf7Yr3DDdYMQbpmf51glw3/FHHm+M7Qht9UdOxN2snqEf8h1n4DqW6XJlEWR8MMojfxxaAn6G8cQMBR97tgh5jJE0+7zlWMKLxH0eCcHF6UDYtrC5K7ncFpEVOgGGSDZsEZuOGwEgGmGHOWZa6JjwswPYuYAc2/FdeM5unXuZJTwV5mwVJB1KhZ8WwBosVyjfI+0cdfLVPccKfQxkjc3VxqbCjB1Q3URpbrchj7g32IEIIwxoe33zjayevBapJGtFFq9JpYib36ZCw1I9oaIePlXjUD5Dtkweh6YtTs3whPvDi2uNPbEVdpGu82nimf5TIyUTUOLBTscONYQ/R+3W16ir+LDTHMK3TTMjAtEEqLDrdMmJkGYcgq4Hz+muRkC32FvsTehVaco57ZNaaE4c75h3hkMoRv4aN/yB4/G2Y41814wqvGvGoWM5Ju+ZVNIR33rrTVRzrpywM4whpoD6gOwIQ4o7pg53RF2IUzLPqOvILhGnnS+RRp5P/Rf7E8YmKE6b5ALVIStUJh7ZCSh6udZSWoQam6Q7ICROQSqmOVw1ID+SjjfbvWK1QvbS8BxnmMZQScfT7nkenYDGNqyxYFxRnRRPLGm3ktqZjUBmfkI4WXS2zMNsoiJ16NRx6XxJzsJZ7HGNS9QqyK/luvl87dKHp8U2e1YkdR7S6ZDUbbKJ5kWQWD/v1/1MDWAkMpaY7CXbM6Tz5YzqxweUPDpTzQsjlbVn5qpKno2+esqoJI2ndKDOavQ2yWaiByXxjeCyGpXvNZ7KzFR7skMchXJIbw8O9YJY5TZ5y0ma1ZA6g0uRJkjnK7tC2TGJtlUtnD/3Z3fDKr3/YKz32Ab8CWqraOOETndBmTWBhygdg0Qyt6F0vjfzLrGmdvC0Y0Qpaok3T/K29jnfjnhpRkcr0cHLaUU/BJ7MVVI5gt4sXfVWNa3wy974ksq8+K0vyV433UFR5iyVeZfVIJS9Y6ppT+W/QnGH6o1M9iDsECblQOY6qWdZX4E6EaQFPFfkG5iXVovJpm++s33t/5CPFCWTYvfVGZb0EZs4Y8BG7pXpccvplHRV3awmPl6cX4bnYu7dFzK+lsHIptPGzfWb8zFeoo+6sEPrEun5Xa4y0+US7GdXI2qyr2bjTvyafpdMd870REpyWKG+75OVYToWmQrB/iUzFIG26UkrvR6QL0KdWOM0l9l+InO4oTIe0U5xUx+SvZ2vpc+Pavakl1FmT5x8TU+RmBCOp0+Zx+RUwO8mTyEjMh7Y9ESbU1wegoSVOUPiS3qyPAFsiiA5+e6d6+YmaPWp88z/GpXvlMmJM8UoOdWmOGX7Sn5VRP1C5mugYp9//poXZDVMEYioUj3SLneSPIWzp/vTVkH2rGswnSQ6rA6jQzg9DeI0gYfvwwbMHMCoBtwacO6CRE/N36WMHdKZ1AC5fTrvpA4Dnm0YH1GvqzNOYxw9APk26MK1OnuXbOigrUeSBuneA24LfnUlhyuqwNmHMdK71A2lvTaskt/XTXU+Sk/7wOdphHmvmmQx8WwPRgbob6hZDXQ3SR/6j/brRLdTP+vKU40wQs2oswoetWiE3H347YJcj+xrFLP0tk0x1GFexqKTB2h5XcUq5RCfAzWDOUL/WvA3jUojDBrkzRS/Kvx2wXPUvwuzfTopOrCyRpH2CD1dYYbRtmg0jUpmqkrRIKqIQQ3oPfi3m2Jn0FP6YmS05bE7pPmplIxPU88qIdehkcxGlUZ9yhXOVlQuDYpj1uohVaJOUhpF3EsrpE7VK71PqlPa6GQ8kfYwt1lfkqrml+wRqSWZ31eZPo8Loq4RJuhXL7V8kWb4Yk5vDng0DgLXETYf+l68zo/8MT81z/g4EjzGexVk89jnVijMWFS47USBa55VuOnZPAgdmLVARMCvGfFAhKdOHIO6wRndqSQ3JzFMRNwPE2KIFir4SzcvqTtB6NtjK65wvDOCtRVckxiA793JCD54M55NwKjjWe7YxgumxHvfc8/4qrMmb3Ay4qDhMm/lhQ9+Zociws9pvBSYGsDlqa77hMCqA1ZicYo3CKEDVm1/4rm+aefRMyVUIsRwfDAFz3EcjGNuCwwTZUbCDfKIrnPNO1PimBBQCPiMnIEDPq/jbRpeZAx91/XpbkCBXeEDMwJvfS+91krSsDqK4+Dexobw1ifOiRMI2zHX/fB4A0cbIPmeugBbgwRTYUToGqqZf2M376btYyXRQolPEOiHPkSF4IhHwvUDCXj+Tg/BzN3qYXhdTFBEt1MQO8AgYN1xaAI6doUPQyGwgqyRGR5D1Igz4AVZBQXcH8Sm4yEsJt0rJrX2+eNAl8wo8i3HxBqxfWt8Clkx5fWf4wI2q6gxFy/vqYvFT9bII1vgbZbMxFw5PnHiEbIzJVdRJYfeJ9OuA7UqbaOuUF6uggXaSBhhhZ/6tjPEX0GABGMIKBrRpgXVgzFu4AiZqk4gwg0IPBKuixow2wqlua7KTQ8m5cZRSJMTk5F/ekmMuBXGoQfOCFJg+zzyyZeHwoqTEptWMmwA26HNdy8pc3PgPxKZG2LPj3HjkEe41YJpraipaGRCXAOR279mJtQQHYhiKCe8coQtLLf7ZRDIXdfQea9T7x9qhs6bPd41OgfNml7jd7UejO9W+GGz3+js9zlIGFq7f8Q7da61j/iDZrtW4fq7XUPv9XjH4M29bqupA6/Zrrb2a832Lt+Bde1On7easB9Bab/D0aBS1dR7qGxPN6oNGGo7zVazf1Th9Wa/jTrroFTjXc3oN6v7Lc3g3X2j2+npYL4GatvNdt0AK/qe3u6vg1Xgcf0ABrzX0FotMqXtg/cG+VftdI+M5m6jzxudVk0H5o4Onmk7LV2agqCqLa25V+E1bU/b1WlVB7QYJKa8O2zoxAJ7Gvy/2m922hhGtdPuGzCsQJRGP1162OzpFa4ZzR4CUjc6oB7hhBUdUgLr2rrUglDzXEZABMf7PX3qS03XWqCrh4uzwnAWtuGV9ZheXPGVOH/HPTsXs/HCErwefzYjl+UP6VU8P5/w6qQpnplNuYUfFH5V+E3h1/D8KC8zM5P45VziczKHlzn44fCIrkrA0xn5efO7dHkRzUhOuXWI1GUn7O+w6jPgzsYzO5usjFSk/gWas/MHROflEl6Dxo8I11mZ2bkufaqE9NkjP27OZlbMl8jiOOvvzFzxTvHt4v1itfj14pvFbxW/WXxQfCu/4gKJ/gX1lOXX58SY8B7geGEL/5tGbj7Lf0D1G0A+ZqPIzSx8if258Ap8guZkMtyWupqYrbcs/0nq8gnwfSK9/6N2/wtlt/n+eJxs2lO0ZWcbre0aNmPbqtmfwbgY22bFtm3btm3btm3b2P+/v5X19INdBxlvS2WNPivV3qvNg3uEOeL//vp7zxGvjvh//Coe/f/+YYwwDdOwDNtwDNfwDN8IjNCIjNhIjNTIjNwojNKYyJjYmMSY1JjMmNyYwpjSmMqY2pjGmNaYzpjemMGY0ZjJmNmYxZjVmM2Y3ZjDmNOYy5jbmMeY15jPGGkMDBhiVEZtNEZrdEZvzG8sYCxoLGQsbCxiLGqMMkYbY4yxxjhjvLGYsbixhLGksZSxtLGMsayxnLG8sYKxorGSsbKxirGqsZqxurGGsaaxlrG2sY6xrrGesb6xgbGhsZGxsTHB2MTY1NjM2NzYwtjS2MrY2tjG2NbYztje2MHY0djJ2NnYxdjV2M3Y3djD2NPYy9jb2MfY19jP2N84wDjQOMg42DjEONQ4zDjcOMI40jjKONo4xjjWOM443jjBONE4yTjZOMU41TjNON04wzjTOMs42zjHONc4zzjfuMC40LjIuNi4xLjUuMy43LjCuNK4yrjauMa41rjOuN64wbjRuMm42bjFuNW4zbjduMO407jLuNu4x7jXuM+433jAeNB4yHjYeMR41HjMeNx4wnjSeMp42njGeNZ4znjeeMF40XjJeNl4xXjVeM143XjDeNN4y3jbeMd413jPeN/4wPjQ+Mj42PjE+NT4zPjc+ML40vjK+Nr4xvjW+M743vjB+NH4yfjZ+MX41fjN+N34w/jT+Mv42/jH+Nf8///6TdMybdMxXdMzfTMwQzMyYzMxUzMzc7MwS3Mic2JzEnNSczJzcnMKc0pzKnNqcxpzWnM6c3pzBnNGcyZzZnMWc1ZzNnN2cw5zTnMuc25zHnNecz5zpDkwYYpZmbXZmK3Zmb05v7mAuaC5kLmwuYi5qDnKHG2OMcea48zx5mLm4uYS5pLmUubS5jLmsuZy5vLmCuaK5krmyuYq5qrmaubq5hrmmuZa5trmOua65nrm+uYG5obmRubG5gRzE3NTczNzc3MLc0tzK3NrcxtzW3M7c3tzB3NHcydzZ3MXc1dzN3N3cw9zT3Mvc29zH3Nfcz9zf/MA80DzIPNg8xDzUPMw83DzCPNI8yjzaPMY81jzOPN48wTzRPMk82TzFPNU8zTzdPMM80zzLPNs8xzzXPM883zzAvNC8yLzYvMS81LzMvNy8wrzSvMq82rzGvNa8zrzevMG80bzJvNm8xbzVvM283bzDvNO8y7zbvMe817zPvN+8wHzQfMh82HzEfNR8zHzcfMJ80nzKfNp8xnzWfM583nzBfNF8yXzZfMV81XzNfN18w3zTfMt823zHfNd8z3zffMD80PzI/Nj8xPzU/Mz83PzC/NL8yvza/Mb81vzO/N78wfzR/Mn82fzF/NX8zfzd/MP80/zL/Nv8x/zX2uEZVimZVm25Viu5Vm+FVihFVmxlViplVm5VVilNZE1sTWJNak1mTW5NYU1pTWVNbU1jTWtNZ01vTWDNaM1kzWzNYs1qzWbNbs1hzWnNZc1tzWPNa81nzXSGliwxKqs2mqs1uqs3prfWsBa0FrIWthaxFrUGmWNtsZYY61x1nhrMWtxawlrSWspa2lrGWtZazlreWsFa0VrJWtlaxVrVWs1a3VrDWtNay1rbWsda11rPWt9awNrQ2sja2NrgrWJtam1mbW5tYW1pbWVtbW1jbWttZ21vbWDtaO1k7WztYu1q7Wbtbu1h7WntZe1t7WPta+1n7W/dYB1oHWQdbB1iHWodZh1uHWEdaR1lHW0dYx1rHWcdbx1gnWidZJ1snWKdap1mnW6dYZ1pnWWdbZ1jnWudZ51vnWBdaF1kXWxdYl1qXWZdbl1hXWldZV1tXWNda11nXW9dYN1o3WTdbN1i3WrdZt1u3WHdad1l3W3dY91r3Wfdb/1gPWg9ZD1sPWI9aj1mPW49YT1pPWU9bT1jPWs9Zz1vPWC9aL1kvWy9Yr1qvWa9br1hvWm9Zb1tvWO9a71nvW+9YH1ofWR9bH1ifWp9Zn1ufWF9aX1lfW19Y31rfWd9b31g/Wj9ZP1s/WL9av1m/W79Yf1p/WX9bf1j/WvPcI2bNO2bNt2bNf2bN8O7NCO7NhO7NTO7Nwu7NKeyJ7YnsSe1J7Mntyewp7Snsqe2p7Gntaezp7ensGe0Z7JntmexZ7Vns2e3Z7DntOey57bnsee157PHmkPbNhiV3ZtN3Zrd3Zvz28vYC9oL2QvbC9iL2qPskfbY+yx9jh7vL2Yvbi9hL2kvZS9tL2Mvay9nL28vYK9or2SvbK9ir2qvZq9ur2Gvaa9lr22vY69rr2evb69gb2hvZG9sT3B3sTe1N7M3tzewt7S3sre2t7G3tbezt7e3sHe0d7J3tnexd7V3s3e3d7D3tPey97b3sfe197P3t8+wD7QPsg+2D7EPtQ+zD7cPsI+0j7KPto+xj7WPs4+3j7BPtE+yT7ZPsU+1T7NPt0+wz7TPss+2z7HPtc+zz7fvsC+0L7Ivti+xL7Uvsy+3L7CvtK+yr7avsa+1r7Ovt6+wb7Rvsm+2b7FvtW+zb7dvsO+077Lvtu+x77Xvs++337AftB+yH7YfsR+1H7Mftx+wn7Sfsp+2n7GftZ+zn7efsF+0X7Jftl+xX7Vfs1+3X7DftN+y37bfsd+137Pft/+wP7Q/sj+2P7E/tT+zP7c/sL+0v7K/tr+xv7W/s7+3v7B/tH+yf7Z/sX+1f7N/t3+w/7T/sv+2/7H/tcZ4RiO6ViO7TiO63iO7wRO6ERO7CRO6mRO7hRO6UzkTOxM4kzqTOZM7kzhTOlM5UztTONM60znTO/M4MzozOTM7MzizOrM5szuzOHM6czlzO3M48zrzOeMdAYOHHEqp3Yap3U6p3fmdxZwFnQWchZ2FnEWdUY5o50xzlhnnDPeWcxZ3FnCWdJZylnaWcZZ1lnOWd5ZwVnRWclZ2VnFWdVZzVndWcNZ01nLWdtZx1nXWc9Z39nA2dDZyNnYmeBs4mzqbOZs7mzhbOls5WztbONs62znbO/s4Ozo7OTs7Ozi7Ors5uzu7OHs6ezl7O3s4+zr7Ofs7xzgHOgc5BzsHOIc6hzmHO4c4RzpHOUc7RzjHOsc5xzvnOCc6JzknOyc4pzqnOac7pzhnOmc5ZztnOOc65znnO9c4FzoXORc7FziXOpc5lzuXOFc6VzlXO1c41zrXOdc79zg3Ojc5Nzs3OLc6tzm3O7c4dzp3OXc7dzj3Ovc59zvPOA86DzkPOw84jzqPOY87jzhPOk85TztPOM86zznPO+84LzovOS87LzivOq85rzuvOG86bzlvO2847zrvOe873zgfOh85HzsfOJ86nzmfO584XzpfOV87XzjfOt853zv/OD86Pzk/Oz84vzq/Ob87vzh/On85fzt/OP8645wDdd0Ldd2Hdd1Pdd3Azd0Izd2Ezd1Mzd3C7d0J3IndidxJ3Uncyd3p3CndKdyp3ancad1p3Ond2dwZ3Rncmd2Z3FndWdzZ3fncOd053Lndudx53Xnc0e6AxeuuJVbu43bup3bu/O7C7gLugu5C7uLuIu6o9zR7hh3rDvOHe8u5i7uLuEu6S7lLu0u4y7rLucu767gruiu5K7sruKu6q7mru6u4a7pruWu7a7jruuu567vbuBu6G7kbuxOcDdxN3U3czd3t3C3dLdyt3a3cbd1t3O3d3dwd3R3cnd2d3F3dXdzd3f3cPd093L3dvdx93X3c/d3D3APdA9yD3YPcQ91D3MPd49wj3SPco92j3GPdY9zj3dPcE90T3JPdk9xT3VPc093z3DPdM9yz3bPcc91z3PPdy9wL3Qvci92L3EvdS9zL3evcK90r3Kvdq9xr3Wvc693b3BvdG9yb3ZvcW91b3Nvd+9w73Tvcu9273Hvde9z73cfcB90H3Ifdh9xH3Ufcx93n3CfdJ9yn3afcZ91n3Ofd19wX3Rfcl92X3FfdV9zX3ffcN9033Lfdt9x33Xfc993P3A/dD9yP3Y/cT91P3M/d79wv3S/cr92v3G/db9zv3d/cH90f3J/dn9xf3V/c393/3D/dP9y/3b/cf/1RniGZ3qWZ3uO53qe53uBF3qRF3uJl3qZl3uFV3oTeRN7k3iTepN5k3tTeFN6U3lTe9N403rTedN7M3gzejN5M3uzeLN6s3mze3N4c3pzeXN783jzevN5I72BB0+8yqu9xmu9zuu9+b0FvAW9hbyFvUW8Rb1R3mhvjDfWG+eN9xbzFveW8Jb0lvKW9pbxlvWW85b3VvBW9FbyVvZW8Vb1VvNW99bw1vTW8tb21vHW9dbz1vc28Db0NvI29iZ4m3ibept5m3tbeFt6W3lbe9t423rbedt7O3g7ejt5O3u7eLt6u3m7e3t4e3p7eXt7+3j7evt5+3sHeAd6B3kHe4d4h3qHeYd7R3hHekd5R3vHeMd6x3nHeyd4J3oneSd7p3ineqd5p3tneGd6Z3lne+d453rneed7F3gXehd5F3uXeJd6l3mXe1d4V3pXeVd713jXetd513s3eDd6N3k3e7d4t3q3ebd7d3h3end5d3v3ePd693n3ew94D3oPeQ97j3iPeo95j3tPeE96T3lPe894z3rPec97L3gvei95L3uveK96r3mve294b3pveW9773jveu9573sfeB96H3kfe594n3qfeZ97X3hfel95X3vfeN9633nfez94P3o/eT97v3i/er95v3t/eH96f3l/e/94//ojfMM3fcu3fcd3fc/3/cAP/ciP/cRP/czP/cIv/Yn8if1J/En9yfzJ/Sn8Kf2p/Kn9afxp/en86f0Z/Bn9mfyZ/Vn8Wf3Z/Nn9Ofw5/bn8uf15/Hn9+fyR/sCHL37l137jt37n9/78/gL+gv5C/sL+Iv6i/ih/tD/GH+uP88f7i/mL+0v4S/pL+Uv7y/jL+sv5y/sr+Cv6K/kr+6v4q/qr+av7a/hr+mv5a/vr+Ov66/nr+xv4G/ob+Rv7E/xN/E39zfzN/S38Lf2t/K39bfxt/e387f0d/B39nfyd/V38Xf3d/N39Pfw9/b38vf19/H39/fz9/QP8A/2D/IP9Q/xD/cP8w/0j/CP9o/yj/WP8Y/3j/OP9E/wT/ZP8k/1T/FP90/zT/TP8M/2z/LP9c/xz/fP88/0L/Av9i/yL/Uv8S/3L/Mv9K/wr/av8q/1r/Gv96/zr/Rv8G/2b/Jv9W/xb/dv82/07/Dv9u/y7/Xv8e/37/Pv9B/wH/Yf8h/1H/Ef9x/zH/Sf8J/2n/Kf9Z/xn/ef85/0X/Bf9l/yX/Vf8V/3X/Nf9N/w3/bf8t/13/Hf99/z3/Q/8D/2P/I/9T/xP/c/8z/0v/C/9r/yv/W/8b/3v/O/9H/wf/Z/8n/1f/F/93/zf/T/8P/2//L/9f/x/gxGBEZiBFdiBE7iBF/hBEIRBFMRBEqRBFuRBEZTBRMHEwSTBpMFkweTBFMGUwVTB1ME0wbTBdMH0wQzBjMFMwczBLMGswWzB7MEcwZzBXMHcwTzBvMF8wchgECCQoArqoAnaoAv6YP5ggWDBYKFg4WCRYNFgVDA6GBOMDcYF44PFgsWDJYIlg6WCpYNlgmWD5YLlgxWCFYOVgpWDVYJVg9WC1YM1gjWDtYK1g3WCdYP1gvWDDYINg42CjYMJwSbBpsFmwebBFsGWwVbB1sE2wbbBdsH2wQ7BjsFOwc7BLsGuwW7B7sEewZ7BXsHewT7BvsF+wf7BAcGBwUHBwcEhwaHBYcHhwRHBkcFRwdHBMcGxwXHB8cEJwYnBScHJwSnBqcFpwenBGcGZwVnB2cE5wbnBecH5wQXBhcFFwcXBJcGlwWXB5cEVwZXBVcHVwTXBtcF1wfXBDcGNwU3BzcEtwa3BbcHtwR3BncFdwd3BPcG9wX3B/cEDwYPBQ8HDwSPBo8FjwePBE8GTwVPB08EzwbPBc8HzwQvBi8FLwcvBK8GrwWvB68EbwZvBW8HbwTvBu8F7wfvBB8GHwUfBx8EnwafBZ8HnwRfBl8FXwdfBN8G3wXfB98EPwY/BT8HPwS/Br8Fvwe/BH8GfwV/B38E/wb/hiNAIzdAK7dAJ3dAL/TAIwzAK4zAJ0zAL87AIy3CicOJwknDScLJw8nCKcMpwqnDqcJpw2nC6cPpwhnDGcKZw5nCWcNZwtnD2cI5wznCucO5wnnDecL5wZDgIEUpYhXXYhG3YhX04f7hAuGC4ULhwuEi4aDgqHB2OCceG48Lx4WLh4uES4ZLhUuHS4TLhsuFy4fLhCuGK4UrhyuEq4arhauHq4RrhmuFa4drhOuG64Xrh+uEG4YbhRuHG4YRwk3DTcLNw83CLcMtwq3DrcJtw23C7cPtwh3DHcKdw53CXcNdwt3D3cI9wz3CvcO9wn3DfcL9w//CA8MDwoPDg8JDw0PCw8PDwiPDI8Kjw6PCY8NjwuPD48ITwxPCk8OTwlPDU8LTw9PCM8MzwrPDs8Jzw3PC88PzwgvDC8KLw4vCS8NLwsvDy8IrwyvCq8OrwmvDa8Lrw+vCG8MbwpvDm8Jbw1vC28PbwjvDO8K7w7vCe8N7wvvD+8IHwwfCh8OHwkfDR8LHw8fCJ8MnwqfDp8Jnw2fC58PnwhfDF8KXw5fCV8NXwtfD18I3wzfCt8O3wnfDd8L3w/fCD8MPwo/Dj8JPw0/Cz8PPwi/DL8Kvw6/Cb8Nvwu/D78Ifwx/Cn8Ofwl/DX8Lfw9/CP8M/wr/Dv8J/w32hEZERmZEV25ERu5EV+FERhFEVxlERplEV5VERlNFE0cTRJNGk0WTR5NEU0ZTRVNHU0TTRtNF00fTRDNGM0UzRzNEs0azRbNHs0RzRnNFc0dzRPNG80XzQyGkSIJKqiOmqiNuqiPpo/WiBaMFooWjhaJFo0GhWNjsZEY6Nx0fhosWjxaIloyWipaOlomWjZaLlo+WiFaMVopWjlaJVo1Wi1aPVojWjNaK1o7WidaN1ovWj9aINow2ijaONoQrRJtGm0WbR5tEW0ZbRVtHW0TbRttF20fbRDtGO0U7RztEu0a7RbtHu0R7RntFe0d7RPtG+0X7R/dEB0YHRQdHB0SHRodFh0eHREdGR0VHR0dEx0bHRcdHx0QnRidFJ0cnRKdGp0WnR6dEZ0ZnRWdHZ0TnRudF50fnRBdGF0UXRxdEl0aXRZdHl0RXRldFV0dXRNdG10XXR9dEN0Y3RTdHN0S3RrdFt0e3RHdGd0V3R3dE90b3RfdH/0QPRg9FD0cPRI9Gj0WPR49ET0ZPRU9HT0TPRs9Fz0fPRC9GL0UvRy9Er0avRa9Hr0RvRm9Fb0dvRO9G70XvR+9EH0YfRR9HH0SfRp9Fn0efRF9GX0VfR19E30bfRd9H30Q/Rj9FP0c/RL9Gv0W/R79Ef0Z/RX9Hf0T/RvPCI2YjO2Yjt2Yjf2Yj8O4jCO4jhO4jTO4jwu4jKeKJ44niSeNJ4snjyeIp4yniqeOp4mnjaeLp4+niGeMZ4pnjmeJZ41ni2ePZ4jnjOeK547nieeN54vHhkPYsQSV3EdN3Ebd3Efzx8vEC8YLxQvHC8SLxqPikfHY+Kx8bh4fLxYvHi8RLxkvFS8dLxMvGy8XLx8vEK8YrxSvHK8SrxqvFq8erxGvGa8Vrx2vE68brxevH68QbxhvFG8cTwh3iTeNN4s3jzeIt4y3ireOt4m3jbeLt4+3iHeMd4p3jneJd413i3ePd4j3jPeK9473ifeN94v3j8+ID4wPig+OD4kPjQ+LD48PiI+Mj4qPjo+Jj42Pi4+Pj4hPjE+KT45PiU+NT4tPj0+Iz4zPis+Oz4nPjc+Lz4/viC+ML4ovji+JL40viy+PL4ivjK+Kr46via+Nr4uvj6+Ib4xvim+Ob4lvjW+Lb49viO+M74rvju+J743vi++P34gfjB+KH44fiR+NH4sfjx+In4yfip+On4mfjZ+Ln4+fiF+MX4pfjl+JX41fi1+PX4jfjN+K347fid+N34vfj/+IP4w/ij+OP4k/jT+LP48/iL+Mv4q/jr+Jv42/i7+Pv4h/jH+Kf45/iX+Nf4t/j3+I/4z/iv+O/4n/jcZkRiJmViJnTiJm3iJnwRJmERJnCRJmmRJnhRJmUyUTJxMkkyaTJZMnkyRTJlMlUydTJNMm0yXTJ/MkMyYzJTMnMySzJrMlsyezJHMmcyVzJ3Mk8ybzJeMTAYJEkmqpE6apE26pE/mTxZIFkwWShZOFkkWTUYlo5MxydhkXDI+WSxZPFkiWTJZKlk6WSZZNlkuWT5ZIVkxWSlZOVklWTVZLVk9WSNZM1krWTtZJ1k3WS9ZP9kg2TDZKNk4mZBskmyabJZsnmyRbJlslWydbJNsm2yXbJ/skOyY7JTsnOyS7Jrsluye7JHsmeyV7J3sk+yb7JfsnxyQHJgclBycHJIcmhyWHJ4ckRyZHJUcnRyTHJsclxyfnJCcmJyUnJyckpyanJacnpyRnJmclZydnJOcm5yXnJ9ckFyYXJRcnFySXJpcllyeXJFcmVyVXJ1ck1ybXJdcn9yQ3JjclNyc3JLcmtyW3J7ckdyZ3JXcndyT3Jvcl9yfPJA8mDyUPJw8kjyaPJY8njyRPJk8lTydPJM8mzyXPJ+8kLyYvJS8nLySvJq8lryevJG8mbyVvJ28k7ybvJe8n3yQfJh8lHycfJJ8mnyWfJ58kXyZfJV8nXyTfJt8l3yf/JD8mPyU/Jz8kvya/Jb8nvyR/Jn8lfyd/JP8m45IjdRMrdROndRNvdRPgzRMozROkzRNszRPi7RMJ0onTidJJ00nSydPp0inTKdKp06nSadNp0unT2dIZ0xnSmdOZ0lnTWdLZ0/nSOdM50rnTudJ503nS0emgxSppFVap03apl3ap/OnC6QLpgulC6eLpIumo9LR6Zh0bDouHZ8uli6eLpEumS6VLp0uky6bLpcun66QrpiulK6crpKumq6Wrp6uka6ZrpWuna6Trpuul66fbpBumG6UbpxOSDdJN003SzdPt0i3TLdKt063SbdNt0u3T3dId0x3SndOd0l3TXdLd0/3SPdM90r3TvdJ9033S/dPD0gPTA9KD04PSQ9ND0sPT49Ij0yPSo9Oj0mPTY9Lj09PSE9MT0pPTk9JT01PS09Pz0jPTM9Kz07PSc9Nz0vPTy9IL0wvSi9OL0kvTS9LL0+vSK9Mr0qvTq9Jr02vS69Pb0hvTG9Kb05vSW9Nb0tvT+9I70zvSu9O70nvTe9L708fSB9MH0ofTh9JH00fSx9Pn0ifTJ9Kn06fSZ9Nn0ufT19IX0xfSl9OX0lfTV9LX0/fSN9M30rfTt9J303fS99PP0g/TD9KP04/ST9NP0s/T79Iv0y/Sr9Ov0m/Tb9Lv09/SH9Mf0p/Tn9Jf01/S39P/0j/TP9K/07/Sf/NRmRGZmZWZmdO5mZe5mdBFmZRFmdJlmZZlmdFVmYTZRNnk2STZpNlk2dTZFNmU2VTZ9Nk02bTZdNnM2QzZjNlM2ezZLNms2WzZ3Nkc2ZzZXNn82TzZvNlI7NBhkyyKquzJmuzLuuz+bMFsgWzhbKFs0WyRbNR2ehsTDY2G5eNzxbLFs+WyJbMlsqWzpbJls2Wy5bPVshWzFbKVs5WyVbNVstWz9bI1szWytbO1snWzdbL1s82yDbMNso2ziZkm2SbZptlm2dbZFtmW2VbZ9tk22bbZdtnO2Q7ZjtlO2e7ZLtmu2W7Z3tke2Z7ZXtn+2T7Zvtl+2cHZAdmB2UHZ4dkh2aHZYdnR2RHZkdlR2fHZMdmx2XHZydkJ2YnZSdnp2SnZqdlp2dnZGdmZ2VnZ+dk52bnZednF2QXZhdlF2eXZJdml2WXZ1dkV2ZXZVdn12TXZtdl12c3ZDdmN2U3Z7dkt2a3Zbdnd2R3Zndld2f3ZPdm92X3Zw9kD2YPZQ9nj2SPZo9lj2dPZE9mT2VPZ89kz2bPZc9nL2QvZi9lL2evZK9mr2WvZ29kb2ZvZW9n72TvZu9l72cfZB9mH2UfZ59kn2afZZ9nX2RfZl9lX2ffZN9m32XfZz9kP2Y/ZT9nv2S/Zr9lv2d/ZH9mf2V/Z/9k/+YjciM3cyu3cyd3cy/38yAP8yiP8yRP8yzP8yIv84nyifNJ8knzyfLJ8ynyKfOp8qnzafJp8+ny6fMZ8hnzmfKZ81nyWfPZ8tnzOfI587nyufN58nnz+fKR+SBHLnmV13mTt3mX9/n8+QL5gvlC+cL5Ivmi+ah8dD4mH5uPy8fni+WL50vkS+ZL5Uvny+TL5svly+cr5CvmK+Ur56vkq+ar5avna+Rr5mvla+fr5Ovm6+Xr5xvkG+Yb5RvnE/JN8k3zzfLN8y3yLfOt8q3zbfJt8+3y7fMd8h3znfKd813yXfPd8t3zPfI9873yvfN98n3z/fL98wPyA/OD8oPzQ/JD88Pyw/Mj8iPzo/Kj82PyY/Pj8uPzE/IT85Pyk/NT8lPz0/LT8zPyM/Oz8rPzc/Jz8/Py8/ML8gvzi/KL80vyS/PL8svzK/Ir86vyq/Nr8mvz6/Lr8xvyG/Ob8pvzW/Jb89vy2/M78jvzu/K783vye/P78vvzB/IH84fyh/NH8kfzx/LH8yfyJ/On8qfzZ/Jn8+fy5/MX8hfzl/KX81fyV/PX8tfzN/I387fyt/N38nfz9/L38w/yD/OP8o/zT/JP88/yz/Mv8i/zr/Kv82/yb/Pv8u/zH/If85/yn/Nf8l/z3/Lf8z/yP/O/8r/zf/J/ixGFUZiFVdiFU7iFV/hFUIRFVMRFUqRFVuRFUZTFRMXExSTFpMVkxeTFFMWUxVTF1MU0xbTFdMX0xQzFjMVMxczFLMWsxWzF7MUcxZzFXMXcxTzFvMV8xchiUKCQoirqoinaoiv6Yv5igWLBYqFi4WKRYtFiVDG6GFOMLcYV44vFisWLJYoli6WKpYtlimWL5YrlixWKFYuVipWLVYpVi9WK1Ys1ijWLtYq1i3WKdYv1ivWLDYoNi42KjYsJxSbFpsVmxebFFsWWxVbF1sU2xbbFdsX2xQ7FjsVOxc7FLsWuxW7F7sUexZ7FXsXexT7FvsV+xf7FAcWBxUHFwcUhxaHFYcXhxRHFkcVRxdHFMcWxxXHF8cUJxYnFScXJxSnFqcVpxenFGcWZxVnF2cU5xbnFecX5xQXFhcVFxcXFJcWlxWXF5cUVxZXFVcXVxTXFtcV1xfXFDcWNxU3FzcUtxa3FbcXtxR3FncVdxd3FPcW9xX3F/cUDxYPFQ8XDxSPFo8VjxePFE8WTxVPF08UzxbPFc8XzxQvFi8VLxcvFK8WrxWvF68UbxZvFW8XbxTvFu8V7xfvFB8WHxUfFx8UnxafFZ8XnxRfFl8VXxdfFN8W3xXfF98UPxY/FT8XPxS/Fr8Vvxe/FH8WfxV/F38U/xb/liNIozdIq7dIp3dIr/TIowzIq4zIp0zIr87Ioy3KicuJyknLScrJy8nKKcspyqnLqcppy2nK6cvpyhnLGcqZy5nKWctZytnL2co5yznKucu5ynnLecr5yZDkoUUpZlXXZlG3ZlX05f7lAuWC5ULlwuUi5aDmqHF2OKceW48rx5WLl4uUS5ZLlUuXS5TLlsuVy5fLlCuWK5UrlyuUq5arlauXq5RrlmuVa5drlOuW65Xrl+uUG5YblRuXG5YRyk3LTcrNy83KLcstyq3Lrcpty23K7cvtyh3LHcqdy53KXctdyt3L3co9yz3Kvcu9yn3Lfcr9y//KA8sDyoPLg8pDy0PKw8vDyiPLI8qjy6PKY8tjyuPL48oTyxPKk8uTylPLU8rTy9PKM8szyrPLs8pzy3PK88vzygvLC8qLy4vKS8tLysvLy8oryyvKq8urymvLa8rry+vKG8sbypvLm8pby1vK28vbyjvLO8q7y7vKe8t7yvvL+8oHywfKh8mFv5202HzdypAw9Rw89xww9x//vOej+90Q19KyHns3Qsx16/vff9UPPUUPPofdh3NBz6L0ycug5GHpi6Dn0eWRoR4Z2ZGhHhnZk6P0y9H4Z+79nNfQ5q6Gfr4Z+vhr6+Wro56uhz1kNvaca+vNXQ++r/nvf0Oethz5vPfR566HPWw993nporx7aq4f26qG9eminHnp/PfT+duhzjBnaGTe0M+5/O4OR1dDzf+8fDMYOPf/3/3OAzl92g60nLDNh3pH/HQb/HfDfofrvUP93aP47tP8dht/TB/+9Z+TwSYZP1fCpGT61w6du+DT8Fgy/BYPhE4ZPw29GPXwafjOG34zhN2P4zTL8Zhl+swy/WYbfLMOfWYY3quHfrYb/XT38s/Xwbj281gz/bjP8s83wm5vhtzTDn74Zfks7/Om74Z/oht/cD3/6fvh3++H39cPv64ff1w+/r+/D4b+tkXoc6BF6FD1Weqz12Oix1WOnR10b6NpA1wa6NtC1ga4NdG2gawNdG+jaQNega9AJ6AR0AjoBnYBOQCegE6ITon8g0TXRNdE10TXRNdE10TXRtUrXKl2rdK3StUrXKl2rdK3StUrXKl2rda3WtVrXal2rda3WtVrXal2rda3WtUbXGl1rdK3RtUbXGl1rdK3RtUbXGl1rda3VtVbXWl1rda3VtVbXWl1rda3VtU7XOl3rdK3TtU7XOl3rdK3TtU7XOl3rda3XtV7Xel3rda3XtV7Xel3rdU0BgQICBQQKCBQQKCBQQKCAQNWAqgFVA6oGVA2oGlA1oGpA1YCqAVUDqgZUDUDXFBAoIFAqoFRAqYBSAaUCSgWUCigVUCqgVECpgFIBpQJKBZQKKBVQKqBUQKmAUgGlAkoFlAooFVAqoFRAqYBSAaUCSgWUCigVUCqgVEBRgKIARQGKAhQFKApQFKAoQFGAogBFAYoCFAUoClAUoChAUYCiAEUBigIUBSgKUBSg1x96/aHXH3r9odcfev2h1x96/aHXH3rnoXceeudF77zonRe986J3XvTOi9550Tsv+qVB9PqLXn/R6y96/UWvv+j1F73+otdf9PqLXn/R6y96/UWvv+j1F73+otdf9PuD6PcHURREURBFQRQFURREURBFQRQFURREURBFQRQFURREURBFQRQFURREURBFQRQFURREURBFQRQFURREURBFQRQFURREURBFQRQFURREURD9/iD6/UGUClEqRKkQpUKUClEqRKkQpUKUClEqRKkQpUKUClEqRKkQpUKUClEqRKkQpUKUClEqRKkQ/f4g+v1BFBBRQEQBEQVEFBBRQEQBEQVEFBDR7w+ilohaImpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9H0fDR0HI0eOpPOAzqCz0Lmic03nhs4tnTs60+6Adge0O6DdAe0OaHdAuwPaHdDugHYHtAvaBe2CdkG7oF3QLmgXtAvaBe0K7QrtCu0K7QrtCu0K7QrtCu0K7Va0W9FuRbsV7Va0W9FuRbsV7Va0W9FuTbs17da0W9NuTbs17da0W9NuTbs17Ta029BuQ7sN7Ta029BuQ7sN7Ta029BuS7st7ba029JuS7st7ba029JuS7st7Xa029FuR7sd7Xa029FuR7sd7Xa029FuT7s97fa029NuT7s97fa029NuT7vk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF6BvAJ5BfIK5BXIK5BXIK9AXoG8AnkF8grkFcgrkFcgr0BegbwCeQXyCuQVyCuQVyCvQF6BvAJ5BfIK5BXIK5BXIK9AXoG8AnkF8grkFcgrkFcgr0BegbwCeQXyCuQVyCuQVyCvQF6BvAJ5BfIK5BXIK5BXIK9AXoG8AnkF8grkFcgrkFcgr0BegbwCeQXyCuQVyCuQVyCvQF6BvAJ5BfIK5BXIK5BXIK9AXoG8AnkF8grkFcgrkFcgr0BegbwCeQXyCuQVyCuQVyCvQF6BvAJ5BfIK5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5JWQV0JeCXkl5FVFXlXkVUVeVeRVRV5V5FVFXlXkVUVeVeRVRV5V5FVFXlXkVUVeVeRVRV5V5FVFXlXkVUVeVeRVRV5V5FVFXlXkVUVeVeRVRV5V5FVFXlXkVUVeVeRVRV5V5FVFXlXkVUVeVeRVRV5V5FVFXlXkVUVeVeRVRV5V5FVFXlXkVUVeVeRVRV5V5FVFXlXkVUVeVeRVRV5V5FVFXlXkVUVeVeRVRV5V5FVFXlXkVUVeVeRVRV5V5FVFXlXkVUVeVeRVRV5V5FVFXlXkVUVeVeRVRV5V5FVFXlXkVUVeVeRVRV5V5FVFXlXkVUVeVeRVRV5V5FVFXlXkVUVeVeRVTV7V5FVNXtXkVU1e1eRVTV7V5FVNXtXkVU1e1eRVTV7V5FVNXtXkVU1e1eRVTV7V5FVNXtXkVU1e1eRVTV7V5FVNXtXkVU1e1eRVTV7V5FVNXtXkVU1e1eRVTV7V5FVNXtXkVU1e1eRVTV7V5FVNXtXkVU1e1eRVTV7V5FVNXtXkVU1e1eRVTV7V5FVNXtXkVU1e1eRVTV7V5FVNXtXkVU1e1eRVTV7V5FVNXtXkVU1e1eRVTV7V5FVNXtXkVU1e1eRVTV7V5FVNXtXkVU1e1eRVTV7V5FVNXtXkVU1e1eRVTV7V5FVNXtXkVU1e1eRVTV7V5FVNXtXkVUNeNeRVQ1415FVDXjXkVUNeNeRVQ1415FVDXjXkVUNeNeRVQ1415FVDXjXkVUNeNeRVQ1415FVDXjXkVUNeNeRVQ1415FVDXjXkVUNeNeRVQ1415FVDXjXkVUNeNeRVQ1415FVDXjXkVUNeNeRVQ1415FVDXjXkVUNeNeRVQ1415FVDXjXkVUNeNeRVQ1415FVDXjXkVUNeNeRVQ1415FVDXjXkVUNeNeRVQ1415FVDXjXkVUNeNeRVQ1415FVDXjXkVUNeNeRVQ1415FVDXjXkVUNeNeRVQ1415FVDXjXkVUNeNeRVQ1415FVDXjXkVUNeNeRVQ1415FVLXrXkVUteteRVS1615FVLXrXkVUteteRVS1615FVLXrXkVUteteRVS1615FVLXrXkVUteteRVS1615FVLXrXkVUteteRVS1615FVLXrXkVUteteRVS1615FVLXrXkVUteteRVS1615FVLXrXkVUteteRVS1615FVLXrXkVUteteRVS1615FVLXrXkVUteteRVS1615FVLXrXkVUteteRVS1615FVLXrXkVUteteRVS1615FVLXrXkVUteteRVS1615FVLXrXkVUteteRVS1615FVLXrXkVUteteRVS1615FVLXrXkVUteteRVS1615FVLXrXkVUteteRVR1515FVHXnXkVUdedeRVR1515FVHXnXkVUdedeRVR1515FVHXnXkVUdedeRVR1515FVHXnXkVUdedeRVR1515FVHXnXkVUdedeRVR1515FVHXnXkVUdedeRVR1515FVHXnXkVUdedeRVR1515FVHXnXkVUdedeRVR1515FVHXnXkVUdedeRVR1515FVHXnXkVUdedeRVR1515FVHXnXkVUdedeRVR1515FVHXnXkVUdedeRVR1515FVHXnXkVUdedeRVR1515FVHXnXkVUdedeRVR1515FVHXnXkVUdedeRVR1515FVHXnXkVUdedeRVR1515FVHXnXkVU9e9eRVT1715FVPXvXkVU9e9eRVT1715FVPXvXkVU9e9eRVT1715FVPXvXkVU9e9eRVT1715FVPXvXkVU9e9eRVT1715FVPXvXkVU9e9eRVT1715FVPXvXkVU9e9eRVT1715FVPXvXkVU9e9eRVT1715FVPXvXkVU9e9eRVT1715FVPXvXkVU9e9eRVT1715FVPXvXkVU9e9eRVT1715FVPXvXkVU9e9eRVT1715FVPXvXkVU9e9eRVT1715FVPXvXkVU9e9eRVT1715FVPXvXkVU9e9eRVT1715FVPXvXkVU9e9eRVT1715FVPXvXkVU9e9eRVT15R3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9u1DfLtS3C/XtQn27UN8u1LcL9e1CfbtQ3y7Utwv17UJ9+/9p0o5pAICBGIiByknlz+w7ejMIj98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98+fvv47eO3j98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89u932pDcwQAAeJyll21MW9cdxs+L42tIjA0hxIWQc4ljk+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axdUesf4XD1mcQYKNXUzhW6YjFOip4qKmQ9Xk89U1rVu2fmPjhrhuX3DnZld8zWhdYezPib+i5mV6tW4abg8OTo8PDo5N4V6vkSmUyidZdQP10uqxOfzDNklFVVc8H055puUxVzzRTr36scVCde3venxt/3eD/G5/LQl+0tVjQ8sn5t3f+rcy/F74L17Wvf1//XQhc245fN//Ceviv2UIh+xgT32o5LRdjmlnK098LWi6nobVM1oKsAx39fmztZLaQz8dgrlDIwXfZR3Mzk9+y0Y8xDf+aiixtmR9pWu4z2oBPUOVmNtshKuAf8mqxtoJqj2ezBRSeH2QKVPmS/e3vhWwhQxUwj1XCJr4ZHKLo3XJgu771EDeq3w64kWEQLq3uTXsC+qB7NcmW9LRIUzGva9pMXi5TINW16bw6o9NmNgcTFky4EMMJCzfwXEu5BjaircmrEKdEIYe22cVApwcxyAko17auLsnSXE2yWayCJb9z1rnbg6neTsXncNU1JQfWD2sNeikRbBiykGflshVv3n94bM8CVK0sl4PB1anunsy992x+/I2Rli6f4hV5TjT2PLpu6KnKjYvn6/zGZU2dqkwLvfrRtm3HjnF7MUakoWNxNLXY3yCbFxs7I15bIN4UVwJXQ1Zj4wLKKQEt6fPV2SWHO/X0Pdt+PpzmMCEer9wZGphYFQ04PV7zIYodlY0UOxwOBh5DQwxT6JnKilcAPLDO1JDh5hEB9MkCAwzSPrU6/ck0UKnIZSPzVBXS4d/dxYHL7A2oYvGQ41QkKL9k86hGiKIQ5s9xtrCoiwMipt2EMmDOw4U5zKkWPKpVxqjKFBUhjmAGMyjRblLIedjcDx+kzPVjEvtOpZzXmn8Kv4tH58/+pUYb4nkgQI+oiuN0doqDHuAhBJxUsY5H8BiewhzG5CTDurMM6ujZRI+jmSpdU9NUja0ZtS48Wnm/MkIf3lc7i25izwL35h+i9jjAf4y1buTmgIQH0ACHmJiQTqFT3AmJX4s3kxH7VjxGRqUx+zieIpPSlN1ul0R7o9Rg77Bn8WJSlhbbDTxABsSVklMyXB7Yj+i+XmIKt6BIc6zCSb8ZTHKWpL0njQo9kLkDVCAmOAlhUSJBohKdGGQrGScCIYJdxFCwiZIdc8gHdrrcLsM16MJs/t/TA4urE3Y4KZ1lXHZGVspAr+gVelpX2QGdToO09aNuoR6qVvdShgSjFpsXYYR/yHzY/HrW/No8AU/BVXAlPIX/UTuKjlyJc+drEfQZi0/X7OfkKI1PAERpfDq7nd2hfmd/aNzLRRkDxUz4QWOvTKAtssQm+RQYBGPx5kb7eIxuyVP7nmHrFl9on+fW0VYk/48jRKC8QBHoqUmOms+2boyk1pbPXehfuvjktqG9q+EW89ng+uY7p3buzWzZ12R4fD7YA6Vf/W1w5YZ4En56uRUlnfKLTz3/WAzM8z14kZ6hGCRfYTzyGg7JkSxncIPcAoek1G6OPc4xR/o3AP4LDhgvZ3icY2BkYGBg57IV+na1Jp7f5iuDPAcDCDxRPs6BoP8/ZI9mkwNyORiYQKIAPPMKi3icY2BkYGCT+/+QgYGDAQTYoxkYGVDBXQBFEwNOAAAAeJzt07EJAkEQheHfvT1OCzA2MhdRk8vEEgwsQAzsQBDMrgET2RIsQrjYTsQiXKzhQE7+Dyab95hkwpsNWbjn2UG8kso1KT6Zx5ZFOHIuTjRxQl1sGccls0HKey2Hak89ZMA3n7Phwa14caEHqimp685yxKrrTv2P/EvNr2+QJEmSJEmSJEmSJEnqmw8WfRDxeJztwrENgkAUANB/dx4u4wiEIRzAWchVDMAkxsJprIgFU5AYC0tJKF/ei4jL1zWeaUiP9M5DXkpfxjKd5nqr7eNe1+N17W8vfp0DAAAAAAAAAIA9Nl0RKeUAAAAAAQAAEZMAgAAQAAAAAAACABAAQABVAAAEtADzAAAAAHictVlNjCNHFa6JPbub/SOQzWrZ+UkBSXY2GM+yCSzZFQiPpz3uXf8MtmcnIw5Ru7ts9067q9XdXssHkLgFJA4cEbdcolyIECcOUYTEgStEnFAOcEErTggpV3jvVXW7/TPDbiQysf3q1av3871X9bprGWP3cz9mK4z+W7nw3DVNr7Azuduafo7lc2VN59hLuVjTeXYh956mV9nF3B81fYadz/1T02fZ3byn6XPspfwnmn6eXV49q+kL7NXVrqYvnb344ntgZSWfA7uXr3+o6Txbv/4x0avAP3/9U03n2bXrT4g+A/wzazlN59mVtQtEnwX+ubWvaDrPrq59nehzwL+4VtZ0nl1f+wHRz0PAVylSpFcgrlc0DXpyb2k6x17PVTUNOnM/0/Qqu5b7tabPsCu5v2j6LItzn2n6HHs9/76mn2fr+SeavsDur17V9KXL11bfJfo84rA21DTgsPYjoi8A/0trv9J0nvE1hdVFivdPmsZ4/0r0ZeC/sPZvTefZ5voq0S+gnvVXNQ161lWMLyKe6z/UNOC5bhN9Bf1Zn2ga/Fn/KdEvAf/K+vuazrOvrn9E9FWS/5umUf5fRH8Z5Te+oGmQ31A+rGF+N0xNQ343DojeQH82pKbBn40x0S+T/M81jfK/JPoVzO/GbzUN+d34PdGvIz4bn2oa8Nn4B9HfID3/0TTo2aT6OUf4b76qafB/81tEU1ybbU0jn/C5qOR/omnk/4Joysvmh5oGu5u/Yx8wzm6zW/C5DVSducxmIZMsgk+PxcArAxWygL4t4LhA+awIMyXmwR8Hvsv6bABzEY0E/Ar4fQzfDkheYufpU4Vxl+bHINcEnQI0ddiEKM5qoH8C2kdk1wOqT/5w+EiQmWQs8dTzW+wNoF5LR3dYAegW6PJgzQDoKtA+6bDZsZa9D6MBcHF2BF5GaVQd4LsUiXeiPz1Cg7MdGHdhBrkWYTEbo9IjdaScrIxg1qZ4E4zHsDYkzgikHMKOA39AvDozwSdEx6V1PqF7j9YLkhBsCDYRa4e+ufYokeXEjyizLviS5HAaB87H4IULKyNAgX3Ab9+6fZvXXTuUkezFvCzDQIZW7Eq/yEuex0O3P4gjHopIhI+FU7x0/tL5quiGYsybgfA7k0DwmjWRo5h7su/a3JbBhBZxVH7rDf4a/twp8JblBQNetXxb2sfAvS8HPq+OnAhNdQZuxL2snp4M+Y7b9Vzb8ri2CDISjPJIjkJbcPR4bIWCj3xHhDweCF43O7zm2sKPxD0eCcHFsCscRzjcU1zuiMgO3QAjJBuOiC3XiwCMDiAzAKSG8Ms61kAO4XcHGB4Ax3akB9/Ldk52HZ8umIKqdHGl4QTpGZmHVBtRmr87kKtb7E2YEGGEjt8p3npzVtWcomW2VJVaVHO4xx2qKKzJY6re3kw1LsbZp/EIKiuRtkl3QPvOpdorppFAriweh5YjhlZ4zGVP5ScFpR/KUYBsWw4Dy3cFpuDpDya2tGZRA8qoMMa0GgOMCVBWt2JwYszLVhgLGA9INABjd9k2/Dl0dmAUwwVHijrabaAn5E6fHMKzZwKq4jiI7m5vO9KOisPEtyIEtx1PAtkPrWAwWR5gRJgGtJvVvu5RiDGdU0eEOadMTejsUHs9Ts+vRBp5krKCp4xFQRdo16NcoM+5AtWAT3YCOinUWltrEXpske6AgEM0YprDVV3yI6mU+TMo1ivUiRgucHppDIWnqrqAxg6ssWFc0Ochdh1lt5DamY/Apb0zJpxs6hDLMBvrSF3qHR51CdXPFrHHNR5RWyB/c+ZMXq5d+fB5sc2e+Kipn/bdmDJnp9thWQSJ9UW/7mVqACNRscRkL9loIXWJCdWPBJR86ozWiZGq2rNmqkp1OKm/VVSKHtG+Ux0XvU2ymehBSY9OmpNrVD2b+DozU+3JDnE1yiE9A2AHdzXO02eVjka6R8enR5EmSM9WdoGyYxHt6FpY7N7zu2ErPWPUCSPo6QNtHFOPFpRZC3iIUh8kkrltrfOduSeCm3oHT0+MKEUt8eZZnrme8hmHr8/pqCU6+EZa0Y+Ap3KVVI6gp0NPPxtNK/y057akMk9+dkuyt5/uoCjTLVXeVTUIbU+d1b7Of4HiDvVzVdLLBlT1fZ3rpJ5VfQW6IysLErSq5yg/rRaLTZ9f58+1/0M+UpQsih2xc/WZ7+g9a4P2od4r08aJFnBnq7rZSnw8Ob9At2efYCHjNzMYOdRtvJnzZjHGU/TRKezSukR6+SlXmDvlEuznVyNq6lzNxp34Nfseo2KYdqQkhwU69yVZ6aVjkakQPL9UhiLQNu20yusu+SJ0xxqlucyeJyqH2zrjEe0UL/Uh2duztfT0qGY7vYoy23Fma3qKxFg/MX6+PCZdAd9+fI2MyHjg0DfanOLyCCTsTA+JTzmTVQdwKIKk891dOM0t0Crp5Fn+TulTv0g6zhSjpKtNccqeK7OrIjovVL66Ovbl/dc6IathikBEleqTdrWTVBfOdvfPWwXZXldlBkk0WQVGh9A9W8QxgcfhNG3BzEMY7QJ3Fzg3QKKt529Qxg6pJ1VB7oD6ndLRgu8GjI/orKswTmMcPQD5BujCtQZ7m2wYoK1Nki3SXQduDX4NLYcrysA5gDHSe3QaKnsNWKXekk3dH5WnHeDzNMJZr0yymHhWh1EL9Ff1bAl0m6QP/Uf7FaIbqZ8V7WmJMELNqLMMHtVohNwD+N0HuTbZL1HMytsGxVCBeRWLQR6g5aKOVckhPg/1DOYI/avB3zSqEmFQJW+m+JXhdx88R/17MNuhTtGElbsUaZvQMzRmGG2NRtOoVKbKFA2iihjsAl2Hz16KXYu+lS+tjLZZ7A5pfiql4ivp7zIh16SRykaZRh3KFc4WdC5bFMe81UOqRIOkShRxO62QClWv8j6pTmWjmfFE2cPcZn1JqpqfskeUlmT+QGd6ERdEvUSYoF/t1PJJmtX+zLzORqMg8Fzh8J704yI/kiM+tCZ8FAl4g4a3amTzWHI7FFYsCtxxo8CzJgVu+Q4PQhdmbRAR8GtFPBDh0I1jUNed0Bt4cg8CL8DDiMswIXpoobD4nh6E0hnZcYHjBRCsLeCaxIDr8/HAtQcZz8Zg1PVtb+QIZ+q99L0J33JvqvuYjDhoOM1bdX3j+n28gYpD18a3/KkBXJ7qukcIbLlgJRZDvBIIXbDqyLHvScuZRc9SUIkQw5FgCr5HcTCKuSMwTJQZCC+YRbTIS/5Ei2NCQCHgM3C7bqzvxjrgdE96nhyj0xrsAu9aEXgr/fSSKknDFl4c3N3eFn5x7B67gXBcqyjD/jaOtkHyHX2ddRMSTIURoWuoZvn927J7sz9riRpKfIJAP5IQFYIjHgtPBgrw2Rs6BHPmjg7D28cERXQHBbEDDALW9UML0HEKvBcKQVc6AyvsQ9SIM+AFWQUFXHZjy/URFotuCZNae/o40CUriqTtWlgjjrRHQ8iKpS7zXA+w2UKNM/Hytr4m/OQmeeQIUOiqTCyV42M3HiA7U3IFXXLofTLtuVCryjbq0jelYIE2EkZY4EPpuD38FQRIMIKAogFtWlDdHeEGjpCp6wQi3IbAI+F5qAGzrVFa6qra9GBSbRyNNDkxHsjhKTHiVhiFPjgjSIEjeSTJl0fCjpMSm1YybADHpc13Nylzqysfi8x9ry9j3DjkEW61YForeioaWBBXV8zsXysTaogORDGUkwtJgi2stvtpEKhdVzV4u1npHJZaBjfbfL/VfGjuGrv8RqkN4xsFfmh2qs2DDgeJVqnROeLNCi81jvgDs7Fb4Mbb+y2j3ebNFjfr+zXTAJ7ZKNcOds3GHt+BdY1mh9dM2I+gtNPkaFCrMo02KqsbrXIVhqUds2Z2jgq8YnYaqLMCSkt8v9TqmOWDWqnF9w9a+822AeZ3QW3DbFRaYMWoG41OEawCjxsPYcDb1VKtRqZKB+B9i/wrN/ePWuZetcOrzdquAcwdAzwr7dQMZQqCKtdKZr3Ad0v10p5Bq5qgpUVi2rvDqkEssFeC/8sds9nAMMrNRqcFwwJE2eqkSw/NtlHgpZbZRkAqrSaoRzhhRZOUwLqGobQg1HwmIyCC44O2MfVl1yjVQFcbF2eFIZ8MGqagV3b1zxXzF9nzszEbrVyCx+QnC5LZmR49lM9LJNwKaYsX5lN+7t3cR7k/5D6G79/MS83NJf65p3qfzOL1Dr5KPKbLE/B4YcUyiT260IgWZKf8CkTtsWP2Gax7grffC5HNzydrIx2zPFF7VuIh0fOSCbdKLzSPCedFqfnZfX2tPqLLOkmXL/NrlstkUV30e242/3L+e/l7+XL+2/nv5L+f/27+Qf6t+TUnypxUa9mZytJoE+4DjHrlm/ivGHMS2ZkHVOEBZGgxnpm5lS+yv+e+BjNzUhl+TV9kLFZjdubZ6vaZEH9G3f+zuv8L4SL8AwAAAHicbNpDGCVptKXhDFunbFsZawfLtm3btm3btm3btm2b3X2fu1dMOgeVMcm9Tg2+f/SOMcf8z59/3h/zxJj/z5/ipP/7H2OMOcYaM8cYGbPwmMXHLD1mlTGrjlltzDqGaViGbTiGa3iGbwRGaERGbCRGamRGbhTGyBjHGNcYzxjfmMCY0JjImNiYxJjUmMyY3JjCmNKYypjamMaY1pjOmN6YwZjRmMmY2ZjFmNWYzZjdmMMYa5QGDDEqozYaozU6ozfmNOYy5jbmMeY15jPmNxYwFjQWMhY2FjEWNRYzFjeWMJY0ljKWNpYxljWWM5Y3VjBWNFYyVjZWMVY1VjNWN9Yw1jTWMtY21jHWNdYz1jc2MDY0NjI2NjYxNjU2MzY3tjC2NLYytja2MbY1tjO2N3YwdjR2MnY2djF2NXYzdjf2MPY09jL2NvYx9jX2M/Y3DjAONA4yDjYOMQ41DjMON44wjjSOMo42jjGONY4zjjdOME40TjJONk4xTjVOM043zjDONM4yzjbOMc41zjPONy4wLjQuMi42LjEuNS4zLjeuMK40rjKuNq4xrjWuM643bjBuNG4ybjZuMW41bjNuN+4w7jTuMu427jHuNe4z7jceMB40HjIeNh4xHjUeMx43njCeNJ4ynjaeMZ41njOeN14wXjReMl42XjFeNV4zXjfeMN403jLeNt4x3jXeM943PjA+ND4yPjY+MT41PjM+N74wvjS+Mr42vjG+Nb4zvjd+MH40fjJ+Nn4xfjV+M343/jD+NP4y/jb+Mf41/jPHmIZpmpZpm47pmp7pm4EZmpEZm4mZmpmZm4U5MscxxzXHM8c3JzAnNCcyJzYnMSc1JzMnN6cwpzSnMqc2pzGnNaczpzdnMGc0ZzJnNmcxZzVnM2c35zDHmqUJU8zKrM3GbM3O7M05zbnMuc15zHnN+cz5zQXMBc2FzIXNRcxFzcXMxc0lzCXNpcylzWXMZc3lzOXNFcwVzZXMlc1VzFXN1czVzTXMNc21zLXNdcx1zfXM9c0NzA3NjcyNzU3MTc3NzM3NLcwtza3Mrc1tzG3N7cztzR3MHc2dzJ3NXcxdzd3M3c09zD3Nvcy9zX3Mfc39zP3NA8wDzYPMg81DzEPNw8zDzSPMI82jzKPNY8xjzePM480TzBPNk8yTzVPMU83TzNPNM8wzzbPMs81zzHPN88zzzQvMC82LzIvNS8xLzcvMy80rzCvNq8yrzWvMa83rzOvNG8wbzZvMm81bzFvN28zbzTvMO827zLvNe8x7zfvM+80HzAfNh8yHzUfMR83HzMfNJ8wnzafMp81nzGfN58znzRfMF82XzJfNV8xXzdfM1803zDfNt8y3zXfMd833zPfND8wPzY/Mj81PzE/Nz8zPzS/ML82vzK/Nb8xvze/M780fzB/Nn8yfzV/MX83fzN/NP8w/zb/Mv81/zH/N/6wxlmGZlmXZlmO5lmf5VmCFVmTFVmKlVmblVmGNrHGsca3xrPGtCawJrYmsia1JrEmtyazJrSmsKa2prKmtaaxprems6a0ZrBmtmayZrVmsWa3ZrNmtOayxVmnBEquyaquxWquzemtOay5rbmsea15rPmt+awFrQWsha2FrEWtRazFrcWsJa0lrKWtpaxlrWWs5a3lrBWtFayVrZWsVa1VrNWt1aw1rTWsta21rHWtdaz1rfWsDa0NrI2tjaxNrU2sza3NrC2tLaytra2sba1trO2t7awdrR2sna2drF2tXazdrd2sPa09rL2tvax9rX2s/a3/rAOtA6yDrYOsQ61DrMOtw6wjrSOso62jrGOtY6zjreOsE60TrJOtk6xTrVOs063TrDOtM6yzrbOsc61zrPOt86wLrQusi62LrEutS6zLrcusK60rrKutq6xrrWus663rrButG6ybrZusW61brNut26w7rTusu627rHute6z7rfusB60HrIeth6xHrUesx63HrCetJ6ynraesZ61nrOet56wXrResl62XrFetV6zXrdesN603rLett6x3rXes9633rA+tD6yPrY+sT61PrM+tz6wvrS+sr62vrG+tb6zvre+sH60frJ+tn6xfrV+s363frD+tP6y/rb+sf61/rP3uMbdimbdm27diu7dm+HdihHdmxndipndm5Xdgjexx7XHs8e3x7AntCeyJ7YnsSe1J7Mntyewp7Snsqe2p7Gntaezp7ensGe0Z7JntmexZ7Vns2e3Z7DnusXdqwxa7s2m7s1u7s3p7Tnsue257Hnteez57fXsBe0F7IXthexF7UXsxe3F7CXtJeyl7aXsZe1l7OXt5ewV7RXsle2V7FXtVezV7dXsNe017LXttex17XXs9e397A3tDeyN7Y3sTe1N7M3tzewt7S3sre2t7G3tbezt7e3sHe0d7J3tnexd7V3s3e3d7D3tPey97b3sfe197P3t8+wD7QPsg+2D7EPtQ+zD7cPsI+0j7KPto+xj7WPs4+3j7BPtE+yT7ZPsU+1T7NPt0+wz7TPss+2z7HPtc+zz7fvsC+0L7Ivti+xL7Uvsy+3L7CvtK+yr7avsa+1r7Ovt6+wb7Rvsm+2b7FvtW+zb7dvsO+077Lvtu+x77Xvs++337AftB+yH7YfsR+1H7Mftx+wn7Sfsp+2n7GftZ+zn7efsF+0X7Jftl+xX7Vfs1+3X7DftN+y37bfsd+137Pft/+wP7Q/sj+2P7E/tT+zP7c/sL+0v7K/tr+xv7W/s7+3v7B/tH+yf7Z/sX+1f7N/t3+w/7T/sv+2/7H/tf+zxnjGI7pWI7tOI7reI7vBE7oRE7sJE7qZE7uFM7IGccZ1xnPGd+ZwJnQmciZ2JnEmdSZzJncmcKZ0pnKmdqZxpnWmc6Z3pnBmdGZyZnZmcWZ1ZnNmd2ZwxnrlA4ccSqndhqndTqnd+Z05nLmduZx5nXmc+Z3FnAWdBZyFnYWcRZ1FnMWd5ZwlnSWcpZ2lnGWdZZzlndWcFZ0VnJWdlZxVnVWc1Z31nDWdNZy1nbWcdZ11nPWdzZwNnQ2cjZ2NnE2dTZzNne2cLZ0tnK2drZxtnW2c7Z3dnB2dHZydnZ2cXZ1dnN2d/Zw9nT2cvZ29nH2dfZz9ncOcA50DnIOdg5xDnUOcw53jnCOdI5yjnaOcY51jnOOd05wTnROck52TnFOdU5zTnfOcM50znLOds5xznXOc853LnAudC5yLnYucS51LnMud65wrnSucq52rnGuda5zrnducG50bnJudm5xbnVuc2537nDudO5y7nbuce517nPudx5wHnQech52HnEedR5zHneecJ50nnKedp5xnnWec553XnBedF5yXnZecV51XnNed95w3nTect523nHedd5z3nc+cD50PnI+dj5xPnU+cz53vnC+dL5yvna+cb51vnO+d35wfnR+cn52fnF+dX5zfnf+cP50/nL+dv5x/nX+c8e4hmu6lmu7juu6nuu7gRu6kRu7iZu6mZu7hTtyx3HHdcdzx3cncCd0J3IndidxJ3Uncyd3p3CndKdyp3ancad1p3Ond2dwZ3Rncmd2Z3FndWdzZ3fncMe6pQtX3Mqt3cZt3c7t3Tndudy53Xnced353PndBdwF3YXchd1F3EXdxdzF3SXcJd2l3KXdZdxl3eXc5d0V3BXdldyV3VXcVd3V3NXdNdw13bXctd113HXd9dz13Q3cDd2N3I3dTdxN3c3czd0t3C3drdyt3W3cbd3t3O3dHdwd3Z3cnd1d3F3d3dzd3T3cPd293L3dfdx93f3c/d0D3APdg9yD3UPcQ93D3MPdI9wj3aPco91j3GPd49zj3RPcE92T3JPdU9xT3dPc090z3DPds9yz3XPcc93z3PPdC9wL3Yvci91L3Evdy9zL3SvcK92r3Kvda9xr3evc690b3Bvdm9yb3VvcW93b3NvdO9w73bvcu9173Hvd+9z73QfcB92H3IfdR9xH3cfcx90n3Cfdp9yn3WfcZ93n3OfdF9wX3Zfcl91X3Ffd19zX3TfcN9233Lfdd9x33ffc990P3A/dj9yP3U/cT93P3M/dL9wv3a/cr91v3G/d79zv3R/cH92f3J/dX9xf3d/c390/3D/dv9y/3X/cf93/vDGe4Zme5dme47me5/le4IVe5MVe4qVe5uVe4Y28cbxxvfG88b0JvAm9ibyJvUm8Sb3JvMm9Kbwpvam8qb1pvGm96bzpvRm8Gb2ZvJm9WbxZvdm82b05vLFe6cETr/Jqr/Far/N6b05vLm9ubx5vXm8+b35vAW9BbyFvYW8Rb1FvMW9xbwlvSW8pb2lvGW9ZbzlveW8Fb0VvJW9lbxVvVW81b3VvDW9Nby1vbW8db11vPW99bwNvQ28jb2NvE29TbzNvc28Lb0tvK29rbxtvW287b3tvB29HbydvZ28Xb1dvN293bw9vT28vb29vH29fbz9vf+8A70DvIO9g7xDvUO8w73DvCO9I7yjvaO8Y71jvOO947wTvRO8k72TvFO9U7zTvdO8M70zvLO9s7xzvXO8873zvAu9C7yLvYu8S71LvMu9y7wrvSu8q72rvGu9a7zrveu8G70bvJu9m7xbvVu8273bvDu9O7y7vbu8e717vPu9+7wHvQe8h72HvEe9R7zHvce8J70nvKe9p7xnvWe8573nvBe9F7yXvZe8V71XvNe917w3vTe8t723vHe9d7z3vfe8D70PvI+9j7xPvU+8z73PvC+9L7yvva+8b71vvO+977wfvR+8n72fvF+9X7zfvd+8P70/vL+9v7x/vX+8/f4xv+KZv+bbv+K7v+b4f+KEf+bGf+Kmf+blf+CN/HH9cfzx/fH8Cf0J/In9ifxJ/Un8yf3J/Cn9Kfyp/an8af1p/On96fwZ/Rn8mf2Z/Fn9WfzZ/dn8Of6xf+vDFr/zab/zW7/zen9Ofy5/bn8ef15/Pn99fwF/QX8hf2F/EX9RfzF/cX8Jf0l/KX9pfxl/WX85f3l/BX9FfyV/ZX8Vf1V/NX91fw1/TX8tf21/HX9dfz1/f38Df0N/I39jfxN/U38zf3N/C39Lfyt/a38bf1t/O397fwd/R38nf2d/F39Xfzd/d38Pf09/L39vfx9/X38/f3z/AP9A/yD/YP8Q/1D/MP9w/wj/SP8o/2j/GP9Y/zj/eP8E/0T/JP9k/xT/VP80/3T/DP9M/yz/bP8c/1z/PP9+/wL/Qv8i/2L/Ev9S/zL/cv8K/0r/Kv9q/xr/Wv86/3r/Bv9G/yb/Zv8W/1b/Nv92/w7/Tv8u/27/Hv9e/z7/ff8B/0H/If9h/xH/Uf8x/3H/Cf9J/yn/af8Z/1n/Of95/wX/Rf8l/2X/Ff9V/zX/df8N/03/Lf9t/x3/Xf89/3//A/9D/yP/Y/8T/1P/M/9z/wv/S/8r/2v/G/9b/zv/e/8H/0f/J/9n/xf/V/83/3f/D/9P/y//b/8f/1/8vGBMYgRlYgR04gRt4gR8EQRhEQRwkQRpkQR4UwSgYJxg3GC8YP5ggmDCYKJg4mCSYNJgsmDyYIpgymCqYOpgmmDaYLpg+mCGYMZgpmDmYJZg1mC2YPZgjGBuUAQIJqqAOmqANuqAP5gzmCuYO5gnmDeYL5g8WCBYMFgoWDhYJFg0WCxYPlgiWDJYKlg6WCZYNlguWD1YIVgxWClYOVglWDVYLVg/WCNYM1grWDtYJ1g3WC9YPNgg2DDYKNg42CTYNNgs2D7YItgy2CrYOtgm2DbYLtg92CHYMdgp2DnYJdg12C3YP9gj2DPYK9g72CfYN9gv2Dw4IDgwOCg4ODgkODQ4LDg+OCI4MjgqODo4Jjg2OC44PTghODE4KTg5OCU4NTgtOD84IzgzOCs4OzgnODc4Lzg8uCC4MLgouDi4JLg0uCy4PrgiuDK4Krg6uCa4NrguuD24IbgxuCm4ObgluDW4Lbg/uCO4M7gruDu4J7g3uC+4PHggeDB4KHg4eCR4NHgseD54IngyeCp4OngmeDZ4Lng9eCF4MXgpeDl4JXg1eC14P3gjeDN4K3g7eCd4N3gveDz4IPgw+Cj4OPgk+DT4LPg++CL4Mvgq+Dr4Jvg2+C74Pfgh+DH4Kfg5+CX4Nfgt+D/4I/gz+Cv4O/gn+Df4Lx4RGaIZWaIdO6IZe6IdBGIZRGIdJmIZZmIdFOArHCccNxwvHDycIJwwnCicOJwknDScLJw+nCKcMpwqnDqcJpw2nC6cPZwhnDGcKZw5nCWcNZwtnD+cIx4ZliFDCKqzDJmzDLuzDOcO5wrnDecJ5w/nC+cMFwgXDhcKFw0XCRcPFwsXDJcIlw6XCpcNlwmXD5cLlwxXCFcOVwpXDVcJVw9XC1cM1wjXDtcK1w3XCdcP1wvXDDcINw43CjcNNwk3DzcLNwy3CLcOtwq3DbcJtw+3C7cMdwh3DncKdw13CXcPdwt3DPcI9w73CvcN9wn3D/cL9wwPCA8ODwoPDQ8JDw8PCw8MjwiPDo8Kjw2PCY8PjwuPDE8ITw5PCk8NTwlPD08LTwzPCM8OzwrPDc8Jzw/PC88MLwgvDi8KLw0vCS8PLwsvDK8Irw6vCq8NrwmvD68LrwxvCG8ObwpvDW8Jbw9vC28M7wjvDu8K7w3vCe8P7wvvDB8IHw4fCh8NHwkfDx8LHwyfCJ8OnwqfDZ8Jnw+fC58MXwhfDl8KXw1fCV8PXwtfDN8I3w7fCt8N3wnfD98L3ww/CD8OPwo/DT8JPw8/Cz8Mvwi/Dr8Kvw2/Cb8Pvwu/DH8Ifw5/Cn8Nfwl/D38Lfwz/CP8O/wr/Df8J/w/+iMZERmZEV2ZETuZEX+VEQhVEUxVESpVEW5VERjaJxonGj8aLxowmiCaOJoomjSaJJo8miyaMpoimjqaKpo2miaaPpoumjGaIZo5mimaNZolmj2aLZozmisVEZIZKoiuqoidqoi/pozmiuaO5onmjeaL5o/miBaMFooWjhaJFo0WixaPFoiWjJaKlo6WiZaNlouWj5aIVoxWilaOVolWjVaLVo9WiNaM1orWjtaJ1o3Wi9aP1og2jDaKNo42iTaNNos2jzaItoy2iraOtom2jbaLto+2iHaMdop2jnaJdo12i3aPdoj2jPaK9o72ifaN9ov2j/6IDowOig6ODokOjQ6LDo8OiI6MjoqOjo6Jjo2Oi46PjohOjE6KTo5OiU6NTotOj06IzozOis6OzonOjc6Lzo/OiC6MLoouji6JLo0uiy6PLoiujK6Kro6uia6Nrouuj66Iboxuim6ObolujW6Lbo9uiO6M7oruju6J7o3ui+6P7ogejB6KHo4eiR6NHosejx6Inoyeip6OnomejZ6Lno+eiF6MXopejl6JXo1ei16PXojejN6K3o7eid6N3ovej96IPow+ij6OPok+jT6LPo8+iL6Mvoq+jr6Jvo2+i76Pvoh+jH6Kfo5+iX6Nfot+j36I/oz+iv6O/on+jf6L94TGzEZmzFduzEbuzFfhzEYRzFcZzEaZzFeVzEo3iceNx4vHj8eIJ4wniieOJ4knjSeLJ48niKeMp4qnjqeJp42ni6ePp4hnjGeKZ45niWeNZ4tnj2eI54bFzGiCWu4jpu4jbu4j6eM54rnjueJ543ni+eP14gXjBeKF44XiReNF4sXjxeIl4yXipeOl4mXjZeLl4+XiFeMV4pXjleJV41Xi1ePV4jXjNeK147XideN14vXj/eIN4w3ijeON4k3jTeLN483iLeMt4q3jreJt423i7ePt4h3jHeKd453iXeNd4t3j3eI94z3iveO94n3jfeL94/PiA+MD4oPjg+JD40Piw+PD4iPjI+Kj46PiY+Nj4uPj4+IT4xPik+OT4lPjU+LT49PiM+Mz4rPjs+Jz43Pi8+P74gvjC+KL44viS+NL4svjy+Ir4yviq+Or4mvja+Lr4+viG+Mb4pvjm+Jb41vi2+Pb4jvjO+K747vie+N74vvj9+IH4wfih+OH4kfjR+LH48fiJ+Mn4qfjp+Jn42fi5+Pn4hfjF+KX45fiV+NX4tfj1+I34zfit+O34nfjd+L34//iD+MP4o/jj+JP40/iz+PP4i/jL+Kv46/ib+Nv4u/j7+If4x/in+Of4l/jX+Lf49/iP+M/4r/jv+J/43/i8ZkxiJmViJnTiJm3iJnwRJmERJnCRJmmRJnhTJKBknGTcZLxk/mSCZMJkomTiZJJk0mSyZPJkimTKZKpk6mSaZNpkumT6ZIZkxmSmZOZklmTWZLZk9mSMZm5QJEkmqpE6apE26pE/mTOZK5k7mSeZN5kvmTxZIFkwWShZOFkkWTRZLFk+WSJZMlkqWTpZJlk2WS5ZPVkhWTFZKVk5WSVZNVktWT9ZI1kzWStZO1knWTdZL1k82SDZMNko2TjZJNk02SzZPtki2TLZKtk62SbZNtku2T3ZIdkx2SnZOdkl2TXZLdk/2SPZM9kr2TvZJ9k32S/ZPDkgOTA5KDk4OSQ5NDksOT45IjkyOSo5OjkmOTY5Ljk9OSE5MTkpOTk5JTk1OS05PzkjOTM5Kzk7OSc5NzkvOTy5ILkwuSi5OLkkuTS5LLk+uSK5MrkquTq5Jrk2uS65PbkhuTG5Kbk5uSW5NbktuT+5I7kzuSu5O7knuTe5L7k8eSB5MHkoeTh5JHk0eSx5PnkieTJ5Knk6eSZ5NnkueT15IXkxeSl5OXkleTV5LXk/eSN5M3kreTt5J3k3eS95PPkg+TD5KPk4+ST5NPks+T75Ivky+Sr5Ovkm+Tb5Lvk9+SH5Mfkp+Tn5Jfk1+S35P/kj+TP5K/k7+Sf5N/kvHpEZqplZqp07qpl7qp0EaplEap0maplmap0U6SsdJx03HS8dPJ0gnTCdKJ04nSSdNJ0snT6dIp0ynSqdOp0mnTadLp09nSGdMZ0pnTmdJZ01nS2dP50jHpmWKVNIqrdMmbdMu7dM507nSudN50nnT+dL50wXSBdOF0oXTRdJF08XSxdMl0iXTpdKl02XSZdPl0uXTFdIV05XSldNV0lXT1dLV0zXSNdO10rXTddJ10/XS9dMN0g3TjdKN003STdPN0s3TLdIt063SrdNt0m3T7dLt0x3SHdOd0p3TXdJd093S3dM90j3TvdK9033SfdP90v3TA9ID04PSg9ND0kPTw9LD0yPSI9Oj0qPTY9Jj0+PS49MT0hPTk9KT01PSU9PT0tPTM9Iz07PSs9Nz0nPT89Lz0wvSC9OL0ovTS9JL08vSy9Mr0ivTq9Kr02vSa9Pr0uvTG9Ib05vSm9Nb0lvT29Lb0zvSO9O70rvTe9J70/vS+9MH0gfTh9KH00fSR9PH0sfTJ9In06fSp9Nn0mfT59Ln0xfSF9OX0pfTV9JX09fS19M30jfTt9K303fSd9P30vfTD9IP04/Sj9NP0k/Tz9LP0y/SL9Ov0q/Tb9Jv0+/S79Mf0h/Tn9Kf01/SX9Pf0t/TP9I/07/Sv9N/0n/T/7IxmZGZmZXZmZO5mZf5WZCFWZTFWZKlWZblWZGNsnGycbPxsvGzCbIJs4myibNJskmzybLJsymyKbOpsqmzabJps+my6bMZshmzmbKZs1myWbPZstmzObKxWZkhk6zK6qzJ2qzL+mzObK5s7myebN5svmz+bIFswWyhbOFskWzRbLFs8WyJbMlsqWzpbJls2Wy5bPlshWzFbKVs5WyVbNVstWz1bI1szWytbO1snWzdbL1s/WyDbMNso2zjbJNs02yzbPNsi2zLbKts62ybbNtsu2z7bIdsx2ynbOdsl2zXbLds92yPbM9sr2zvbJ9s32y/bP/sgOzA7KDs4OyQ7NDssOzw7IjsyOyo7OjsmOzY7Ljs+OyE7MTspOzk7JTs1Oy07PTsjOzM7Kzs7Oyc7NzsvOz87ILswuyi7OLskuzS7LLs8uyK7Mrsquzq7Jrs2uy67PrshuzG7Kbs5uyW7Nbstuz27I7szuyu7O7snuze7L7s/uyB7MHsoezh7JHs0eyx7PHsiezJ7Kns6eyZ7Nnsuez57IXsxeyl7OXslezV7LXs9eyN7M3srezt7J3s3ey97P3sg+zD7KPs4+yT7NPss+zz7Ivsy+yr7Ovsm+zb7Lvs++yH7Mfsp+zn7Jfs1+y37Pfsj+zP7K/s7+yf7N/sv3xMbuRmbuV27uRu7uV+HuRhHuVxnuRpnuV5XuSjfJx83Hy8fPx8gnzCfKJ84nySfNJ8snzyfIp8ynyqfOp8mnzafLp8+nyGfMZ8pnzmfJZ81ny2fPZ8jnxsXubIJa/yOm/yNu/yPp8znyufO58nnzefL58/XyBfMF8oXzhfJF80XyxfPF8iXzJfKl86XyZfNl8uXz5fIV8xXylfOV8lXzVfLV89XyNfM18rXztfJ183Xy9fP98g3zDfKN843yTfNN8s3zzfIt8y3yrfOt8m3zbfLt8+3yHfMd8p3znfJd813y3fPd8j3zPfK9873yffN98v3z8/ID8wPyg/OD8kPzQ/LD88PyI/Mj8qPzo/Jj82Py4/Pj8hPzE/KT85PyU/NT8tPz0/Iz8zPys/Oz8nPzc/Lz8/vyC/ML8ovzi/JL80vyy/PL8ivzK/Kr86vya/Nr8uvz6/Ib8xvym/Ob8lvzW/Lb89vyO/M78rvzu/J783vy+/P38gfzB/KH84fyR/NH8sfzx/In8yfyp/On8mfzZ/Ln8+fyF/MX8pfzl/JX81fy1/PX8jfzN/K387fyd/N38vfz//IP8w/yj/OP8k/zT/LP88/yL/Mv8q/zr/Jv82/y7/Pv8h/zH/Kf85/yX/Nf8t/z3/I/8z/yv/O/8n/zf/rxhTGIVZWIVdOIVbeIVfBEVYREVcJEVaZEVeFMWoGKcYtxivGL+YoJiwmKiYuJikmLSYrJi8mKKYspiqmLqYppi2mK6YvpihmLGYqZi5mKWYtZitmL2YoxhblAUKKaqiLpqiLbqiL+Ys5irmLuYp5i3mK+YvFigWLBYqFi4WKRYtFisWL5YoliyWKpYulimWLZYrli9WKFYsVipWLlYpVi1WK1Yv1ijWLNYq1i7WKdYt1ivWLzYoNiw2KjYuNik2LTYrNi+2KLYstiq2LrYpti22K7Yvdih2LHYqdi52KXYtdit2L/Yo9iz2KvYu9in2LfYr9i8OKA4sDioOLg4pDi0OKw4vjiiOLI4qji6OKY4tjiuOL04oTixOKk4uTilOLU4rTi/OKM4szirOLs4pzi3OK84vLiguLC4qLi4uKS4tLisuL64oriyuKq4urimuLa4rri9uKG4sbipuLm4pbi1uK24v7ijuLO4q7i7uKe4t7ivuLx4oHiweKh4uHikeLR4rHi+eKJ4sniqeLp4pni2eK54vXiheLF4qXi5eKV4tXiteL94o3izeKt4u3ineLd4r3i8+KD4sPio+Lj4pPi0+Kz4vvii+LL4qvi6+Kb4tviu+L34ofix+Kn4ufil+LX4rfi/+KP4s/ir+Lv4p/i3+G40ZGSNzZI3skTNyR97IHwWjcBSN4lEySkfZKB8Vo9FonNG4o/FG448mGE04mmg08WiS0aSjyUaTj6YYTTmaajT1aJrRtKPpRtOPZhjNOJppNPNoltGso9lGs4/mGI0dlSOMZFSN6lEzakfdqB/NOZprNPdontG8o/lG848WGC04Wmi08GiR0aKjxUaLj5YYLTlaarT0aJnRsqPlRsuPVhitOFpptPJoldGqo9VGq4/WGK05Wmu09mid0bqj9UbrjzYYbTjaaLTxaJPRpqPNRpuPthhtOdpqtPVom9G2o+1G2492GO042mm082iX0a6j3Ua7j/YY7Tnaa7T3aJ/RvqP9RvuPDhgdODpodPDokNGho8O8XbbdAmPH9v/zd73QQv/v70UXHNv4y26wzSbLbDL7WP0o9QP6UelHrR/8V61+dPrRB3pnLL9KfoFfwq+KXzW/Gn61/Or4xQ1wA9wAN8ANcAPcADfADXAD3BBuCDeEG8IN4YZwQ7gh3BBuCDcqblTcqLhRcaPiRsWNihsVL1e8XPNyzXs179W8V/NezXs1f3PNyzUvN7zc8Dc33Gi40XCj4UbDjYYbDS+3vNzycst7Le+1vNfySstf2vJex3sd73X8pR0vd7zc8UrHKz2v9LzS80rPf9vzV/X8v+z5+3pe7vuQpYwdPsvhE8OnDJ/V8FkPn83w2Q6f3fA5rJXDWjmslcNaOayVw1o5rJXDWjmslcNaOaxhWMOwhmENwxqGNQxrGNYwrGFYw7Amw5oMazKsybAmw5oMazKsybAmw5oMa9WwVg1r1bBWDWvVsFYNa9WwVg1r1bBWDWv1sFYPa/WwVg9r9bBWD2v1sFYPa/WwVg9rzbDWDGvNsNYMa82w1gxrzbDWDGvNsNYMa+2w1g5r7bDWDmvtsNYOa+2w1g5r7bDWDmvdsNYNa92w1g1r3bDWDWvdsNYNa92w1g1r/bDWD2v9sNYPa/2w1g9r/bDWD2v9sDa8JRjeEgxvCYa3BMNbguEtwfCWYHhLMLwlGN4SDG8JhrcEw1uC4S3B8JZgeEswvCUY3hIMbwmGtwTDW4LhLcHwlmB4SzC8JRjeEgxvCYa3BMNbguEtwfCWYHhLMLwlGN4SDG8JhrcEw1uC4S3B8JZgeEswvCUY3hIMbwmGtwTDW4LhLcHwlmB4SzC8JRjeEgxvCYa3BMNbguEtwfCWYHhLUNf+Zlvvsf3mqBv9aPWj04/+fz+asfpR6gf0Q/Sj0g+93OjlRi83ernRy61ebvVyq5dbvdzq5VYvt3q51cutXm71cqeXO73c6eVOL3d6udPLnV7u9HKnlzu93OvlXi/3ernXy71e7vVyr5d7vdzr5f5/L8vYsfpR6gf0Q/Sj0o9aPxr9aPWj0w+9XOrlUi+XernUy6VeLvVyqZdLvVzq5VIvQy9DL0MvQy9DL0MvQy9DL0MvQy+LXha9LHpZ9LLoZdHLopdFL4teFr1c6eVKL1d6udLLlV6u9HKllyu9XOnlSi/XernWy7VervVyrZe1QdEGRRsUbVC0QdEGRRsUbVC0QdEGRRsUbVC0QdEGRRsUbVC0QdEGRRsUbVC0QdEGRRsUbVC0QdEGRRsUbVC0QdEGRRsUbVC0QdEGRRsUbVC0QdEGRRsUbVC0QdEGRRsUbVC0wUobrLTBShustMFKG6y0wUobrLTBShustMFKG6y0wUobrLTBShustMFKG6y0wUobrLTBShustMFKG6y0wUobrLTBShustMFKG6y0wUobrLTBShustMFKG6y0wUobrLTBShustMFKG6y0wUobrLTBShustMFKG6y0wUobrLTBShustMFKG6y0wUobrLTBShustMFKG6y0wUobrLTBShustMFKG6y0wUobrLTBShustMFKG6y0wUobrLTBShustMFKG6y0wUobrLTBShustMFKG6y0wUobrLTBShustMFKG6y0wUobrLTBShustMFKG6y0wUobrLTBShustMFaG6y1wVobrLXBWhustcFaG6y1wVobrLXBWhustcFaG6y1wVobrLXBWhustcFaG6y1wVobrLXBWhustcFaG6y1wVobrLXBWhustcFaG6y1wVobrLXBWhustcFaG6y1wVobrLXBWhustcFaG6y1wVobrLXBWhustcFaG6y1wVobrLXBWhustcFaG6y1wVobrLXBWhustcFaG6y1wVobrLXBWhustcFaG6y1wVobrLXBWhustcFaG6y1wVobrLXBWhustcFaG6y1wVobrLXBWhustcFaG6y1wVobrLXBWhustcFaG6y1wVobrLXBWhustcFaG6y1wVobrLXBRhtstMFGG2y0wUYbbLTBRhtstMFGG2y0wUYbbLTBRhtstMFGG2y0wUYbbLTBRhtstMFGG2y0wUYbbLTBRhtstMFGG2y0wUYbbLTBRhtstMFGG2y0wUYbbLTBRhtstMFGG2y0wUYbbLTBRhtstMFGG2y0wUYbbLTBRhtstMFGG2y0wUYbbLTBRhtstMFGG2y0wUYbbLTBRhtstMFGG2y0wUYbbLTBRhtstMFGG2y0wUYbbLTBRhtstMFGG2y0wUYbbLTBRhtstMFGG2y0wUYbbLTBRhtstMFGG2y0wUYbbLTBRhtstMFGG2y0wUYbbLTBRhtstMFGG2y0wVYbbLXBVhtstcFWG2y1wVYbbLXBVhtstcFWG2y1wVYbbLXBVhtstcFWG2y1wVYbbLXBVhtstcFWG2y1wVYbbLXBVhtstcFWG2y1wVYbbLXBVhtstcFWG2y1wVYbbLXBVhtstcFWG2y1wVYbbLXBVhtstcFWG2y1wVYbbLXBVhtstcFWG2y1wVYbbLXBVhtstcFWG2y1wVYbbLXBVhtstcFWG2y1wVYbbLXBVhtstcFWG2y1wVYbbLXBVhtstcFWG2y1wVYbbLXBVhtstcFWG2y1wVYbbLXBVhtstcFWG2y1wVYbbLXBVhtstcFWG2y1wVYbbLXBVhtstcFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+z7Pvifj3Ls2LH8KvkFfgm/Kn7V/Gr41fKr4xc3Sm6U3Ci5UXKj5EbJjZIbJTdKbpTcADfADXAD3AA3wA1wA9wAN8AN4YZwQ7gh3BBuCDeEG8IN4YZwo+JGxY2KGxU3Km5U3Ki4UXGj4kbFjZobNTdqbtTcqLlRc6PmRs2Nmhs1NxpuNNxouNFwo+FGw42GGw03Gm403Gi50XKj5UbLjZYbLTdabrTcaLnRcqPjRseNjhsdNzpudNzouNFxo+NGx42eGz03em703Oi50XOj50bPjZ4b7Lxk5yU7L9l5yc5Ldl6y85Kdl+y8ZOclOy/ZecnOS3ZesvOSnZfsvGTnJTsv2XnJzkt2XrLzkp2X7Lxk5yU7L9l5yc5Ldl6y85Kdl+y8ZOclOy/ZecnOS3ZesvOSnZfsvGTnJTsv2XnJzkt2XrLzkp2X7Lxk5yU7L9l5yc5Ldl6y85Kdl+y8ZOclOy/ZecnOS3ZesvOSnZfsvGTnJTsv2XnJzkt2XrLzkp2X7Lxk5yU7L9l5yc5Ldl6y85Kdl+y8ZOclOy/ZecnOS3ZesvOSnZfsvGTnJTsv2XnJzkt2XrLzkp2X7Lxk5yU7L9l5yc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzoWdCzsXdi7sXNi5sHNh58LOhZ0LOxd2Luxc2Lmwc2Hnws6FnQs7F3Yu7FzYubBzYefCzoWdCzsXdi7sXNi5sHNh58LOhZ0LOxd2Luxc2Lmwc2Hnws6FnQs7F3Yu7FzYubBzYefCzoWdCzsXdi7sXNi5sHNh58LOhZ0LOxd2Luxc2Lmwc2Hnws6FnQs7F3Yu7FzYubBzYefCzoWdCzsXdi7sXNi5sHNh58LOhZ0LOxd2Luxc2Lmwc2Hnws6FnQs7F3Yu7FzYubBzYefCzoWdCzsXdi7svGLnFTuv2HnFzit2XrHzip1X7Lxi5xU7r9h5xc4rdl6x84qdV+y8YucVO6/YecXOK3ZesfOKnVfsvGLnFTuv2HnFzit2XrHzip1X7Lxi5xU7r9h5xc4rdl6x84qdV+y8YucVO6/YecXOK3ZesfOKnVfsvGLnFTuv2HnFzit2XrHzip1X7Lxi5xU7r9h5xc4rdl6x84qdV+y8YucVO6/YecXOK3ZesfOKnVfsvGLnFTuv2HnFzit2XrHzip1X7Lxi5xU7r9h5xc4rdl6x84qdV+y8YucVO6/YecXOK3ZesfOKnVfsvGLnFTuv2HnFzmt2XrPzmp3X7Lxm5zU7r9l5zc5rdl6z85qd1+y8Zuc1O6/Zec3Oa3Zes/OandfsvGbnNTuv2XnNzmt2XrPzmp3X7Lxm5zU7r9l5zc5rdl6z85qd1+y8Zuc1O6/Zec3Oa3Zes/OandfsvGbnNTuv2XnNzmt2XrPzmp3X7Lxm5zU7r9l5zc5rdl6z85qd1+y8Zuc1O6/Zec3Oa3Zes/OandfsvGbnNTuv2XnNzmt2XrPzmp3X7Lxm5zU7r9l5zc5rdl6z85qd1+y8Zuc1O6/Zec3Oa3Zes/OandfsvGbnNTuv2XnNzmt2XrPzmp3X7Lxh5w07b9h5w84bdt6w84adN+y8YecNO2/YecPOG3besPOGnTfsvGHnDTtv2HnDzht23rDzhp037Lxh5w07b9h5w84bdt6w84adN+y8YecNO2/YecPOG3besPOGnTfsvGHnDTtv2HnDzht23rDzhp037Lxh5w07b9h5w84bdt6w84adN+y8YecNO2/YecPOG3besPOGnTfsvGHnDTtv2HnDzht23rDzhp037Lxh5w07b9h5w84bdt6w84adN+y8YecNO2/YecPOG3besPOGnTfsvGHnDTtv2HnDzht23rDzhp037Lxh5w07b9h5w85bdt6y85adt+y8ZectO2/ZecvOW3besvOWnbfsvGXnLTtv2XnLzlt23rLzlp237Lxl5y07b9l5y85bdt6y85adt+y8ZectO2/ZecvOW3besvOWnbfsvGXnLTtv2XnLzlt23rLzlp237Lxl5y07b9l5y85bdt6y85adt+y8ZectO2/ZecvOW3besvOWnbfsvGXnLTtv2XnLzlt23rLzlp237Lxl5y07b9l5y85bdt6y85adt+y8ZectO2/ZecvOW3besvOWnbfsvGXnLTtv2XnLzlt23rLzlp237Lxl5y07b9l5y85bdt6y85adt+y8Y+cdO+/YecfOO3besfOOnXfsvGPnHTvv2HnHzjt23rHzjp137Lxj5x0779h5x847dt6x846dd+y8Y+cdO+/YecfOO3besfOOnXfsvGPnHTvv2HnHzjt23rHzjp137Lxj5x0779h5x847dt6x846dd+y8Y+cdO+/YecfOO3besfOOnXfsvGPnHTvv2HnHzjt23rHzjp137Lxj5x0779h5x847dt6x846dd+y8Y+cdO+/YecfOO3besfOOnXfsvGPnHTvv2HnHzjt23rHzjp137Lxj5x0779h5x847dt6x846dd+y8Y+cdO+/YecfOe3bes/OenffsvGfnPTvv2XnPznt23rPznp337Lxn5z0779l5z857dt6z856d9+y8Z+c9O+/Zec/Oe3bes/OenffsvGfnPTvv2XnPznt23rPznp337Lxn5z0779l5z857dt6z856d9+y8Z+c9O+/Zec/Oe3bes/OenffsvGfnPTvv2XnPznt23rPznp337Lxn5z0779l5z857dt6z856d9+y8Z+c9O+/Zec/Oe3bes/OenffsvGfnPTvv2XnPznt23rPznp337Lxn5z0779l5z857dt6z856d9+y8Z+c9O+/Zec/Oe3bes/OendPDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDFRyo4EAFByo4UMGBCg5UcKCCAxUcqOBABQcqOFDBgQoOVHCgggMVHKjgQAUHKjhQwYEKDlRwoIIDFRyo4EAFByo4UMGBCg5UcKCCAxUcqOBABQcqOFDBgQoOVHCgggMVHKjgQAUHKjhQwYEKDlRwoIIDFRyo4EAFByo4UMGBCg5UcKCCAxUcqOBABQcqOFDBgQoOVHCgggMVHKjgQAUHKjhQwYEKDlRwoIIDFRyo4EAFByo4UMGBCg5UcKCCAxUcqOBABQcqOFDBgQoOVHCgggMVHKjgQAUHKjhQwYEKDlRwoIIDFRyo4EAFByo4UMGBCg5UcKCCAxUcqOBABQcqOFDBgQoOVHCgggMVHKjgQAUHKjhQwYEKDlRwoIIDFRyo4EAFByo4UMGBCg5UcKCCAxUcqOBABQcqOFDBgQoOVHCgggMVHKjgQAUHKjhQwYEKDlRwoIIDFRyo4EAFByo4UMGBCg5UcKCCAxUcqOBABQcqOFDBgQoOVHCgggMVHKjgQAUHKjhQwYEKDlRwoIIDFRyo4EAFByo4UMGBCg5UcKCCAxUcqOBABQcqOFDBgQoOVHCgggMVHKjgQAUHKjhQwYEKDlRwoIIDFRyo4EAFByo4UMGBCg5UcKCCAxUcqOBABQcqOFDBgQoOtG+gfQPtG2jfQPsG2jfQvoH2DbRvoH0D7Rto30D7Bto30L6B9g20b6B9A+0baN9A+wbaN9C+gfYNtG+gfQPtG2jfQPsG2jfQvoH2DbRvoH0D7Rto30D7Bto30L6B9g20b6B9A+0baN9A+wbaN9C+gfYNtG+gfQPtG2jfQPsG2jfQvoH2DbRvoH0D7Rto30D7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG/yf3q4YyIAYCCGYaDi8qf2nbQZhM7s29i3sW9j38a+jX0b+zb2bezb2Lexb2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W0o6vKkug1F/eGkuonUAzXhK8PWhMYR3f3siO5ep91dnPLuoXoKlc8YTT7j2H1Lb5nbxiEp7oCjBY06R+kWHAHjh4hNm8w4/sMdPGncixwg3jCKvNYzmxomoz2VI32CKGX8alL2/IR+Yv/PhH6Sisunh8Hl2C25zBsGl+O35PL3t+bicA/o+ZQL5UGe3jUu1cOSxq24fGpY0rgVl7nDqsetuDw1LJkm2s8w4yGRsaKPy5xhSeNWXD45LGncikvVsKRxKy5PDksaIhesaV0Z48Vt7vxb3DVQaqm5PH1bXI4NwmXBbXE5PgiXz9wOFyJ72htDxE6NBXGf7W9vfSfzjJLvnDVMKSbf+XfDlFzynbPvuJ5PDFPOiN0J2TuyMezO6UPIJbFHD7zz48O018l3zhimjU6+8xPDtqgD75w5TIsOyZ38qSOi3fnRIeQy9J3Thmm5k+/8m2Fa6+Q7K4dtWwfe+bFhWbO+9ww7hvWe4Y8ApMIT3jPw9CcG0kiPAf4+ZPD3DNYBbzjp203x3aYV0HfZ9PmXPhnR9qC6R/sZHV/peE/f8wKwCNB30PTtKgArSVhDwjqQ+NZiVCH0gPMEhpkEx5FxYCJ5kqggfXEWGVNqiP2sA/WgAawgsm4EG0Az2Ay2gZ1gD9gPDoGj4DiR0Q2FtB88iqsJ/n3lDQL/qHsnga8qkKbI7USCAQ51DgopPfojvSr9gaajvTQFP8PSX2UpAM/s51mBoxTK81n6k31XpUyaDvfTFMnC0qP8LrmM0sg1gL7VXw1+iS6j19EbqBv1EoMlS0bJIbkkt+SRvFJAypRCUq4UlYqlsdK7pXFSifRBch+Gr8Hr8HX4JlvNQ99e0LEgSAJ5fuppk1sJvE4h8T2LAOx9DSspnl0awHCfXdaP6O5vj+juDSO6+zsjurtpRHdvJa1dA8mTLVxA9DdMngumEqszk3hmc4kXUgsWk2ek5WAVWAvWgybQArYSW7Eb7AMHwRFwDJwEp8E50A4ug6vgBuiir8WgmWjOY70n6HvG3tf634cGmC1YRtPRqzQdfZ/ZhQCjqWFXb7CrLJ3QnOi7ynHCk+L/pF2ld5UwzkcZziACPbP78tJy5CWpZTQfZ+lbGC7QaCkcro3z55DIhK8zLFMjar4aVWNqkTpGfaf6LnWs+qhaoj6mjlcnq+XqFHWqWqFOUyvVj6sz1E+on1M/r35Z/Yr6svpz9RSVNfKBxHf7HeAEQFBhtnewt6ZLiB1bSWzYOrARbAJbwHawC+wFB0jfobYQvnmWwmHhtfEUDTcLKeY4ZQK9eRA+HG6O43f4fEv5F5NQktK6wxTWfbTsdnw2jrdLLRDfQ8aflf2gPOE6Ajp4E94kw6gLuUhKLV7L5jubQRbeQmoUNl0xXQHZbMzKSeDmIXGA1K5+BPzuPHcfscNB0ruXgG33LP87KS0kYyJdh3WV6IZjyBmFvr4xqFa/uU3QbYZ372QpbQN1Xks3D8JB4DzKM7YOcCfeDCDWABApAWIRALEJAOwatuYHR6UHxefyHyeeGfXN7OQHgZP8EHAD+mTjJT8M0shPZuu3FbZGW0+8zBCxqWHyMxIeOcS2RsjPTJ6i84FKPP0osJBWjxGuReRnIx7tGMK7mPwc5DlpLMlhHPm5iFaUkHzGk5+HeF2lJLf3kZ8PvJ/80sAHyM8PPkh+6eBD5BcAHya/DPAR8gsS/6wCZBKpTyNlqSS/LOKvTSclmkF+2WT8m0nKNYv8ckmLzCalm0N+ecSfqyJlrCa/AjI+ziUlrSG/QtJa80h555PfI8TfW0BKvZD83kH6WC0pex35vZO05CJSg8Xk9y5iAepJPW6Q37tBJ/mNAzfJ71HdP+r+EZTovqb7GnhM93Xd18F43XO658B7dG/o3gClZPx5H3iv+qT6afAJ9ZtqI5ijfl/dCarUl9SXwFz1P9RfgKfU36i/AYvUV9RXwOfVV9VXwWL1knoJfEG9rF4G9WqH2gG+qL6uvg6WqG+oN8GX1C61C3xZ7Va7QYPtlL2Svu2Fu2ADGZcOkBbxjsQPgA7og0GYA6NwDBwHS+FEWA4r4HQ4C1YRn2MB6VGzWR9bzHqXiJczfKaQPonhK4Q+KeKzk3r7YoFm9UA+vQpLCd1rvOcYiI+jO+JlFmmAN+VY+U1tvc23+lfUNNHxk62rwXTdD0nfIHjafLYiZ4gefJY8g0BIfQ8X0eMxw3pygeBaL7U0l3quU8hWGV7qZR5ND11nBHr/hsCXeqcyGrZql83kgh620rf7uwz3MEpbPL2njUG2mrmHjbbUjyMc6NVLb9LVky78iuySvXJAzpCz5Yj8L/Iu+V8Vu5KuBJUsJaoUKe9Uim0v2fYzCQ5Fm6tElLyEO7yAvomkb0bpmzc6MgJA9WcpCctJWEUC9QvXk9BEQgsJW0mgLbibhH0kHCSB7mChLXyShNMknCOBPImBLvBJKjliVyik+P8h0qTtsIE+95D/IPhnhrcT2xRvJb6/oTWx3bQVLmJLBjnOvNXkduZ5MQg74AmAkZ60ueWWT6WnwBnyXHuReKnXiIXqhgjqoQW6oB+GYATGYDEsgRPgJDgFToMz4GxYDefBhXARXAKXwZVwDVwHN8JNcAvcTuzJXmJNYO8ipuXX4z1BW7OTlI6qB0kfP0j6gtTpIn+tj7F0vmogmX4k6SJ/NGlI+vkCPfOgpRoh3T/MdMT6/YCZG1vMVkTGUwhUZkW+yHZDxK3IGuZzq4DPf5WSMXoiiWmPoyuT6ap6+qa0isT0yX8BuV5HcqoH/IlyMEtyRxA1IZInaiG6WJ70dHOYaP0J0EZs1AVwCVwB18no2AMxNEIb9MAADMN8WATHwvGwDE6GU2ElnAnnwLlwPqyFi+FSuByugmvhetgEW+BWuAPuhvvgQXgEHoMn4Wl4DrbDy/AqvAG7EEAKMiMH8qEgykFRNAaNQ6VEwr+VDtJ9BdLnCfyUtBxAeaE8i+D/Ie2g+yXwf/ZdTcBFGgGXMuV5xLc9RPc5yJ+SVxP8ZxTHu2RiKfEqCuUNlF5+juLoaxRKDfLTJOWnLOW9FOpMjPKjLJ3li59mPH+KHyX4SxSXfi1/g6TYGCUrg/wFSq87we76qMaB5tvGcvmItJLA90pfJzAsfZZxIKWVZOkZAsvk9xM4X6Jwl0RKDjdJzxF4U1pH4G7GrVN6hFz9TwZ/LU1gOLHo6J+llwnNAfzbfjm8KL1Id69IZAyRviMRL1/6lfRDAv9G+la/tEXI7xJkngB57ShERIsMRO/pDOSngaT7ua4NyLrf6a4AA/OaVPKEPhvkqfXqF8EEdanaQJ7mf6D+AHxAPaGeAJPUk+rPwQfVXxAPiq60hcgM+p7UgzQPdIDufECHSS7T7radhIdhKzwB2+BZeAFeglfgdfIE1YMwMiIb8qAACqN8VITGovGoDE1GU1ElmonmoLloPqpFi9FSYilmMHtR8jZ8KOHtrUlKsd71wdJmbZXtpZFCPhqPnE8CHH7ZBqHs3TrkXcVJ+IilMWpymDsQJnPWPCMO25Pu2vDXp83c63sbPqTw9rX5Ww+yNr9tm9+2zQ+PbebrFeAUVv9zDH+GQZbOa8TeyfdRCun8LugceJdG82jSvfsEymeEe6cIV1kKWi/c5UyC4r374vTamoykdRgaN5FyECiWYVBpPD9cOSTUXaz1kPUl4Wss935IaL6W2FIaFHiCFYymgMFn+uHta/NXUmrzkQdKm08kSZmnjxXgH5PSBR3V9KaUQdtAuSM5icOvklIEiF6M62Xy6iFRdzX69QJ9Mv5yEv5iajgsaTw9DDkIEkio+yC1FusLHqfv5El6KytJax8u1jd5XRWsYZQXGGWWRt9629o85C6uB0uzpZW0zHxFGdrO8FlCyotx2fEU6aMs5XMMsjkl9Epcb6TaONTa9XMCTyTkwnA+ykvZ8bzwZ1jKCww+y1LcA6H0CwFHwtUtLKVX4FAbvyqzOSI8TriaDIcjjScS5GAdXA5i3cVaD11fnq7l+Ipw10pB5jOFvro+dWkZt9vXbPpO+6HQbE0/zgtyeUFIQYJ8zyelzxyozRq33rhmSz7a9tINob15G/xE0Gy2LhR/gsGvxvUPFwopg0At35MM/jeD/0vQdTarg/czzWb7ePFrAv9kOAxpSL5by0HrXZzyxsBaD11fLZfzArefxMsmanZCjkmlZdz+ijVbkzXXuTcE6dSmtkOaXVkvyDdbaI+fxDloNvvF+F0JtvAxQbM556fiein2Ijw1CbrjOOfDLZ+mtVNTc5B/JvSH84PA4Ujj5WHI4YWBdRdrPXR9NTtSK/B8LF62BM1GQu9KKi3jNpqa3Xd+Cd2lx8/tekZ7U4KAccBqso2EUxNuBoV4E94EivBzhOs72EzoO00XTBdAMVtf9i620mos47Knf7c0XS0/m61pGL0cRq+EdPUG3Vk0B2yiq8vvozKOXh1DrKUxqAIt4AIMPVS1HB0p9Vn5Mw+Ilf8UswhsxTf6T4az536Jvf9ABxkcH0/h9Ggas+P8Kes3DG6ja1m0M0D4uxN2agT6LEt5XKDkT0qvM5r6+FUOMVsFJjUxyLldT4JH4zjnyXH8A4GmSUgvYFb+EMPfJ1xNhsORxmeHloNAL9ZdqPXQ9eW5aGX4jXDXp+J5aTluE2BSaaXQHVj5O131nWoV7Oit+qZrsMMkp/h+uy/0v+25/TOdbveECMzOlKpkO5J8o5L/SO3U7ZVfBnSP2HSwHrQx630/1ODeSkAh2pNPtHQDOA09zJd4GGRwL2XYN6pdfEBGNe7ncv93fRzXnjOE95GaB/3YQErNlxefEIe8N8Vdjw2E4nNJAue4V554L095ITUuPmsnvKXan4QPRxovD0MO4tXkWg9ZX5JLF6NvZfT9UHqh93pKadRqebX23UX49MHbHdXu130dowLhPlhDJGUkPbNwZLsAB1v9D+JrvIcPyVjTvWVYlJuHQbN3lPjcKURARToiY4BUZAeY2FwvMCA/yiHpUfQI8KFxaBwIoBLiK2egCeh9IIQmoQ+BMJqCPgIiSpfSBfJ1hAUo0GEdBtG7wJG+r6J7oqjfTfv9IRKop3ychFMknCGBWouLJHSQcI2EThK6aUcjQU+ChQQXCcRLgCESiNdKd4NC4vnRvZuQeH6QeH70DQ4k/QSSfgJJP4Gkn0DSTyDpJ5D0E0j6CST9BJJ+Akk/gaSfQNJPIOknkPQTuD1Rh3t/zfC+vbBD7Hfq3pKQkkxZ3M/ztVtzA6B3fh9Nb7tGOYC+90gKPkGBP4eThdyLU9En5y7tkEi6tJv03Or7cRxFy9EqtBatR02oBW1FO9ButA8dREfQMXQSnUbnUDu6jK6iG6iLuOiKZCYWX5aeJTVai/5E4D+x1cU56McENkt0ffJh6SeERpXy6FupOJQek7wE/xPDP8FgN7H/ED5HxjsIfyw1k5SNlKf8ZWkjwQ9RiA9K3yB3PSL9O0lx05XSeBfxfqA8V34fgcUYkZRmtmr6n9ia53qWLq7W3kGhomMp32GrtZ9ilN9m8F8Yh6+w1dqH2Wrtn2mrtenVHIGSQd0Jhn83DrXV2jVSlEqGyeGd0scI/K38EQJnE28KSnNkmcB2qYHA70lPkPoepvVFgK3WZivJ5TNMkv/O4C/Yau1f0/XV6CXpewSuYavBD0nEP8Np9F75u0xiLzL4KoP/wCAryS0gL1US5KVKhlpbDwZZqZKh/G3Gmbcpx1k54U8ZDcUR8Grrw39JfhLR+akAk9GoAuhgJawEevhxYn0McCacCUxwDpwDzKQ/VAMVzoVzgQX+A6wFVvhVuALYSd9YCZxsVbmLrSovUuepnwEfVP9BXQw+otary8DH1O+qLWC2+kP1h2COuk/dBz6ptqltoEr9nfo78CR9QoD/j/VburYgDR1NOkOZPu/2zdje/gnDLnYewJRkTre3c/e28/WwcxangiUjzfkulzOVnOlT23dHUX4iv7dCLmL+g9RX/8bo1ref31tU3/78B6vvzVGu7823uL70Kxc5JGdEvHO6Y4WeJAHRZ2Vi01E180XoSekIWPAv8SsAyA45Akzyo/KjICQ3y5tBlvy8vB3kyz+Qd4IiukcSjFHMShoYq6Qrj4KJ5jXmZ8EnLeQPPGV53fI6qLFFbBHwadse237yHPMPpOoHSSB9Dx4j4SQJp0k4R0I7CZdJuErCDWLtugCb7EHE3iEzicnTET0NAwVJnENClIQxJIwDdKURRBMJXk5CBQnTSZhFQhVJryHxAhLqCF5P4gYSVpCwmoRGEjaQ0EzCZhK2kUA8WEQ8WEQ8WHSI3EM8WEQ8WEQ8WHSG/E88WDJeANRBcOLBIuLBIuLB0idRiXiwkoWMH8SPlIgHS9+ASsSDpe9SJeLBSsSDJaMnkCYRGuLBSsSDlWbQEY7ExINlPgrxYCXiwUrEg5WWAcjG1jUkEA+WeB2A7YAiPqhEnvSkXSRQj+AAiQ+TQJ9P6RkobQQ/S8IFEi6RcIWE6yQQTZF6AMCYBOL5YxsJHvrJKRLCJOSzc3UAHkvCeBLKSJjMnqMhrqSaqsQYZKdfyGzfqexisIVCTHpQbws9mQf8BdNz7rrketKSmNHwHa29lBJaZHrKDN/d2kVxktIC+na69rKr/0emp0ydYnm9IneBhB2wJMd6AbIy4PY+qO2P1a5iIhG+VxYE8VMEluKSfpgv4C4BAg0WCZCnPAX699wmpJfEfWuOS3wObs9Q3r8GW4dBcwcwxb7fZBhMSKFfUOjbFfyREZeBcvsI48Pb9BprZY5z+LqgDzzllJLRL0Pe7oNBYZcyqkEWNnNhBmWjfeYArIP1sAGugKthI9wAm+FmuA3uhHvgfngIHoXH4Sl4Bp6HF2EHvAY7YTfdcatbQKT/IR37tpV8np4woCtk+DtZ/2H722X2TkF+rg/2dOueZvhlBv+DwTMM/lKALF1pFDgkQeUXDGYz+DkGP82uPi9Qcj7s61nyrxnOvtCl/ISlvBEvifIjASf5wkJ2ApSBnSPwImu/XJbyeDwdVpBRgqQw+AajbGXwV/JcklLMaNhdhDPrITLr1UpdHMoHBchoFM+tISk5Gb3ga3SlJTIhE3CTJ8wxwIPehd5N/OZH0aMggN6D3gsy0PvRB0AIlZNRI5s8e04FOWg6GTFypfnSZ0CxclP5Mxin/EUHQYlO0knstPe7w7fsLXn/ASAZPeBeEsjoQb9DAFtJOEECGT0gGT3gBRLI6AHJ6AHJ6EH9DEhGD0RGD/beiIweiIweiIweiIweiIweiIweiIwedMYWkXqhySRMJaGShJkkzCFhLgnzSaBfkFlMwlJ6sgVt514/b20MaY/RcGZjmd0AUnccUvvQc52m93Zi4tv07qfpva9h0wCbXIrZamwNMm7o5ECI2ZoObBNg80B6jcOuftwo8mR3WbV7FVYSjlfRHkPkRnoGheBFhucy+Hg8nViceMobjLKVwV+xlOL4XaIE+suzK5V8Eq8OBiXSs+VS2QKQPJnOrozU/iGE9MhCPFI/CqEIiqFiVIImoEloCpqGZqDZqBrNQwvRIrQELUMr0Rq0Dm1Em9AWtB3tQnvRAXQYtaITqA2dRRfQJXQFXUc3UY+EJaNkkzxSQApL+VKRNFYaL5VJk6WpUqU0U5ojzSX9q1ZaLC2VlkurpLXSeqlJapG2Sjuk3dI+6aB0RDomnZROS+ekdumydFW6IXVh0lLYjB3Yh4M4B0fxGDwOl+KJuBxX4Ol4Fq7CNXgBrsP1uAGvwKtxI95AvOvNeBv7dsR+fAgfxcfxKXwGn8cXcQe+hjsxlf4GOtcAG9m4vvytx3sVivc23y/lGRTffhd43mZb3HVZ3Qe68cDow22WWaQZQR1vd3av7/te9MmefmGGPo3wdwkDPGLNys5+28qOhpXl+4u0GWC2r4Z+H460ITvvRtsV8yEBZ/tw+GpX+B0GhZ1nYNdAGm3/Et8PVxCn5PfyWWVtHVQDw59hJ4A2xO+SJgk8D7FcljPKG0LujJu2Ouu0wJOXnO0+0naanIhzBpMFyohQZmFPlLZ3g62+1XaynBbKxndn8JnznwyJf5fhLwxMF8vJ0/lq/YTdJZy+N14GabeQ/my8BTFbiaet/ee7V9haJ74qOqH8w8FHSzf4zs7f3pk+xHFRBwZt90HaeiTtK9YlQQ5iOcW8SoW6fGcQXKhXAj4M2Qplu10ra+k/nSpxbSA/n4raXbpKtEzrG3TlB/0GHF2NnnxOGxTOaRu1ty0ClPrPgO2bUaZ50pVed3elIF2nOBvQLwF7kvK9l6u17mSFI121Tr9V7Bv1kt/PNR8tPRlZHe8nzRlpTR4mXRqpLEZHu/rmBe8XHekrz8PT0n01GrX2YvOao8ftJhmzpyE603SNPLt8/N6/U7/Tpx1ab93MJHgAaO+74WE6d9S7hqW/onQQeE6hs7zXlCYCu9g78S7dGIbP68evKVTnWvlVjUbgr+wj0Cq/xHBfH+zdpXuC4Ww9o5JUNrmFpV9gKRUg/tZ7KcNLBXguTonZDAErG9Dp2VU2myTTmTSAPssgPb0TSDoBsnln4oVDNmM6ED4Xh3AOg2VMg7oYzuYe4E5Gw0oO2awgcjC4QLiLQ1ZTuG8QSKVXjz5MZaiPMkneZHCBgC8jsFd3lkJ9SJA2re8p3VUK9StoC2qQngH8Qz39mlIa/iW+wOaxncAou2UPMMs+OR1Y5KAcBg45R84FXja/ncbmt/3y8/I2kCVvl7eDXDbLHZF/JO8G+YpZsYGo4lDSwDuUgJIBHlUylRB4TMlXCsB7lELlEfBe5R3KGFCmvKt/JvxDbCb8cTYTXsFmwj9q22Pbx74L5L/rJQsrOaRktHwTWPnKWPk+wMr3QVa+Kax801j5/oaVr5KV72PUb37A5xQAIv49WkXCWhLIExNqIqGFhK0k7CCBPIki8hxE9zshYg3RMfamH9CnKHSOhHYSLpNwlQTyxI66+AcgJIUEMwkOEsi4IwVJyCEhSsIYEsjTq0Seo6SJJJSTUEHCdBJmkVBFQg0JrJeMYDZdnEcXZ9AHmzsfcr48YaZ8lObIU82OJ8yLj/Yz1+1BNs992zPcd3U+W3dAt5aY51Ps7eAtThtGE1E5qkDT0SxUhWrQAlSH6lEDWoFWo0a0ATWjzWgb2on2oP3oEDqKjqNT6Aw6jy6iDnQNdaJuCUl6ySK5JL8UkiJSTCqWSqQJ0iRpijRNmiHNlqqledJCaZG0RFomrZTWSOukjdImaYu0Xdol7ZUOSIelVumE1CadlS5Il6Qr0nXpptSDMTZiG/bgAA7jfFyEx+LxuAxPxlNxJZ6J5+C5eD7xpBbjpeQJfhVei9cTj6qF+FA78G68Dx/ER/AxfBKfxudwO76Mr+IbuEsGsiKbiZX0EbuYI0flMfI4uVSeKJfLFfJ0eZZcJdfIC+Q6uV5ukFfIq+VGeQO1l/I2eae8R94vH5KPysflU/IZ+bx8Ue6Qr8mdcreCFL1iUVyKXwkpESWmFCslygRlkjJFmabMUGYr1co8ZaGySFmiLFNWKmuUdcpGZZOyRdmu7FL2KgeUw0qrckJpU84qF5RLyhXlunJT6dFhnVFn03l0AV1Yl68r0o3VjdeV6SbrpuoqdTN1c3RzdfN1tbrFOjKiazv22fsW8Wwt8bwr7bQgtkMTvMlShJNqtLc6yXfx84aq2F3Px9O195wrBrlru3Avpz8h3MX5sK/V85O9eq8I5d8cp0z4pjw7u1w7ZUms6ctCLdi97Cx82Mty7Lks5M7OVAL/xs6feVEoIX979kScp3YSGNspDKezu2JJNFwm7E1j7yqW115G0yBIg53oJJ5foMFWQUqReLrGn53lxN+taSnC2zyxvsNKKYq30WA0yXXXaHgZ+LvWXiGd1VE7pUdokYRaiK3zRFwDE3Jn6bKOQm1/1bMCTNrjJcrnzlLuaU/ZF6cnWhdv8cR+YR1hv3AObE2NMlHn47UQdX4YGn739DlZYimkmlT3FCVMatNkGaZISbItCacDOkegCQNrertvalJ9EZvuHSgi1+jbgPEklAG+S4c+U9PVlPQZhn7NeC6J54+GX/O2B/HX5EFoJwL54hqdbKe1flYZ79MJdjp5bHlC6A2lQv8QTgXlPTj5Lu3kNqEnafNpYh9N6tNa+QWLJfLkKdquY7GmLwi1YPfy0z566R5DzYNIsNzfYaeYPSuUkI+Qwo5iLXfRvs4dSMNlonkQ61he7Ly9hHGVzX2lOBuKn9t3I15ybU+1cOoet8riaVTaGCvUd1gpxngbDUaTXHeNhpeBzS5qJ7JNjdcx4WRB8SQ1cW/2C0LKK0m5s3T5VQbz2dXPxGHCLvRk+dxZyr3sKeJ5pHzWNFW/sI5ivxB6wQCd76+FqPPD0fC7p8/JEkthSZLqnqKESW06HA8iWYYpUu5IE5Jq+kB6EAqW9xN3oZp4ENmgHKwGx8FVaIPFcDpcDDfC/fAcshD/oRItIj7CPnSW+AFBqYyM9SukrWQ87yDj9gRcRcbmLfgovkzG2gUAAwfwsRNs+r4YR3JRwqTvH6T7lHGzfI3AEvbt3qhyAdCTnOh7qEuYfynuRCoO+sv0qj5E99wrjTIteSPFcTt9uy5Ppt+Xg4dpOuFQQmdzgA146BluUi196yZtZHukL9H3+PBG75EUFLUCxZZECnSVUUQZxR5dhFAsHcDDzCjMjKJVN55QlKXk0ZdLjJXDNigPTuFLpEgoB6cYqhycgpZDAhbg6v92O/2m1AbaEvE2kMwD2mCwXFuHUfvIsGp/oaf7ViUfQBGlcwRD1n4CoxhYe5EiRGcShuKBVjOKIXigbbfkcfWWPLg8zOzLh4wCdKWUaRv77uFQPEZDGyb3aQM6S98P92tDSbI2SJWM51qN52HakgNyrUwoF6WYM4CifOQ87rj2t7JPi5g0SuLS6LdPfdJIwUE3ic5N6baBfMLHxbhNo7gUovOKUiXFoYVygDGC35IDfZPcx0E2puAAQbb5f5n/t7lXBSpUkSqpWJVVxfIx61Lrl60N1q9Yl1u/al1h/UfrSuvXrKusX7dtsT1vf8n+Z3uX/S/2bsdYx7sdH3F80bGESMx6B3s/s8BEJV95FHyYzSv9LZtX+iSbV6pi80pPsh2g1eDviUneSgLxmuFuQOcAB9sRCoUdoeyZX9sRCpFC4viOUICCJC2HhPiOUEB9BG1HKBR2hEJUReL4jlAwjB2hcIgdofSURSDsCAXajlA4YEcoSLEjFAo7QtlKUW1HKJRmkJjvCIXSPBLHd4RCaRmJiT+p7QiF2o5QMGBHKBB2hALpBAnD2xEK6Z4VzHdTvb3T88Hd6fmA7uI0lhotRA1n0vdXt3v2i+SQfMQXzZGi0hhpnFQqTZTKpQppujRLqpJqpAVSnVQvNRA/dbXUKG2QmqXN0jZpp7RH2i8dko5Kx6VT0hnpvHRR6pCuSZ1SN0ZYjy3Yhf04hCM4hotxCfFtJ+EpeBqegWfjajwPL8SL8BK8DK/Ea/A6vBFvIn7vdrwL78UH8GHcik/gNnwWX8CX8BV8Hd/EPTKWjbJN9sgBOSzny0XyWHm8XCZPlqfKlfJMeY48V54v18qL5aXycnmVvFZeLzfJLfJWeYe8W94nH5SPyMfkk/Jp+ZzcLl+Wr8o35C4FKAqxww7FpwSVHCWqjFHGKaXKRKVcqVCmK7OUKqVGWaDUKfVKg7JCWa00KhuUZmWzsk3ZqexR9iuHlKPKceWUckY5r1xUOpRrSqfSrUM6vc6ic+n8upAuoovpinUluglkVJqim6aboZutq9bN0y3ULdIt0S3TrdSt0a3TbdRt0m3Rbdft0u3VHdAd1rXqTujadGd1F3SXdFd013U3dT16rDfqbXqPPqAP6/P1Rfqx+vH6Mv1k/VR9pX6mfo5+rn6+vla/WL9Uv1y/Sr9Wv17fpG/Rb9Xv0O/W79Mf1B/RH9Of1J/Wn9O36y/rr+pv6LsMwKAYzAaHwWcIGnIMUcMYwzhDqWGiodxQYZhumGWoMtQYFhjqDPWGBsMKw2pDo2GDodmw2bDNsNOwx7DfcMhw1HDccMpwxnDecNHQYbhm6DR0979JrgL9z5BsNXHiV27YO3D+rR6+Jpx97RmCLNYr2cmo2nc++JwCOx+Vr59LwYfdpb3/Z/N0vexU1d6/G5gX58zTB+UjziYI94LrAh/Of7xQU3a2bS8797XnDwPTtbs6UkuA3yW+JUyQm/itJM6NzV/wPRG97KRA7SvuV4VyztQ4W/vr+yuhXmyWBLCTbLUv+ZwTasrlzN5TQJ4XOy+Xfx05gZ5L+3WBhs8PslkM/sV1cUYDfJNBU7wkdPcugXw3PZ93EN90CK2vvRt6Jk6pzaQIc0xiGyXMVgjSu+30SkFbePquoegHk6f2FkZ4x8Rroe0oWR+XFe8LCbNRVfFWS5DDubh8Et6LFcSlnTxrw9tC++oCfyPzYjz3hHmffXGpDir/0Uofsd0AQNDzkdsNQba8h2r9aHD7YE1pH6bHdWMU7EOyHUjs7+CW/f02+/Vb1X8Ha5dB9WEweQ5Sr0H1bbD28g2SPlh7DZY+SuPdIHK73feng3/Znu8Nom9PEZhMAt8b1Pf2FGpvTxGgq0YXAwksJWE5CXdrbxDFXGx1doil0TW6/DuIEL+gvQneqNXEyGpiuuVdBJpdwtlSfeeVJ3O/zROj+rkOnbd0V/Lu40pXFvsGcjT1JOQ5ZUCet3/22dCy97H9BvTErmUjyGe0S+Vnp6tXEJ3drp37ey/KNdq1GL0WFDW2r8UqR9RiI+03b53eiKWI68nye6gnI5Xdg6PdYqkD7Lz/aaCB7ZO5cF+X+87bZnT7rHRf9NmBpXhr+qz0QPbZ5FI/CH1W+qvos1KCD1c+sp6V5HfV30vd7M893ke33b+tRUoL7V32o0DniAEz+Ju31y7StYu65bpVurW69bomXYtuq26Hbrdun+6g7ojumO6k7rTunK5dd1l3VXdD16UHekVv1jv0Pn1Qn6OP6sfox+lL9RP15foK/XT9LH2Vvka/QF+nr9c36FfoV+sb9Rv0zfrN+m36nfo9+v36Q/qj+uP6U/oz+vP6i/oO/TV9p77bgAx6g8XgMvgNIUPEEDMUG0oMEwyTDFMM0wwzDLMN1YZ5hoWGRYYlhmWGlYY1hnWGjYZNhi2G7YZdhr2GA4bDhlbDCUOb4azhguGS4YrhuuGmoceIjUajzegxBoxhY76xyDjWON5YZpxsnGqsNM40zjHONc431hoXG5calxtXGdca1xubjC3GrcYdxt3GfcaDxiPGY8aTxtPGc8Z242XjVeMNY5cJmBST2eQw+UxBU44pahpjGmcqNU00lZsqTNNNs0xVphrTAlOdqd7UYFphWm1qNG0wNZs2m7aZdpr2mPabDpmOmo6bTpnOmM6bLpo6TNdMnaZuMzLrzRazy+w3h8wRc8xcbC4xTzBPMk8xTzPPMM82V5vnmReaF5mXmJeZV5rXmNeZN5o3mbeYt5t3mfeaD5gPm1vNJ8xt5rPmC+ZL5ivm6+ab5h4Vq0bVpnrUgBpW89Uidaw6Xi1TJ6tT1Up1pjpHnavOV2vVxepSdbm6Sl2rrleb1BZ1q7pD3a3uUw+qR9Rj6kn1tHpObVcvq1fVG2qXBVgUi9nisPgsQUuOJWoZYxlnKbVMtJRbKizTLbMsVZYaywJLnaXe0mBZYVltabRssDRbNlu2WXZa9lj2Ww5ZjlqOW05ZzljOWy5aOizXLJ2Wbiuy6q0Wq8vqt4asEWvMWmwtsU6wTrJOsU6zzrDOtlZb51kXWhdZl1iXWVda11jXWTdaN1m3WLdbd1n3Wg9YD1tbrSesbdaz1gvWS9Yr1uvWm9YeG7YZbTabxxawhW35tiLbWNt4W5ltsm2qrdI20zbHNtc231ZrW2xbaltuW2Vba1tva7K12Lbadth22/bZDtqO2I7ZTtpO287Z2m2XbVdtN2xddmBX7Ga7w+6zB+059qh9jH2cvdQ+0V5ur7BPt8+yV9lr7AvsdfZ6e4N9hX21vdG+wd5s32zfZt9pp/OR7D2X9oaLnzvD17jx9W5zmCVlXzoFG+JX+To+cX0cp9To+RlGfH/LY3FcW+0bi0ONkq+5F9bfazCZkr0h0k6uEXd6JFPyctYmlTOZUvwqu/gF+0EotXKOHbKcw8/9bpQzmedgUuLyRII8IwMp+TtT8dvn6GScZ28z4xaM89RWX54XcF/q3Pl7Pe29PD8D6MqINSSZ8plBcpeFGvGTj14ZUp4rh92ajw1D8sJeJm0vzdCa/JNh5/7CqGrdsCm177hfEnB3EqV4xtNPBJxLLMmG8Hbkq4k1DXxhkNzvBuV6gXI90PXbvcY75zl8XeK58310YklSSInJUDsH7Ylh1Og1AU9uI5Fn4VA8NcvA+VTH9ZlLKYVleFmo0ctCjQYr534BLxyE8mWhRi/TrxgNKiWmk/IZYOxvr/1JNWqmHERNFr96T2g2pNJ5+YygAyPm+Vc9wj4d1zeOa3DOPcn9rR03RzIajtYYdzdGrodjPMpnX0h7nPXlK5oWdfVJALQKPI1a2Vr7c/yj9jXJfkruUWt7UE6wr0ae13Spta8Xc39boxd48v00JN84zw0CT0HrxG9uSoh+xTJZ625D54dB2VtCZTKEzrOVl+zc3eFTsjUosEb7tmY/zu/l+5P43j5+jhW8IMjzV6klzylRVlyeHOdfs2bfHUxYN0Dy6m9N0jdb+6TKuTFKBPT4efw8AGxOGrI56Uw2Jx1ic9JRNiddxOakP8zmpB8n93vxZ4Uvf9bjL+GlSV///Ce8Fm/SvgDqBUCYkYbajDQ9rVIhrQTBKoAB3SGwHkigiZSpheD0Gwo7yH27SUxPVDoIZEBKCI6RQM+tPw3oqgAI2JpZVqu3HopvI9mJVoB+8YHP61oHfCuVSkr8SioCRrytf11Ahun3pt8nrQ7QgUfMBrMTPGp2k1aZyFplMmuVKQPeXS5IyP123+/dm7LG33Q2j6C092fdeDtMAJNuUwuGP1+/UPsS/N1q49uZo98EttxHLTjc9Sa320NTzRHc3X6Wel7gfuotyTK5U51Ptbbg3uh46pn5+1Gnk+epRyLtgbPC907ayXOq96u0pQHSXnCb0r7deozmuLpwRJbi/qybqDHH7yONeevauSyp3452aYfvCdSOsB/f+5LH10e0gBOg7YHVqOGuRbzbFiyVx3J/2SGxhA+HNUmu0UTSExeDpffAKlC4Q8shsUfVaV+pvK9aPmWJg0BHrtKVeZu1U78fYE1IWcN7O1Kk8qfvz5Eh9erWh2EkSH6aupetP9C/v39bP3md5MPS+rRmfHeJQ3s/GW93iDcB6K9Oo3AeMEvFb++kvv2d1EZk1BstRpfRbwwZI8aYsdhYYpxgnGScYpxmnGGcbaw2zjMuNC4yLjEuM640rjGuM240bjJuMW437jLuNR4wHja2Gk8Y24xnjReMl4xXjNeNN409JmwymmwmjylgCpvyTUWmsabxpjLTZNNUU6VppmmOaa5pvqnWtNi01LTctMq01rTe1GRqMW017TDtNu0zHTQdMR0znTSdNp0ztZsum66abpi6zMCsmM1mh9lnDppzzFHzGPM4c6l5orncXGGebp5lrjLXmBeY68z15gbzCvNqc6N5g7nZvNm8zbzTvMe833zIfNR83HzKfMZ83nzR3GG+Zu40d6tI1asW1aX61ZAaUWNqsVqiTlAnqVPUaeoMdbZarc5TF6qL1CXqMnWlukZdp25UN6lb1O3qLnWvekA9rLaqJ9Q29ax6Qb2kXlGvqzfVHgu2GC02i8cSsIQt+ZYiy1jLeEuZZbJlqqXSMtMyxzLXMt9Sa1lsWWpZblllWWtZb2mytFi2WnZYdlv2WQ5ajliOWU5aTlvOWdotly1XLTcsXVZgVaxmq8PqswatOdaodYx1nLXUOtFabq2wTrfOslZZa6wLrHXWemuDdYV1tbXRusHabN1s3Wbdad1j3W89ZD1qPW49ZT1jPW+9aO2wXrN2WrttyKa3WWwum98WskVsMVuxrcQ2wTbJNsU2zTbDNttWbZtnW2hbZFtiW2ZbaVtjW2fbaNtk22Lbbttl22s7YDtsa7WdsLXZztou2C7Zrtiu227aeuzYbrTb7B57wB6259uL7GPt4+1l9sn2qfZK+0z7HPtc+3x7rX2xfal9uX2Vfa19vb3J3mLfat9h323fZz9oP2I/Zj9pP20/Z2+3X7Zftd+wdzmAQ3GYHQ6HzxF05DiijjHkObLUMdFR7qhwTHfMclQ5ahwLHHWOekeDY4VjtaPRscHR7Njs2ObY6djj2O845DjqOO445TjjOO+46OhwXHN0OrqdyKl3Wpwup98ZckacMWexs8Q5wTnJOcU5zTnDOdtZ7ZznXOhc5FziXOZc6VzjXOfc6Nzk3OLc7tzl3Os84DzsbHWecLY5zzovOC85rzivO286e1zYZXTZXB5XwBV25buKXGNd411lrsmuqa5K10zXHNdc13xXrWuxa6lruWuVa61rvavJ1eLa6trh2u3a5zroOuI65jrpOu0652p3XXZddd1wdbmBW3Gb3Q63zx1057ij7jHuce5S90R3ubvCPd09y13lrnEvcNe5690N7hXu1e5G9wZ3s3uze5t7p3uPe7/7kPuo+7j7lPuM+7z7orvDfc3d6e72II/eY/G4PH5PyBPxxDzFnhLPBM8kzxTPNM8Mz2xPtWeeZ6FnkWeJZ5lnpWeNZ51no2eTZ4tnu2eXZ6/ngOewp9VzwtPmOeu54LnkueK57rnp6fFir9Fr83q8AW/Ym+8t8o71jveWeSd7p3orvTO9c7xzvfO9td7F3qXe5d5V3rXe9d4mb4t3q3eHd7d3n/eg94j3mPek97T3nLfde9l71XvD2+UDPsVn9jl8Pl/Ql+OL+sb4xvlKfRN95b4K33TfLF+Vr8a3wFfnq/c1+Fb4VvsafRt8zb7Nvm2+nb49vv2+Q76jvuO+U74zvvO+i74O3zVfp687DaXp0yxprjR/WigtkhZLK04rSZuQNiltStq0tBlps9Oq0+alLUxblLYkbVnayjR6sk8bHYkQOwWBrz+Q2dyZtCIJD/bQU4FeoBDzueGfUiji0loGx8Zx3CBQDoY3U57od4yzmD6Vnisjze6pTcTl5fS0LA1nX6eUDrESCjh6N6vRliHxCpojPE6hVtNayhPxPc1NjH89K0kJu9rGSxvngNlZOHAcK6GYLuJn4qXiOPbTuojp8vtY+hGWUtMzm+BF7AufrF0Gw+ViodU4foOVWUinpzsR+gUDcXST5gL/jUJpAkthO+8T8D8wmR+6M5xpy3kmW7aqAPNVKUu4ZJjE+KkJN9lVAYdNghaxfefSe4QUEf9+vHVEDcS5XH8ESjNrWb6OYVdcq+FOJm2uXd1Mevw8UkdcW7gO8NbnbcrrqDSK7dtT3tc6YhvpFtB0eS6F6ADj8F1GeaZ3UmKLcM2X9tLyoMX0hEmxLfBU1lKChPFEhu/gJU8tVWksTZGOMZ78ZA52ngEap2nLvwJo/CTF9bt4aRlk5VSYLkltFOonsvTFFFcsTEogLkOxT4l1F0uL2CnpukxG0zFk7xakjYuYZTjALIOA83qhaipJ3k+TayHyVE5rkv/ugH4n1ELEB7NUWk13DlXrW/TQfUP2mhDrladZey2nOgCPUShaNvwmrbW0lp1BWiS0Nfu+BPyfpLoc4frM5Cy2jtATYR3TN8YT1tHztzTrNy2u25wnt/b0m0R9Vk7T0rNMW7j9ZG2trdiujddR4yDKU7C0yhbWE49QmCAroZza+dJF8XTeuzWbdpZdPcF6Ck9fLlzl+IEkyG3Oyp4V/f2FwzR29SqrEaPk/UhrKVZTbRwJxDVBhERXKZ/LTJJs9Zh8idWuhaXz1mzncuN5MZpZglVhYwE98a8Pcm5wH0s/y3F2dTW7S4rXiPQOevUZWi9eO83+hJmOsTVJ6GS8JNxy8rVTEvuatPzOOI42Mf5bGf2KeO00GBDkzGyahIRR7N9Z+vy4ttCzAUkZPq5ZGCrVGpb+a1YvgZvCysltjvJDVoYZjLI8boXkc0y3FXY1nd37h3iN8C4m8+1xreAQMpsgd8V7FrfM2tkhTUKNxgu9LMrqO4aeBEnqSEvlFlo8Euej5cVldZOV0MbvZbXmdq+EtdFpxifG0tkYxDkgPaNfH29Hfpe0g8EAk0Apg62MG9MlUl8K17G7XmQclgkay/KCjdyPYvguwZ630TOftT47VpPzZqp7zD5U0hNh0ZsU8pKgQlaStQPpSQ+l8pnAKBGF+N/pOjyejl7lXhYr5yCWVhuv9bxle44xPsf6rRmXTCTejgkjSJJPSK62D+4rSm+y2rETntFRmgsqZ/DdcU0QRyXNJ5zEbBo7/5/cS2v6fmY/tzBuIr6DXiU4pfEwmU9nLc45szWCg+HJ3iMpIeV5hHHzMxhi0vjkQAs/HFyzXVzfBDxh5OIrFx1sJBLx7b2dzBa1JXoyxC5RSQZYOQfzP0WaBP+TpbsY7GRy+z3TOs3WsZoy35V479TCWJluPMWgOa5Xg42wYq2JdaW5bGJ1EXzU4eDkmWVzHwfcyTWfpQv4oL4uG6eQXdMTWrvZDL7O4Ph4Ltqoxz1V5m2K/XTQJ7Xh4yPhw+7V+iPzV4f1rDccXOCZ8LwWEfrUXnZ1Nbc2t6fzCV7QCPiI90qfj3MY0XOTyEf0fJZoda8dmB7HNe0q5PoZlxvHuc7zfq2NSvystTdYSoPQsnxXCR+vxad4bW8Ss3vMfvLW4V6cZhVZXtyCaU+7XGK8x+3tndpfBu4nTIhLQPN/Ngj9iNWO9x1eZs2v++lAnI8C2vh4KF537ltynFtUcaznnq04ymtWIhDvg7wvixLWvA4Qz5HLR6yv1qYrhJIPAvkYqvnDSTDBq9zJaySU8+pQUNOoZMhOZ9RF4qXl7zG0t0Csf4l15DTis5uoe6JXL+Kazrw7NRSflBMkJsDkdykJz8vicy73XS/GdUZrL4eGlyd6CFpJlsU9okHfaI3tzx2BEDCwc/ysYDeQwF7wEngBHAQnwPfBL8nvADgH/gR+ArqgHfwXdMFs8AeYDwvAmzAG/wX0KluUU/DLOlnXAnfontf1oHLDK4ZX0Ga63gg9Z6w3NqAtxjXGNej7xm8av4l2qBH1fegH6mR1Nvq/6pPqMnReXaWuQj3qN9VG1Kt+V22RoPq8+rwkqd9XfyhhdZ/6kmRQ/0Ntk0zqb9SLUrp6Sf29lKW+rvZIebZcW670TjrPhNLYzJNC4BoA2Le7S8AEthoFaitR6oe5Hm/jbZ+cN9I1VhIYD8rYqSJ0Fm3xbZYWAoT/GW+656VGrNS0zKh/5c3dk/G9XfVGW2QeWKi1yPDrdvtzqPde2zAoBfPBRrCJzZtDbT3S6NfuQZCFxGRRyySB+tdm3S8tfW91HrM1e01sT1SA8DsBuh9gzbjX9qIUTCQY16N6tqfsXtjwe60hvLfUa5Zj+LW8kxZ/q8Y1ub8fbGM9ge8AvF/6wVslFW4d6sASzTpsu2tSeZB6hMxWuzWDzWA7W9+JwBmoPATacm+lmOhJLrqrnuTQ69cH2vGGe2LHhy4TYmWiJZKE9Y33h6d9a2mK3tXwS373PYShS57sC7XdR716dDWe23VaT0lYk3p/tNJoaiPut9XUUkvgJOiB+IFt1dHtp3R351RNB+h5oDvvQ/91OD1W9E+GX4d7N7IOXYcU3gQ4fx9p6N2oM9b2CyzVeuX2u1jn+0VXZbZvio6HdPdMiKSchXpoeeBbejRldO99wr6dLG9NztJb7H321f6tLoP0QHi8orTubw+3r6QPn0cbb4OHzYONt9lfu8cat8kPgkWQHhiLID20FkF6aC2C9LZFGNDGD8oza+IY/GA8oz7YZX54nynFEXG+NiJuBEfvk1n8kfnSb/foe9E7Hua3TH9dFuBerXCD2rk/b8U6tb6879/VZqJ07s81Y30lfHhWfsVl/rCs34q30V/rKiyxTe/3tVSJPer+XhHVV9aHcV1TYq95uFYnxdvt7TVGXBbwkT2PWAAqcgAzOvn2N/ze/obfcL7hZ99vP2Q/aj9uP2U/Yz9vv2jvsF+zd9q7Hcihd1gcLoffEXJEHDFHsaPEMcExyTHFMc0xwzHbUe2Y51joWORY4ljmWOlY41jn2OjY5Nji2O7Y5djrOOA47Gh1nHC0Oc46LjguOa44rjtuOnqc2Gl02pweZ8AZduY7i5xjneOdZc7JzqnOSudM5xznXOd8Z61zsXOpc7lzlXOtc72zydni3Orc4dzt3Oc86DziPOY86TztPOdsd152XnXecHa5gEtxmV0Ol88VdOW4oq4xrnGuUtdEV7mrwjXdNctV5apxLXDVuepdDa4VrtWuRtcGV7Nrs2uba6drj2u/65DrqOu465TrjOu866Krw3XN1enqdiO33m1xu9x+d8gdccfcxe4S9wT3JPcU9zT3DPdsd7V7nnuhe5F7iXuZe6V7jXude6N7k3uLe7t7l3uv+4D7sLvVfcLd5j7rvuC+5L7ivu6+6e7xYI/RY/N4PAFP2JPvKfKM9Yz3lHkme6Z6Kj0zPXM8cz3zPbWexZ6lnuWeVZ61nvWeJk+LZ6tnh2e3Z5/noOeI55jnpOe055yn3XPZc9Vzw9PlBV7Fa/Y6vD5v0JvjjXrHeMd5S70TveXeCu907yxvlbfGu8Bb5633NnhXeFd7G70bvM3ezd5t3p3ePd793kPeo97j3lPeM97z3oveDu81b6e324d8ep/F5/L5fSFfxBfzFftKfBN8k3xTfNN8M3yzfdW+eb6FvkW+Jb5lvpW+Nb51vo2+Tb4tvu2+Xb69vgO+w75W3wlfm++s74Lvku+K77rvpq8nDacZ02xpnrRAWjgtP60obWza+LSytMlpU9Mq02amzUmbmzY/rTZtcdrStOVpq9LWpq1Pa0prSduatiNtd9q+tINpR9KOpZ1MO512Lq097XLa1bQbaV1+4Ff8Zr/D7/MH/Tn+qH+Mf5y/1D/RX+6v8E/3z/JX+Wv8C/x1/np/g3+Ff7W/0b/B3+zf7N/m3+nf49/vP+Q/6j/uP+U/4z/vv+jv8F/zd/q701G6Pt2S7kr3p4fSI+mx9OL0kvQJ6ZPSp6RPS5+RPju9On1e+sL0RelL0pelr0xfk74ufWP6pvQt6dvTd6XvTT+Qfji9Nf1Eelv62fQL6ZfSr6RfT7+Z3hPAAWPAFvAEAoFwID9QFBgbGB8oC0wOTA1UBmYG5gTmBuYHagOLA0sDywOrAmsD6wNNgZbA1sCOwO7AvsDBwJHAscDJwOnAuUB74HLgauBGoCsDZCgZ5gxHhi8jmJGTEc0YkzEuozRjYkZ5RkXG9IxZGVUZNRkLMuoy6jMaMlZkrM5ozNiQ0ZyxOWNbxs6MPRn7Mw5lHM04nnEq40zG+YyLGR0Z1zI6M7qDKKgPWoKuoD8YCkaCsWBxsCQ4ITgpOCU4LTgjODtYHZwXXBhcFFwSXBZcGVwTXBfcGNwU3BLcHtwV3Bs8EDwcbA2eCLYFzwYvBC8FrwSvB28GezJxpjHTlunJDGSGM/MzizLHZo7PLMucnDk1szJzZuaczLmZ8zNrMxdnLs1cnrkqc23m+symzJbMrZk7Mndn7ss8mHkk81jmyczTmecy2zMvZ17NvJHZFQIhJWQOOUK+UDCUE4qGxoTGhUpDE0PloYrQ9NCsUFWoJrQgVBeqDzWEVoRWhxpDG0LNoc2hbaGdoT2h/aFDoaOh46FToTOh86GLoY7QtVBnqDsLZemzLFmuLH9WKCuSFcsqzirJmpA1KWtK1rSsGVmzs6qz5mUtzFqUtSRrWdbKrDVZ67I2Zm3K2pK1PWtX1t6sA1mHs1qzTmS1ZZ3NupB1KetK1vWsm1k9YRw2hm1hTzgQDofzw0XhseHx4bLw5PDUcGV4ZnhOeG54frg2vDi8NLw8vCq8Nrw+3BRuCW8N7wjvDu8LHwwfCR8LnwyfDp8Lt4cvh6+Gb4S7skG2km3OdmT7soPZOdnR7DHZ47JLsydml2dXZE/PnpVdlV2TvSC7Lrs+uyF7Rfbq7MbsDdnN2Zuzt2XvzN6TvT/7UPbR7OPZp7LPZJ/PvpjdkX0tuzO7Owfl6HMsOa4cf04oJ5ITyynOKcmZkDMpZ0rOtJwZObNzqnPm5SzMWZSzJGdZzsqcNTnrcjbmbMrZkrM9Z1fO3pwDOYdzWnNO5LTlnM25kHMp50rO9ZybOT25ONeYa8v15AZyw7n5uUW5Y3PH55blTs6dmluZOzN3Tu7c3Pm5tbmLc5fmLs9dlbs2d31uU25L7tbcHbm7c/flHsw9knss92Tu6dxzue25l3Ov5t7I7YqAiBIxRxwRXyQYyYlEI2Mi4yKlkYmR8khFZHpkVqQqUhNZEKmL1EcaIisiqyONkQ2R5sjmyLbIzsieyP7IocjRyPHIqciZyPnIxUhH5FqkM9Kdh/L0eZY8V54/L5QXyYvlFeeV5E3Im5Q3JW9a3oy82XnVefPyFuYtyluStyxvZd6avHV5G/M25W3J2563K29v3oG8w3mteSfy2vLO5l3Iu5R3Je963s28nnycb8y35XvyA/nh/Pz8ovyx+ePzy/In50/Nr8yfmT8nf27+/Pza/MX5S/OX56/KX5u/Pr8pvyV/a/6O/N35+/IP5h/JP5Z/Mv90/rn89vzL+Vfzb+R3FYACpcBc4CjwFQQLcgqiBWMKxhWUFkwsKC+oKJheMKugqqCmYEFBXUF9QUPBioLVBY0FGwqaCzYXbCvYWbCnYH/BoYKjBccLThWcKThfcLGgo+BaQWdBdxRF9VFL1BX1R0PRSDQWLY6WRCdEJ0WnRKdFZ0RnR6uj86ILo4uiS6LLoiuja6Lrohujm6Jbotuju6J7oweih6Ot0RPRtujZ6IXopeiV6PXozWhPIS40FtoKPYWBwnBhfmFR4djC8YVlhZMLpxZWFs4snFM4t3B+YW3h4sKlhcsLVxWuLVxf2FTYUri1cEfh7sJ9hQcLjxQeKzxZeLrwXGF74eXCq4U3CrtiIKbEzDFHzBcLxnJi0diY2LhYaWxirDxWEZsemxWritXEFsTqYvWxhtiK2OpYY2xDrDm2ObYttjO2J7Y/dih2NHY8dip2JnY+djHWEbsW64x1Awh7pR8Rz/par0rwhTIm8Hd0XzDYo7xC08E8iutCfTjcLh+mlD2djCaT3fs1ykd2AojeQ/n0pVN6lIbPkqsFvXQmtkP5FsEjvadpuryU4N8D76Z70pUn2E7kcQQ2y/S7XZd7cgbiyrv68Q/Kqwn8Nr0XvKL09uGwA7fQU2V6KyiuSH042oibyNNFae/+gbg8NhUOY8oB+o203j8PwHNk+r7z8puXKK78v378Wfm/CYdnGM2zuIGe/9PbQmWCX++TCZGP3I+/JL8SlxV2U9j7QZLyNXyOQGvvGULzsjyJwI/1EG7IINMSGhj/j8plBH6jFxH4OK4m6bCXnvXXLv8Xhb3kqRCaZQ+B5cBBrobxyb724m3dVx7W7vW9kf42Ym0BX8Zb+/Il7T5B0IHSOK61+3SGF/W3dVhe25cXCiuPC/l29OWL0pSf97d7Gmt3Ddf0ZF1cN3pbGU1WEs1clv5kUrrC9MQf1xmdLbUuiTjT7aFpJB0t55eYfDTd610j4Lo4DcXBeeVlgq8T6H/e8yrVVd0n+vX2DV06wf+O4TcYXsHodyp/jOuwvCKOc93u6erHZ/Z8sw+HF3p+OzBdPi30hZ8I+E9v3S+G00d0/r5+AS7TuvO+IOrwSHCi///ap4fwm/If+3HWv3hfQxXyC4CesfDnAekGWh6tv/xMF+jDeT8Cv+7ZxfrsB+J9Vv6ygH+A9d9fCPiJATRCHwStQn+MCTincfZs6+ubYAlLb6ey1fppu/LdOK7R2Fn6vP70sHwD9H1lU7SBZoVeLae2FBrxOwic3PtLCuUJAv6NPly0A4m4/DOhz35ewP9DoHlWwH/R368v6UAq24LCDJ/D7Qx+Pp6ufECg/wOzIeME3Ezwy5iWYUfP9yjO6sLx9ykbQb+dl8tT67Cgn6J91uxkD+2JYaWtT579duOr/WNQrPcrA+0Ms0V9+LcZ/h2B5nmW/tF++9mspA9hQ37cExVswmvxft07PrEupPxb+soPLitNcfzWfS1xPJKnpRyb7PLP+8eOvnFkQr8eTui1UVy3TNDVn/bj4hjUofxYsFe1qdplMLuaQNPB+inn06z7bB8NGV82CePOd/v9kF6cHx/LcIEwrjFdYudNhalM+nX+1/26dxnviesYfrEfH6RsCbhB945+eyL4NpoOMDxBBwT/QWwjwM6T4TBBnnY6rmntwsZNMkYrA/C+seD0gPH9gnyc5fXVfh27QfWtv18sSrSToFOwAwGlsV/+gp+j2czXeptZHX8v1Pf3Qr/IBnFfrq6fTy+l0fp+gm2P+xiiPUSq3NIvmXrqe8AY+GyibwCuyQHWvtFEXOyzfelvdifiop/Qf68nERd9EqJv/83s0p8TcdH3IOm/EWh+I9D8XKD5o0DTjyfowx5lX5xGx23RQJp6paOfpl6X1UcDNzK9vdhDegTcIhcxH6BmAJ6K5tUBeCqakgF4KhrPAFz0eQRfSPR/Enwq0T8R/Z+fUd3QbFdM3k5z0fDVcVz5voB/ox//mfxJ0Dd2azRMDpwmxvCfxcd0IvOsvntFfLDxGvxJmU/wp3lbMP3Z00NHrhgmXjGc1xNiNEofDZxD5QObeqgNeRL9juA/ePM5iksr+3DRVwHXqD5o5fn/7X0NeBXllfDcuTNzQ0hijDTFiDRSDBRz////f3JLKWJKEbNoKVKqLALLh0Api0Apy/JQFjAfIh+yFCmLGANleVikCCmLgMhHkVIaqUVEBD5KWRaBIiJi8r3vmcmdM3fum0ya0N3tk/Y5c4+HM+f9O+/5e2cmCNf6aI3vzvhr7JezfH3Gj5uOm+tB5w+o+g/9vEjppr1ge1voUhY+g+aG8t4keljegmtywxk0RyD6SXPDvxeoF369aQ+dJcrToucIV/g1+31KK334k2Vay9ziXJLIvI7kZ3CcY7L2dU7dvpKF5+CBezG+EuI0hUdKqTwI70AOS3TslqrzMg62V8NDdTuzX2arPChGGkdx86DmH2vxLJ7fIh4VZ+XI7cU3C3SNbn1xDfo5T9V5NMbN0rdVHmkd2heDMvsC28krlrzM+l6RZmTsJMqpCf024pmZsbc419baHBXH8f8VaXHLvRjX5OarhO10xwEd4yhnJ/c+gfqTwTX+He1N0wdm2GXy/pXS6r0QA1QqPiKi7lPI2bdBzj6D5uzKXmPl7BfNTS1t4Xw8s6cWa3Gcp7fEacr+yuBkX5ShvXMK7R0VXwk5e8veOYv2zlnEU67yWO5WeRBuJE9n5eCdl3fnzLWJLpFYkT/a9Cstrt/j/FEat2Bcv8dbeFQ81x7/4hdaXMsj9VT3OMJxjn/L8mDLHiT767vqHrQU5t6Dik5aWnRSxnPuU+CR5uXmoXKIvw5kdHscxCGM+oCmJrBePEu/navD2XHFgcxYUA2B9PNBNN4HVR5UT1DkKGuh4hCHtLTVRqzyW8TzlQxPJeDaWCWe6Q/CtXZJjSE1+MG2eXAdg8mD6hstdk9eIxXHdY+MTZO0OK57ZOiLtbimHpLDt8oxqopnxTxqveIN80/J9ROwnxfNH3BqnPMOijEyuKZegeKlXHtQ2cuz1b2c7UOF4qbmLFzn1/he9N4WvwYycf7+DsIZ9RBc3zCNkv6WU2JOjOO6Byu+wvWQTIwkaXFjOZdaP2nxF8CDcFxXYekJrrdk+mnV4rgOQ+i/QT4xgxP9uQ/pz0PIv6i4kTyovfWcSlqTydgZwJV67yikA4+qdgZs2nrF9lqQ7Q2pPNJxxBNU5VjSiOc02z6bxjV/BcUMX8nNg2yvvK/fUetLLNuIdVXObVvslYrLdlipR4HNJPofUO0w4LhOtQrmRImjEI7rVy3xlSULR3Utti1S613Ero5RYxgVx3UwMt7vqTqm4obiQyN1s0rxZaQzL2d0JlcO4s7Cc+lwgRbXtiVVqm0hHNflVkJdriXueh7FXRmcxJZrODXmlOt1z4K93Z+xt9vEUao9UXHC8xbieRLxPIl4ZDtcoO79Jl6Ls+p+JNemOWNL3v2DFjznXO3R4lnrch9alwyexeNEPBkc1w+JzljQ3rGoc66MEefg/bV41h7MLUfeX7PR/spT4hOonwB+0XyVU/3gbOQLZqtzLgxG63IdrUsGN62neVwLjxLzS1rcSF6fyz7LOTjCDeSVOWtrFk6prcm4kg9+WZMPyrHozAyPkb2Ma7arpCOqjUI45FNKvtZS95C0uIaHZaOM1H5RfRXXpZntsmrFkC/wc5W4RcVRDVlbi1NxZm1Zl+/Lf81Hyfflv/6Das4Zmf21OK5Fk7H8BxpXBsc16ha6EntkcFy7JvR9qs1XcU1N+6JwRt0v0rfQGmVwI3mQ5pydVa9AtUdGfYDn7hP+IN7NcaJX9HEPiQFxGmcVp4svcePFbeLr3FLxDXEXVyv+Uvyce0H8QurOHZPKSBb+UcG9BQO5MwWDCoaZiguGFzxuuq9gfMFU0wMF0wummx4q+EnBP5kqC/6toMlkL/pT0XXTc0Wf3TXVNPuuv79rpulmcb/ih0y3ij3F/2Bqvvs3d9/kv3V3U8ld/A9LSkvc/E9KvlHyDf7VkkdKRvF1JaNLfsDvJL28S/id8BHpZYlYwXUX/aKfKxdXi+u4B8RXiF3qL/5c3MzZxC0kp3NIBdK9nEe6T3qAS0n9JT/3zYLFBf+be7yI/I97suiTok+40cUVxRXc94q3Fe/kxnDPkFB3A4FNBLYS2EFgN4H9BA4ROErgOAHqE86Q3wsELlN9J7+36MfvyVpJ5LeAQAmBngTo3/KhlY8BBHcQ8BGIEEgRoLF2NfkdToCsAz+a/I4lMJHAFAIzCMwhMJ/AIgK1BFYQWE1gHQGSMfGbye82AjsJUO9ygPweJnCM4O+R31MEzhG4SOAKAbqLbnMc/Sth5jwCRQR6ECgjUE6gggDx2WYX+Q0QIJGQOU1+BxMgcZi5hvyOJEDiGPM48juJwDQCxGKZ55LfBQTo38xcRmAlwdcQWE+gnsAWAtsJNBDYS+AggSMEGgmcIHCawHkClwhcI3CTQBPHCQKBfJrrEKCnLByNKsiVvhnHiQ/DtQdc4dRHKONMzWsF+jTJ50IfaiNEuhME4LnF0QigmXKaikTID7mvAs9ioKwFisxD/3WfSN/BOwZtfSTeohT6V5pIVgRXKjlzhT7QXS1fm69y+9R/FYgF5/4Z7uotPE2uESGQufZHeA905ZSrDV1lCpHQfIZ7WEeHq3wiKONm+U3VbSqdeT1ogOfPuDaf0VBorsXRvzNB8Ic7LJ9KexjkyOt1BVZQxuXrJ2itZcox6f7M/MhryrrKaw1XT547xvGeEq7A7O56U6PrTY2uNzW63tToelOj602Nrjc1ut7U6HpTo+tNjf8pb2pYeWuetcjaw1pmLbdWWCutLmvAGrOmrYOtQ6011pHWMdZx1knWadaZ1rnWBdbF1mXWldY11vXWeusW63Zrg3Wv9aD1iLXResJ62nreesl6zXrT2mQTbPm2YluprZetj62/zWbz2EK2hG2gbYhtmG2EbZTtKdt422TbdNss2zzbQttS23LbKtta2wbbJttW2w7bbtt+2yHbUdtx20nbGdsF22XbddstO2eX7AX2EntPe297X/sAu8Pus0fsKfsge7V9uP0J+2j7WPtE+xT7DPsc+3z7InutfYV9tX2dvc6+2b7NvtO+x37Afth+zP6e/ZT9nP2i/Yr9hv22g3fkOYocPRxljnJHhaPS4XIEHDFH2jHYMdRR4xjpGOMY55jkmOaY6ZjrWOBY7FjmWOlY41jvqHdscWx3NDj2Og46jjgaHSccpx3nHZcc1xw3HU1OwZnvLHaWOns5+zj7O21OjzPkTDgHOoc4hzlHOEc5n3KOd052TnfOcs5zLnQudS53rnKudW5wbnJude5w7nbudx5yHnUed550nnFecF52XnfecnEuyVXgKnH1dPV29XUNcDlcPlfElXINclW7hruecI12jXVNdE1xzXDNcc13LXLVula4VrvWuepcm13bXDtde1wHXIddx1zvuU65zrkuuq64brhuu3l3nrvI3cNd5i53V7hJJi1MtRyl+RC9CpyKm5eouPh2bp6O0FnyWXTxFINew7j3DtOlYO4xdog+tW26+X4V54OdT5deRO1OyN1nvr7tfmIczyFuywjdvIdBH8DQt6kdoL+LxtXPwLp0YN07shcwnaUbLLpmzutz04WHDPB31px3Ej2PMbdMW9TO/c6z9mk+uncwo88sOqOfrHWXFrYtU0B6i8ci/hHx4LGcza2rmnaTaB6m5dYrlh3Q2JzLKm5Z0PaaYpka+ZPQumN+bBOWMubnbG66Zo+EEU8ZQ/8N7CNpFJLzDqKPQ/x+RH+0fboqvMrAuyH+Hrn7Kbyl4t3R2LsNR3OL+tCtJjcdz2c3tI55z6K1xnPL2I9Mf2TAfmrWcUnufmr0+U74aANy8BqZN+ZeFyNrwZJv2YfG217/yJrbDtjMdscef0EfasjXMPY4tj98U9t6In7IoD+D6GYD89zOdTG0dxCd5eN4tMc1sd+LufH2+l9N/5FuaGxdCtF3MuTgdhvanh9mTPtS23piZF00+EsMnGG7WDGeEX5RQPQJuXFhN6LXMfT8GQa+izHGvm33mRUb8M8h/BEGDwMX3kdrV982zuybI/e4pHvQ3P6+bX1oN+7NjbN0RmM/0ZriteN/jfClDB7WnFxpe06YOp9m6PB9iL6RgRuZq8/RumAdGJZbnzW6utrA2Ity01n9kXD8fEvFLSj+Ee1I5sOI/hq691eI5zOE70f4vagPWA8fy40z91079wVTV+/PLdOIjcV5ioTiFs3ef47RtycZumpgvALDF2vikPbOCfZZaE1ZvoA1P4b8AsOes3JVDf08Qz7ag0b8NStGMkTvrNiss+j/RfVDgRVTdVKdsLPoHYrhO9BuR2qGRugWbMPr/3z6ndbPO1JnxjaHUQ9h0TurbtlZ9czOohup53SI/t+hXsq1TWfVTO40vdPOmDrLPjPiByO5nsb+3IGzs78q+n+R/+0s+p2ucf23oE/6y9Hb7R9ZNfY7TL/T+8KMziKFN3PrISvOwb6bWevD+drHiKcp973MOhuDh3WuJDH2CEv3sEwLI37Q6JKB8yxWnMkalxGfpRk7l7stZpyDc7T6tuVo6mD1uemG6l2sOJ91rwG9NfIMiZE5ZK2voVprO/GO1O6M1CdZdfUO9d/AmrJw1lmSkbllrR2Ww9ovRuQw96OR8wIDOMsWseaBhRvJMY3kGh15zoqVo7F8uqE8qAP5GkPnee4BrhvXneO4u7itnJnbzr3Bvcrt5o5wG7nfkf83cCe5P3G/5G6Z7ubeNfUwfZX7T1N/09e4L0yVpte4Zmm9dMw02yJa1po2WV6xNPGDun3U7SN+Hf3bMPy/5M/In8Ovz1+cv5jfmP98/vP8psKKwjj/88KBhSP5twu/VziXP1W4sHAh31T4fGEt31z4cuFas6nwlcJXzObCjYX/ahYKdxS+Ye5W+FZho7l74YeF58z3FZ4v/A/zA4WfFDaZ+xU/WPyg2VlSXFJsdpGRmApeLlhHRiIQKOHo32fjuN7kl77lVw3vfZ2hV36isJrg++m1692hrneHut4d6np3qOvdoa53h7reHep6d6jr3aGud4e63h3qenfor+HdIfrXBYSp9Gs7Agc4R3HzEoqbl1BcfJvi4tvZPO2nWya20LXy26aLp0DmqWz5Yg3gNbp7a+DedtDbJ4fk5xPpNXuMbDrF2+CfSnF5LTT8aI3M90Mf7oevIwEPH2ydTmUa55dehHZfhHYnQLsTsvvM1wN/fWv9xDieQ9wWnnMW3bwH+rlHRx8A9AHZeqJpF+uhhs7gfxf434Vx9YNx9cvmYa+jgfU1tBfUPhvZI1hn8Jqy6Jo5R+uI10h4CPr5UKv8nTXn7abnlp8Hc5unsz8aOXj+22kfsH5q9CEf1j0f7h0M7Q7W9ZlF1/STte4qXVoIbS1sTaYAeiv0y1478Y+A/xF4YCyCPJazgJ/N1mFNu0mgJ2EepsE8TMvWK5Yd0Nicy8B/meKWBRS3LGhtTbFMjfxJwDMJ1h3482R+sAmSbBOWgsyluvlB42XZVTEM94aBpwx4yvT7hbWPVLo0CvozCuS8A3LeAfo4oI8Dfj/w+4H+KNAf1etqbt8kvAo8r+rwboB3A/4ewN8ju5/CW8DzFsW7g4/oDmPvNpzSuw3P3lPdoA/darLpeD67wTp2g3XMexZ4noW1hrm13N/afmT5KSP2U7OOaH7yOMqjtwnttdWGfLQBOcKrcC+skXkj9HNj9rp0h7lqfS1Y8i37YJ73wXhhL4ht+EeGbewkm8mOPdq31u33oW3TDfkaxh7H9odvAnpTa3oifghyPtTJfwbozwDdDHRza/udvS65+Q3tHRzXMXwcD3ucP5s9DzhWxDjLr7H6rOk/ssMaW5eCe1NA3wn0nTo5uN0GwBtatZ+smPYlGMtLej1R5RvJjzQ4yBRe0uEM26WN8ZD/MsAvCtAfAegQw5snZOPCbpCzG+h1QK/T6Tnop/CMDt8F+C7dGOEv1Ql9W+szKzbgnwP8OcAfAfwRHQ8DF94Hme/D2kH/pfrWcGbfHIA7dPbnHrj3Hpjb38Pc/r41fWg37gXcm42zdEaTu8Ga8hOy147/NeC/BhxiIX6pjgevNZ6HK4BfaW1OmDqfBjyt0+H7gH4f0JHv0+BG5upzwD+X7Rusi6wDw0D+sGx91ujqasBXtzr2IsCLjO41CWyjJMfPtwC/RXELxD8WiH9EO8yVHWQ+DDIfBvprQH8N7v0V3Psr4PkMeD4DfD/g+wG/F/B7oQ+gh2ZZDx8DOY9l48x9h22dgX3B1FWsh0imERuL8xQJ4hZpn27vI5ug6duTgD+p01UD4xXAFws6X6yJQ9o7J9hnwZqaX9PtC0ZtjekjWG0x7DkrV9XQzwP9vE4+2oNsf43qA4wYyRC93bEZ6s+doHdanZBFzy1HOAvxoRJTUbylnmYkB1H7z8q721tXbH+9Ecfw0H99DN+Bdtm1QVxLVNs1UkvEdMsSeq9lSfZ+Z9PBnuvod1pvjeVEMM/Gc1hsc5AeauskuemdVbdk8bPrmbl1Usuv6qQxuipHo1ftrPMYoneaHTOSw6Lck5nj57bzrJpJ59Ep3o46bafVKNpnt1nxg5FcT2OXDJyF3Xm6ah/+svINtNtu//uXpIPd+DNrXLn9Zodqj51Gb6e/QPWuzqOjeUD09to9aRTI19fY7zC9vXa1vfvLDGeRZjiLFN4E+pvZ9ooV5+CaPKs/mnztY2jrY+CBeqbQpLPPrDobg4d1roRxjR9nnKVimTgGY9bzDZxnseJM1rjYPosxduwXGHkci67JVRlyNHUwXM9pZw7LjPNZtREj9R/mMySqnmtxlo6pPNiGsPZLR/CO1O6M1CdZdfUO9d/AmrJw7VkSY48w2mWtI14j1n5h6Y9GJvKzTDr2xcj/GsFxP1k4W1dV3EiOaSTXMPacFUPnGWfZLJ9uJJ9q//MnDLuk4n9V7w7xj/CPkpHQv+HWm/z2JTCA4A7y6yMQITj968MT6V834ifSv3jFTxf2k2seUMYIo4E+nv49QUr5+pX0Kc480McV8Ke63nDpesOl6w2Xrjdcut5w6XrDpesNl643XLrecOl6w6XrDZeOveHidrkD7pg77R7sHuqucY90j3GPc09yT3PPdM91L3Avdi9zr3Svca9317u3uLe7G9x73QfdR9yN7hPu0+7z7kvua+6b7iaP4Mn3FHtKPb08fTz9PTaPxxPyJDwDPUM8wzwjPKM8T3nGeyZ7pntmeeZ5FnqWepZ7VnnWejZ4Nnm2enZ4dnv2ew55jnqOe056zngueC57rntueTmv5C3wlnh7ent7+3oHeB1enzfiTXkHeau9w71PeEd7x3oneqd4Z3jneOd7F3lrvSu8q73rvHXezd5t3p3ePd4D3sPeY973vKe857wXvVe8N7y3fbwvz1fk6+Er85X7KnyVPpcv4Iv50r7BvqG+Gt9I3xjfON8k3zTfTN9c3wLfYt8y30rfGt96X71vi2+7r8G313fQd8TX6DvhO+0777vku+a76WvyC/58f7G/1N/L38ff32/ze/whf8I/0D/EP8w/wj/K/5R/vH+yf7p/ln+ef6F/qX+5f5V/rX+Df5N/q3+Hf7d/v/+Q/6j/uP+k/4z/gv+y/7r/VoALSIGCQEmgZ6B3oG9gQMAR8AUigVRgUKA6MDzwRGB0YGxgYmBKYEZgTmB+YFGgNrAisDqwLlAX2BzYFtgZ2BM4EDgcOBZ4L3AqcC5wMXAlcCNwO8gH84JFwR7BsmB5sCJYGXQFA8FYMB0cHBwarAmODI4JjgtOCk4LzgzODS4ILg4uC64MrgmuD9YHtwS3BxuCe4MHg0eCjcETwdPB88FLwWvBm8GmkBDKDxWHSkO9Qn1C/UO2kCcUCiVCA0NDQsNCI0KjQk+Fxocmh6aHZoXmhRaGloaWh1aF1oY2hDaFtoZ2hHaH9ocOhY6GjodOhs6ELoQuh66HboW5sBQuCJeEe4Z7h/uGB4QdYV84Ek6FB4Wrw8PDT4RHh8eGJ4anhGeE54TnhxeFa8MrwqvD68J14c3hbeGd4T3hA+HD4WPh98KnwufCF8NXwjfCtyN8JC9SFOkRKYuURyoilRFXJBCJRdKRwZGhkZrIyMiYyLjIpMi0yMzI3MiCyOLIssjKyJrI+kh9ZEtke6QhsjdyMHIk0hg5ETkdOR+5FLkWuRlpigrR/GhxtDTaK9on2j9qi3qioWgiOjA6JDosOiI6KvpUdHx0cnR6dFZ0XnRhdGl0eXRVdG10Q3RTdGt0R3R3dH/0UPRo9Hj0ZPRM9EL0cvR69FaMi0mxglhJrGesd6xvbEDMEfPFIrFUbFCsOjY89kRsdGxsbGJsSmxGbE5sfmxRrDa2IrY6ti5WF9sc2xbbGdsTOxA7HDsWey92KnYudjF2JXYjdjvOx/PiRfEe8bJ4ebwiXhl3xQPxWDwdHxwfGq+Jj4yPiY+LT4pPi8+Mz40viC+OL4uvjK+Jr4/Xx7fEt8cb4nvjB+NH4o3xE/HT8fPxS/Fr8ZvxpoSQyE8UJ0oTvRJ9Ev0TtoQnEUokEgMTQxLDEiMSoxJPJcYnJiemJ2Yl5iUWJpYmlidWJdYmNiQ2JbYmdiR2J/YnDiWOJo4nTibOJC4kLieuJ24luaSULEiWJHsmeyf7JgckHUlfMpJMJQclq5PDk08kRyfHJicmpyRnJOck5ycXJWuTK5Krk+uSdcnNyW3Jnck9yQPJw8ljyfeSp5LnkheTV5I3krdTfCovVZTqkSpLlacqUpUpVyqQiqXSqcGpoama1MjUmNS41KTUtNTM1NzUgtTi1LLUytSa1PpUfWpLanuqIbU3dTB1JNWYOpE6nTqfupS6lrqZaqoSqvKriqtKq3pV9anqX2Wr8lSFqhJVA6uGVA2rGlE1quqpqvFVk6umV82qmle1sGpp1fKqVVVrqzZUbaraWrWjanfV/qpDVUerjledrDpTdaHqctX1qltpLi2lC9Il6Z7p3um+6QFpR9qXjqRT6UHp6vTw9BPp0emx6YnpKekZ6Tnp+elF6dr0ivTq9Lp0XXpzelt6Z3pP+kD6MGfiR9C/9Gy+Tf96Nz+C/l1qvkSYQyjD6N8RNzU1/4FQHEBZCpQE8NyU3udMwjKpD8UpxdQkziY8P6XVGuWum5bv63iOZfOIJwnlBfo3wvmbTZMpHdoaJLdOKWYPlSP+jsoxe+hdposg5wWQc5FSzKUWR4anVOGZreXhj4Kcr0J/jsIo8ujYhSPQelrmof1RKDJPAx2pGIS7GmAUsuSXkeStIFnm2arw0B7+QMNDeijsBMlbkRwND7Su8MBsXITZKIfZuNg0iNDXQFt3QVtrQM511NZ1mI1hwNMMszEMJJdQHiEKtbQSKofMqiPD41F4ZmfxDKP9Eetpf8zDoPUSqZjwPCbem+EppW1JX1dmns5Y2lJN8N+Lu2FWCcXcS7xB5JwTf0Zx4AlSXJgqrKM4jGIB7Y95F5VjWgAUQVxBV0H4e4rLPHQtsniGZvPQ/pjHIp6edBT8c8DTU+YBSgMdl2kBHQXhIZrAVwClJ6WIQdpn6UV6FZbDrFZJpQSfIL5JOH+lroXwt9DWZyB5MMj5Bfy1+2MwPzGYwyswh+V0TbU7DihB4dswG99umQ3+BEieA5pwAiRX0lnll0NblTIPaIvM0wDaUgmtx2EUlSAZeMQaLAda3yPz6OQgHv5fVB55lcXdeJVBo4pBW+RVLoW2dsNIS6H1NGjvLqq9fBooN1U5sk3QyxG+JE4gPO/Su8w/0ksGXdVKpvM8APbpC9DDAao+m19VrY15ALSOeBSL1CqPvHcwD38ZVucqjOIyjKIX8JwFHtlCroFZXQ2zehnGrrGiQDmQLcd0XCcnBDxPA88Y6PN64LEDz3roj56nVsdTB3M4EPpTBzpfC/g3qR6aakGf62DsA0FOHfSnVqwncv6G7mVTLcjZSHeuCFd+I/A8Jg6j553CFxRXLD/Zy1J3NIchsC3fgVUOyTx0vdriAdui5TmWxfMn6PNHrfGYY23LUfbpYtCxATAbIbpeggQ6FqLrJUhUjuULKkeQQDMLqBxJoHLMBTJF7Q/WDWEJtNULJB8A2+sHngMwh6eBxwTrtRfuqkM8dQrPbC2PaSvsZbe4h+D3KHaV2qveil2l4xLB9p4RTRQHnleAMlgcQnGYDfmufKDAXTKP8AnIwTxIMn9W+hKRM0UspTi09UPpZTIbN+nV/EPgeUBoInfdEh+luHwXtD5F+LTFw5o3gaV1U4p5E+rhy6BjuPWpQJFbv0f4O8J/zDyJ4jCrG+EupJn8dejhcugheEa+F6UIQWph+F5AeRYkn6V3mdaDJdlF+28phlHsgnFFoYe9wH9Fgacc2rpEZ8NcDjtOtplfATlgM01LKY/5fqAslf2g1I3IuVvcpvpB6M9UelX8IPhKE/hKk8xTQf/VnBao36kAOfsoj+XH0J99aFY/BsoPZcl0foSp5n0Uhz5D68QL50PrYOuozkvzsa0DnT+oxn4C9NDyf6mOCbKcL1HJxD73pDjM/NvQehD05200rt7QZ7irZZ5Bf55t/gbsQWohi8EKKVaLts6fgNZlq/VTuOs8rOlPZQ8rfQPmn8qcDnbsMfFV1f4gTajBNgrm8HHYKY8pdgzxqJ5auo6tBO2P6JMtgDJjVBPGwTzLPG+Ajn2VSubfAJ6ZsMp1sMozYTbGgkd7G7RurGwBwNpwMHbFAoB32ARjly3AN2F+ZN99AO56DijLEEUAHdtGr7wAc7gIooh/p1fTIujhGNCEt0ATRHpX3lJqo/K30ZHmgWZa1lD70204tS0WiCqlsZSSZ6UUaSyl5PG0lW7QH4uDSpZ2gW68TikSxIfmn8O6bwcrCn45byrc9TbctYbeZQlTnrw03AUxkvgHSpE+ohRxDoxLzh2iKE7IU3MHPk/WFoj0dmkiPboHj6qRnuLNn2nV4xe07UG0cTiliP2p/7JsBF/wNPTwLLXPxLLtz9jDUhQ/l6r7y3wBNEqJsbNjdTme18Th5SjGLoe2xtBoUPg2xNhj5JFCWz2Q/9LkcfoYSebBMRJQquGpizOgY9Wwv+T8QtFMoIzKjnLzFkkLqEbRu/IWgUZNF/uDRpVRXNGo/qBRZS0aZShPKaPjskyCcZXB2F8EOzZAfJLgfRV/mh2dlmRHlXyDLhs9rc9GDWSsi3S53t4cuV6b+aAmT1mFom45TxnMyGUwjxy9X9bFtKf/rJh2jS4WfQ3FosOhreltx6tmPjvWUvQZx1rlunisAvFUGI5X/WBtJoF/9wPPjyAqKKRRgelHss6jvTMARjEC5adyxeNj0KhFoFEfg+SWeONGxn9tA54ewLMNemgCn7IZrLoJKNiqb2xal2XVD1CKHBtjy5ajctJWHWAyjMuhtWz6fIfoRiYOlzM7JcaWY9EQzBjEG+ReGnXI0akcOZjoVR676VnwsENpnG96FtZ0FHiZx+hVyXMh8xUv0dUxD4ZVHgze8xLkcYNlq65Ue/bB2DfQ3Sr1IzyzKIXs3NWwU+hOf11Mw0jpjOny04xuUDl1VI42coA+a/wptP4A5DKb6AqarsPMfyA8Tij/i3pG0wcoa5sGbYEf1OYFMKs7UM1qB9ylWS9lvz9PeJYIT2dGAZLNFyCnlmsFshUdQynKHA6RSJQuVYvbKa6sBY3H+gtFGT3U5JXQuq46R7KSTJ8VHjmXCSi5DJXDwU7ZCPEzB+MaAuuepnEdPwRTIHKQKZq4DjThAMgJwI47gChPq5SW3EHOL5T9NQH217425SAKDzopiNBn2HGm14FnGPC8jiiliFIHlH8HSh1QGoHyKFAagQKazNebb2diSA/08BnoYQnyp8h389+F/oyF+fku9NAKlRyOyuGtyl2Upy/Maok8G8AzG3iU2QBLMh8qQmk1flYoQWWfkjk3/Un8ckteYLof+lwBfb5fjn+A8ghQ5EpXhWzBaG5lqlDzC4XSS08BPexHV0p4H3ZuP6DA/EgwP2aInzWUQcAzCPb7SbgLKPoqTQ4K9FlwwGxAn/Waaf6+MIpWd4VuFIc5vAQ5yHzguaTJK+leO6u09W26B2E2ZP1JQ7S8BHIrhQI8AeB5G+ZZ1roldL1MlTrKBKCsAsoioPSBOZwFFC9oQh6MYgiMK20eBntHpbwEIx0iV1d0VkvOBCdQreM+BcpLQKmnFFMxUL4ClEHU65n+CbR3IVCWAo+o5EQr6V3CS5DvXM3pPWU97C3rIczGDEoRvw6UGUDpCeN6H7S3J1Dk1akBCifHvbAW9wPlrLyCYCU48MsyTx9lNqjkPvp8J9ti84U0Q2ydR6EcoH6ZrGk+rOnVDGUapsC6B6huKLblCxjF57CCX8hxAo6fYaRfA934AlbwayBHZzf447S+IT5Nr/xxoFTDSFfDSKvhrh/C6jwG68WhmZ+KLIAFKEXQlgVmbCPYnzLx1xkLII8r0NpIxX5Ut6WzdH6EY0DxA+UWUM5AtuUFytuUInrpPJvXUs8u2mHnrgUPYoJ8/2F6NZtgfm4Az3DhUYpDZeBN+q/SdOoLhDeB5zmo6n8Gcp6DnQv5tbAfKDUwrgLwBZPAF0DFzHQJKDZKMV0CnnrQqKGgUfUwP3qKXEX/nnJuRWdePs3pi05zQsBzCnzuOBiXxkbJ9WdskYBSDZQ9QIEMSO9hTZeA4kUUXe1Cu+PkyFyX43M0AiH+gtoNTt65wioY77dadi5/jxAlPP3M1zil0iXskr5OZv5LVLKwS7bzlIdY/msZO18JFKArmYJ+XHaQ3AMk2xULQClXgCJbAM08w12aeZYrpXieGb5Se+pBR6o9rTDqQdpYHTlTaNuuynIEG5JTAXJuA6WCYW20p5OZKrH5Goqs9DtXd4qnjVsQpRRR9HdVolOqFt9EeWJKfkEpv4OR/hp8wXdy1LEpz7t0lYmHpdryriYyp2s6VzfS48AzFzKXaZBNzJUzKVjTXWgPauJn/T6V5SCeuU2NdAURjwMo/wjZjXxW+49K/Sd7dzegs9oGuc8qj7I6cxGP3JZWeylFc+bL0HBdWxoeB1COoizgaO4VzMrscvNMRGOfqJwB5dH9BXUA2Y4Ng9OTr2mqRpnTW9N12E1wJq45mZ0OcvDJbCk6nSyVdxyshRKLKhm0IyuDrmhDzjqdnHU6nsk6Hprn6k9mdTqvnObI/YmpGb1SDZMz+stqW/xlNK7baFzlmpPZRp2Nasys+xykYzqrJT8hIPxWfkJA5oG3d5SzWqQ/LXIadXJoW5o8l2EhoXJrGQNjl88UXqCVE2Iz97d4NMLjyOIZq+eBqhrknszo/RzooXxWew5VD4qVSs7VFrshn8zyNxkWW8vTqONpNCgHKm/Cz6A/i2SPBlWjL0F/qpGN+hmyUWOgzzLPGDmDBh5cxYK908rpbbaXmaXPxGU7puFphJ1L2yrOPpklvgmd3qJzkBE6/7VKtuHKCe9hVQ7sQbs4ics+BW6dR+2P0hbqj9wWPKmiVN7kaoaPyiHjVU+BDZ0ma3gadTyNxuTgCgx/DuxGBfJoFVAN0/Lk9HpGePgPwdaZYO9AdMo/APrzD7KOoerKPCQHxxIQOZjfUk+KzRdAzonsk2LBhk6TbSDZg3g8wFMMe1nmKVZan50lR8/DIx4eeCTY73W0z4IEPfTQPhOesoyGy/t9n7rfyb54GSIi+ckiudqs8lxWqpcvU9urVB1VHnwCLj9ZFFCr+krFvvUTcKimKicRa3TxmKxjWp5GXczWqPMylGcc6PNBVZ/JjNGZf1ydMeUEYYna5xxnAb3gmZyz0j9zLWe1OI5ag/z7IOTfdWdbOSTPRXHCXFYsgZ4E24rk/ABXkmEttCcRWU+vGTllMOSXjZxAlaLzuNLcJxGafXpZjcwz+30Q13Lq0eqZHdnL6pMYHyIdAz00nYb+FDBsQkBjE3I/0RFQq+iK3eiOeAp1lfaLEHVD7E1mnvKMFs4RnukC1aLR0GfWs1jx1p7X4hcBZQhQFuX2X0Q3aEX6eahIN8HZRC2l8E9CPbwWKJ/Cen0M6/UpyPkR5KfjYDZ+JJ+R4Sc2GTXzUtVCKqusf65SVzNXRnFEHYX+/FQbQ+o1U+0PrrRrnsGL5Z5DTUS0FLW+W20rR41IN/MaHr7pUPZaKHFU1pMPWj+Y+9wB+50WD4Ksug35pkkqT46zAGwzZduryWr1WT86AY+pJ+D6jEx/Sq6vwOSoDGjsM9L5ClXn9Wcl+n3xZ9Z2dPm7kUqONnJQ6n6oniB7c9XDyt5cW2HIfS6To0YEfhmfSitniIii3XEQI4F3EHaqll++Cz97qZwhonNhc0H2k3t632SQMhtmtXXKsSyKRsfkc0/dubkRynX0ZDU890W05RWu5ckQWaP6AEX2cX0UrcvmqURPF8u2N40yoLQaJ2hOXY1Rss9q9RTZo0nIo1XoKLl41KcoK9CZ3VQ4p4Y6v1ADdmMD2I0aZLWwJpTDboIqsfyEm7JzcQ8PgwXgxImE4lZiyOzndvS6qtM6Yj9pf/4P9AfOGeW9o7QuP53eC/lT+ZSKRz73nNJW1vMbOXeBnseRxbMI3bVc9jK6Z430lFrdE+y6yEr/PJIhSiw72pGfsmidYqpE54OtP+mNowsjzxKvQdG7/A7CYRS9HwY5eo/fcipE9ZBTrE12ZBVCUbccWWmfG7yq6rP6bGGOZ6j+X/ZzRKZaeHdgiuQEG57theH5Xo3lr5XzSvTuSUx9mkWxUdfR6uh5XlDtTw5f2Que0DsHV+UcFlFolMtz1qwvv/yCe5V7g/z/Nfj+Sz18/2UXfP+lAb7/0gjff7kE33+5Dd9/aYLvv8yyiJYC00bLXZaepn+z3G8pN/3S8lWLy/SmxWsZavqN5XHLaNN/Wr5vmWX6xPJjy1r+LssrljrebvmlZS/vtrxjaeSDlj9aLvFJy6eWJv7r8AWZR+ALMtXwBZlvwRdkauALMn8DX5AZAV+QmQJfkPkJfEHmNfiCTD39ggy/iX5Bht9MvyDD/yv9ggy/jX5Bht9OvyDDH6BfkOEP0y/I8MfoF2T4k/QLMvwHZEa6m67yZEb4Qv5u7j6+B/9lrpwv4/tyffkBvIOz824+zvn4JD+Iq+IH80O4h/nh/Giu2jze/Hfcd6SbFoF7kpvIcaatBHYQ2E1gP4FDBI4SOE7gJIEzBC4QuEzgOoFbpE2yELxEoIBACYGeBHoT6EtgAFlXB8fzPgIRAikCgwi9mvwOJ/AEgdEExhKYSGAKgRkE5hCYT2ARgVoCKwisJrCOQB2BzQS2EdhJYA+BAwQOEzhG4D0Cp0gb5whcJHCFwA0CtznOzHO8OY/8FpHfHgTKCJST/64gUEnARf47QCBG8DSBwQSGkv+uITCSwBgC4whtEvmdRmAmwecSWEBgMYFlBFYSWENgPYF6AlsIbCfQQGAvgYMEjhBoJHCCwGkC5wlcInCNyLxJfps4ThAI5BMoJlBKoBeBPhwv9Ce/NvLr4UxNm+jTtM1l9Eru+pRQSmVc6Euv9E0hQr+gXim96RqlN9+ge7V5J6U3X6X3kn8ty9wbofYRepSh8w3aa/NO/gTF6ReH5GvzB4D3kCnCQqD31vLg6+31Goqe05WRfJXJg67N41t4ms9w/XPzyyNSxrVQnSsY0SVKb96v9H+1TkLvzEzmKxL6or7J8um83aXMHsw5NxCNxZXp4VWZB0sW6FnvQ6aL5NqNXrnXAX8Qro+odFM1onwKnAfh+nuguNS78Lq3jEi+Kj1EfVB4trR9VUYqj477/25hU3gAAAB4nOWdC7wO1frHn5lZ8+6933fNO2sNtu3aJvfLtt22a5IkuedOKvdbm7btLgm5k3vuxxGOJEkSEpJUUsdx5LidTkclqZDrttni/6xnxmuPKIVyPn8+fmu9812z5lnPembNmvXOO0ADgKA2xhgDZrvUdu0hvsPA1GTY2SW101NwvGun9qkaT27Xp6eWG3IDq/VA43ioWL9eq3ho3qRBzXjo06wx6lSAy5chBDpEQTSmYbBBQBzukRfyEePXsGy/SLNcQzWi3KMO0jw33Dc2si/DlqkSQUxMVAsk5ICckAviIb+PBm5IDfwbA/dgvXq9prXjoVjTxnXjodYv7Ol6ArAGl2T9BZY9E7u3Q5neHWB3h3bJfeAL0sMdOvRIgaNKtbykRUgTSCt3TO7WRatF2qBjz6d7aE07d+vZTmtN2rZzarsOWtduPbv10VK69X46WeuHBdtpg5N79u2hjUt+ukOyNpl0Buk80oWkS0lX9OjUsZu2GounauufVnttTlG6LbVDch9tB+nuVHX0z0m/6t2jQ4p2pHfvxNLaqT6qZDq21MC+UH0F2EvKS4B9qTQ7JEApSITSUAbKQjkoD0lQASpCJagMVaAq3AfV4H6oDg9ADXgQalJNal+dtCb50P3s5hn2UpB8q2PdccRKkBYjDROxvBS9TVsFKaf4yII9lY2iR20rShpNGiB1jx9FapLmIrVJ76V6C0Ah+lQ40s6rrXZIS1JL7sEez0efc1KZglAEWsFq2ABb4VPYDZ/DITgKZ+CiJrScWgGthFZOq6rV1OppTbU2WkctWeujDdZmaAu0Zdoqbb22Rduu7dIOaF9p32untAu6rgd1R8+p59eL6WX0ynoNvY7eUp+lL9CX6iv1dfpmfZu+U9+nH9SP6Cf0dAzyJKOaUcvoYww2RhgLjKXGSmOdsdnYZuw09hkHjSPGCSMdnRzNBItj8awIS2QVWXUI4OChGdPdvjAuuWlMd1BjihZUnzXQQrpS0LhKYzAV3uec3uci6OEYiOI1eCpfzk9ZRazu1jrchr1rXQqXcHPhNuGFbvnwF1561EtPuKlIc1Nng5tmHUdRoWWd5dqR7bj7OdZxP8cmeZ8n0hGCsenZh2dfGdc0bl6O4Tl5rty5dube5R47zxN5BpCNep4Reba6tecNuK3MW8JLE710oZemu2n8JTfN189Lt7nxdO8u9/O9J9y0gOOl5by0lpc28NIULx3upeO8dLnbmgI7vPQLspkVOFGwcsF+BefRpzwFVxeqWTi28MoiE4ocLTqxaFqxBcX2FG9QfETxiyXalNha4kLJxJK7EgYnnCmVXGpLYnzikNKxpU+UmVw2tZxnVbnVbu3l1nnpp16a7qbli9FxtKSv3M8VynhpHTetVdtLT7lp7WQvnePGQu1ltH9c7RWPiEcW1ulYt3ndGfUC9ZbU71d/fv20BkMaJjXs3HBGw7RGzRsdfrRf46TGaU3yNhnTZKV71CaH3NqaBulz1qb5my5rFmw2tdmp5oOaH2jRvsWWlnVaLmtVptXU1jlbD3pMf6z9Y9+3qdPG7V3tcebu/fh0+hx6fMcTW59c37ZR28PtBrd32i/tUK3D7o7d3ZGn4yHQVMx3vOhGQacgUHR3quql29y6Ojf10q5eOt1Nu+heOtEt32WzW08XLxq6HHL90TXgpUEvDbv7dfVit2uiu3/X6l663k271fbGKYfGFlXnQzRKVtDao4a1kzqOXXpID0E2PUFPhFi9rF4ecugV9AqQW6+i3wd59Af0ByFer63Xhnv1eno9KKA31dtCQaO70QPKBNID5yEpkBGlQcUoI8rAUVozu+OIKLT8ejmjFmuJI35lHLXrQGNoDe2hO6TCIBgO43CWMAcWwjJYBethC2yHXXAAvoLv4RRcQNMDGreXgYGj2AH7FUr320sp3We/TOleewmle+zFmO7Hcoso3W8vpHSf/RKle+0FlO6x52O6D8v9hdL99jxK99lzKd1rz6F0jz0L071Ybial++0ZlO6zX6R0rz2d0j32NEz3YLmplO63p1C6z55M6V77b6Dj1ldRD9izUffaf0Xddwse+dDzyAeeR7Z6Hnnf88gWzyObPY+863lkk+eRjZ5HNngeWe955G3PI+s8j6z1PLLG88hbnkdWex550/PIKs8TKz1PvO55YoXnidc8TyyndI/9EfniHeUF+w3UPfZ7yke34JGvPI986XnkoOeR/3oe+cLzyOeeR/7teeSA55H9nkf2eR7Z63lkj+eRf3me2O15YpfniX96ntjpeeIfXmzs8DzyqeeRTzyPbPc88rHnkW2eR/5DMfI1+eXv5JHPVKTcgkcueR75yfPIRc8jGZ5HLngeOe95JN3zxDnPE2meJ854njjteeKUFxsnPY+c8Dxy3PPIMc8jRz2P/OB55HvPI0c8j3zreeSw55FvPI8c8jxylqLjMnnkO/LIj7fmEZHL9YTI6XpC5HA9IeJcT4hY1xMimxsbIqvrEZHF9YhwXI8I4XpE2K5HRNj1iLBcjwjuekQEXY+IGNcjItr1iIhyPSICrkcEcz0iDNcjQnc9IjTXIzgdJY8IqTwisqtIEabyiAiRR3CMV/urEV7DMQhnrj1xiI/G0T43zjwT0V81oQG0FOOBaed0Uzslxnm5k2Is5RhuG+PlTorRmDtL5UZ5uZNiJOVUuRFe7iQeJyfObRNwfl4D6kFzaIu90QeGwBjxVyxzXjuHped7uZPiL5Q7i9vmebmTYlrEoqkRi6ZELJocsWhSxKKJEYteiFg04SYsWhSxaGHEopciFi2IWDQ3YtGciEWzIxbNilg0M2LRjIhFL0Ysmh6xCPuQZtjL1R2DUVZdja3eqKfwriQ3WlodI7kN9IQBGLvLYQ8cwd4MABdvgW7mCodR47wta9UWPoG24ExO4LXdzO2x1cQmZiq9hrZMipR+m0qb6CF1n5wXClDdDp+CWoHKxdL+2egIWWifdaqOzPvQlhxkSRY6QizZ6dDxs3lHVnZlpeNlV7XQEZRVhumYeM9j5kI7os0KZgVQsyQ8V+zx9jizpPKUmWCuMfEYijhVnfvUHIV9xr5yyzm1nUecOqoc222WMcviVgcCqpw5IlJHQJU3w15NBm4pErnLArxDV3YUNhPRDsWD9jh7PN7/4XHMRQEcF5AXAzXXzvore+A5J9fLbVRKMxfRikAJvFutjp9jb3rfn9dys/aa7CO2jW1nn8jtv9Nqfw23ar2/NhY5BzXvzvm31Xfjmv3+efiG/tHYx9fxy43K+/pBfuLtWT3TnrVvuOeNjv/p7ajFqefGPkb0KHaCzpHR5hhzrIp08oZmjsBrwBb4Ql7ib/LV/C2+hq/l6/k7fBN/l2/hH/Bt/BO+g/+D7+T/5Lv4v/g+/m/+Bf+SH+LfOprDnCgn6Fj8e36Mn+CneRo/z5vzi/wnfsks7zzMc4TPhy+EM8IXwz+FL/Gi/F6eM3zZ1nkeXojH26YdzcvzMnaIV+RV+AN22LZtwe/n1Xh1W9oOf9DOYme1s9mxdnY7jtewc9g57Tx2vH2vXcguahczu9gl7URewi7LS9lJdgVe065o9rKr8e72A/xhuyavbz/M69h17Pp2I7uJ3dxuxRvxR+029pO8hd2WN7Y78F68J+/Bn+apdkeewsfanezOdjfe2+7OW/JWvLkoLIrYT9k97V6imCgnKojK4j5RXTwoaolHRD3RUDQSj4rGoploKR4TT4h2oqPoIrqLHiJF9Bb9xEAxWDwnhoph8p9yt9wrD8h/yy/kf+VB+bU8LL+T38sf5FF5TJ6Qp2WaE+vUd3I4uZ17nPxOQaeIU9xJcEo7ZZyyTiPnUaep08Jp6bRy2jhtnQ5OZ6eb093p4aQ4ve1Bqo/Zt+xbAPadifd4ZrQp4R6zvJkERc2K5igobo4zZ8Mgc645F8aZq823YLz5tvkOvGBuMjNgsvlTIAQ77IH2QFDzyMowxwH+Nt/I3+Nb+Ud8O/8738338gP8P/wg/5of5t85hhNwYhzu2Pwo/5Gf4md5Os/gLXg/Pp73C5/h63hxXpDntjWb8Xt4EZ7fjrKDvAIvZ1u8Mr/Pzm3fY+e3C9pFzE52ifAZu5RdhifY5XlprC+B17Ir2/fZ1Xmy/SB/xK7FG9qP8Hp2Pbuh3dhuZre0H8NjFbefwJpb2O15Mz7e7sL78rx2DzvF7i2KiyRRSVQV94sa4iFRW9QVDURT0UK0Fo+LtqKD6Cy6iWTxtEgVfcUA8YwYIp6Xn8k9cr/8j/xKfiOPkP4oT8mzMt2Jcxo6uZy8Tj6ngFPYKeaUdBKdJk5z5zHnCae908np6iQ7TzupTl/shTivF46xY3gG/8hwxslOsrN4xbmA/RKN/RKGbKbA3slNvZPXrGbWh3izrTkSEvHMHA3NzanmVGhhTjenQ0tzhjkTWlFPPYY99RE8YX5i7oeu5ufmf6G/+aX5JTxjHjIPw2DzOzMdnjMvmZdhUkAPBGBKIBr7dAb2ZlWYKy9jf2zgm/n7/EP+Mf+Uf8b38P38c3aJXebf8COO7phOtBNywvwHfpyf5Gf4OX7BHIG9OQ578zTuXYwX4LlssA2elxfm+eyAHcOTeFmb80q8qp3LzmvnswvYhbE3i4dP2wl2aV7SLscTsb6S/CG7kl3Vvp8/Zdfgte2HeAO7Nq9r17Ub2I/aTe0Wdmt+gRezH+d58Trcjjfl47A3c2FvJttP26miqCgvKooqopp4QNQUD4s6or5oIpqLVqKNeFK0F51EV/GU6Cl6iT6ivxgknhXD5S75L7lPfi6/lIfkt6TH5Ul5Rp5zsjsNnJxOHifeudcp5BR1SjilnMZOM6e187jTzunodHGecno6vZw+/Cnszxx3W3/SOTrHm89Uc2o699OYzs2NPA1n79UgDPlxxvoh7MS7l0NwHNI1XeNarBavFdPK4bwoFmeN+fEamIDXtcp4bakF9WycsfEc9lDQwxn2ENQL9mDU8zIDdByrzqN+YeH9Al9v4RWJr7FwtoNXCryz4m9ev0Z5kfa8oPa0X6Dah1Htz1Htz6rarQDVyKhGXdVoAdWIcz57uGKUez6SGxHJjYzkRkVyoyO5MZHc2Cs5sTiS+9uVnFMukivv5cIY92cxKhtiXDbGyGyGsdkS42kIRkph5IVArd2rWarDZ+O84rgqj1e7SB77W125j/vLOnWvlr2az1S2Od1zFYLqVF5gfSxSM/PKEnEG4uezVI+X80g43AQMtd1NqW4Dj/MDP4O5zjifCmMPJUEjr566V45wJUd7MI73WHjGrzdDXrlBkeMN8h9Pvu0ez03dvdlxlk5HNOi7k6x4LxVPfnC/MdH4OdLtpOmkO7A2m+1lX+LMxTELQYjm9fHmPHMh5DP/Zi6DIuZr5gpIMFeab0JigAdyQLlArkA+qBEoEqgAj/AJeH/QKox/4Mnw2fBZaCsKiULQTqzG+4j2niVXItSdQz1yQ1tU6SjP6hJQBmeg1ZDU8qz/kPQ0rZwaV7dYtKZKftbN0bz5H9CiqGvOOLdddX6TlaoeG2eXiRgV1fD+vg7GRnO8k1QrIinQDwaD+kZgjNf2/aRn1d58LP8pU+2zM+W/iZTS+PjIkSLctIl8lqlU2h/gLdvrSxqZoDG0hCegIyRDKt4zD4ERnvfq3uF2Kkuyev1VGxpAU2gNbfHMTMbRehAMhVEwAabjyL4AloC61191+z3PvrsmBv7snsmKsVeV1uKuxF5X6OnF3hiYiLOXebAQlsIKr4/q/ckeUTZn8caFmtdYfbUXp8IsmI97LPZ6cAPpbq+O61pLVwHXDo3vJP0408h0/iZKjv/Dei3L1et85Gy6OmaofnPj2O2z+n+CDwzvu/kr980aV/2hOdIjwrOtgcfcrbGY5qdVDMUagrqieSsHv7LG4O4fh1eaK2uHv7WGzLk4iKGZXXWnhvOQc7/zgPOgo761jVGzPHO3+S8zjaepO0xHrWQEjGGqFVYD3LMjlJJ9ZF/ZT/aXA+RAOUg+IwfLZ+UQ+ZwcKofJ4fJ5OUKOlKPkaDlGjpXj5Hg5Qb4gJ8pJcrKcIqfKaXK6fFHOkDPlLDlbzpFz5Tz5Fzlf/lUukC/JhWqdQT+in0YzzxqxwI3+Rn9ssY4jWj75lEyWPWRP+bTsJVNkE9lUNpPNZQvZUraSreVjso18XD4hn5RtZTvZXnaQHWUn2Vl2kV1lN9ldpsreVHuKnoK1p+r9QdMH6lPxWqdr0TBMWjIsbenILDKrzCZjZXYZJ3PInDK3zCvzyHtkvMwn88t7ZQFZSBaWRWRRWUwWlyVkSZkgS8lEWVqWkWVlOVleJskKsqKsKqvJ+2V1+YCsIR+UNeVDspasI+vLBrKRfFQ2llVkbfmwfESckvXkWrFLfCZ2i3+JPWKv2Cf2iwPi3+Jz8R/xhfivOCi+FF+Jr8Uh8Y04LL4VR8R34nvxgzgn0sV5kSF1GSVD4qj4UZwWaTIgjsm64qy4KM6In8QFcVmC1MQlyaQpDRkjgzJaHJeVZUNxUnJxQuaSBWUlKaTEXh6G1zKJ5182esInFz2PpJ7xUc+HFMFreQnsi0Qcn8phDFfEc7Qq3A8PwIPwEDyMs566GO+N8IxtiqNWS7z6tMEzty2e0x3xKtQVz+BkHMVS8KrYB8/kAXAG0vDewYkaGTU6amzUoqhzlrAKWYWtIlZRq5hV3CphlbQSrFJWolXaKmOVtcpZ5a0kq4JV0apkVbaqWFWt+6xq1v1WO6u91cHqaHWyOltdrEnWZOtVa7n1mrXCetv6wPrQ+sjaZn1sbbc+sT61/m7tsP5h7bT+ae2yPrP+a31pfW0dto5Y31tnrXNWunXBuuhF+a1G8i+dJSrKmZHdSMITu6LxIMQbDxm1oIQxwBhAsV4H8kdi/Wai/Gdx7p4hWJOuT9NnYLTP0t/CsUPXgjAco+qg+NoX7X9YrN8w0t04V1F+bYyfwZg+i5Ge5sY6xvNFjOrLGM8Y1Rj5DGPaxPgPYGRHY2yHxCk6E9Q5cOCaOKcox3O7IEb6cO+5K/VUXlZ6eion5IF7IB/cCwWhMBSF4lASSkFpKAvloQJUgipwH16TauB1uRaORnXw2tQQHoUm0AxaQCt4DB6HJ6EddIBO0AW6wVPQA56GXtAb+kJ/GAhn4Ryc17JEjYoaEzUuKh1jvZb1sFXbesSqY9W16ln1rQZWQ6uR9ajV2GpiNbWaWc2tFlZLq5XV2nrMamN1tbpZ3a2nrGSrh9XTetpKsXpZqVZvq4/V1+pn9bcGWAOtQdYz1mDrWWuI9Zw11Bpj/dVaYL1urbN2Wwetr6xD1rfWd9YPVpp13sqwfrIuiX/Q1S43XF2tbkRPY5j0/Ji6Yrwm11AuJwTlIrlY/k2+LJfIpfIVuUy+KperCHNLWzmsvCrCVEnxjtggNop3xSaxWbwntoj3xdbrlFRPhph4p6eegVT3zd5e6opzWc0yNPGB2HHl6Jj/UHwkPhbbxHbxifhU/F3suIk6vb1UnfRdjoZH2Rpp0WtyhXxdviFXylXyTblavoWtvW6Lbqrt7rMrdFweBzp7k2YSL9Mc4ep2IzojQq4+8RJH3n+Utr+Nmp2lsL5sEBvGhrPn2Qg2ko1iY9kkNplNYVPZNDadvchmsJlsDpvHFrMlXk1Zydr4a+rS2CxUft0ace+b2FdjE26q1ED6PiE3jvtqrqPhyK/KNSY2QH1npqWrZyv1rDp6BO2ZhV7CFkBxNp/NhwS2CK0pxZZge0qHDoYOQpnQ0dBRKOtUdqrQdyQaek6HKPYywz4Mdgl2gbyhY6E0uCeUHsqAoqFL6N+SYT1sQm0nyamEZ6j61igvXoXmez5efFst+jNb1NlrUfJt9rHO5rL5v9MyhpHRFuflS8F9hmvFXebtW2mb2yJ1Jsf7WuVGP9rGlkZqyxP6IfTDz+qMgpI8hmeBCjwb1l+D6q9F9de54+fN7bDQvVLEgk4rQz/3gTum3aq1yhMqvlV063Tfd/t9cbss1dBSZaeB82O1znUjnyhdTjqX2qfOEhVPBq3OpN6xFvqP+9utnfUnWTvrV8632Xc8mmf/YTEy+wat/617zb3jY8jt8PqdPrdvX7/d+bi/fs//Gce9Ejv5vdj5+fnwEunm3zVXURHszlV+Hscvece/M7XPvWXb1cqjW/vtj9Xfa9eVWdYSb4xcflst+/Nb1pnmtKpltz/2by3eTDxD2nvfF7jXj9V3qe9/bwvvfA/c2jn5v9ADt9JCtU4RTXsO88ZiWjcIHQMWncFWshnEVoL6daD6Rj+WZkdMlEAr51GuZCSX4OUMd9WARki1TxyOme4+ai3iyl5X8wmRfGRPbT1ZknSdb6EWwzJYCWtgA2yBbbADdsMBOAiH4SicgnS4pDEtqAktVsut5deKaAlaOa2yVl2rpdXTGmsttSe0jlp3LUXrpw3WhmtjtInadG2OtkBboi1Hf+pOFacyamX0sI5+Poh6ED2vo/8Xoy5mi1AXYb/o2DvzVHvR++oubw71muq7WWwm6kz0nM5msBdRX2TTUaezaajTsHU6m8qmoE5hk1Ens0mok9hE1InsBdQX2ATUCWw86ng2DnUcG4s6lo1BHcNGo45mo1BHsZGoI9kI1BHsedTn2XDU4dibOhvGhqIOZc+hPseGoA5hz6I+ywajDmbPoD7DBqEOYgNRB6p4ZgNYf9T+rB9qP9YXtS/rg9qH9UbtzVJRU1kv1F4sBTUF41bXs2IM6xp9r4VRd+06UxO1na75txrtOeHKMyic/Q2PW11pdAZF6VrQwitglOZoJbC/22qDsG9XaNu0r7SLeqyeqNfRO+pD9Fn6Kv1T/TBebnMa5YwGRldjuDHPWGPsNL5njOVlFVljloyeXcDWs93suBlt5jerms3NFHOcudjcZO4zTwV4oFCgeqB1oE9gYmBpYEvg80BalIgqFlUz6omoAVFTo5ZHfRh1MOpCdNbohOja0e2jB0fPiF4ZvT36UPSlmLiYMjH1YjrHDI2ZE7M6ZkfMkaAezB1MCjYKdg+OCM4PrgvuCh4NBULxocqhpqGeoTGhhaENoT2hEzzIC/BqvCVP5RP4Er6ZH+BnrLBVxKphtbH6WZOtZdZW6wsrPeyES4RrhduGB4Wno8+jIQzUO3p1pdEZpBeuEOq96kqjM0gjRPUu+jdFEdKrpBeRXkR6+UgqkVQiqT7Sm0hvIr19pA+RPkT6+EhfIn2J9PWRfkT6EennI/2J9CfS30cGEBlAZICPDCQykMhAHxlEZBCRQT7yDJFniDzjI4OJDCYy2EeeJfIskWd9ZAiRIUSG+MhzRJ4j8pyPDCUylMhQHxlGZBiRYT4ynMhwIsN95HkizxN53kdGEBlBZISPjCQykshIHxlFZBSRUT4ymshoIqN9ZAyRMUTG+MhYImOJjPWRcUTGERnnI+OJjCcy3kcmEJlAZIKPvEDkBSIv+MhEIhOJTPSRSUQmEZnkI5OJTCYy2UemEJlCZIqPTCUylchUH5lGZBqRaT4ynch0ItN95EUiLxJ50UdmEJlBZIaPzCQyk8hMH5lFZBaRWT4yh8gcInN8ZC6RuUTm+sg8IvOIzPOR+UTmE5nvI4uILCKyyEcWE1lMZLGPLCGyhMgSH3mZyMtEXvaRpUSWElnqI68QeYXIKz6yjMgyIst85FUirxJ51UeWE1lOZLmPvEbkNSKv+cgKIiuIrPCR14m8TuR1H1lJZCWRlT7yBpE3iLzhI6uIrCKyykfeJPImkTd9ZDWR1URW+8hbRN4i8paPrCGyhsgaH1lLZC2RtT6yjsg6Iut85G0ibxN520fWE1lPZL2PvEPkHSLv+MgGIhuIbPCRjUQ2EtnoI5uIbCKyyUfeJfIukXd9ZDORzUQ2+8h7RN4j8p6PbCGyhcgWH3mfyPtE3veRrUS2EtmameCcDYnS6AzSCFFzYL260ugM0qvkKJGjRI76yDEix4gc85HjRI4TOe4jPxL5kciPPnKCyAkiJ3zkJJGTRE76yCkip4ic8pHTRE4TOe0jZ4icIXLGR84SOUvkrI+kEUkjkuYjNOMK0Ywr5Jtxhc4TOU/kvI9cIHKByAUfySCSQSTDRy4RuUTkko9cJnKZyOXMhIMiSqMzSK8SjYhGRPMRnYhORPcRg4hBxPARRoQRYT5iEjGJmD4SIBIgEvCRKCJRRKJ8JJpINJFoH4khEkMkxkeCRIJEgj4SIhIiEvIRToQT4T5iEbGIWD4SJhImEvYRm4hNxPYRQUQQET4iiUgi0kccIg4Rx0eyEMlCJIuP0Nyf09yf++b+PBuRbESy+UgskVgisT6SnUh2Itl9JI5IHJG4zCRMURWmqAr7oipMURWmqAr7oipMURWmqAr7oipMURWmqAr7ospJUkRpdAbpVVKBSAUiFXykIpGKRCr6SCUilYhU8pHKRCoTqewjVYhUIVKFiHrLyM3dDW+F0rSa04juiR/Fe+I0aExrOo/Tmk47WtMZ7CRhzUPxXnghWBBPv/OsBrWhMbSBzpACg2AETAT17Rdz1xwoR2sQlKM1CcrRGgXlaM2CcrSGQTla06AcrXFQjtY8KEdrIJSbjbnZlKPVEcrRWop6koVNwi1Ad/ocNK01xEIZqAoNoC2kenaqX3+vgW2wCz6Hw3ACLkR+9VOb1qguqZUXdy1AxSibr0a5K1tUL7P5anSLbKlAW7RMWyrSFp22qKdljEiORXJmJBeI5KIyHTmW6oiOsJhILhjJhSI5HslZmerITnWEI8yO5EQkJymnoklAHPa8wV5ic/EqYbAFbK464yOtqkS1Zbmyhb2MM0hgr+NcLYq9hbMvztbirMli63G2Y7ONOK9QT2Kq5wCD4P16Xl2X2EvqusUWeFsyaMsF2qJ8uJk7kPkJpKxev7vf8QQuXwb3ux+Dnn7KSmun+Wk1qCnt/yZ66nY9KaCOEAt5Qb1XrPENjhF1zbk2kVbv5kE+thjPsvy0znQvrTMVuE0WxeE5aEAhtGX4bbHpj29BTnq/XxFojmfkqj+hDX98i69EUbHrtvbKd70Gjl6z8Jyag2NYkMaw0M/6vPVt8NevHy9zD437w3vo1+3LjaVM9GZLGAWrYf1dHkO/3p5fGsdQ8Zp0+0ejzPX+mWNKZjv+l0aG6/XLL53fqHg1+23ljTt4/me2507Vb9xF40nm9t4t9hj/w+NZZn/+r9pv3Nz4ywZcc952vNGM85a/dR9wkxa98IdZpI7kPl2o0+/D3V9YNAP3O1lVYhrpJNKN4Ps2Vd1js5lh3bsv1NgbVFs5+g22enqukfdshvpF6Y2f7dcgxvvNwNVfDCyh+l5BtdkrbBlbzl5jK9kGtom9y4Fj33K8t+JC3eHQlXemd+WNodYGyY4yoO751PMJDW7Ziij2BlvD1vMobuEM0Li97eRwN7STrLij7aS7vD+9nWTFne1P425oJ1lxZ/tz5d3QTrLizvZn4G5oJ1lxZ/tz7d3QTrLizvZn6G5oJ1lxZ/vztbuhnWTFne1Pdje0k6y4fjvV7+CuvLuwBWr4Br+cnOEd4bf+svL37JFEb0PKi/eFCd4acBX1NJ5TWbUFGH6ilOxRn73tOOM8r6unKq6+7SEFJsAmcN+03xLu3DcUHHvY7d81bC32rtu3ISfpD/LY1V+Y/v9q9UC4+maQnnhHPflPbbMmEnx9cXdZdbf5qsRd6asSd6WvSt6Vvip5N/qKnrzX2JS70qrJd6VVU725TlD9b1fBXcFdYAQ/U39xu/r8GbhvsxSioFYa1JPvFbT2VkNa/7HlevmO3CA3yk3yXblZvie3yPflVvmB/FB+JLfBjd57PARsKOC93U69Ycz/xjX15jddfiLXk75DuoF0I+km0ndJN5O+R7qF9H3SraQfkH5I+hHpLdnk1DMLkxYhLUpajLQ4aQnSkqQJpKVIE0nXkK4lXafUHkc6/oY2RX7Dwufgv+08ne+gGZ16O2ICXFnviuXzIIqfBoN/aAX4Gd7c/9l9kyW9ZzCF9lHfuxeB2nwu2Pws/wnLzcZ/32B+vHrzoGnzzzCf5vGxv4XjsSKcjqreBjcxctQy0Eb+BFmvf1T2nbL96v5eyesc/2ZKupaokte1qVzEs/MhC9+t3kqm9qV3f+7kH6Onz2f6NN7bcwNceR+Jyec70nGcLE5WIvOB3p8iP5bb5adONvC/W+xm35eiQSCqPJ2V6s0gAXDfgqd+jxkIdgT3dycarb0GyQ6mnhlyn1BRzwhR7spKbORphshzL+7KaWc8m/PeINJ1lhKtnpPoSzqIdBjpcNLnSUeQjiQdRTqWdB7p4uj0X7lP6Qfha99I63tTnbLiHFlxjqw4R1acIyvOkRXnyIpzZMU5suIcWaF0EukM0nmki6PP/fq9DUuiX9vEaXm1AloxLVFL0qpqNbTaWgOtqdZaa6t11pK1VG2ANkQboY3TJmsztHnaQm2ptkJbra3XNmsfap9qu7R92hfaIe177YSWpl3UdT1aD+OonlOP1wvpJfQyekW9ml5Tr6M30pvrbfT2ele9p95HH6QP1UfpE/Sp+ix9vr5YX6av1NfoG/Qt+jZ9h75bP6Af1A/rR/VTerp+yWBG0BBGrJHbyG8UMRKMckZlo7pRy6hnNDZaGk8YHY3uRorRzxhsDDfGGBON6cYcY4GxxFhurDLWGZuMrcZ2Y6exx/jc+Mo4Yhw3zhgXGLAA48xhcSwvK8CKsUR1z6W8p2clH7o90os0lbQ3aZ9MPdWPtD/pANKBmXrwGdLBpM+SDiF9jnToTffyaNIxmXp8HOl40gmkL5BOzBQPk0mnkE4lnUY6nfTFTDEzk3QW6RzSuZliaT7pokhc6WwJ6cukS0lfIV1G+irpctLXSFeQvk66kvQN0lWkb5KuJn2LdA3pWtJ1pG+Trid9h3QD6UbSTaTvkm4mfY90C+n7pFuVBrsoDR0kPUp6jPQ46Y+kJ0hPkp4iPU16hvQsaRopRUvoPOkF0gzSS6SXlXIg1Uh1UoOUkZqkAdIo0mjSGNIgaYiUk1qkYVKbVJBKUoc0CynFMM9GGkuanTROaZgsCZMlYbIkTJY4SaQVSCuSViKtTFpF6Z2Zuf0fz+VvDgAAAHicY2BmWc60h4GVgYN1FqsxAwOjKoRmXsCQxiTEyMrExMHMzsrKxMzygEHv/wGGimgGBgZOIGYI8XVWAFIK//9wFP1NZGDgKGKa78DA+P//f6Du5aw+IDnGBAAOjxMPAHic7dV7UBVVGADws/eyl6vI4eQjSL3tuVzPJQtByWmYYsoym/4pcXo4jOOrm/bAhkzNsXKw0jJFHiGmaQZGXhTNR4hm4BNFkZTkISpK6l45WCOEqMXH/bYVGWaoySan6Y+mb+bst9/MOXt25/fNHkKIldwcA4liXkngNLNSOuqAwHhClAqzCCQVhJMoEkOGk0SSRN4guWQT2a6oSpDCFIcSrYxQxijjldnKO0qG5YDlkOWEdbZ1rjXZusiaYs0JOKFGq8+ri9Q0tVS9pLbaZtiabNdsRmCyvcBebDccZVo/zaGN0p7SxmoJ2jhtvDZXK9BKtErttNaktWrIe/N+PJQP4BoXPIrH8pH8RT6dp/JVfA3P53t4s9PpFM7FzixnXrgWPjh8ssviYi6nIMIiegkm+oowMVAMEpFiuIgT08Q8MV8sFCkiU+SIDWKr2CmKRIkoF8fESXHRHece4X7MPcntcU91J7qTIpOjHvOmesu833srvSe9Rn7iFQUI2CAUHoA4eBgehcdhNIyB5yABxsNkmAKvwGswHWbBHJgL78L7sAA+hI9gMSyBDMiCFfAZfA45sBbWQT5shE2wF2qgFk5BHdTDObgAEgCMdk97q/8Rf4u/1e9HF87EefgezscPcCGmYCp+jEtxOa7CbMzFPFyPG/Ar3IwFuAOLcA+W4CEsxwqswlqswx9QR4mXsRlbsN1oNwxT+Ibo0N+JEsWuUKW3wpUYZaTyrPKCMkdJVjJN0TLLWetbpuh8UzTV+kXAKXWYmqAuUTPUCrXZRmyzbK22tsB4e7a90F7lIA7UwjSuPanFd4pO1OZphdpBrUY7o7Vo1zjpEnXxCD6MP8RH8al8Jk/n2TyXbzRFidPljHCmdxPlfyIa3yWaLrLF+i7RI6ZorSn6YJfoFPerpuikKOIN9aZ7K0zRam9L/tAOUSv0AQfEmqIjYCQ8YYo+A2NhHEwED7wEiZAEM2A2vA3J3UTTIBM+gZUdol9CXqfoFqjqJuqDS+Bvn9De4o/rEG1Djq/jm12ii0zRdFN0GX6Kq3ENru0S3YqFuBN34T48iGV4FI9jDZ7Cs3geL3aKXr0halwwaoxqo8pYbaw0VhgvGxOMsUaIEWwEGT0Nu2EzAgwLIvoRsA1/wev4MzaZ6y9ho9kZDegzO+S82Sf1eMLcodTcax/uxiT/aP/T/tjG2Ea10dqoSEP6ZbsE2SZ/ldflNXlVXpEtslk2ycvyJ/mjlNInz8tzsl6ekXXytDwpa2W1rJKVMldmyaUyU6bJuTKwARtKGyIa+jcE+Yb4In0uH/c5fP19oT7m6+Gz6KBLvVo/rh/Ty/XDerG+Td+sr9Pz9Bx9pb5Cz9AX6DF6tB6l36GH6FQP0u1nw+qWe0o8+z27PMWeIk/upJlh9ewcq2eV7Cj7jpWzI6yMHWaHWCk7yA6wEraf7WN72R62m+1ixayIfct2sm/YDradFbJtrIB9zbayLWwz28g2sHy2nq1jeWwZy2JLWSbLYOksjaWyJSyFRYVkhyRQL11Lc2gyvZ/G0GF0KI2mUXQIjaT30XvpYHoPjaBuKugg6qLh1Ek51ejd1EEH0gG0P72LhtFQeiftR/vSPpTSYNqL9gwOuvk3/j/+Q2Gz9LyRFPIHW4VYOu8s5NZxc6X1FjMCzKESm3lmE2K/jbe8/ejRmTu+kgT9q3v/RVi8nTn9H3og/Vuzg7uXvwGiodCbAAB4nE1Va1CV1xVde5/v3Is2JaaWiG8UUSK2JIqKdRwBERFfpKPRKAxGMA0anUQd39WImkY0DamGqJhWI9o0ZEpbEV9VidqYJggSqnGEUVBiMUhkOjFpCdzTBXYmvXu+P/f7zj5r77X22vbX6G+ndj59zC70Blw9nwY+jYEU12YXIzywyNWZ7oAMevj87xeBLRiERuTjLNLxqRpMlJ9iDjwJRU+ojMEU6YYesNIVkQjHFKQiBCn4Qn6IYjyFLyUJmyQCM7APAzEdjyMeb2K/THJ3sQnVko0inn5P4jAEUyXZ3cTTSHXHeAcwFm9jrwSjP990lXB3gxmW41c4iatwmIvddj+zpOLnWOqOIQ1VMlfmuT6YjKXYgN04gNNokNekzLNuPkZiAZaJX7pLpMlx7yHWXuty1F1wl9GN3x9g1nsa5SW5rxCHRk/cCzDojhGMpXgXpaiVUBlpJiAYMbwrHetRbCKJMRnbWNtJWSfFJtgVsprRyMRG1MlqKdMB9pptcWvxI9YXQ6S5KMSHOI8mZkuSmWZJYLybDkEQojCRN23Bq/gjO3eOcUEelQEymZk/lBtSb5aaO8z8ezTjG/xbIiVbNuh4zbHD2ze5oxjMCuOYYzJm40V8IIMlTubx7D5dpRt0oyk1tV6kd9/FuvPwIZrf5uB91lWBanxOvpJkmlzVDeaIfdWtI95ovMAqtuAQTuCBWOkij8iPJUxGyGhWtk7KpF77arjOMQtMsd3h1rjXMYBaScdCnlyEzdiKY6jELTShWXrxZDRPjpdUeV3ekAtaaWabNJPvxXn5XpF3zmuzj9lzgapAHbvekedJTGOk43msZa+PM87juhjpLf2YaZykMFOGPC/rJU/ekoNyWErlolyWu3Jf/qOhukN36Sn9m1bqZdPXDDWJ5nem3BvgXfe+8z/X3jdwNnDf/cBFuREuz+1zNa65k4U+VPx4TKC6FuMVVp+Ht/AOe16CS7hC3d3sjAa0kIPvxEc19SSigRIuQ2QYq5stc2SV5MpOKZSPpF4apE2hj+hAxlAdpSmapjl6T9tMVxNu4s1q87b5zLR6a+xwRpE9alt8Df6IoPK2gvYbAQSyA/mBAjeSWvRRed05czFIoOZSyHIWXmYsw0qsYo/WsuP7qJxi/AWn8DHK2ftK1KC2E29H3CUTX6MdAVHyaSWI8RD7k2RmAtUyXxaS24exTnJkm+xmFMhv5QD7WyWfSbXclNvygDVBf6LxOokVpeo8TWdkaKZu0u1awqjQq1qjt7TVdDOPmf5miJlofmFeM7nmT6bE/MNc8QZ78V6yt9i76FWx8mQ72WbYTLvdHrAH7Tn7iW2wzrfT967vuK/R39U/yp/qn+nf5v+D/5S/1u+ChlBP04j+CXz/2ynzvGjNE6fHWfcZXWE+1V1S9H9fwOYSQRYy9Lg5re+szzO3zAeaA3iJna/H0cXK8VeU22ovxDbiovbCV/TDXeY5PaN7NFRGmbHeVq+crrOGOA/qTfVrMb9oIhsZmCU98S/vGdxn/yttLnuapDekSD/SFCr5Ggr1FPZgPxbKaKLLwlG04k05YcKklLrbiMu4h7rv0XrR7Qk63heqK30/I0Mn5Gl3UZ9wTZz6etmKGtNK7T8j0yUah3GbrF+RGOnvBbzeqKLz9UMBVftPHOEMfuIN4gQ9wAkTg7leHTmPbv97INGuMJvlG40nnT06nXtGhxvTg3fTqzp8NBjFVAJdpHOim3BJBrKL1b7r2Is3cNKEIMIc0lfUmY+9MPwGdWYqb/0l/amPxDDTEmSzjjB3J1DIDIsQi1hZIHORyDfJ6OeWEPlhelGcS3N77LM2ChUyVUJwlu4Vyi7m2y6BZn5ZwjmsQbJsx5FAFsq4V0IlQoZTTc12pc2z79sSe8Ze8j2F1ZzaArJ4C19za4RJJnvxJb6l1hM4PcM4P/FEkcwd9qI+a05jgvTCS/TASPp2Answl0wuZ5Yc7OA8HeIOqUCLdJM0nME1Tk4Pznkm7w9inimYRdaX4zDdcbMc4T9Z6Ieh7FOrBEusruB9HT6bT58tI6Za3KFzuE5cw2SsJJK9THzbMcu8YRRS5c/cyaUYw02ZaMrxBQZxuyZwRgt5bj61EYy+GGNvi2JYYLqL1WxzWh7nNgymqmZys4+Tl4niUdbRjhCZgZGBScxWRC9LtYe4faO4GUI0xJttZxH3dW6yCixzc2SvP9F8blq8l/4LJtwkCQAAAHicjVRNb9tGEN2lFFuW5ZiOY8uW0mbZjeTUkup+BVUV1yFEkXAhFIhsBSCNHEh9FHJOPgVIT7oEMdYu0H/Q/oSh2wOVU/5A/0MPPTZALzm7s0tJkXooKhDkm/fecGZ3RzTrT9rmo4Nv9h/Wvq5+9eDLLz7/7NO9Tyrl0u7H93eKhXv8I4Pd/fCDO/nc9lZ2c+P2+q01ffXmSmY5vZRaXLiRTGiUlG3u+AyKPiSL/PCwImMeIBHMED4wpJx5DzBf2di800Tn9/9ymrHTnDqpzvbJfqXMbM7g9wZnET1puYh/bHCPwVuFv1P4J4VXEBsGJjB7a9BgQH1mg/N8IGy/ga8Ll9MWt/rpSpmE6WWEy4ggy89Cmj2gCmhZuxZqJLWCTUGON2zY5g3ZASQKdtCDxy3XbuQNw6uUgVpd3gHC67BaUhZiqTKwYMGiKsNO5WrIBQvLb8RlpJOOX8r0eC946kIi8GSNtRLWbUD2hz+33of48luW+2pWzSeEvXXKZCjEKwa/tNxZ1ZB3z8N3YK5WcHzhYOlL3MTmMcNq2kvPBfoSSzK5ErmqeH19bkvGf8Zgidf5QDzz8WhyAsjRC+MqlzNH13+QnM1E2+UGPMpzL2jcCW8TcfTi122Tbc8rlXKor8UbG95cHYPMyizoTzWFlF2i5tF0Z6nsiH+LAwGsy7ATl+OaqvLWrxLRraINfx7FLOjhiZzCkuULvSZ5mQ83Cjpn4h3BCeBv/5pngjGzUNDfEQnlnExHDfUJhlIJdnfliCxaeKbY44GKH1TKzyPtZ36mM3zg9pHHuLeBV9vD7TcMecAXkUk6GMCw5cYxI538FTH3Sh5ovlTeTJSNJ1IZTpRpus9xkn8jlBCyAani9FrVN9ftQQ3o5n/I/VhvHvNm68RltvDHe9tsz0WxXp1qYwTrlpvIa2Ok5RNKxaF8OjXLwM1AsoDXghrqXrSYwqlUDGUO6P5hfPfShvE/k6Lrv2WWerxPG7cJtdJ8/HAunmsvIxLYcLKoNdsnQqTnNAe/QEI4nDnCF0F0PexwpnMxSuwkdsSZ7U9ONLp+fZEH59LDRQxoDadVI/WQ0/NWaNLz4xN3pBPCztvulUY1y6974T3U3BEjxFSsJllJyoDJgDQpDvqVllL+/MgkZKjUpCJU3I0oUVxqwlHSjbSY0+NCRVXIJBoqyVgxJ+4kcqmYG8bu+2N3ChVdKq8JftSJEuOf/GpYbXd2HtSfzKv8A54quCgAAAADAAgAAgANAAH//wADeJyMvAlgG8W9Pz4zu6tdnbu6b2l1S5Yl2dLKt63N7SQ4MSEXh+IQAgmEEjslHOFIOMNVklIIV1tSSoFeL4GQxKFHXAhHS/NIXylHy9XWpbQPA31NKS2x/JuZlR2H9r3/31H2kGZndr7zPT6f78wuQGA2AGgttwwwgAf5JyAodD3Js8mx4hM67s2uJxmED8ETDPmaI18/yevOONH1JCTfl6wRayJijcxGci0O76ut55b987uz2aMAAAjOmvgjfAwqwAiiT4H5OiMzDO2qUdY36ZHea9p4qye7SDpR7RsDlbHmJlh0OR26WDRZVlogmHvumjlzzj0XKnQ3Z84afItgwcQos59bD1wgCxeoXr1fF9Yl9Bk37/E7ZWfCk9HzArxcCA5Dw5M2LoV3+3Rmm3uYMagJoMaTClCzebwpteBNZ7eign6wG/fal7OJ0XAURUlJyw4zNKt2p2L2Nv7tL+QWP8lu6hurzlqpuqNqPKVESSVRUkmUVLIxCoey+O9MXJAe9I3NWnkIuCdG9uHC7mG8x+XpHl9C9vvxVavd9atw30nvZ12proENciQcQTrRIlmQLh5LxJDOaDKY9CbBxOqcLocL6bwen8fvYXQIMpCFjK4hm8kiXcgaXQOSPN4E7O41MM3hTcQSXANjptQa4HHhoyzER6RFSDYN9b/rwBAcgg7egrDgU/hfWWntgaWiy+3iJHIei/IWaJXcIfxla0srs789+sW7lq/5endjJNtTOnbpZUebZtV+zhqS3rasN+FziG35ordBhx59ae/Ft52+tjp76P5vvnXo/m9+45YfvAnXdt7eLHtiT4x/VHt3zbwmuW0zoHqyHQDmPDyubnDDD4EFfh+WgQC/dSA6wG/kEZxhpt/w8B8gBlzwW0CEfwdO/I0LIdUiCoATeBP+MgwRHGb0qmSx9IsbxT0iI4lQ9HosP0YACOh54EFu+A7wZKVPRhdJx6vVrj5pvNoFKl0VW/vfxk7Av2VhNYsV0eoIwU7ojJRLxR5Ytip5iKWQSqAHXXP7wuMt8RULfLZmuTTfBv/Krf/su9fMaUwk0nO3ocOrChE5Pqr1qYj79FXcpwB4X43fgv4DfY9hUqZ7GGQwGowQcH7bbtdTLuQKIHxXBqMQGIarD9gK7r1u5B6G0SehTSAqYzQrwjATf8rCQRM2n+OqH3ASh7g3bb8UA/BwAAZ8IRHCwxBCb/BpuBLuBERlR6tD0ifVob7j49VRUKmMZWeds1K1C6rLXBFUtwVvvCLemNupDmIx4N81ncUlqK7iQnTvl+j+yYC1QsuOWtvbrbZ2iP9Xre22dnwq/RQLrQqqGTwmtrJCdCZFlCgEnQ5eByNYiq0lpv/E7+DGr12/6oFliZY3d677zuoF59e+BxMXz2iIxl1wP8zvvPD2B8wjw6sfm3/TrYdq+23ZOcTmS1iO38dyNAAzuF/1VMywBCEDWMTrDZxgNgFWMJuNxmF4jioB6MCiNwLIC0YzZMEP4AnAAQOSVJMAOcFkBoIkIOEHjB5XzMPVqqfAVlgksmEWsT4REKsHXotm9aNYT6rVvuNdVEcq0vGuT7pwZ0nHbe3b81n2GumIKIpa1+2wZC05Y9gZRloj1hK6ccvVV9fGas5z4W1wgrnwxL0v147BppeRm+oG9rfszdxpIA8/UGch2dl+CP3I8jr6E/qnmQvqfcZkIBqNxloDy8xrzV80X27dZv6S/8vmXeIu6du+J81Pia9L70sOhPVb7/PZ0jbuCR2atXSlGoGhhowj01SAoaDIJoRcOA+MQlivc7ijiXDcFTdgXZfGn3vuucr4c5Uxq81Ne9NeGO/yq18EcZCX4lK+KcaJohQMBkIhC4QIb8MGizFscAXcYVcmHo7HonqEa3VKjrAzHA/HYrGGeDgfizHcTxA2wRF81dyQxYEvlERxVTDgwHWJ5lAwIIkWBIWmMMgDg15n2SQOw9CTwbNDwzCteuLxmMtpeKfpoya0tQk2ud0+52wD/LV+GA7uyxigYRjuedKySXoaWrCph1RXoF8MhoMoeHkoFBZBGA8odmcZrKmqFIwohcxI5ljm3Qyb8Raafoj1JQIWwVFsGtlFx6tZzfC78PiOjo8eP14df086vmjO+bPfG6piCXV1efuk48c946PYM3RBIiYBj7cFjze7Pe/JVslRFVjbcW3SGJRGAN1OP5aELqFrO93C6plYRXDF1Sy0Yt+K7SNVjjgtUIR27GXd2M0UW8pKiuGdDnrW0tqCfQ4uBH/yxqxIowq/2XXWDRe8eZM3qtSCcrDhUFe6pxbs9FpTPdxpJ2781YwOvz8uJBJMadva2o+PeKJsPO6xuHug2Pn4hjIfj+tk1wbmwEWKkJiMoQeZZ7E1ReBS1fOCD6ZM0LZCsCTNEPDuJK8XjEGVJYK0FL0VVk1mFZGFrC9GvMDCMt3N03YVutvX3q2QvRpPZ5WR2LEYAjE1tjpGDjk19lAMxURb2IZs6jEjNJILcL10j6sm+wMmi2L0RnEd255KlduGyChJx7GzwdCgukiqDm0inidLoivBCl1dY+Q/jZmzYURKoEQ4JIeQzmF32pFOl/QHfAFvgNGJZlsK9zIYgi69LQQ8fDAFrSZLCoYYSwjaDe4QCHDu1LSoiONiNnsdjvTNadgO58P50pUmblC31bRVGvRu0+0w7ZC2eV9Ez4cNW/lB86C41bOD32beJu7wCMQLDJ2JBxrW/V4sisqKzR214LPJ8NlCBjYJa1v+6wvnb3ntl6N/erk0320x9uZzoZTZkUz4mGevff+2F25+GKaf/SnMzuv7/c82VOct8Ea7B2DkO1uDTi22LMQ+8RI8hhmYUg3GpLHd6DBJmkijcSLSP+7zh5UsOW9WyH7bk+EyPQ2GtK9Fie7VlMOlSFm4y7gzi4xes1URgyAEMuGgFJIyOuh0ud0g+nAYm+iHT0Xdz4eD5CAWi4cz+EANxgxFUQ11VUQ10FoR13EMy4OMLhQ0iFVgeBoOABYOHNzJH+Pf5Rl+GD6tGkFGdIdxiGuIRTV9Irt9TYpC936Z7lWHzaWMROFgFIKohHHZrxsWLfNQf0xBE3bJ2GrHxqRREry7iDZks/iT5S0SNl9YbW7CCFEri//wAEMnRTUawKSoRsfrgtBNRoYYHY3zqTzEVvfT6h0z2mbNyJcX8QZz0JdxypA3FdpqfHdWMCSbmMde+fLAnMqsBbNZnStaOXfza23tkt/LxONc+xbE9bsCPi6B7cwJDjMfsrdhaTaA76oz7gs9HhoO/QH8mfkD/2fDf0t/sP/Z8we/8XnwvP818JqfTTsykcZYe6QrtrdR9wLzouFnnleNrFBCpfRCfgYzgxuGBdUfXWgreUv2GZ4ZqrPfOejc6WSdy7N6HHsMTzNOIDHOJxMLzbjoU7DkKwHynZ9xHggvDPJLdnmyGGt+8MHo6DjdQixOsh8b/+CDsdFRzUlh9W1181hOvJtPWSARFp9qJZC8NdXqbikV+agO+6kScVlJxnjbmXesWHHdOdf3D81dsLn3ppU3rGxsvKV609W33nzj9QeHr7v+4EGW2b7iji23bb9+29nXFWPJwnVnb9u8c+4dLdvP2X7W9QdJieuvO4h1emKMO8Dade0YjcuH8PlfDzDQxwEv+zS8C3o1TCO9Bwp9481NTMQZsbPJz36ta7+B2sMvUAW+wczFPMN1CDDIdADooR7cpAOFMVgY+jy3WNbat6ilta+PmdtHdq0tfWBiAkgAcHt1221JcxIAK29+Dd4JvwECqojUNATplCipSEzD9DC6H1SqZZitlgG57pyJvzJvs+/h6+Zq14Fv4XtyqQbkUCv+uIqgegg9ADJYIbPlyXZ4MNXO6/B2eA/wqxaUUbHWZ0RDbxbBzCHcDL0mi5uZaofbMNXO62Af/sG3D+PjMDb4p3pT+Ohp0hJsvolcSNqqzeX2cuun2nqLWYqvMR4gsdLtUuFU3bW5zNvMs1N1vwX/XC+3cmUicbLc6RO/5VbwC3G5NC33K/hDOEz6CkFDMhhUIWyYum/S10U41gxwX8Hle3F5nflXWwHwHMKD/Z8HMwmjEZfPnCIbWr/u06n634D74G7gJ1f8UjXk06QJEZedGoP6fWntrKy3g68DXwL1ln5zMJeiLTWcbIle48fjMMRH8DUZes3bcBDeCbyqCakFWBDnrsejUJzqDRlsBpwxMcq9wG3APKUFzIGNamEwMZgd7Bic+e3EocT+2f9AwlBya8PWzqEZ9ye4VqHQOicigxapBTU9HG55LhYmztP7cCiMD85WPXJ7spGfdaMcN8JnwM9NmE54WgC70DkM56qzACyJqoj9McGkour2KxsxmdnpEb1hL/I2yE2FQmvrnDmRyGIZSnJF3ia/LH8sc02yKg/Ku+W9MicPo2bVLPaEe1CPmvbObVtGjOg4DqnHcUTtkib/YSRUI54SA10SXCvjx3F4xZxUIpRoHLtRhjrVLhpv0x0zE9mu7s5upGtIqpUZFaRLJjqyPSkwM4E33Zn2FKykZqUA0EIqjqjXXQeqsAqJi1U0z6vZoeaOMdmiLpgrE29D+KdGP6k3jpXtGgEl0Ag7nVZ246UX6nheZw5mO5ef17vsqu/XfqgTcm21zfM2zt23fun6/etnre/Um5pmbl+wIeFJFJScO71yEfpFY/GhpVZB4K3n9Mxce9OlO95G8z77+RccEZmN9N29vGf39T+696Mtygzo2+AKBhrGb77TEf7qN574TtJ+G8FMMawrV2K8HgYlDD0vXedcH7jX+YDvUfe3fcNNvByVY+tyTGib3qBkycZBNiWyOc/Cy0EQjZrkoC0aixrSMb2kV/WD+m16Vt8gl8p2uw01lMNhIBgWK7GYUrZ5fGVZTIQxqOkxjeDIiXiv0r2SDh0mrHiwFkmf9M1aeQCD9TzK9/2p6n8i3zd2JsbxBewfMb4fI/8JOyt0jXdlMZ9deMaVT6wS8OAtyJYcIYwx3UjXVGguFAuM7uQZ0vm8fm/AG/SyusZEyZFPwCLZZEN4U3DLZFPC35Vy3oYEyEpd0zMJ111HjzEEKmHSTBFsrFwizDkLy5Gi22VzOiwIj7wREt9dH80Wq5ZiyHVWRMPIiHtWew6t/uvd+58++yuHb+u64SwIc7VfQskWKD525uVL1At6EwnZtR7+eAG8dL2SSsw8vTb88o6/fG3AZ2Inxv+yoNa6NGkQNz0AZ0Puq1saw5pvwNbN/pP69Ya6X1+O/XqDGoByuamM5PLO8t7ySPndMgfKSqQBO5gyLJ908kPELy3G/qVKffwC6sdeG9I8PIjHJIA9fPxzvoW2ydum2nwdt/kYaH4CthOQozcqdG+x071qIqyzvUTahi0n/T7x/JNtU7+vtf361fW201HaduLftU19aEPdhy7HPrRRNUK5c2fnsc53O9lOCu4tkgI6y7THbbBtqseTcU1rd2W9XeJTb8QCJfFwb8NIA44gcdp8aqr5+nWZ2lz2n9xpU+2/hV7H11mIL37lqWLR7VY1X78Yx5wqjTkL6jHHU485rUmT6WTM0WQZmarvbdiF/fRcNQPLaiColFU5puAhe7n8Thm9XJ4oo63lw2VUKG8sI1CWyqjcPDzxwVPrsxC2nfTm+I+QiqmxpTFKu4+3wX24YTeOq3H78MSnT61PTe+kdk9nTLyri/MKvqaxHgf/QnXKAAfbt7Wjbe1QG1ivHw9sOZvFA9t+cmA1nerD/f8Nbfc0rQ7wHVx55iAjLoE7l8AlBB0bTcrwxF8OLlmEYw0Dl0zdBali6j7oWDfWx/oYHuvYQfhQ9+Hul7uZ4Ym3VUN3K7kBsQN2nAJdwNQ9rJy6hzfAdzXswoDl/Y08bvOMU+LzGTWbLs5dPNXeBFpJxwwCdW40Wh8zwNbr/QGwgy4wFyyBd6rn/NH+vv/9GX+3/t3+aYfuVt/N7ff7Hms/6DvU/rr/9Rl/tOqFkqeU8aUL6VJruq0wL91b0PN2HOnsKcwpOgwVwwxuNjdXXqq7qeWulv0tDAwD4kWRHujFYfSAipXDxDSZoIkxibaNmGwWk/Na5M7APDWZUuapoTDeOD1K0zw4j9iezaPMG2ZY1Z0k8TWZzM28NxDo7EvmRLdaaFbcw0xAbXBku+/t5Hv7iwua5JaGmNsxx7XJK/fD/l61YZN5DpxTNIa9sOCF3mFGp1rbFqjYtBf0NjW1xchRbJjh1KiqZJEKVVXfpqYzSpsaSyhi28a2HW1Mf9uxNtR2+RnYseP4u/D0lXu3+c4cGzruG8PeVcKb8erQ9G+r0gc2mnsj/63tGMwfH8tWxrDjJ/8x/6lin1H/GcPeUqlQLVhLBVChRwQFV4cwwK9WoRNjeOJ/SydhMfbLMe2ExGjyeyvlsdqvrfX/kwSA4H+JmUYF0JpvWFiDM1TomNU2Yxksw8595/zzWl1HC2rs2Xzdnu+d98nHz/7hm9e/VfvbV6sLZ/beNHPBM+vOvPprNzx2A/eDQPvFPs5YiSZmr5zzdC18yfJLH9jLoM7MEhS/+ozbHj93xfq0Ovi1c5aP3vd0z/V7Jy57CAY++0tTuaW/d05LmuoxNkudg+LSXN0eX5jEpfPnWIvY/OafgksxymXbaPm+uu2N4vI+1QxBEX/yKQFfcgr4Q1obGAN0ggq0qUavJxBSJI8/pJiHJ97fF44rHN6rYXwQkrNyXu6Uy8EumPZZEOK702IunKvkmBxxCzLWjVyu7LIb+KBDQLFkqSWoJspCQnSEHXscjGMYvaEWxeaebE9I7/c7nbGor1kMQfwZCMHQNTPAjNUzkDqjf8buGXtnsArAmGK3ntGTy7yW5u58T6ceIaEcZUAnxJ/+Tth5jUrSwZu6jncVC3Wdksa7RjGk0BLFm0aPd2FdWbhk5V7V55/2M0YUvnGM/ipdZEv0bNMYLthFTqXRsdExQrXxnx3Hey3a49vV8ZFpxyQvempGPXLqOcRf/HnfPti9NIeeyy3rgvAtfNyIjjTi4yf3SXN6Gse7GlXVXotY53TnxjtzqmqDc+E77Lylc+cmEr2zte3SE98YaM0lEg2dq+AjtXMmj5mB2tfgeYQn0nHHY5iDB9QeVnAIcaFVeIF7jXuP4w2CR0gLr7HsPO4TFqHkMBRT4RRKpRp1kjHuiPvj8bhssVqsoUhYNviG4YAqfcROsEhim1jEErumSTN7S5fCsp4LdHw23Aj2SIclJA2j36gLHAg5LDHV2GAQHVByyI6X8VCr3WWHOmee4lBn4YP2DnxQbsGbpma8yebwJpXGm2gcb7APc6iSVXEMwx+oUiFc2FtAhcIg3qg95QJNxHUodI+roHtcC9035rU9rovucU10j11faBj9WpUB62+I61M7Gvc0okbVICqNciz9cRwW4iPxY3EmTgq3dih0j90j2e8PxpX4orz0CcF9Q10nurLVrpOa1TVaz73g32gq7+TpNB0b932AdUkardJJsFIhm900NFYhilZXri4Ca6tY17CWVYcwi8Do0dpCZxasWraUJm4ISZh2TlUxVY7AZ6FU+3j77RdsCUVn1ZItqWRx2cJoZy1ZSZ5/PorMhNewDy6tvX/3lut21r5yfocQjwvda+A3rl90dc24thOf6trXM1cv7aeZ0zoWQR/q/oT9Rp76jVdBG9yh+ZlczOjDTiM53c9MvIrLV7mzcPlXKHZ79RkAQqoVyqHVocEQA0IOI8QXuf8FQ9F2tk+18xpox/jCo5ogiEVJO2IMxqaTYNzWb0hbFKNqbb32AgB9uK2djmMOdMzxrgMBh+RADoo8JYXuHS5tH4zSvWrKZBXgsJsAvinHSbRBh21TeZoMKLbN1/MQ7RjbYlwI30l9lEIgFaGCiE8JYki7vw/xdQspjtXu73V8f+knoIdGY5fioe3LUQV4bLR957T2yxquRB9SXKm1+xbYUccenbLffxIvNuByMYpRFtF23rJqqLItaDbTUqSuid/qvsSdJk3WVcD3CkByPywUYdEwDF9Ubb3Y3xvgasOg4V0DY1j4x94sJQN4hLQ2mNe5iyWtDd68GGLpg3bVyqCNvXBP7+HeY72M2At73cMoqDrxtUB2b3XvcDPALbmRe/G9tLpqGddX3VSm9+Sa+C1znMakQj2GteOYRDCl1AQXN21rQk1URHqLApoakwYsoqZTMCVAEy/gvu/ivgJ0IAn+qBpBGt5mGUm/m2bSdNStimF44uMDLo/Sy0DmRxhC6RgyccJh/JSKxAOJcFJn+7PvXpPIMLh6+OHjD3F7OCRxL3PvcIzK9XOII/fgt4gKpxZKeDN7Lt5Uyhw3mNyW3Jtkkj+CHwIZ4AqAAzfpjWDFYvgDaiAr/Fkv09kZwjtkLBBJPiy/K7PyIfQqSJEYNAWBRn217Jj0QZU4BOISqpeNVb3tBeCpjJG8BCa4J0jYqdIhgfZYio/ZodVB05UUo5D0OwEpJOHAWFvpZMrzx5Z89NGSY9DUuOvyKy/vziyBqL1Nr+Ngupf7Su2WF1+EV9QcJ9pu333JmvnZmWcbJacwp89ZnQGtaKbS0com8BjlMf7tpzrYVMe/yboO9i6SjCd1cHbNRub3bEmg18rBVZO6OiPsm8TJ+Cocj25jHgON8BzVs9y0y4TmWuAFxsuMXzV/1XKv5zHjQSMfxUOmpngEeRVLjud326Hd7kEQzvWZHD6fySyajTmxW0TdIhSHmXZ1jsfr8Hi8JmSGPq9HFBx6gENX2h+PxWW9riEV5tM6u+zQ4pjJpPMETC5PxnumR3eH6VbPg6Zvew55OGyOH+/DeNlEWrdjjcE1mVmrz4TgRgEKgrUeEcj+YGOzYrXmMyEyvD6jWQnFfGk5FlOhr0FP54PUWH8MxeqXkP1+HERii3IkeAxV68M+3uWTTnThYEGASDaLMSuFsu52ot2ARgWpDkNwbMAf8tt2Sx7/KlwjHdnO5j10jg5aS55CtVjIEhVpw5h3E7S2khm2yVk3LeN/6pybNuNGCsDn3lh7MXxEPWvbBW/e0K3Ugt0Nh7qis2vBC6Kz4e9nR9Fbtb/+ak252xCPsy3XrK39eKSLSyRg0kkn3NZ2CImE/ny04DwSP/Rtmj5gLeHMvB/rTTPVhzvAZuzPgwdhRjValYxveOKRp7BHIDzzZNZXw7Wom17Xr103MYyvc6p6iH00ucB2CD04Sf5JOzUbZ6b62VzXu2fqeldsQ/CkfmZrNhSn5fqpj5wIaaWCMWO9FNLumeY6u8GTqnON96rOr3Y+3vUPxEXloC8aLcrBhmH0ihqIxuRgJhrr6uxgSp1d7R7QLXUPdm/r3t3NdQ/DQ6q7ra097WvIIK/gEyYznVqacz+EAJQwf3PsL3b/l+dr3mG0R7UVxVK4hEo9sai3R61AmvyqSsdp8uv48THpk1GStRwDNFNZITPaXSQ3RufmibaQJRz/a77RzhDQ2apNsk6BVDIbRBGFqxOS1QrMQyTPKOhMwWznirW9y7Z879nSZ6flOuM+i9FF0lS/7MTHotET864eunjnhQUtwyjpp2UYa6/V4gmnJeq5gLmapKu04xO717db9Kc9spvIGJNW5ltUxmlwo+r4B4J0+i1Np9/Suli8PvHmjdcn3uLxcJpMvNliUynjNAgFDfWscRjLsyReNZkkjm+N7SCTsRI2vqsykzNoZD3DJ8c1CXZp+V4y/1n9v6QGrZ+bm0Z9VEDctETs0/lZNb4n5MjP/DfCQPM+u+y8VjYeR1H3ecyLazR/qunYlL4CCxyYeAUomIeRHLzvn0TFG+Ewqqiu3tROsDOBVoPVCdQP+hNIBWoCAZLJOYmbsL0wWRrX++v1LZn4PXCrRgh9cLA3haEWh2t7ojd1MpcTnPgtdy+1sZJmY/AGbGMEpW1N7Ei8k2BAIhHAyAHGpvHBOods5bbg65bUbfoYrjCK2yqo2AeGcQecwxOD1K5zJwEexTJBbKf30n6X6nZ6vG6necU6zU7n4jjSSnNkS+rl1Hq5tp6A42Q5rQ+Rqfrehl+Fd2q4tH7z6X/hv60097SknvP6E66o4QC+dcxqCzRM2xwKoOQCbCfJs+K0LtA67sN8eCm3Act6P61jCQriOpaoMSj3vNuDQM9gz86evT0jPR/36Pp7tuGTkZ5jPZzUA3uwwcuqGyMsSWwSVXFQ3CZykiiLW0VGnD08Mf7EFNiisBOCRty/Z7CdKODvai7Ntgh3sEwrc3bwC0GmH66Bl8HN/A38KPwb5MNyo5zMyaVQ4BnwXwAFNMhkVEAAMcVgCYnki/kGoyJiL2pSnKJTr4+ngmpSMJlE227bXtuIjbXZwt4+vaqDupUtpWS0ESSkxO7E3sRIglMTUEr0J1YndpKzRH2FVoJQb0kJ9+hxKMef/kbYeE2Z8uqp4DZKgAz2YtIn0xnQmBXzG5KjwSSb5GmyhSymQqVStlooSaMSpdeU+NiwIdqcEpiyyiCkWRhKfph/XbFGHBtq/vqfbnn34doffnbetXNae2Y1JEIbvzBy/0kOLeEjxLH90L+ntu83tdHahVcvblm0vCdfmXs7uuzd4dp/jDdOseiryVF9/QHGv68xz4IivGXfr6xQ0Wbysbq/q6b0ZqVfgR5n2rnOx3C+V33v+T7xsdFoQzIgwrghrmP5sM4AMH/ed8wKMX7Yr9o9ZeuVYvMFdt4Yt4RVURcOJ8k49Xr9SjLpwYQ5B6WcnHs5x+QwYc4RwpzDhDlHCHOOEOYcIcw5QphzhDDnCGHOEcKcI4Q5RwmzElb2KqigDCpIwYRZqRNmpU6YlTphVuqEWakTZqVOmJU6YaYk34MHnY1JsMGgF3Wxjw2wYBgxHMNEoY5xDHWibKgTZcOiUp0on5hGkkez/39IMuHFVEPGRjH4PZ6lDBlrBiHMNKe3KZsFQ/AUPkygzCRN/ldYXNca+GK8rZaqJCOz4TXX71o6VMzvvnzL1q4GgozjjlTTmegnmAd38YkE5sFIItDmynuWbjs4/vht3/zCuQuzM1aabHbDnNbNTMf1i6gf6sd2+jHlrUp9ruVFjbciEI0YGRWJURg9lbdq65EIbwWGOtet56ARSMSN7KkzHJNtUP6p1OdWXsD8k5ZPyqSNaY66PFk/4Z31+l8/WX8mRutP/pv6fVP1vwlfgrtBTrUzqBDZGEFNkY8iSIrIERQBwxOe/b1ZxCB52tTCkMbntHa3TLX7Jm03ouoZ9FF8Io7i+OqgdnVsGv8vT+LFN2hMaq3HpJuwHPP7EIKFyZa0NX/DE0efamqy29WsXzUsbh5oRs32Gb1Yg84kfaHrhOg9GCnOu+MSABKqC+bUADENs1WZyMGck0LJ7CkOvo5bcZx6g8ap1jrfCdTnaDpUGD0ZfxbWbGQ90lQ7E3O1KNXSFXVNcm6tT5Gput6Gd+EYlSV9Uj7fp189lVfiDbhPB9Vm2GwvrqcdqrdF+/SVelskdm3HP4RVGwQ54iSacmwOWEjIajolrUKuvWjiXTZC5dpWj9mvYrmmVA/sJjG7G0c9vHG6lO5mmcik89TZuPoaiFH0Co37yzSZxsmo2uFAy8YW1KLqbUpLliUXKycTGEOntL9wqv1fgd9jjk9yJ2J3uBtlu7ubm3Gw7jll2YG2vgG3+ZWpNn/VTpCGAxbaKm2oTbV7FdCm0GmmtmlzRHX7ql3LmegYttM2fzOFIYpJj/7kGCZr16Jd7Dgut5y28Zs6J/D7OW5yDBfgMTTRMWyvj+EyPIYkb67GIWaZXpI3T52aN09M/JW1UYzbDB5SRYxxY/Ep8No8DA/g2w80Nvpzwz6vLrYpcn7SWEezDoJmd4h7xMPiR+KEyIlf9fn8w9CiysH4gdivg95AwKOtAW3I5nNXNjYWcJve4qJlk5PlJNrSdZ446I7R0Fut416ytHOc/nCcAmCoLWH+3+FvPYeNmYNbW0FGsoyYKKAfTCcK85Zv+V7t9LffFpPSjI7Q6QfOvMpq2HLtE/8OEMNPa985b/zw6YXgea6R87qju+A/YmceuVKLr1TO3GkgAZ44BFI4lHh8SorEnTasoHJKTfWnRlJsEz5ATpR2QWgMG8xv2e1s2og8ckIOB+VgWHC5PLYTlqA6aIbmYdig2kJRh6cnoYcwwZ3QB7fSRbUNqiUcZWSMaXYmGClBnO1/gCQGKVWS/h8btbWfOl/go1+BeggizIvmaGmKFg5h1wEj5Yg1FrVAnqyGjuVRFlpJ1vYUhIL42i9gYc2aTWdYkuwz8XD/hQPnw1LtqDRzZm68IzdjpoQeXoqElrvOhBtrX946WBz/dGlt2bkzmhKJXOfZVEZYr9A97DimS19XpR3uHR4UIKkl7YggEeeMWYrbY4VHLIhkThBycuYb9FjhnjToyIp21YpN3r3Jeb7P6D6gepbJookol9FgsTWE9Ii7kqUJDXMwqhRCI6FjISa0KCyR1cPHpye6iVr5qEplK6PjmIUWslgYVKFAdghmh8jMSDmGqRNdIe6kmuSqK1Ielh/asmXL8Wsib+O/WEJtCy05sPJqH7Kc8fvY4x9iFfn9GbW/nT0T68jqNbuonTZNvMs9QnPQHVoOGn59Mgfd1RyPYwPsOiX+VSZG2Waag15Rz1n/Xot/EDQlRfAva7C0+rdP1f8avH4y91yk9YtFWPxcDKdt0NzzinoM/wNZm0bm05L4k6DNJKe548l2aBzvqMfxO3Ecl7EfP9zycgv6qAWHjyban9JJhzI0rT2aS15Rj+nkoYvGp+C2BthAoJfBrDRQ6O/0K6AhTttPTUso132jdg8zp+7h1/AR+C3cVyPCDKuYCWNwoC0FKZOuTm/7a1Nt/5rKk6wbw8g/6QypEKFpEi2fbMc31c6b8FqMKaKqHcGBwsYC2oHJoimEgwZCTdM7e3L8tky19yZtj6z7ixH93E+vmrYAhcq2Npd7hPr8jvoajEzd589RiEgnfX6lNpdtZh6bqvtkuZ4YnMZDbRO/5T+kcatLi1voOzhuUY7cuqf1cCsDWksSkXHrqRzZOjHKPUnj1pn1nPaXgBa5xKJaREU1JCugmNen1OkEU7vWRtdJkjZ76tfuqcdKqbSthECp4OJPVQ5tfKyYm4zRNs+ux1iCu0KqBAfLsFCGoNzMOfGF5ZPqSNdjRHB7RYoNKnXMtQHrfXkfhNB1Kj7ZD9wuk4kgLtNiz4AHiZ6wB3mMmOw/QZAXQSq4PifGKRfTcTunjjWux/dRIfVNTa1M1ud0sCypz7HROeFEH5HNDuduJwJO6MR84y9avdWhSQxE71X3m6l7fQNeDG8Awf0QIxkPGK5tOYC1QvRD//QVH1P3tHLqnt4AD+IKm1UZugj+kV3wmGvChQqurS600fWQC7mYSwiU8U6TFaYbZeJ/eVyXAcd1Gdyu6oexd4jr4xydRZqD+bbDEUxaIKMLc4bFbuhWnV7F7cb6ssP6kHW3lbFao0xMBQ16Lgb0u/V79e/qWQnvRvQf69lj+AzpSWJZb1H0qlrWF+gE1AeTXJrOGg5twryI5oXpzCGlyrCawK5Ve6LCqkxb8V1WSAY4FnW64WPFFeOvLSu1/+TOL25b0lLu5NjibPTDVR3xePsA0zR4z5YV3cXulpjgcRsKGx4n8RiBLLZBP13/1whePwSCE++ra60OZT26AiEdA9mgI4iEwRC8LHJzBG1ugGZX2uj1BuxhB4j7ojeqICAFkJ4J8IKEPZNgyCRVndHj8cqqAeRVIe7yNhj1dlUvKqK9YEdWxmyPqRajkSZiBKMyYoTA+LER8XuM0FiorqoOZaE04vP0nRgZWFXNwmls0SP1jRWL7T7p7cnZFBqufWNHilngqeDiPlKALhsZGR8hMqviCkkWzUGyoLFoCgduErIwDiI0kvzDMIg8D0hnWbWVe6y/pXPjuut3XPxgdONGs3shvBHOrv3wsjteXdtUe/2h5Yt1rqsuznjgP++88uZ5My84n12zlJnjyTCJJ5bWtryx/i547rm11VtjN+4k65EZImTuGSzfNMaIFfDKIRCZ+FjtkuzKzXAXRA/6IZKvl++SGV0ECrr4rvijcYZNOVJodmpp6sbU3anjKQ6kpJScYszdwW5kYQtkLcYZLq8iZOH72U+zKJHPq21tnDOwzZzLB1BXXhc0yJyQD7cX2lF7DxfF8dBg8AIpI2dQ5u09scMxFJOKMnZSfeTpogpgBDDD5i0cld5eVR2rvoL/E9wzNDpefQ5URscwFhrxSUfxV76x9uYmMkIDRKxDVLiadDOwXKQJVKyIjsnFNgRkkhWSbvwFh7cQy5234nJ2MgBJntFRgXPPXLWr9s744i+HzDvnSd2NxZB/6DT0vX0rd8xvqx0eWTxY23TrzLvGTovn042n990PYXv5iQVxeNkD512ZqPg3MoMPdxhK5mxLKl7qu8AVu3jJqtdOz6lnw798vycEx/+8pWP86Dnz+8MhWPMr7bfP1vxMFI+LgOOIDn1K7eCBuh14MDJ95hBwYSGfie3gCnQLwq4COlxxF9rphrt8j/rQPTEoYhBo2WabawRBux9bgVNyYitwTlpBNKkzknSPOWxGAmM227zYHFKqYAzZsDn8n8p/qsKPj9g+p/BEzclTxZ9Xet/PV1U1lf+8xkecMZI0s/6fqo5eSrj7hw79r2rOrTs+OKfW9TkNR5NyxDEtAm5UV8gei1VxEfqtd8E/uaDeCf/khEkbvM/2uA1Jaa+XNZuMGSN8wwh58rEgXTBUNsisbId2rI8VgAQQk0Rf2Id8PUaTLtpPZfPJCOY7I5qGgsIYVsoS1r4hW3s7WSSGtRIShRzK0p7H6un8VJk8uyhDqm6xyV5zwp/O/8l45rJY43Pwl237ULq2M9t0xsyrHIHFm3va4SXvDWQSyBe5BN3+jVboHb+v9sVVi8/2OmrrViRLS+bjPhvquuLEvce6Yse6Up2uK/a4He10wF3uR93oHhniDmeNcIPxKuNLxt8YWQbgfnNGC/BJnhtV26TKhInjxNgVxLGaSL4GvWgKm3B1JqP6f+qLzyMdxVpQ15DPK8xJ96ipSQkXHaBi+/e6QiX2fyrKTviFtv9VS5j7bm2F4vj45x0hBIMTv+UuwzE1Dk5TCxci+EYUro9BHXnI9yIueA9mumHcVetFrF5yyTg694Gk2RAMiEYoGAurqkfGitLbY2QxTelIpVQdK9Z1HToQq63rwzdfomuvychL9Jtyi+Z9uMteqj32zI6HzvHON6dS6Y2XPbb1lebKj8/92t9efQOWj31z3+qz0eHnao+N9MTXwFcfv+CSL19+7yH4wN2n/WPz7/pXfOdhcv+nT/xW94zuIVAGW9T5zRJvUdgEBBlo4fRFpCKVzygIG7r1oizjDWVCKOS7yBeG4YgesE3moAmEIR9uFV1hF3YTrj5Mb1XBpKQKdPz6xvCoSK+uqr46dvTVo0DrHwn9lSzAP791FPeVeFw8UrEodqo03Ftj9GEvMrsnaYPU6tRFotqD7rZ4qciWimWJjKTumaHzpNKlJzt+3oN3Xjpw0Ru1l3DXB845Clf+5A6sA6m/LeqscB/esMFcMDT+tpavy6G27u6+Oe1XUUk8cvAIPPvwahUubVawTBZhO/gZWwNF8MP9eUFvVryEnJbMkpIXvEFlff6K/C155rUEFPAHx7eF8tnyg/J3ZWwCfmgGHsmDHDpDsqDSaRnVkFEKjMoQUTK8xZZM8cHA+sAVgVsCTMDXGzYCIIFtYCdgecA1WsLmQFChAnUVtUn4AnYN0tvFY0SIq4iqFKvWEnaUmhSP0m3fmCZLYgVa9CIeQ/cvYiXZZPcklaWvDiD5ErLsghoH+7Nuhco0Om9pdVW50L3o7lXrwtcfP/zFCy/f9vOuO8ypbZv7uirswq7TBs3Nhsbf115boS5cufiKx2/+/iWev919y5GX7/p6ofP2R4oEn9efwbDpzO/RWIT/dEXsX2IYM2xWF61rgisTGIDBW4L3BdEFCKalsurZFkZmOV8WgrwgZsI4svfw0W1m2G+G5CUP5gCIS3EU7zsMXgbvAEYEUMUjVnIGSJjHjnKsSpafVYdGqVGNjVZ8R33jRyadApR4HUfcaOl/ieqynb5EgbdOPv+pK37r9to/KteNfyN3UVg/LY5fBT94olq79x+9j0FdW/GxlVegh2u/f2JX0ZSY47iI2fzNabG79tNvvg7f3BCGn72t6htDmx7EspiJZZOm+DQHDqjXXsbezCKBg59yUC/gzz8EdJlws4A2izeJaDC+jS7qezfOzYkvi58fZy5L35xGkbTBAOzGtE92BZ3ILzeUw0Eg2IJ2O28ga3WQXu7xY1++w/+Rf8LPLPa/40f+gpiEBibZx6u8asLglQ/ziC9Up9nrK9Wh4zgoraqOkAikCXFsdOyIFo/qzhVLupqBmlVKkZJVm4+nQTlK5+Wxf0pYteeA6tEpPZ55aNXW/lkove/TwZb+Us6eZO+6IpFujG8e/9vlLUsubq9cujjgCCTOX/ZFeBmSJM98dR0cTMjRzSdWfyHiR/8J75c8D266fOGSUpLq02Jsp3OwDP0Yhf6HmuckHKwMOp+uQccYDX5D1sDw62UYtISTJp6upDMyDmmuE7gf9ocBeZ7LBAModSNrxKhfpTzIyhswD7IIFkjxf6AB0GdmRTccxJSoIRyDMVUUBoSNwjsCWxHgMQEKRNvGqNg+GKsWiwRi1qVJTLV47G9EfiSUkTMiQOLxElxZUzqJGKDbShxerBypy00zVOr+2Dm1zVuu37d+6bNnr7v6ogND/e4EekknVWubF2xYkvKc606vbO67++7d1/8Iqjd0b4aH5wwe/+znF7l7+LvhB3de1/9Q7djpdiyrpZhjv8U8i+NUE7hfXfdC42uN6L0G+Gga3h/7dgzpYq4Yek+GetkroxVwHUQ5hDwZW7+4WkSiTS9mkhE+h7Kc2RxyAA4Hei6UUI+BdwESyZszxGw4i7IqCMGREGwK9Yd2ho6F2FABc0DivIaGCMRbVSVgmyx3J4tHjx6t0pXvpbpS0WXuEkdANV83yLprSiVT9RedABrBaboXiwpHROat2tm7Lq/O/+IV1e3ndz+1aPvS6EXf69jQ1QFNL45cfWXtTVNow+M7hhIeOF77/rrLV629sJQO51dXf3zhzBZXbn5q7uZNd/wU+m+87sj3uu6vfe/4cNMXemmuErNtLod1qxmuOAQsE5/uw9TGQlZYuX2Kcxif1/dqGP/gEIIx5Vx2iL2OZRiZhSLcCLfCHZCVOJsWAuwKsEk2xDM2T96oWlWrXbGSRburrVC0Qt5qNEIxEo4UIoyZiWzLyvGgNx9FzUFdXm2UISKVRLC5SggyaBsUUGhJaE3od6H/CXESG/LKdimI6ySl0hhOqdZ+62rC2JEXGCQD0ht6GuMgKjY+1IgsTGNJDkbUCClsM4pKhAkiFUp2pwLDCKJCtVTX3ufre+lVrLsnPcKkqyCKPkDCke/oQBUDMalv1EfW+o2N+oiy45JHCI7TotP4EUJ66+F+oEpnTDOQKdkimiMmjqIOdDrhdGcytc6H/MDlPru4O3Ee3HT6Gpd+VaFtsSmZFJsq2/133N/+hXLWm2Q35makAnrOGLowB/fUvtruGYLXunz3fRE9v2v+uShti/arW+GXEwFH1L7qxI1rfXOoHyHzh7sxhvNj3LtBndfqgklT0peRW3zt8gUY3d3K3Rq+XTbYvTab15AOBLyRMqO3lL2Mwxq06Q2aq+gDK+OFONRmN/r0l8SkT8aqVbIpSq+Oj9Dl0sSFktXTI9obSKAEInIqaVVaI3XMQ0SAkV5JBjBCzF/mdteurf2s9sKT32eY9/lFa3/x0G9C8bivJ/j3K2ESXl17cPza6IyfwuXo8dqLtaHnRuBsV/zPO37wzEPwqeXLaxfVDtb++4uvE32eN/FbrI0bMKbZo25akYezM0sz6MIofD8I/xiEguSR0LD4oog+1cMLdVfqbtUxjyP4muOPDjTPtQJjEZshkU4mbazfE07bmCJoSrP6ZDLi8/iDW33QVwSKgSgwivTttUCL2BhuxICwsU9QBRVjSmEaICQ8HIuk+Gp1/DkrzXSMlTDPO3aUnIxhf4AhcLVajzP4L0FAvExcZSI5iVhoSCnVMY1VihQxRqSKogUbVlr2hYEHa9+/phve+qka/NJV391yY8neaEw08q2zt/0MQnfs8vIZzfm5C7bef/ujmxpTPzj7ApiZMWPnzO5vDixRHL21gdtXXlz7e+0YXMlIvkUL1l7Xv2wX8QtkvS77KPEL4HW1wSRg47eRzS4TzOCPDWJJuRDfzUAzAyWzLWjL2Zg4ayHWtg5bG7BIlr2WEQvLMxZ92qFSJyBa91gPW1+2srx1wAEdA9h7IFgIpmUh3YTkEAwl3KLFGhyUdkt7pY8lVpKcMAhKetEZdiJnT1M05SfxXpYZ+VgKpgrVt4eOSqOEVr5KVK5KtO/oz6s0ilcL1eexKWpW+bxmlYACxyGI/w8Rphmj3hYza4q+sZhRJIaFXMdIRYyX6Epdq6IVK0fYRzPmUuvlXQ9fm/ru/JQpFgvXPk3VbjxXXdyZXcK0tzGGhkhHjr2CeWHrrPlBcfyXl1UuGV8Bu8ZX1tbFc2dlZ55lSOrnLOJ2LrEqXnuC6Ct5Tu5jzEtmgJfUoVsc8FY3LBc3F+8p/qr4hyKntFzacmPLKy2jLdytLZAhU7GFbobX5WWSkMuH84U8E+ZS8WAi0dqk75kiMrayuZXxlZswe+nC7GUQS+ucvBjfihFlFASlINbZYE9ezVPnSPD+rIKrQlmbAnllpkbTpbpnHMdie68qvVc9ptGbscqRsUlmQ3S5j+TqaLKPklOKPz9HdPIwJjOTROekPOvKbGWpe8BeYhrp+VgjPY1XdP7w9NrRMxueXXfHwEbOkIk1x9BXKt4Gh772z9ortUO/fgf+B+y/A6b55CenEqDhNU3dtR/d/43ashvmZKBvpj3pticSmKBmHfNr720+fAQ2wyJ89FyNDmH/KNXmcE9inU+CJgyavOFUIYUc/rgf0dfCkWeZZD2j51xEavlIXAEuyYX8jCsQV/HZxjiMh4IBnSXE6QJZVsxIllBDlpUygYxEX/6zXW9QMjldwKHTBUJZNpu2hBwWS8iSzeikQIgVHAWD6I4DxhFUE04kSPAK6XXpU4l5UYLzJJiQoE6CHl1ahwS8Gda9rntf96lOd7Nul+55HXOQfY1FOrYF42tGINWxwEFqZk3vCh8LSBTCAh50QQAOE33QizcqwCSZjpkYYBo0oX682WYaMb1r4kwmByg6CtLzZP3X0KYseQ+Th6StqjY3XfRMc4ebsAnhLaiM+PrG3MXKUau7fTsnZbdfc2S7R8qSvYj/sG2RlwuVToZFfB0kww7tGABFsJZUIExq+VzCUtx62ELnucsRqBSgtiqIe3Jhe3JF7cX7M7WXXrKsrC1MJEur0G2uHT0wAk1zK9l58Efjm0S1zbJ4LpcyzWo8PL6stves1X/9YTr2JvPRyhXLjYnEzPCO8XVo8QOtFa818Y/vRaI7d8ZD2rNXE6PcGB73LvDrQyAz8bq6SW9SkqgFoQU62JKZm0GheDQcA9aEeEGKb4l3hDt1zUnWaAvGPS5v2GOo5GCuQRBsizsGOjZ2MB2xcoNGdfeCEXAM6AoAiuAwQDzoSbjqbxxqCKpR4JW8eFS8sWCQLuWKKWSvunmTQq1UCjYFUX9wZ3B38FiQDdLhyEJskp9gQY74pPHqezSlNjQ0/h5BIoQLjo9Io0UShEcrNK+ovT1FyxJRtKmZXz05dHLlLB0Ckjoi6d7JvNHk99zY8jW/+925yyAfdgZOXyw6OmrJTq/VYJsPr/nSTf03uB0W/4oVAZF+AefsOWNg1ZI9MLNCnOmRrq4Zz/NFhcmXPZ3lyeoT47+/+5yFMx+uTVxWPHd16VL4GP2WjEV2YhRdgsfCBbYcAmjiYzWBNVUnmayKPm4OWwBwsEZglszIHCMGiaUnNuhVff1RHbJXg0aLIunhiJ7M1jC0FK/Xu13hY7h+j/RqVcPoVJaTwfo9LLm3jmjSyn5OVhpdweJAl3TMvPLLhZDoWghv4czF2RZo37pk1Tkd9zBXLfenuMRnHyzzLbyH4mr6LBLuRwqcqZbCQjogGitGJBiNwG+SHS570IFQKsjLMhBcoVQ0IMphGck9dj2KGnk+kyaOdeS9YhFHN7wFldHi+Ig2tvTm6fxIBtb5PX2hwZRTpaRKWxbipkATfTjembswZDx8WAtQ6LnchWHjyAirb4y25RJzfGvpiwu0oJSY4z2/dseC2szTbSWvg/YlD4CunxsAs+AateSaAdsrMFeBCg/NLAn/4wxsbTJDaGOhrqenwvM6oalQSAvdDkHo7sG2rq10NSi6XKXHUan0CCTNtM/lVZBgE64XnhHYpu6egsDrKoKtvSXYimKNfkbvlkU0i7EFoVXIpNpTKNUUHgyjcHhb987uvd3Hulm2e233pd2PdB/p5mZ3L8UnT3Uf7+bK3bCpu/15Hnr5DH8h/23+T/w/eN23+Td49CEP3+Hh+gp8vfJ+BfVVYLbSWUGfVSBXgTdVvlXBcQVWdHwPK8xqnzUHiPgGeDFaoL5T6LFG3QUCNt5bVZWeO0IcIU0PDFFCNzRkbSfnQ9hntg9hr4h9IjbDo0exEWLPWM1u57CmUbe4ncX+8RrpiCQcEY5orpFwQ1qN9qZC4gChZp50yrBuiRQPniSN9eiquctUPZjqIblG1z/ec9E5tZ8WGUMutmB8KRn8o39eOXNlNtnSEEkaSjPh3y/MulYg6/IF+utqX4RvnT9f6UromxsuhdsbaneeYVU8RBN8a5nQ/kdC6UVKOODypk05U/788XF477JS0mVkEgldM7e+9sz4d6/NySffHbgBVOB9h0Artt3joke5vAMKbqi/0HWl61YXoy96i8jEFPMigqIO6To6Oom+tLfn8rm5QjvWmPYO3I9VnR2Ozs6OPAlT+fYOPid06gSpGGnwwrK5GCyiYrikM6MKgySbhHgpDPWOuChs4OFyHh7IP59HyXxLHl2W35V/NM8cyv8pj87In5dHkXxzHjnzcEPnVZ3/3cl81gl7O6G+09uJMp3tneiiTtie7+DZsq5TGChvLU+UmXJZwP0xVGYQpyObGSNjjgnBhJpQvQElkdN0o0EFoiQSXxRz0KcWwzHt6UW79hSjasH9WO0YdGxzMBJGvgX62jjiyEfJBBBWqiPaRIDU9x5JTT2HVQIrElYpTcvqOoZdFtYQ7ApGxlZVcczF/AJrGH0OSVOvSe0i++naNUCmlmg+hszz1Z8umu78W/+9bk0+m4RHpP5KQPZm7akjo72Xvuhv8xceI2qVKmtqRZ5P+ubi01zrL3hzuztWiie1d/2d6Wuc9P9zH1m1sq5QnoymUMyv1ijtFozMOq0XrK39+Dl3lNXWmrmxDyXPRPvATnWWV0pCIEJRdOv0YWSOCwZb3BV2A+0FiwVdBWtTzFtAFYRQg1l10RHhxXqQ0MesZjMZCSeJrWbYs9o8aN5rZo7RXKufPsu7iUBYacRDo+vz9QA78kn1eZJhHcViHyO+t1qiU9OxU6LnpAMukxdstt0kuhfS501uvJGGipvQo7XA8kCK054xgaML4AM0Xow/QvsZmPgrq8N2k4avqA936/v0VT3zqOmACc02LTWtNTEuGSaNLUbkNrQaUMEAPQa4i4GyRy+hZWG6Dch+SbCKQTEs+82CFYPKAD6SJbPJZNTrDYLVis/mClZsX1a9wbDKaHIYjaYbTTBq2mRCZhMUGKvfpJcFXdwhWg5ZfmpBwLLaMmhhiqzFGFKDwKViFXY5VC+k69+vwWfJuMoajAZD0hgKBlVeVN4JfhREwcUCxJ+scLawQWAeFOAW4TbhOwLDKAIEAuRVf78fAf9qPzKw/qf8R/yMUfRX/Iv9jJWTBb3J6g/yrmSSNJcMq6mGM41QZ4Si0W0RxbCIJEZ0EwB+kNxO2K3SF8FidOCeZN7ErEgmZ0Q6ghVeesVHviI2QskfDvs0M0MWi3gKdLzx2ANPZaTge+t5Os9W3x2laZ+qdLR+bbWK4W0fcdzbp1mY5cgRaTvdkDNtC7XHvGimD1AypJlVyojRagqWoQa/YrZSMQxbnbxde+VQycXqksULqgW3vPR/am/BJ221W+FKsxA77RZnwrb39jLzw0ee9PgaFt7JJhA0Dc0fWJy5Gs4fP8YcnF27ZxPsC1i674Wn/dJ0YNPXxyvVzMy7ZKxb506M8gy2odOw5LeaPbxFsci8QdFbIN8rnxaEAmdsjxv1wVSxax5nk73ZvDqLcwVnNLqRqIZVZGTUGOzs6Z11WqxX7VU9QWVr745etLH3od49vS/3vtPLgV6pF/XK+aY8ysfEYhg7556U7G3yIm9MDIVD2PpCPa5YPW/XhGsgWTukWget26y7rXutnJVmVY1MNpYSZN6sCAOpPSk0gUlralEfNc2hEvWWxDkeqU+a9n1Y56UYBOMvJ7+tjUjjI+/RhF2pRIIw9pNvHZFGKmNjzU2rqpDk48ra2wO1t3qdRHnOyQzcSZb6//klz9TO7rvhvEu2RPq/svbSjtkuM4bAyNjutyE+4gosP8vqUZFpvk1AfMzjW3qW0T4PGbDfNNp6r1o6a+nysxfnyms6tjDxc9yN+nicS/nWnPhp1brAa72WeXCtP8HG42y77/QTP10tzvPbtjIPrvAXtPemXnxi4ZnerJ7kagZqc8kzWxhrPn4ImDB/6RJERS+EZVnFqEvOCR5s9x5P2uZUPE3YVjwebDzIA12sRy8zAkgEg8kwEvROG3ln9fDEMTWudyq8AIUwHxITkE9E5TSIDvCQz+jToQkJSv0eiM3nSPXIGMbT741jTERy3FXNco5WKiNkttpKDQdHOhKUMPjhCOphySRVFtaZfwxaqXXUc+BemNK4ICSS5jHxuHeeJ++wRk9sSLTteXZl7nrvBcGGcKwCf4u+FmsagiNcSm+wNWUGPruXvfCzlU/OWrdxYDNEnBBXrHaUOHEQzduS7UAJ6mfn1haQZ9ZAI0TqfYU87pc7kUowjng8rsQvjbMoDs0R4wUx3hcPhcOYZMdhIwpDi8Ubd9icYYcBQAkiGJN0UNeg0sCD+UUsnVbluCKmF6cPp19Ov5PmOjamt6Z3pD9KT6Q5MR3GO6aQ3kN/ZdN52d5kV+2MPRYRLWELsjR41RCdtdEzjpjXS/yZHCNTsSRYGRTJK3tV72ovu9N7zIu2eqG3UK3WaeDxSRo4MlqVnsfwgESwk6hidIoO1knh6OTUDPFKJ4nfv+eC2tIqTc3Z1lqq7JZSTj8GjLYZtdQk+bvtzoNNkgGDgQVxPuE9j1n+cEi6qmZc6mvWa1qKJErtrrxnb+fuE2+f5c0J4OTzONyATcccncxN687i/oB1uAyG1QuX8Sv1Z4q3pu5n7ud2Ge8VXzO+LxneaHy18GrpNeWPkHsMPq5/ofQr5o0Mtwvex9+nZ9Zn1mfXNa0rsV7JLCrJoMaybawpFEqXTUy+zOqTTXqLYk0Cvz8SAUWp+GqRKQ5PfKCG3B6l2AdWthZaK62owYFPxYZwwxsNTEOfcEkLyW1nq9LxsWy1VCgVrKVStv5SEOqbyGRhVsPuUOKRlspqrS9dcLvI87xEqVt7oDsE6UoNF5StNBVmpysduI/vfbH2ldpdL379P38C224eym1e0tIV8Bo51p31GA3L8i3NDs+i0i0vjZdqu7Ysu//NM5ufWIS+W6sdqZ349Ag0w/zPfpSwtCQhEnivnjcWMsl0QZQuUueFnT+F88avr33r0UvBxB2/g7+4trX+nmX226wTy7od/M/+kIDlJZBVaRZeUEwS3khkA4kGnhWJKS38XP4yaTvP3i7caLpRep5/MflC9sXyC60CG3zH85EHeVRc3KNasXvxYFQWzydtfEvSYHSbkinFzabVHbo9OkQ3qu4djNPUTFahrNCltCg61WpTdLrUxgiMRKRUE2Z6xAasLu25Amtbl5JKdWqBRT1mgSTHvN+E41hbh/RJlix2I8/k46EhmFl7H8jYqUOUzQ5pr5jS3rgL6RicBLsa+P3XsYKTiZLJdHsLe7enT9nScv6W117asunSq57bviYwJ1VMufx6MlZuAxmr4vj7dinta7jUbrK4NlzgdTB982TnpeTNyXffdvQXd94z0zEnA6FgcBl0pjwZKov1oto9u+d3y84fb/rZxed8+YoBPEan1xYIizAmbABt4Gb1nIzjQgdy+Gb7lvqY9QpMl2FYzJcjASbbWpZs+hgvN6AgtEhZOYuyPf3/j7YvD2yjuPffmVndkrW6b+3qtCxZliytfFvaXE5i7Nghl4EoMYQ7gO1whiuGhrMpuKUFwpW0pZQeNAnhCG0pbhtS+h4B9zUEaMnRPkqPV0P62teWguXfzOzKR6B9v38eh1aWtFrNd7478z0/Hw70c4PcGDdBguhuEOY0ggZqikw40sZjHYb5XlIZnHH3uVmtO0ODvUexb/su3WtpRQHxXvOTudL41JHDsyvGbEyIhM3Z+eUqQnO+GnEAlrmlLdoVcvyBRh9WV/6r8puZwpXVYON14PZttXIo4qPXelYrFS4DlW7if7JTNCrx0e0PzJSv5HIf/oTGJsB/sQ/y1RIXqteVbtX7NPebZ16UxDfrgMZ1hwte5LoWH5DWBrAXozXG/cFE3KPJxi2GKOQFvMjX4D0Ou7OSSaIuQpeJIy4CZwL4UWMy1cMIowZ6pE4yEUESJLyNmoWNwjbhXoHdI7wkvC4goUAzQfUSLZDud0w4oINKkqzKsmHyR2KuvF+NPM0EnpTIDtbV8SNESeXCzDmLc0rZIauaytKMEJEzsMxTTtX71OdweUtFWUFHrv/pBqBa++b3ROyPfPzVxWfMqCRerWmz+/2bfHzli1gzv3D36699bufixR8tJ24K2g+CnT+45lBVF0kNbD+2L5JMjvl3ab0hBzbnbshBQz3YXH9D/Uf16Pbk/Un4Zt1v6+CDsSdjB2LoInQtgm4EMg0So86qB9XDalarVpv5+Kgr3RCHGrtg4gJmrSncQCszdEhTlMxh6jxL9ZxNFOxAsvfbB+0n7SxjBzx2mu3+bAqkjmfwRs4MMsMM0jCiP5I5TAqv5HKYESpZmqElwh5/T9HjqYNy+SupvJzJueEPK4Vzs4GWf14Cq+JCEQsWs6p/YOVnz3+XNTZEzjm94nX4V3cfqDxT+bAuZKmgk3dvHAi5K3ee6Wx1WWKfrHPtWv86iEw9B4ne1mK7xEt7yDuZp19gGqf/Lm2w2EUnjMMn4HOQfcH+U/vbdqR3eLFaNcYaocQDPuFiWlPN2zOaNnVHnDVorFFDDW+qyRZAQWJKZh/vy/iQxleKgIghkmqrijlpilglmqy3koJEK2Csp7Ctusf6Et4tZ0sSZXXN5d4/MnJ4Q1kp3SOypDHlHIk7VKtVU6TYCMuKBkn/t4hCU3WxlcsTSeGHd9+6S+/ZnHF3Tf1XKWA/LaCQFbvXXLF2RbK+8otdFyxYe97nwFuVV24u3lB5fMRljMVgyHmuSnt6SOHCyuDSUGbpgsu2PARu/0LFdD2Wcd10g+oirMN5pgjOeIFJTZ8ilQ61BENGxE84IADYgI27DZkGeybTkIH51gZzGGjDYaOnrUHSNrhJ4MgMgYAg9Bpt5MTFfEy0CX5PwAvzgUEAgN4UYK2CUXsWBB9C8EuI9R9AlmXyo/mxPMpLnCiIUDwuMXX9dYN1SIvq5NpQE4EBMHAGiJ1hPwUGiHB2kebbNf5wuI2ygOgQW7RKXqNRwu8Zw1Y6iY5Mk8iQSeSsw9ZRKztmPUnnsXojyMX4cg4vl3tXjnBslM3Eo3LxMVmjLDTMxNAYB7ZoyFSnmGreJ08/ZqE3EDkoaR4y/dimD4EIJRFQOujkVWsOekkA5JUScpr1IXcakJe1HN5mVRdVzq5MXAk0K5pTU6sah50qoOlpT8On0ucFjMu+e95oT99VF9lMQFUfSPZO/f7W+svcl2RXdf0HvOxrg+r2TCx2pvUsdM2gpjMdibS5Ox2e0FnlW4f3pbRsJbbSHUXjb7Tbp/aZnJ8l9v+Z0ydZHb7POpmPpbt0ujodVCfiCag1NQIzy9XUpDNpPPfpDKcziQPpO9NvpZE2fSAN69Ktafh2GhjS4L/S4NH0U2kYz4D7M09k4HOZv2bg1gzIpGs41tXiD7oKcZTtkDpgB2gpaHTpTFKs4Qy2QCDoC/j9SUMHCDAZW8kGX7IB4glA2wHASXYmCTTJEiNyIhwTgVnksZ7gN57nDRlDyYAMpDayPEKWOnI8MkWiFpmpiUkFU5MUGh08WJarC+hcbpFr10YU3wt7XtX8d1kVUbpI5S2FAs4onaWaiC0v16LO3L6auQUHTc15VheLLuSzX7zq+3d+fnTV+LcatnSVBr44fKG3zhC0N3qXLMwWFz619aYnV75wcd2ZYe+KrnOfumFzLMavtBeHrz3wxHV9G1aHVq5fk0tfvXknOFgOCUZu8/C3DtwmnZP3iZ0NmQ2t4o6tz1F/bfn0u/BVvJ+LYPQFJj99UkrqONGTwA9cg9AgNSDekXGUHIg086mBVR1SIdUGPmTn+RA6MH1yfzor4uNb0t1CTLSjKIJr0YXoCYTiqAkf3kPscrQV3YV2IlbNO/kneNTFX8Pfzt/P/5VXifxV/HYesTzQ6HkvD3UhHqlYQ22pDpjrttXdW3ei7oM6VV19bTynyZoBYx6kYCHj5gnzSbNGj8xWQ9xtQCpGy4f8UQtvNfMSx0Qpg4TOLNLqTg+KhhmJkeL1IkPeyGF37wTZ3oCRaUrx9XW8hPXCgZJ+LW3AobHmMOcX/Fk/6vdP+KE/U94yOUJu5iP0Zp56Y5I7ROK8swYGfZO+M09XSCa2NHnkcHlETuluoOpCk2KyxtA7nNmoFNkCe1UPFDVAn6ZENKylaBD25+GrCxseHLC2Lagv90uRMBdyhoyBkYXfXVl7Rvbq+wR7R+0Dl4bN4XCQ83f1bvsqfHLTma2XdFoKbfWtZy+7sLI3Z0g+fMaKS9Y2952f8Phqxb+CUs4ce5T6j0aGYT+k/R93yzW3lS70M9WjTJhpYG6RzjYKJAnoxg9JdZsa3s89wT3HoVprsxWSykmoMdTHLYB3smZSlSwwyIMYn+QjQX1l6/TZkjopAghEUX9kMDIcmYjg26OuJnOM2BsTU4fKM7X7DMnzHDt6mAaYyiPluQnEarO24AEU9W3G3wCiDGZL6qDQz/Ce9/XLr27tWXvDZ84Ddy3M6+OhZKE2NXVbT0tL74rmphWVX6xIBAc2PM7enblxzcDWSuqjwIUNeLOrczv9vOoHLT09Lc29K+S4eZxg7bFTTJp5RLKzYaBRwZfhGxDpDXZkDtZ+Jkxa211Rdf2W5AUeg1nzuuaE5gMNa0Ias0RRaHREDM76dCZO2o7NUQo3qkO1SYnfSlPVkhWr6nBgNDAWQHsD44GJACLZaTlIR42v3CR3NHfs0BwZ9U69V5rEpu7hw9TM3VBW2ec5YDPlNorkZvqSLQQQ2AXv//LY2tKqGcsgFX+wEL7+1C2h48eXLGgLDj759Py0AvCbLl/6OPgw8s0/0nb2Rzc5iGwYpX89yWyQ2u9MAHBMGx7VehN1UOcWOFvAquXCZh2vg7qiNYxdJ84tuMfcyO2uT4EA0RSJQUw9Hyd2J90N8R2IPaf3Zswj72HuPdqwP1NdpPhEM9vjJ+xLlTHqCyT7Y4MXEDeolbSZX8IbPlYsyyt72F507LJ8d9z60R+o40NztKyzZdaaVOZ9+s/Ih/e3LLNHalqUXZWF2hTQbU3uTEKPAFqF5cJZAuJZwLDY3WFNaRCP2j5Ty6m9W9wXSAGD15ejy1ANwQYnBW1YC7SclaqA2cbbsAbYklJsayISmVGByGhkLIL2UkIlFMnI3X9uRQcm80pai+jFoRxT8hIdyE+NE/ORLEDUKSdbEjjdTlSy1zMF/IpCdAJFWZBvRhGOHw/bzRTToGfBYrv++utlE5J9c65B+EusAVd5zZuc46n0ssiXsFrUb+Sp3UgwDSpdVCei2NO2m73ArrYaPNj4O6bV+hNSBPJkE7FZHCJeytkEPrJaEBjGJxKMArfWYeZ4LsMhTkkU+0OBbQRMBr+pE/xjeJX2x2NUU/5SnuSmykdHDnP4maWVltZUe3u497BUDso1MnN0R1kzaLsoqQ/0AHmftszRmpZWdGaqvU86t3LbeXcV17ni7I8Uhfnw6Iolurj+7IWps9NR8IjK37byfjBEdCU7fVK9T30J08W8IhniWYMZmykOFwn6nCKQDotIin5TICS6Q7Wa2lJzqWvxWu3axZprIzfFX6j9iYa9TfuZONyWIQUV7mE3CgqiOxy2CKIrHEkKYiYc6QpkisVMxu2CsUsNumQiw/axG1mUZSV2mB1ld7Mn2GlWQyGLvJoCyy6T2kBb26C0W4ISTRsEi5ablpLYG0GhGiGxHezmkahOB0Fh5GRkOEKnNKJEdoBcka80QzUotEmamYqIahBfCXoWQtTOIcxKNOCjWDsR1Z1XRkxC5Jrrf7538NbLTfpFa+H3Izd6TX7n4tLgsVXxRekzwRu5lFGrYkHBSIM+Zb1zbesGVe368Mqpqb+dd/naszLST74JH7w85o2CWKwYuGrq4m8vaUnWfnfdW7Du/rArZlfb9GoYtSfjtZka/wW+4KKQk97DpKf+b+jfmHbQJQWMIX8IhjiDSWwkoGc0vzYdAD4S1qcgAkX8pIX0RzujvC8SyUf5lkgkFuWTkYjRmHQE+ohM/a0tqaTa59dnL+ANfibP5WE+6eyXmQD2n7FKpnyoL8jHYIoen9YW6J8ut8wEwes5sbVVJ2Vyok7Cn9FJzgB+MNlEnW6YwHuSuiVPQDSbO1PJwRiQYv2x4dhY7JQCRSYtEOmxrZ0cR/c3t8p/ZxrloxChR8ng8IhZfC6MrSCgKDLo1AgF9k4pqKs0ykfQV2X6w0nKskXwv0fop2TyD4asLkwqVQZKTG/eJNdW492zmjKnzmcmAM4uNepYlo2a9W69YXVmvd7Z173FbpEqnxl9pLfUmcJPwU0Ju2/5AH22Ev4QT6tG69Rb6+KJBnlegwFQ6bqI92qiN+1sbNj+FXDlRQGvNjZ1y1jAfCP4i/wHK2OXTf9KHaA+6nek6y+2gouMoDES0Eiufhd0uQEvZISSgAS1OxeCdQWzrlGtQX050JfbmIOZXCkHh3O7cydzp3JsjoANwXSvAXsbhYjLjaQwkML9YSiEs2G4Lbwn/EF4OsyGM7WlWljba+MDr8u4t1AjiLSibPLoFM2qbXGRxr3ZP4i8x4+NHyFFt+VqlzZdryIh6uZxGrVS7N1UAqGZCndEo4HkliMh71oUUgdiqM1xRuVFzc9u3H7yx5XfVn538ORtN05oKi+22QJBG4zB80PXJFzgnPfOjPaGu0JwE5pYEzaujN9852uVPz/wme0PAOPhu0ajK1W6sKMIbqzcLTxy1lMVz9EN3wbhcl0IXKOsc+z7eE9MMc9KbevQRQguQ8Cg8qmgBgkuQOAoS54+z0bPLo+aSXJJWKMKBRPIoRE4U6AGulmdP4H3fNrBqTGJTNoc5aPQhaKcxNEItsYgDnMAGw2kSFmHHEXJFNZoyFt6l1fkNKBfAzTYSJhjG70nm46vkVKPQzM9NIdlC+JwtVuwTB/klIJHjkXPrmUcSR6QUFUVQoB2tb2/+MrKkxWA9GmBLFo3+Ex/+3BV6kLPdelIvrFwzlekRlZX8b9VuQ+chA+eZe1wW8jqFLxy6uLK7WDNXvDy++fmw4VQ5MJ+qo9ehlE3qzYyOWa71B2JeJKATwBDAiQTyfpEOui3B/3hoD9Zr9EldfUJjc6u0TEGPFqrYkDZ/Dq/RaOuRxmUiAZDgQi0WwI2LVOaOliayh3EY80fzhFs1MyrU+VXj5UP35HimB/eQdKEWFjHX70jRdBzSZAp7yZ4chQvAY//dJOKrOjzakhtQHFg1c0ri94NVilV+QXSpUKFninN0raY12yo/PAMc+c6eHfg0v7/AagcXVdekkqzE8XVsWUVR+XAKi7nxWaWwxzyXAA4uORO2wosqUL4vkoJ7H84fXG0lsjHgu2Ge7Bu5UFGqs0KFqdozmay0KiqSzc0pEOhML5h8bMEXqQbNoTCdvLKgenfPaNzwDUUBsBOn5mMpi4hYxeETMbo19OGlcuxbeUMAcEUagin1XG/228xmxEooT3odYSQvhHUxQO16lpjs/Ei49eN7NeNQG10GuGFRrDcuNP4ghEZjOCJMFCHnWHsMg6EYTocv0oADiEmQCQADTJmGkImQe1VKcpttTop5zRkCt4xGr+OZzLlw9xBxc2xKEUQeLpmqpGwTT9JI4EjShnSCA0atc4UI2FfktQCk7RvtR5JqRSf07KpAXDG+FM6Hppma4LV8nRi+0d1D+3ZPCdViZ2fW3LxGYW2JU1XQMC7fbHWQOU/CsbsQvCns3K7wQbpqVVXsweU1s2hjwqVjztWpxqWN/d9piOQeHAFfPYGez+eXbYluqXyBXTb4+fhuaS4JbTH7m+ED+iUdJ3DLd7uALdb77c+YUXXaYDV4bQ41QhqNPhIdmBnGmrsEGqs6oSDQQLKon40iFQIQbMmYYGMb9w34cM+lQ/UIJ8zIUGtRzLbRY/Pechw1AANmhqNE9oylj78WQueEkvAF1BmI2y0iwy246GGCWRVBN4cmVVAVRMgVU2CGWnNMEOicePlMvH3qx1MJAhQPiS7+eVZ2/IgjfuUaGsjKV8iATxawULqVg4qTaMpgEIEIAtUu5JsIUJpAPCSHbWpcs0fxcETlZ+Ai0D3T6+OPdRX58ICzFTuBF2VHZW7AHz2DFJF+YeKEz7RDa2awE0LzgWfm3q8e+oJVz9olv0TivGCvo5l/A/p+p9a37ZCDQv+xoJD7FEWXgsAYFWMymqusdnw0Y0lrNpQY7PX1NjWMBcw8NoacHbNpaQwyWcC1i7WbDalPZ2Eh6fLp87qAWkBG9Qj/K+qSzLpdYLLJ+pUeqfNbVPVMBALGDL6gNKN7zJZRJ5043MGwYC0yBDg3LxHIln3Z4yc6KnJVOuJxjnSPaJExSePHqI9X5TmZp58R7B4SQ4iT0NzrXK50CelPFIGKO8IISWIEiqASCFvq5r06LLfv1P52++kfWee3+D3f/wfALz4hyP3P9bo9UeQDe2o3NxdGU03P1IZd4JvdoPB5fHzAUdqjStd7CDW3TDz2DO2BE9aPP8uBRxeEdnvs0OtnecdLOPjfIIP6ZDPkfBLQVLk0aEzikE/VGsMrDnFt/Mw6hAdUO1wOi50XONgNQ6+z77RDu12X5AW05l7zUwGLxBRtTfgy0xmuOPlyfJBUqjY2rqhvGULUzp2KFfKK33axMEjTk++2oUz2ZiNycZB81yOtYJsJJAmOBIcZgffeGKaqfz2q0lpTX/pyU1bvnDtHrCz8m1ZCD+rdP/45m99o/L8Yze+nFycTFx7FzAB5s4htg02UGn4pl6svepR0geGZXIz9em+84w7oSd1YopMXPe5oBab7U6o3Ew6ZHYmjEQvJqTlWCYGIx6jAM1RvaiHKWe7E+qcHicpYGWd+kHXMDbGXDWGjL9EuuF4dUm9UT2k3qZWqakPbg4wBFskTmO13KFyZlZIn5DRwU+RkUpdrSBoBgSujpqukRAgNUeWKlIAe/NXK7+dZp5441s3/7jSjX4WcVqDYt15lW+DnXuu/cKWTU+W+tdI//PyjY+B5cD06FW1cJGvcqov3OGwTP1HGzt0J5bwn++6NpFcTO/LlkoXGsP3ZYT5gZSBXI1VdOuf1B/Ad5L6evXd6ofUrOYS/1b/XX7k7fKYSbGg0ehmLe6uGpIwnZB6NTRhalebatRMJCSxZiOHV0+3ca8HeDyciQ9kAjAgjWsntCe1aJv2XuwlW3iJIzlqxEVIiwRkGAGvd6QYiebzckfLk5kyFt0hWXRKZZ4MgFGVnkWGU8lP0uJWUE6p1HMikrPSSwHgCFdD2GiMv2TLQz++afTSgTsrTyObIrpnQMuTz/Qsv+65CxY+fMlV115/6MmhsgA+qoqtEo9+/aGHz1rzByIvH5bXxVhetSAs9RDnH2JfjvPzouhc7ISaLtde17hrwoXOcl3i+obr9y623XUGVpqAhTZNakCQNwfAngBgAlIAOlAgwFtifFctWfrfkqx2n6jEJAWWqVWba2rIy/U6g1hjlCxmO4gCEaDvAcCDUrAvCIeC9wZ3BfcEWXMQWFAwyMRo7ZCeLGMSqjEzjNzwYxLNDNhD2lCYuigfk2205OsOsM1xbzVdfWRSTli7Sd+i9/Bs78/IFrzvY+2l1ZGWvPvT5mFky9TLVJ/L5S0cmRPaEKYDis/lUKAFaX8dF1O6fGbCGejiytOVi1N3v3J9+ZYr+aHKx7uHRsF9z4y17QItz8wugWvcXzsna+frXzlreMT6o6Ur7wWg2XPZuX5DFHyxuh7m8D7zCLZbo8x+6YpXasCdtgdtT9oQtiPedIDnvIe88LkA8OoTAQ3ev60mS8ACNViwKGrmgQHxUEIctr/wE22Sb+O7ecQjjZ50S0GdUQp4zW5gRW7GLxk40R8NYI3QMHEdsvRZgRXvr4fG6a0/Xo3K53Lew+QRy4UpkT2DNM6RCmO8FODXaaNHbxXuilj8eFdgsP7ivVgJqddaQ3IyJu+IqAENW6BHej7+Nbhpgd1caQa/st14/kNrYpeCll9clF1938ErKqdA7OFaRxjcWbnOCV6+OV7bvWzZBfc+ZALX7V+9/N6x7gcqf0s4F9M+lel30U8onud2ac1WCGxR8GYUCM6sEzoHw8NhuDsMwmFW1tzAS9gmxSYByXiaDSQ3hXQGM6sLBMz+jB/akd9KUJKIYLShhCfrkrDaZ0YOTcpxwOOHiTyor3OY2CNHyqTMmtacyNnkkbmBQNkWlNUEezrkbm4AkZCDdTnRT7616+QlAzcuSC0bu6B71ZY3vvbr+9DmmKt/S+U2UPPCb8BP3rnrZr5+XWrh+V3Xrf7exm7o2BmrLB9ZvEd/wTbZFilMvwvfoGvekWehALQsrdfP5OS6/VidXLcftTlFUoUA8W2nsUuMAOqQILC8T3L7RJ+kNYg+nldO5GnzuscvDvOj/BhWGhfvVhMpwRqEhWTw8V6rYt4ZyIIZ07oEGY5hf0i+rKTT1IjjhBTJnlFSOIcPHVRcxMNHZMFRgIWDpOHcjd+ZzdISJSPhEoYW+3+aHENzpYi3WvjGrVd884zSmoZg7sKuQvHcyqKL4e1RrrW/8l8Hb/k6aNlzVo+T7+RbljauaPkluOWyaOXf+xpv1CxcLcea34WPsFNMPfOGVM+GwNfcAA26wbh7gqAOZtwlUlukGazDGsbVnaxDNpW7zhKIy7kHPqI2GixxVtKSnmIta9DzBhOPdxYXMtqr3rbdKZJCD6hlGiJMDMRIHLrGHOfj2MuOJ4Nb8eL5rzIRdGmiUeiR8Rkb+XCGKuAbWJIze/BBkpXAbs1GuTZ8ZCMNSwO7XB5MMlpIASaqIjTMyU3QNgonfKR/x9qFIwFjyBniwuGF/evTUjC9sttdKycoSut9DcC98ot9SUMO9J/ffXZLOhsRuyQ+XwQ2OUHx9ULrqsQSGdOP1KneiH7M+Jk4c6V0RsxX8C3xoVQMnBEDKoJRXxNtYQEbcYU8Ghtvd6gD0hjdQxOsKxMpRWAkadKcsH+A9UgwgTFSxySYhk1IY6LFR0fKhziC4EHsN2yPTJYO53LY1SNt+7M3ocqhKjTPKRCtjeUVrD2lYLTJyt74l+2VDyvLPT1eQc81u2NGsCN+1VNfPue8yi9skUuu6Pn8K7Dro1cuu/H5hzLGqFC7HAXK3mSN8NgND5yz6cjNzZu+MLV8CeiW78dd+CGEfWnE+J+DCDBAIvWH+zUGEciW+GEmU2rMhiKWPAjdeiv+JGR243P+Ts/REBRNgneoYoBKYEmQGbF4TMfxWeOlcfk8RM79+623HiWn/+NL+ER8XTsWeAI/tTEDUh6wVo22xmDRao3IiLisDYzZgM1aY4XIoEG6kgrswl4Ygzg0jEaxyaTSICzRo+WRcUs+z2Excsfwc6aUIWv6MbwP4AfaKyLDFpIuEQVpFyZ+eutP8T/kAbxUWQBeuvXlW8F/VgK3vizXx+6Z/g34WLXZqjYZqpzg+g81IY5ygnO1ppLqJzLOtWYhuIdZvQ8tJDdDk7NBFBZmF0oLBxcOL9y9cO9CDbOwS6qXYEnSFoZLo6WxEuJLL5VgCTAlDXhJg90isKAKIpohwK7k7ikQNpDqdXV51X0z111fva6a4IesltrQyRKQSoMl8uV7SyqmtKSpWYJNUrhWbJL8griRoOUCvunepukm1ESvytOrlqrIndWrEtbbGRzdvul3NSfodZfL12WvlK/LEj6SzVIWmRcMLzi1AA3iA2QWLG1plSDfkmnpaxlqYYWWbMu9Lbtb9rZMt6hbpEit2ELE49cUWgCTlgK8yKczadiX3pg+kZ5Os2kqhJmfk8K/JyXTfFTx0ePTv9J1U/4Wmb8oo1qL35AkW7NbqxMB0zjYCKXG4cbdjahRyWk0Epo24pVK+mH9bv2EXj2uP6mHenKFLYUM/X4F37xLs4rylcjf3Ue/W3gegt0rP1gJV8pbQ2Elo5c0BXx6ipysYP6msJ/TRM+VeZj6YCs+d8XTEHTIZl/B3AHMHX0dGzt2d7zeodrYMdSxrWNPx96ODzrUHYxBXkILBindJL5k+MAAXycPBiqFlDwrFLc3gMf/PTr+vDJ+rAdMRnLo8gAIS7HDNbh0eOnY0t1LTy5VL6W/OPAlcSlDoF5BZkQeblnhhMHjPUh/c14ZL/muBvybeymHG6lA7hV6h3oR39uHD9t69/aqeme/ik4Q5aDpUg/T75G5YvqIjjB5/D3raMpCU1hHptq8bngd7Fs3tG7bunvX7V2nWsdsjA/FYbz6XRQ+mfwujuL6pqxxU1zBkH8YPEiwoqEUA0wsZeZkyoe5OMLrp/+MjlNM3y4F858As/L7YOcMa2DnIl8Un9g5iyI8j68wNcMbeJxpl68Hhkk0Pk7ZCoU5bIXT09O/w+dcSq8ncxUe/znDJPcBi8KiR45P6wg380fPW1yUrdAyl61wtvaeXldUxvkTfF3KO8HHGEKdzX8KT8V9M3wRx5nvyBjaUAoDJpygp4Q/DUM7NYPzfBx8QxlbXwYwmUKSxz8tM29sCp70fTOYz8eZ4/g6C/cBys+WK1B+tv3+kHy02sVIFb+CI4Ua+L86Cqc9h7RiS0rhaJR/T6j6e2o+gL/G380RzgvALMmTn4P1YA6Ottov/w689nyO+fX0Dyh2+K9BEzMhrUVFqVgUi4SOuUiqd4qkAaQoJZJicdQTwM8cLvyspgY/GI34QacTPyhOF6G5uLG4q3iiyO4q7imeKiK+mCn2FYeKbBFAWCBc0dY6xBWzxfEiYoqdObxugxwZa+9KkR6zBXIc3Z9Myn8LdfIRyyJHZVHDidkcyOZktuB6Io4UXVmpHAqpLQUmlSnPvJKa0YnT5XPqf5XPVz4hnx3MX0GCeV9aiTql4gKxk/Awdkp8PX5IpMTO0WAQP/j9+MHjxa9Z3PgZFlInEVLnqE4vftA53QkznX2d8EQnIMehTtSpiOb5Oiz1TZvEIhlvqSQf6zPyUUjSI6U19xaL/weCU0R1uvA+Vbf+NFd2y5o+RXavf0J2x7FudTBHsG61S8VFYruUyeIHoR4/YLVqJ2JrJ2Jrl7Bd3E7E1k7E1k51qx1k2vvaN7bvaj/RrtpGD4hvJ68NtbPtVd1yYN1q39s+3o4kQr684P9ASuX/b/3673n6lfn/0q8lzOsgAXT/Z/rVQfSLbJv7e1bIx4XL5GNHST62tslHrHf06E/So2TUOUVvR8f/ld79E9UjvkILXpu7sK/gYHjmA0nKhEoh6FKDv6nB19TPql9WI48a6A1eA7TbgN32Fxt8wvac7ZANabskCuCpQW63leXM5hZsaptNB0BQcls1/jhrcFVbp3OkRrE+K9cokpI6WoLPMfhcJmQWjC7RzGkpSa7NQ0hySUHIqJs1IPclWklLK4qaS+KEFgxpSewPESTBufWJ3HiOFgjRMPvsGzTVPEXDTTM+bq+MzDgiJ6BmGmtlWDFNrZUW1hVCSrEq6tp87ctPnXemGgLd2UvOvXJT+LP/PbF5beXvlVPLHJF8uB3856uf/8oD2w5897JVDzmBf/ctlW9GPuq05s+aaw+EqvYA3jNOEI6A/SyC7bQ1SVMYbB9uH8W3FMu012HzgLLoFWbsArqHdCk6/A1lD/kG3kMelNayA2QPGSB7yADZQwbIHjJAbvYBsocMkD1kgKjvAFHfAXqfD0wPQPPAxoFdAycG2F0DewZODSB+IDPQNzA0wA5ABPvIfe6uY5mBdWdKEoLDZ46eOXYmeunM1888cSYiucczJV9UkhkcPkWnCp82bvM9dNym5xFkMvIoZe6I08f49rwx7pDWoB4yxh4yxh4yxh4yxh4yxh4yxh4yxh4yxh4yxh46xp7pHmju2dizq+dED7urZ0/PqR7E92R6+nqGetgeCBaRIerrENNzRpckwS5qarq8oqdLHlnqn45r+vcMo5H5Q+6VuUDQcfBlJinpsMvNdU10IfplNUaryHQt7cRGjXk5WD7DUyDbNWdPv6vaQflEdikcJKT+1P0Cg6Z/9fya1fWMhMCaWcoLporxFVVdxnQwv5WuVqu71Beqn1A/p1bdqQFqfZf+OT3St+mBzg+QGdt9HMdBs7q9LgHi8YjYGMhJOdJcn8uxcWuTFVrNLt4FNS67r2BEkQKrs7sCznZzAphQok5qJH3zjXESdMG3bl2xXWJE0E611YntpPaimed5/A5PEeu0xnmIddxBWr13dNwrNwyMz5ZvchO9CrbfwYMbyq0kaKdgq41X0fpJ3RrprKdVCxEHO78RchbHbhYIrFDF8p8DBhYAeXV0VxXa69hboLRpFX/FBZZiOBbruOH2fTNQYH/60zwwsF1AtVeG9Op8/VVOnYidVwnvu/TqyvcV/K+93cI8ADCBYWkcv4LXzgLTySxj+sDNpPfmlLTCw4vL+8Cbnb/thG+3/779w3b0VuvvWuGbzb9tho5QLFQIIRQCOpfHVedCWrTNea8TMizHQmNGKkmQ6RnvmehBFrWtIx6XCFzC/nSjSGETTA63yMRBEMXjnnSavOIhzWZpLj2aHkuzQZReLJkXL5ZiCXExbYUijNSLucVQs1g0LYsvl/TMcvNyfjkMo+WEKG35irjaPBTcFrw3iIIHkF/q9qVa4h6NL+hoygnCbgEKfABMB0BgebEAxIncyRzMrezOLgPLjHqT4zO2+2zQlrKY2/g22CaZHUMO2OcA1f41mhE4nCtzR14+fHhLjjtazuUOHc4dGdlynOCckkLy/5ncQtdoCjOSpwqBP0OavvGyrejObIxSQcmclKsACBCfXORC+7FSIKJRIBBrsWI0NZM0TrW2JeRQOjZzRF3UDnsJNMkhccARZMR8zkZCc2GaTVCFqMKhymokrhn9RuU3g4Kuqd1/863HKjdfuau8CbTvX//auctBuK4hVbr6qcOrR4yZytY77r5tx0tIX/s5/+MXCUkDbJh6p4bv+Mrxyq9QV6ixzPPdC0PSlofXl489NDhQe8X6Kw6dnYQQgLbUKkKOs2B7bRw1gWjl55WPp940Guq1Fme02+lMynsJXQOoP1Sv+EN/wf4Q4YzJiCURMmIbJUkTT+eM6cU6+kvqE/UoPtH9MkcS0veuymTwatM7jyOJYjXR62SV67yKrxPbB0p0xyKoqaXpEvx9qZROzyNkKss8ahTDh5yv8IMfZ/4h+4bAnckwzDynjXISVrpUpyjfkajw9Fym8PAVohrNLE9PNx7H85SHT/YhjzGnlM/V1mq1s5+j31flacR7Cv0+us6O47U6JNmIY0S4FOXvR+YiKM5SPilccORaVd5G8h3kWjP8jbxkQcwCifAryteeE/uh3yD75iSnTuWwT5HDn7AcMrIvKvk8cVGI9NPq592RicjJiAY7n/7AfC7e6neRdeZKModgh/JdOwm3zT5Aa338wXqRkjZKodHQWGhvaCKkYkK1vIC/LDSH3YaOjeBywgfodzXK/j/+ps59IExWGS8vhmWj0iIyYS6cDaNTYUBL/g5M/8/z4bjn9O/cMhOLoPFFGt+po7+RxheZhOT7F5HDOfHCObHC2e+gsUKmUQr/7+HAeUHA2fhfjxz/I99FYzvdUuB/DfJ5/mmQb15ob+aetM7ckzvA7/AcB58FGwt7Clhkv3yeGOBYZE3zYz7yPXn9zD25g/m6HA9B5hWAXbGC3pZ9cykeKa6dZojgsDAfS8+y0A6jEJlUAdWjqqdUL6pUOrYuodVaE6kO5BEiuQISAvkQ7ObPUC/AWzxnC0g6t2DV5iWNUSQc5Jk86sjkS/k9+Q/y7HQe7Mq/lH89j/LhpKDOqqG6KIZ3d+7thP2dY527sZPTqSt193W/1P1694luVXd2CViSZFbsDY+HYZjhBC7LIQ0XrlPq9vCVwox7txsy2I4/5Ub9JKnjJpND4JHLE3/BpkGZOz5VPiQn797Fr70ro08w7lLvuzmv3NEso6C5cgqi+sZqob/gAaFPdEWcjl8XOu0VpYJ7LiqhZmjteb+utFVCcvf4nCZzBeIOnED6VKitHh6sp1V/p4MUgo1geWV9tafCez66cQ4G3igYXcXRv2gZ4MdHrm08by5WIV6zK93sH1UbmSATZwYlBxPkgkIQ6dioJxRAjoBTcsEY6RMVjGYxplUDjVoX0NbwvUxC7aFlpNGi1kkwrTIjBw/KGRlS4E7ww+V6h16am1F6AuQOLMunpGXwDimQbRC/y7B//OLQT3d8tpKak5X5Zrz1nPNWgYcqT+/PbM+AL6Ffv//O1x6/6OLKu0pihv0hTczs2t6ZylSuAO5VpY+t4Pw5/N3WGf7uJWC7fI9IkcEIvkf++/lIhNJ4x+bH8k7nIF/CvIPvEbwPEavnWb1JHE2DA9N/ej6drtXJm8pD8/Yh6oNoC/j885R78x74PSYg2VidJMViEssUAVMUiqNFVGTI4qHwgFKfRNOAz7tcuTcfA88wdVKQ5QaEAagbGOjslFjzutK6jes+WMfy+LBrHVqnfMVIYcZPoN8h+wk74H/j78B7NVwm6TgxvGwZNtEgWDZLwSqvf9Q3oGPeVf3Nyl4dXr3a7caLwqp5e/XK6f2qD+h1xpTPv0Kusx+ZG7Fs3nq+sdFuxyflTrcJFmOf/0V6nd3KGMm+FpMMiClwBWgu8GT1+htevZxOfL44l05u1r+zVv07yMARPKcByYzgUBIwyRgJdCOYnDOjs7Kl1+2SzwN4nEzqaQQXHpDxN2kSymTAe/fCTp4nX7JgbvR5XpwdzVwfwr/j6/P7YIrGUkx490rR30CYf3fOj5nLv2HzzG+A4Lcybx8cWgSERdlF0iLELOqkEfdFp/Ho4V2J/Qcdd1IZ9wC+rvAMBKPNWOAfSLrmXChJWBLnkgXKMu/AMi/TsXcrY79RsSXg3vh4HDLxkM1GBhyfx5hcjfPj66KZ60L4Ar5uUgoApoVrEVr6WwZbhulGNt6iY1robyB0uXP3nD56/c0z14fgKKNwRdeGOBKAr52rW9N/pLkFazW3gH9vPbE390E80D9LuliIJBcgnL1r5XFO34nPi9BxHpHPY17B15HP+62kc1pJTgFC51waydlcBpq5HgQ7FLuRcF97ZZLNWbtx+g/480vpeI4on3fL6wMBdHvW6hLvdeEr/vF5l4UmMZynrw+ncW3jufw+vh7RxShFh9OJ/dHRKL4N/irpogLJUCBCRTlrmlXt0vlc2FhOYzJnJoL62rB8Xvw0zkz52mjm2qSiWsmfxHjK8x39lPzJDM83nn+mOneJMOX5njd3Ch+1tcpHrehp+DkEhXw2j8d0TNLlG6JJ8tvmLg7KujuHV5uM5/aZ+fuTpMskIxoyf5nT50++Jpq5JoTXkHtDskHin9wrTousIDaY8DU/yWsp815vnrmmrJvEtzmR/SALmWyyjvBhzpJej8yNCc/wrCpzSPKAIg01avRivzgoDovj4klR1S/SKDGE4rxp/CQPKR7zSbouQZAg65LHJyboulRjF4OJiJkqcO2nrEvy70EzvweLV8lZ7S0AoUAvP89D+yTfK5Yb4Wyp3wco5LeRbHR143UTdSfrWLzCPF9HLw8S89SZ8m9XrGyIfo/Mvz0NsE3KBPaB5VSdtaKwXFqOp/7IM8uXOxzSzH2wsmKFR4hfRfm38XmUy9O1D5Cl+GmNQySnLFxotUqza2h3xTqPd3saPKtwq2az83m3rfN4t6eHGKaGVMcfeaaurqZGqsa3hrGvFCD4lcx+wo94UhrRGMTnwuC+0FdD0AGAil3DXsAiDaIdRpQe0RzjY5CamzWqmI43JgwGHrrckk/ABq7PZ3fbCzxCCfwRlSFG7FPI9UYEVVYFVb1MklRVlQxIY4CegDPAuIArU56cHD8kI5UcmaRVdTRaNW5RAlUyUj2JWhAzlMDt0ngVoajhVIUotSjVmkIVC0FAMkWF0prMEfpDNvDxKnhmg1h+eNdzN9/X1H555SNLfcxQb8tvv+e71zxQ+dEjg1c9UWn8/MA2cOu2tYM1bZ6B2hs/f/iOlWdV9oEvL7OLPee9Vvnz0451l8g1pPAQ+jGTYr71AhOdfku6VFcjroVApwNvxoAusTVxVwJtrbmrBiZqwpa4RMtMjYjjwuqgoKkRg0GfKx7OeEte6PWFNZq42pyoiXOcl1IZOqQ4xRMxSIS1Jm1OAz/v8/Bes/p17BxkRiYm36B0NVRYWEQKVc3E4TI3SSU2J+JOq9mVHoGYbITKYpoV2Ly2fxqWIUVRhz6/+UXTb77X/1jPQtvYZ9sGHn84G6+JWzzG2FDfbWuHjl+w8IzaJ7esbWELpbamS/Zdeo9ZFS6l2s5+/q1jIJrQBwuL7/nTtb7lq+Q6B4ZR22lcI63ENSaq+8vibiGC76nF89ZcYn+20M/3Kj73x3IchEbdLCRnnBbS0J1O06BGetbWkTlkU5Vu1c+xbZ9kviqNIK3TK2oirgj8WwSoIo4IbA4DGLaGw2H0lhroeE0IOQV/IAD1DqHGEuC0cVYG5AJhGhhki0yYj78ePxFHu+IgXk/oMWANb9bzeqgvOgKWMOMAjOPUHOyoLTJj4qEyd5R6WO/OdJjLSH6HZ5D8SOgsVMhR5CJNFYVnps01PB/KL6/6+dRVO3bffCcyb5268tpgguVuNIQhfH/8+AI+Ebu80h27R5V6quvjtT22c2Mxu28zenGBYzWIXXzDbaWbP2I3x8KUF7UP+z5TtG40x7QzLxKs9rekbXjf5ig7lcVrSVqQweFzpBxIc2cS1Hrq4i4ZWJFRaQt6bSTS0apFNXFT43azQaMlzhMMRnQqj6pOhYwevYpl4lwcxpMCYYlhms0CyAqS0C8MC6zQyadBWjLbNtqGbCdsrGTrt03YkE2G3MLyyh0pH8bSc+XK75bfOUz5qUrjBALK2nrY0joHCFHGyqC9+GpNpKk53gnm8VXJjcIUFh/MpasCRNakJpCdOqfn403nBIvOG1yz/FU610VgV3383OumXpyhr4J9O+qTrq3hbGXyjIFvL774qXJ/1z2zhFbezc7W5D8uUV8Bds4SWlVuvUj/VAPxNZfi/TmM9bGWKQC/9FMzx9nEq8FtAKrhNRDq1FvVUJfUtGmgTu/R1+m36u/S79Srk6azTd81/ZuJjQtNQpdwjcDGIs9GXo4gRIQrxIfjo/GxuNqQBDVMbjg3mkNmEZhVUaOrUF8fZC0FTsL/2kQuUAiifEFidQESgRgKgEBglwVYLLZbo8AXTWFXlvMBX+/eMAhzCZDoZZrvNgLWaDdGjchIwQNsvS8Rwpwsn4U6lJXTD59CmFOWl3D5Ka39z5SVNpvS5CElfiwz6LQqMQUZ0HcuVzBJPdAegGhBjDlmwGsImPUMma1Sx6ggcKjCB8cqv6n85p4fX3rhU5VnwNRXlxTPHSwu+up/DH+v8sxTF15a+WJ/9yUXd6+4e+vWO8CV76yTpHXv3LR2lW/5Bx8VFuX2397T1dVz+19zi5wt5Vc+WO5btXb7bWv7+9fetmPnTlrTuRzbgN/Fe2SIyQOjdPYOA3jV8I4B6kzgQxP4DA9+zP+ch+oA+GsACHpHnIlLcaiJx1mf2V8DMnGJNfiFDl+Pb73vRt8O3yM+tU8oeV7yQEIhMewZ9Yx5VAbkCZLOnnFpjUcQg2HpBANeJ6XOEtYZU42AzDZzxLzIvMq8yayuQWaL3mKRdEZRsoBxQs/FWzIWZEUWo2SUPGHRSDAwYVLitKBfO6GFWoI1Uz44kxIiy44lr8BIeQ7jBzd3vDzSqxR7kxJ30saB31KmbzyflzGkWpU605EqCJtyx+E5i7nmzlYzS7YSMDNT+ObL5yxiHH135Oqf//zq4fd+CqwNPeH6s85KhXsagPWV31Z+wQmbNglm+MUvQbDr1auvv/7qV0H9paVjvyx1XTW4YcGqVQs2DF7VVfrl8eKllSMPLb///mUPGxc7Kh8Au30RWfdDlbJKh9c1F/MZaaXGDq7TAZ3dZif9fva0VmfXanUWXcKGTUN7QtJqD5mOmqBJx+E3MrY+vB5ts7GMDWhsHigg1RD+Qg8XYCycRbAgrUVLm/bwAnXsKBaLm0L1WORuPUL0miFsl9W2Mbq4q5yaWrzDRuZ35eWcKi342LkKgBMfP4OCc/rxPv5PuHn9DVs/u4tff94hFVTa8D5iLpX77yplNIS+zriZ+6T+Jjt4UA/0eGwbdHq7Tqe/2nabDT6gA9fr7tZBm07L6busajzMLkmrN+nN+DP9tjHbSbzMMmRsSo+KFjFeMy83Qz9jJMQbM51zVDOqI1XGOTPM2R65T4x1tifEAUjyEF0hD/ZkZRGE1W64CjbuN7SVlKE60Wq5/evjZxoaZ2MM6lMztXxvg7uJz70PEs6j/SaLSLmPasJRkWlIkFiDGe/9s7ne1Gxt38BMbd/bNPfiJnvdz57vkkiAY06MQbaF6yo3s//A+rMAPCYZCqS8vcC5vKJI2s9qAhGxQYv/aiCvZ8hLtfilK6SbpXskhDISYMAgGAajhFDPLGmsohl9hzN0SPrsgSq7XpbLQg3KphqapTxh18tTdr08MOeBJt/cDMwRPpKJIBOKjLoFPpBsCEEroXpyCUDuAzKasdMKLIgZBVoEzWYBX6bLDMwG/bdUu01ZeAD8VlrBccBlipVjl8cmY1MxFcfGkpFsnqaitQaRAA4M5VAuhy3xFr4F6lqKLh6bMK5R15gL1SBXJBCWwpLBLIYXBBhSyH1K0hHiPdKcswjrQu406r3Mv2Leo4v9/0y+i28S2o9EIaZpWvFTuPgOzeHiOyR/KIPXnszU4dNY+Ui7q0YGpaslhBuR5k8Eoi2f4AerslCTwLVgY//RWemovaGY7X7kW+dcMbWFRJ9VOn/tgjQ7FPckC1e07tzhu6OUNcfj7qty5wFt1Nu2EmzZBPZUVnY6bswPcB6Q0Vzc9agcet5gC9v9scrQLcW+iHXqrXOX3z/V9rs2T+XWtYZ2J0fCsZQLtHIzKmO/IcJkQKfUzzdmGiHLg3d58CYPtF5wp/dB7++8iPU87nnGg7T3O8FmKzjHutl6gxVv+gAY1XMUSx/okswZPoM1KpNxQ4YA+7zyDHbeIiFSCOTnoCEZx354VU+eP01POI5jMrQ1SIcCOYVbtKY2KxI86zE71kJ7hADJ+IwuMcL4o2RbIYHvbdF7o6wBRS/xSxTtsMaAbwc/UAAPG7lDsw23cyqEaAZ5tjyIqMVf5qsF3mTyn6gYykxyM7O/UYYbGqHVQ9AM5inAHNY9l5xBbkYzEMABgMrbfuZSZvvsH5y/dvO1L+85t18zNS3XFh1Rm/NyURFT+dgZmTO/t+ruv+WlVz//lftv/D4pNALhremLUtb82Q9FZmJJoWosqeYDJMh1cSyCTCFiQHPq4mgcidTbKHnN+TVFn5fWsp2k3qaT1Nt0knqbTlJv00nqbTpJvU0nqbeZVxKnk0vizJ0bO3d1nuhkd3Xu6TzViQjLHCmOYzvxPicegA89XcfSemabtrCrEzCdHc0xCf++5piBpb+PRiM+WXTzyfGZ76Xjk2uJqqP7tLEdnTe2NVIR7SruLUKm2JmJSPRcVkJK8S0tudWaRXORJzW24+SBL5aKG/EZp4rqIpyJt8gJxhRNFZdnfx/dJ0Rln3gd7xNuyUhjcwjvC6T1aCbBPCdmODCTy36b+WY1npeK0XheYl4873QZ3DMrg7p/JYP59VS3S2tQI5nfRjK/jWTojWR+G8n8NpL5bSTz20jmt5HMbyOd38bpRmhu3Ni4q/FEI7urcU/jqUZEVo2+xqFGtpGEyOSy412NgGnMpmKSMghFRJ+YVPw7rXRvJTn6opKbvwd8mcb7OPolLrUEzI2gcUZsSpzQUulCk7R26pw5+Xjqw+dzKgd2w/NzdlOIbbFueBzvpW5sNd8je5jt2MM0EThF7ET69FqnM8xjJ9JDPMSA7GYkTYoPqdKbNFqJ2F54dbJE/jn9SyQ8S/+ikEx4jx+25POEW4J4ksx835HyF8xxGeeRp2mqjiE8PusYUhYY4g4u/IQLuJx9lFLBEM9viDp7cv/XFF7jsWcN2uRxP4THnekEmpQrVZtC9mQ0KSavSrIwCVTaJr02m6XOtK3WcmGdRohG+Zjazke9bh/v1VP3Od2cVsSio3LBMtAjUzItpYkKSWn8iZPpU2nEmdMkaY6WDKWBOQ0y2M3uFNxZt+RG7kit2c7boT3JS1HGy3mxWL0Ruf1RiND2R8J3RNsg6zR6keElHrZxvICPgzxpijzJn+K1HN+P/9yLn6rGeMBn5Lzx6XwG71X5DGZ2AlKQRmeFVBpxdFbmshrMmaIZXOLT5+hf8xzMm725bv0/YT34J/MJt/0rCoSpm6rTjOc5Pv1n+J/sFONjosxXyDxPSHrOJbIWYHJ+xkIaJQWbWiUE9Vq9hwmCYBgZBKefGN5Z5hTDapi4gzRFBmxmJ++EyJk0mlW8KkPmWKU3YuWv2Wo0zvRIGkeNY0a01zhOSB+Ns2iN7xChkhK/qY0EtXFiQxm/wJQOYxGXWrGZTtojKdZvbJ48Z+EZ56v9fxLBXWgrau9yyc2Pc+V0PxZT8dzHz1q5DHxH7nuseKsCoZyz4BT2TwTmWin6WTV4G/0efYgQxE4p1LGGP1gfYM0kgiQJaq2Eh6Q9gNDTMmj7fk9INB1AGsllTwUjBCcLCknGQ2hokMbjCYcU+OLye+++XyUKki2GSfmOJqYhU1bNbZutAlJiNSnUWppkXpJTluY/zfC9qg0QuF0Lwe2hu6SJWYLXXm7BVdZJeM0Ct0MTI7Gy6XfVnXgdi+B5KzKTJEb+O+mLFrt4MbwOwrsQUCOgq/HU7Kz5Rg2rs3qskA3ZQ9EQ0vr4ACPG7bmEM5gIxrcLmnRc3dixXTJq1QY+CqKSnhZiyyohUVj03cxeRsuMJgJJp64FOwckbmzmSlwfN8Rt4/ZwL3EaLjeqzfkizmFSci5go353bm9OlctJJZlsZ+J9S97LvVMeOePMgb2S96xJ+ejbO+o9i5ua8M55h9DsTHgncxzBjM6R7sYJ/EzBsa+GY2hRn1rzTwJrVSzwKoz93DBbk7qzqX3oolsqfx/saB2YH167Zscb52crb+9a26d23nBZnXvq8WqorX4Q/OOerbcvXfjc6njH/ADb1NT1b1/8BXDuuZXBbZHtY6tz4K/VWFs3jWuuqHSrO/Dam2FamCUAPOt243mqJ67ao/iJGhJQ9vvhE1Cl83g88ILg1cHbguhr9UBV76iP1SMtBWGX4pGQGM9tT2qa42yhVW1rtS3eLrlYQ1TDZ0H2n86aejQaLxgikjpp0y3Ec+fjfVAmxxrybfPt8b3k0/hGI6aIbbgNMG1Cm9S2u21vm6qtbWmXMnN/zHv/2bx53x+fODxvWvHklcjk0XmTZ3AiN1mit/sGCvKUOh3cnXpIc1E2yAQ2yzUo83HdY1WeUVKcqe6gIO+Cf+XUxHm+mo6mpWfsvXBla2lo83VfPuvR8CdQ3qe+qjZ3umMHHhuYwXu/wOOMxdLBPnBWyRd99Kbv7Ljx9q5Fl1/+wHyk9yvBLaPRsxttlWLlATyfLMNNv6zaq7oYr7C1TIrJge3SF1/3nPBAQwIYn6l7tw6yDaCGzQIP0wgiqkSdzhqI6+osQX/A6hN4wWcJ1hqMnCVoSdXnbNaANabX1emS6UxdJoBfTFgDdqs1UKery+jSgs8u+HRCXcbjrfNmEh6v3ePxGnMZlK6J1aaSCb2hPp22BwM+L6qBUeQIADNns1uskl1rJRAfFzg9okeoEyDBad0qoCcE8KAAzgpeEtwaRK3BF4LwF8E/BOEdHqD2HPIc9bznYZd41ngu8KDzraBgBR6dEAhaLRktY/cFvHEvcOKHLu9aL/tVL4Be7B3aGVEm9qUsE9ykjBWu+EMkoEeWxOPj3Dj+h7L64iMp7x4fn8L/k0+TgE0Vo40e3RSjjSB+kUAOp4Adkf+rj4QGWEaSpqi/5D9KXErW1QwIIbwfRzSRZrKfNDWDvA/kKYmlC9RqbLUor4lQ9HHV3qlh321q1rus8rvj4VU7a9fXvnZWZ7AF/Mb28H+trxwDySUN4eLUrb3XrRqY2Nq4udWvji3mHDWd36g8Y1DH2ttjprV1N7Ftld1gsNI7dc6jSV4Fvr5/P1AfrqS7ty+od3LUv145fYNqneqnWF+yAEn7tFqgN3qN0OMAOx3fcLztQGvdoM4NzCzi2SBnzcb8rCWQsAVBc3Bp8NrgHcG/BVW6oCcIg8GIk0u0WJZZXrGgr1metUCDxWdJWZDFwszQxjslJynCd0ZAQM/kzKAPbARIA0AEoVjtpV7e7w0GvIj271xvuNvwkAEZ9Hqg13v11+vv1j+kV+mzrPpSE2dRW52kNcCkI7Rn5XfGOXwv58oj+fJI6ThtTicmUh7vgIA7fmhqfE7UnawbZQXJuDwyaZE5nglNRnmEkaEdgQw65CDQLRrFTyaUL/jG19DCfpXC9kKMK9W62obbpg5dduieqzZe+nbl35/94jnrr3j07AHC9vK5x9auv1AwLjfVVn49cAFhemmwutCXfnT+x2jbktYbrv5151cPrf3Ko5TmpfPh5/Tn3V5P+F2evb+1nszNaOUONKZazASZWqCV7rEbwBEDMBkuN9xk+JyB1bJWj5dVWVRmvlaj5jj8LKHm7Go1x2qgyVvr9/Ahq9llckkOt+iSvLxIOimGXNtcrCsUN2n8eII4qFLjE9VWs87D22OsRuetZWKtFlAvB8ihxU6s6TqavkaxnGRW82qoU6l1lHnYpK0RT+nAmA58oAO6TFm2sQ7KcYiNJOF69CDB0CMAYjIWu3KgKAUEAfJwWYb0IG8ocO2z1J41+G5SyXyDBxWk4PJIjKzFKGKLK5wbtjxSwKURmRtQ5YhBY7d/uG7lziWP7xna+sPa5vuXPfbtRc3nx3atG73i7MofhERDVAy98/dU5Tqw5/MAvPL5x1hwV2XTwnuauy6pbHh0CK5uFnvuufguEuOMYP/PhO2ZeuYyaUHSzdnEgCEh6PUO6LIHHLC+NoECIa0AtTwfqg+AR+VtDjENroA5xIdgqKjVO5BxSAtOaIEWb1vjR8cPEav/IHe0/BvCzkyZKCYPlmSeAxlmlETs/gXfccgxU1NKlFVlyn/UQyJyP/qRUhH683ZSEZqsHEWGtOu8kVcvEDPgnUr0n9Afb1hpa7PoHlv5ZcqX9bLKiPeQWgbv89Lyek80hY2alDvmcsecPq8n6vTFVe6YO5LwRKP4iA92T9Rt9gAr8micAkdTwqpECBxLpXyJcCyKDYQwDJJFn7c4xKDgk2GlQSrqTqgicbUnFkvNQkwnU+awhnIkpoq+CQ/JKWDLdtiz27PXo/Z4fGEu7PQJVdDp58Z8wOdrSNM7eqqMLfp3ZeOAlO6+S5CniaPkovh1VQDq8XGy7BMU6ndz2OLHjtVfxkn4bPwOlaJ5st6plNVcBqg+HYezEy9cwFIN3uPFIa8h0VMVqTF18JUTc9HNK99fD3YraNVx+3q7dLJ29QXo2Ghz0F25auqbszjnOyuLYRucpsDVfv/6msoPaJy9u9IFj2M7bSH4t2e1Wux3BkmgsUHHiU2EIKIWbyjrIkjtJpFuJ7AyZuBUZ10e14Zc1p7LZRcUJWT2KCQRHjIROwhJhCfqgXFPl2et50LPEx5V3NNE99m/elTLPVs9d3l2elh1zpl7Ioe6ctfkbs/dn/trTiXmrsptzyE2BzT6nDcHddmcx8VakqUEMFMiwBOJDxKqRCwZ5zVZI2CMg0bijBE/7KRRo0dGS9zQbHB57P5cVky3J9SSmowlouVEsxo4WTVj4PUmXjL605QGAnvo0IPSYSV46iX0EX7OP+ZHJn+cjyV4yVwLHKhWxhRyELYJQi/oQfawxIiilKwXaX2VCbtQZhFkRUmE4mIK/EWXK+8sb0SVVCKzYV7Hpps7Sl+m8XnljVl2iYOT/4pdQmaIvGMuw8QG2gWUUhLxGfDpoDsz6KB5W0SmTsDKFwTyWufkySaFPwGPX7pujyiG8hSKJ9Q7sCEttVkHHmxY+PjNvV1+LhgOm8OXPlDbYa/7wmfL39meXKQz18f6/Wtr11VebJb2PY2dov5ze89uSbc1cZ2XtJ656abHYuZc5Yd/FWt9HnHjOTvW3fq0zZLYfeetSk6tC12DfdYgc0Dq1ToMDrtD0OlFxwa9wa7XG/Dubb7afpv9S3Z0vh08oAdk34Z2vc5i6LKpHV2STl9j4AwOPWGTzDB9zEZmiFFrESPzSDuD8iQ6CVylHZB5FOxIi+wCx8uEqgSt0qKfzblVu2jlbcdaTbqR7LmScyuXsPiVJCMFZJ2R+rzM24xE0TUbVj/ZlAmvqbwxN/12fjRTt9S/LHVm5cXCwn07h+ek4CzXPIylA5gm7FD9WbWRiWN/vp+4ThdC9JwVJFmQtAALazD7eT/0Y+NHxUV1Rt6gN0RouM6S1Eco5RHL8oyNs0HyINjGbKxtAn9totkLvHwmj/fTMtYwsrb9car8R6U+5jCB4axWLFHvcx7VtWARZaabucDJ6M+XD37ZHixWND1OM7jucxctzeZYw+3NXTtuuPcfY4+iS1+56YrQkU2uMKQUrQOgDH62dS8fbnu6q3loWem6W2UMozo83hFa01WWWjIciAd2CUAQzIzkcGhR0iCYx8zQnEEAcSQLkoki6p1HuSin9cSTGoOW1+spOvIk3v4zGcI+XAaZ8mtTr+UzBNu8nD/MUHCveYPqBEq6vFrP4FAoVUlfABr50miNfUElXHRwi8/vbGkpnL2ssd4YE+KX33vFTeA1eMvIrtBne4MpfSymj/uXvNbXPXyV1OFx+oxZY9RhO/e85iTxi1N4z6+hGKMpppMZxbreAAqFPFPP1cP6XobPE6IUGDkeYEpNCdKhAvNFg8OorjHkaxKGJj7RkMs2SU2Q8jg25ZpybbUNjoALtjWoA6wWzx1J41VHPdnKHZw6CDIHj2MnYqqMH44eIQxvHC1Ww4sGnVjCZU5GP2MNEEh/10yBBykb0FjwJ2wydrYjj/0MtRxjqLnh/soJyt/2/e8jQyZchnfvH7h3eUvlpfG+4cqWuxZ+YbIn2pCoX9m78623AGgt7OuOgmse2rSVELld0Q0PrLO2uCwxZ+SyMze8uTItnQP+9FQxCKb+cH3b1OH1y/v5IPhr99fE1s8uJnYrrSvFsssxJWZAakjl8P4cToiRRCNYUDCH+TAMF80ei9XcaI0kzFisHamE3xOo88EOrY4Ag2NhHCTgvQfJEyyWY1Qq3HH852tYINwxYg1GHFXqAzzaOVLR/D/23jw+jupKG657b3VVV29VvVXvXb2vklq9SLJkWSpvsi0vklm84ZYFGAcwxJbBbA7YYLMvdghLIAE7hAAhZOwEQjCZGSuJMZAgUBLigSxAJo6zzDg4CSFsar/33uputYzhzcz3/fP9fh8J3a0ljuucc8896/NMXamJ1r8s6vDHOimC7uED9th1hPTgxmmt+/Y1YIjD9ZTywH9J1HygcmzibpP7tN7hN05LwEeWvjGwa83K3KyLhx862g/Ob0AUr3wRnE94DuKrI0srX/z+5UdvKZ1TTD67jPYBBGxL39Cdb+PgdlpzSZ/Ywn6Ac64C04Vt6+fqFe/MwN5oSXwoDuPxbr9PLnZN17EuFmaUoMeN3AilWJeDZV0u12d9IOfr9UGfrwCY3hmdWbFb6YbdPSYHb2LZQRMwBYu+aVIMxHwx3zSlqyUzPc4w8ekoN61FduM7NyDDXAtELB/QQT25u7Bsia8kbzgXyuVyxWMFzS7J7QYIGQUWPOkMHCxKhwtj+FTib90oUWbwg5NpL4EwHyMDTATQnSGojvwpeswkSCJ9ZdQ+2WFG1f4yqDaf+aiT/WDGhH7m6pmV0ckmMzo8Y/WMGYnwvP9cngyaEglzrHnDq5CXzyY95spxX7DzvtseiF1Jus3XX9/YYr766sqGr8+q5PnWxLLK4nKytbJklr0TrEUJi2CbeG3hP0jdZADnWmWca4VwJtzM5Jnn1PWpOLjQAlZYgNsBXDzg8y3NcauNszmiMZJ42XX4c8quc9h1drs7xDC5MAhf4C7mmgpGjlONg0ZotNnz3mCLJxpPxpr7mFC4SjqAo9lQMJngHMBhFXkdF3wGBJ/kWWikJN65gySnrTkHa3HiIP4okZfcQU0fOG49fIyQ82IfeWMVc7lBEyTM0FgfAawmS/VWL0mXSL+Xrzd8eXu14YsFL7tQ+da/nrNw99wnCjHS8e2d9tj8p1PB8/WVh9ZKDtr35ecmI53FyPSr/atZF2AqR6KVbeCheDvt+brAFyvzfZFLj/7V7yat34u7HgWmHtL7nb1iHrkz5BO/Qe9g39DO9KvW9hygyzttPeFoU9jtNj0D1ql2WyzcFsPJAxCbcoFmKPrb9Exu4iV8TxCXoPnJY9gL/Ip6hTdO8gU0bqpDsNYW6E6VQRXROwe88U1rb7tt43Wnzeo+g2eDHm9ixgqX8aWX6B5dJ/xJEw7dD8BHfvHI4OY53fPPuH72qkXTAw5jNm712v1nNR0GLpxJVdfmaCaF/R/dWd2iW88YmRIzpJrMJu1+yKSC8jMIqUlfilE5Lp/NRJiUlIKpYrYvZTZ7WpUC5wndaxORuhen0/h8E2bCl8jlSFJCovqx0ZfwzSi9cayIH31stMYRoD2zPWr95HJ+TQBtYWsRTKxU1ZUr1Zkrrrl1ankfbd0qk/r+rezP1FWrVHXF8o+eqCinKPaDdD9AtN5fOVerI1X6uNfxM5Oa/1w1yVPCt1iPy88osqtAY/jmxeZ0m8thRbFcGy8IYS8rYmf/EqXdLY4eAzkyol14Y4w822gV0jNkbaMb8hqwgoaq0MARBKy1KEAKF7jXB3rPqez40p7KwVcO/+qXILeqkj13Q5KwBTV1TdzVPWfL7y4dBv+6pfIXQg70QHNu/wFQAvnXfq4o71+wZC5+uFUzwQr0bLln3sE970zcQJ9rSaWP/QeOcZJYl/PUpMcnaDrL+EJM1OtrV/Igr1pzCZ/HxaeKOwSzMR78tOeimJNVNc0AH68sf+zpaiVl9h/46f5tcObJteTq4/2gVkCmT3f5Oc9/bkrZ+ENr7QH3NFaMobYHg89jlmljrlEXygC0JwD+J0G4QVMJRyqxHm6BEOazqZQW/LwR6zAiMa/kYb7H5rebnba8M5WwQWhubfEHgjCVNZgDwIgvF1JFLdAwJzdaJAY8+sYoHfJ+SfoVcV8v2zrL1H1RXqNyGqfTJ3HTfjzUkXRasbRUm1PSvV45s7JwJWtqjpQn+hsinMt+vPqRM+dXfgb6VF+qY+LIXQ+u73x6YA28sLJjkqQWfK4fPK4FN7bI+tVbKu8urLStcioI7X3w8xPf6phJeWrIvg+Nc4fUNs7MNMeD7kBKlkTRrJihORNiAlIABlLmjBToC+VIj93NFoQMH1eSnNOtyCTIJRvCY0QUhEUGX62AfMBn+KVRiUjlkLVuGNUJHIJ+bJUbot4aeojWwkWf9QY7WnqCWNjBpfrvfQ9wchnH83bh/PP1tiVg6327tqDezmRzq5vzLHykv/Jet7mgi8W4Nu+54/3/NSgX9fFXj2szVnS+gfrkTua36mZ30BcKxTtS6UxnZloyEe+0xINx2BnvzMSbfU6Hzxn3yR6vz+lztueKLS2dmSLshJlUETqKMFME2HRh0ShCBVtNj9lZbEt6UqkOGcgQyE4AnWQHEE6bZm5tDgcDLSHow09ArGViNEctho7EkYymWobPgdzLE+WXxq6m9ZhaFb5OnFJ045tgVHpp6o81IpXqt7Q3MryLQxniWcLoFIwqKNwWTjawqiggrI1QU6QWEYR1YbtuX+W541OZVT6ojAGDv86u4geH+LPuBQ/OjmUuNQCxsr5yx7fQaGXjyRwr4IX+Yp1lpWi8r2W2Ph4XgtEfWPsr/4p1QmdHcJ5dxFr5s7pjQRoUm/PZbCpZak+1Q1DIozloB4IoJaf68siRRxfnr87DVXmwEDukdo/iC4djBlUEoii3JeKx9pjL65N9O2QQk33yUHvM0R7zSe2gvb2Q8Cb72mTZWnKBfBsgG7WhNtTWZs63pLKxsC8YaApxVjPisFMrjo1hFRVG6X9oAV1Tl6TpyYODvxvd2oHWuiKTgidNdqIoj/RrMgdb/S38Sxb8a3Xt/Aprpwyi6JQMKdj+J0lSsHYmlcMXdVE7Onbwb6cgSjn28r/MCoRyhCrFALyxDaBzdpOu9Fjl3Tcug4MTt1QqPVO4Ui7rvycUs2hkKfJnWgbYeJw/Xbi+v/JX7axETvwNPYx9QTvTC9B+pv3EW+oKk6PUCYEhCrqif4p+EEW+aDY6PYpMUXB+5xWd8OFe8jO3P+WHPYkD7CssHKaUcAhBFrBsa6ilObuutTQjUegsAFgAerYwfb5a4mVSCQkQvBwZx0175OMy0iPZmAgZRdHu7ShUgaPJ2iAzc3gmKPTUeJMzanNLIqFxOJlKGxO7EnAwsS8xnkCJ6hzEoYJW9SoURuqUTK+OkUK0VsyqsfSRQpV0TBqfOESB28niAaUULwPaQBvJTlYcakPsNa01pmf19X3yE0puU0NVRg8/23eMFTJKembG608sae/K5uZOX7Hus585bY1icRjMXl9wzXV7HN+4afDCyp/DnubCrF8i4x1bWi4eWupo9zkCNrdTyabaZkZinWfM7gxGM60r018E61dK+rj79nvvveAbLVHftMrz12LdrT5xhL0c687HpJi/fEcIWb0aStHpwXiJLt/8RwL83kJHEyDpOWUMSEYJBBOwHfZBZPfYgGILJySekItAHvk8LOdPqnojJ9nsJRtHd3oEFMw4VSf5c4smqSQ6c054wgn2kn2nkLPViZw+ZQOzk9mNE0FmlHmLcEBkxCgwoKhqUun4imi0lHaZ9pjguAkM4JSOEL03oFZR/vdDGvl7fTq0oBUaC4XxX5OSGGEqKtAoinY6CS5oNepo5CAl4QbVmw5riMQZ9Cv28s5ZV93bfMEN3zv3zPMv+dGakecSOkt+jqVyFju/fL+/sKsA7FtPG7rkkruu/fGrtz84f/7E5tP9C+9en+oBE5sqv3npnG/Sc3KEnVGV9evfsUmChZSd31LvxkJXVCxwCsz1mgL+AAEplUGd1+mNe5HHnrbj08/JHIxzyQSLbV0RsaxFs0OOhLCxy0TWnEzKSTCWYYSQAI8LYI8ARCEn9Apoq7BTgIKoDEvbpF0SkjS0D0VaI8FXJCCF/MCvKgzhhUC1kX4mo8m0nCNl22OHyeumY58i05pIazLlo1X7jmpyrRLe0m/JTsr6PqMqSdZcnGOJd826sirgyl+JQItEsuC3VJrw1hXu/ruvOZ0KuPIlLM54qqeCNmn+534sVx/dPW1jvrOfSZz4gzpUm6zRIWA0f8P8PfOPzazbDNiEI4Fz/CRAlOiNKQJJ5wr1iaA5mt2hxnm9ZDCX9IZCgjNKaZBWmQ59i8He6wO+qNiitGBLbskYVAN1I3pjaZSAOx83QH6vARhyUwfVCq+OkIVTsspEPEih5j5w9DdWn0MfmjIho0ltknd7Ch3qx8dkWB8ZjLlu50Vfily6nvCd1vlQL7vt8NrWymv1uZjqLMy689jmh4eWTyXJrXxu6jiMVsdsOXEE9WJbDTN3qPP50L2hR0NI/5j8jAxXyxfJn5PRAg78HoIVkEgZ+QldMvR55gd5snO6z4jWGIFRxKZKa7cCsheYqIYDKWcKJUa/Ub9NjyxI7ydsWOPY/sjE/+R09xv0ADOkF1runThUrq85Dn2cHaKj2h6ouVIZ9a7b8trm1evnTrtWMixojZSi2YH2RUOfUa5758AlF4DfHvj83q7ZG6bN/fZIcfHuK0du7M1+1v33u27SbGn+idvRcvzcMaaF+QHZyh1XbzQ7SmQhYxdAC/VAIwzaKO4TdRadS3VU+8g5V69rwLXTtdulc/kSVv41DtzKfYmDaU6PkomwUUADFJ+Yj2ZZI0H+g/dxX+fgRdznOPiI8Wkj5IyM+UZscuG44oyL2tZWK3UISkE1D+KYmrAIke2qsYOUXYq8kH4KGdPDZuQqHHMVsLRo+7hGH0iXdenAXrK9jqOGTavKakCKAe3FUG1wr6MdLV+/7guPXzIjlLcsG8JSvOys9VdXhRg/ewSwZ3/1nGULtnelmv94Wf/cy8+5KDDtieu/heXZOXvj1VSc2y9r37uudbfHr+0p9LHv4RianMtDatlEtkKXw89AqNe5dfA9HUhzndwCDhnNPnPWjKqzEXwX7IdQjnkVH5NxNiXs/M7E7gQMJUBCYcW0UNphNHqjznQNmjQTYGIqJVVP47NbLarHxMDOABwMDAfgxgAIdNCRK1EEvSIYJ2A75dqW6Mgh7ciOVQ9t4b+1TdGxg0SW5LAeIeHXkDYik21IU08xyTYlT20YYWPfG1DP/v6S3pOWQzXO3okf1NdDaZ565dkH7zppJfT9m6oUvuBHk3uh1V2QE0d0bZTbchrzhJrw0s1bn9eX8SGj4lOyCuJvasXeLZcI86w5BaSHHIrzGXCWmpKbXB07PMaoTFNYoSkjVSfSjjPQgOrkz/iX/6wGRAkQhssupQiKqhhYE9gQeDPA9gbAOJZuVZqvlkf+exItcgRfwkSeVJzjfyfbymONG7cfo3umzQxdW6Nc6zzpjcLUtdXdHCeVK5snhaqRPk9cX5dnI//zeR8tvNDVw4cXTwr3h5T8+cPvnyzTVuz7eqp4un9SuzQ8XQn8QwJfk74jPSchj1TF00XAgd5B8BH0NDqEkLlPpVO4PJJlG8sRBlC6ScMLZJOmlTX6EjZeZsySGdutmULqJltrSLqEeJElaLo8QdPlOYtSR9NVJDo6zRqRcoFFtVBQiY7ekoX6Tguw1IhiToWl+z+G0kUd2qRPuDrOp6s3lVDPsvXjf701cu4lZ89dJUyc4Jee/S+HLltfeW96pBh1zgcHD1y7B/jl+0+/6Nlnr7nnK59fGb1/VdE240PmJIxiwO5n7CeOPym7SxwZqiziDyuM5xuvMN7I3WJ838gtY9exl7HoZuYFBh53A1GSsiTiyYlILJtdbr3Q534GpJ4iAMUUrNhk44U045Jc0EXZy58ueHoJ5gHpnholiln8bWsbTQwUu7PEeIlG14Q3hLeG94YPhF8Jvx0Wwm4V/68IgvHTWOTuCyQ9xZv39NL3oE17T7SW6CVmMlkImLHeE5p2hzu7RHqHLpR1L57I4i/K7xK64uxibV+/99g7E91SN/6VI0B6caRMm3flepj06cDF/3L2/w24+Jr9JwMXr6r7BZbW6ArgYnXA6SYDTzbwvO0fNohj9tec4Hb5ARmeL18hw68Evh/4SeA3ATYZ6AjAlSHgdAQdmWwwa8j24U8OR5BVybTT23HEo3jcLxkIcWkrDl85h+yAnONdB9zsuNvxcwdCjGGXYY8B8bqsI+M0BDlXzuvxEFxpj4uqys/nEpIxrFdDeirJDP6R3pmhBUQhVVCDhgEyHtFqgkZkMjmSTMlDzoPH66DAUFZyHrIbs9uyyIiyF1TXzbw4qWDw50HHPgfbFXIMOzY60B7HcUKiRFcLpswtHCrQM2LVDsGmYtGreaqXSfWMsszgqLZ+VCjn6Ro6GDlJs1QdXZAsNJ+nvZ1JCNNqhtfB8ZNBXLyq4pCrvaOaF+JYmK/NO7Omrt7FF7c1QaPLg9X+rfIg+OXMb1CdA+7skq6VzRVWnD57Yp39hMW3cknSB9cM9s4+d/AKk2X5WmwGm8/7yvs/I1bw12Arv6azd0nl3zYO3fL1mddeeho+BzPx2SPzzB3My+pmgfWw8EXL6xbIWWQLNN5YvLcIBfOL5tfNfzSzZlTl9LJzhlwymlCzuZwEHapPKTkCJMtjOqSOUAfqaIPGfWkgppU0TKc5t62jA3SQM9dpoDELeckpuxVWQEotg3N5SyatRqqOc4CjpIiT10VBemOkUB4foyUUQpFYLvSSPXJN6ge9i0mro7rBR+b0yY0c14jkqlv+pNWthTa1O6UqXlL31yKeGv9f94bK21869+pt5Wsrr3z+Mw+AzovjoYRp7R0O/1LndJO1o83UaXHcUcgt2nHJIz9om7vz4nkFe/GZm2c0PX62XY5i68z/+6pYXgdScRb8bHlr8wiNmXNYzhks52nMf6pfEKAHwhfzr+chl5fziTwy3mT8Ig7zCocKhwtHC1jSTEkqhUpY0m0W2ZtQbRZLjk0TSadDiRzPMbzEh3jEC6zxgDb2gW8Nh4OJq1lO5IEJmxmnSs4SkWUbTbM18MFdQSz0YFEtqljgRUpZZ6IQMF0U7KVR5CTottK9j3Gve0xj8PunZU9bEckObT6HXBBk3GAyJCfCbpxCKNR68ihz9blfqry9Qblkx6Kz73BYOk1tHVbTdOdpPscda+lQwubBSx/8zK7KK9eWtx3bObftB7aR8vKfATaeArp89Kx/z1enEs7OBptm3PxM0V6Yx9Tkz/47ln8/SH6Xzs07OZXsHS8gcaFNseVsyKBj5893zDT0mkzBRCahRoLBXkcnEXpna6IXX874Fgm5kMvjMB6IAdqwEVAsJk2fo1dnax6ribeU9CamRWqB5CXUsqsFC7xlpmqYOZOIfCZdYRWQX63Sg7eI9tJWiYJ675NGpXFJZ8QpOCO3qdNl0YUV6ZJl1YoVKQO5n1mEXdNUvdSoFSe92MGap6JaHKt9Zf2/aFCbKc2NVfmXyTT2pK/idHI16fwfKLXBnbH/XvNhuniyMoF190+oGdxsirNV51ZzaTr5tixW6cW75nya5n8fSFBHx9DZzCNoDda7HecZb+xnLDi2IBonqj9T9pUOg6PgXYCcMA7bIFrGreOgwHm4NIeWGdYZIHm5zIBeLAGbW4kkVN8a9wb3Vjdyu1kmAzIWEy8WQMHEGncGdgdgINBiS+Dr72nBBs9MSA5yEzrJZ4fCAHLKOlrcggWe2aInPzGTj43gGdmxLD6Fm8ay42PZAml8ML0Ll64gyxljI70NqxpjZKRp5KC3evBIjDZCxuPiDr6xWEVhlngaoFU1JU+dA6rGEmsuKl//wnVXf27H89uH1z/xxOrVc1fYl9hnzMAvy/tWr5i1/GvnrV9/zmPLZy//3TV9M+6648UX77xv9qKr9+dbLutP2AwtTYZAYsHsqG/xaXfeNrDAF6Hn7cT5lT5IOFBbmK/sZ1gs7Q6bs8SxoCkcS8WVBNesbGeCBouXE1tSUUD7nQJqzoRUg+rxlSjwkRkZ7KqdJm842bDHowFlTWhDaGvo7RArhpRQLoR2hnaHIBMKhVpDiMevOW2Nq4ylOPrnSW82WXgZ/fMYIUkkjRM6DkbjrXDU6ZJPFl1VQElU7anxWuncaS3C828C6PBTy2eTmko2HOdYk1WeC+AttzhCy2DyAqfhpum5O36gVVKcnrTBZ7M4jOJ5wH8OvHmNK459Biy4F01cTuxzdaVPp+AcrZuZx/xNvduVwtaZJYlanKwEGJq8TZkmlGhtb4VCq6cV8t/L/zgPv9wBinNnzz19LvrZ3N/OhRILWHMn6CmpiQKfmtG3I2McJlWphEOspm1kHxA1JG6lGUxSSkIhmSETZjnpTYnFXmintFuCqjQsQWlB0C3OAgY0S21RKRKGFImXmBbQebwFhFoGW2BLdSG2Ds4zhjNmUgYk0VJDpkfipYPVbLlAyeCrNVa6QJQ9Rao3dSyB9uTpUlGDfqbkflrFS6fUM7+vbP7uzWddMbvYNNezc0Gpe+W1Wl12/vAlF9Ic8BatKptqzADXfvCDZ0+fke28tDivO+vsluZEU32g9QKtYttzm5YMbofn1uu1WG/oX7FfSTB55sfqlTzRm4/qDXwHPAd+DliD3+vP+BFBVoJCyBOC/I/DvwzD2bnTc+fm0G9zf8vBVCYRj0V4d7J1h9e40QiM9gQrxpI0XRFcGW3m802G3coAUgA/waBh7EWKFr3YhHXTpFbhfGxYN2IQkB3QzuNBEAqCINXOJ+qH1Bw1nRRHjxU0hVT1oftn5N9RbJA8+tdPEDgp31aOVYW98ZPFO3/+R7+rS5bObp/4HbsVyzbDPK4O7DeCM43nGTcbUbvYJ8Jl4jrxMhExKYXEl7n07jQrpNNWQfQoHmhAHjmQsPLhhGCUPYrq5lKqYC6lmBgWVyyjMhxH5BUUraVWTuUGOaTiAKlJq6SpOXOvecCMtFpaleb4kJe6jUN02tlb47h4tUZePlSeqPUMQJWeokFOjaQWVilc6NAojcPs1qwtYOGeGf/DI9/65qO/7fuJv1mOxdJnDW+uvAIC+elJ93SIwFrEGYPm0rOnbbvltV9+4Q61t/LkyIIlldMqqwLfWOo0x7R6hL0yF/0Z+9k4kwOsuv9xI1gQXRmFUYWTZXmZjORggLMoOi6QYdMpKcOKFkVKBTiODCFzQynJkUpJisXSl2EdmQwrBRRWDKZ1lkyKM7W4ogxyKDEn12IQOV0wwOpd7OXsP1j0dQmkpZul+yTUIc2TlhNwcJf0e+kfEiukwIspkEqLEutIZNI6lm2yiEGFZUzN+hn4msvQvhGfMPWRypLaNNjENjU5mLy2doYlT6iRyySzqi4ajWzC19umMv6KDDoSwHCrtmVGxuncUpa8k50DUChbi2QqguoB2bHphvGl1wtAtQeqXXk+oHVBQSkHeGrb6M9NfvO81y5uqvztoHR25b1i2N0E/tJicyevv7ttHShU2sUubBd96DrOZ76zMrPy9mcXvvPdlsgr8MFr414hHre6ApELKveBjg0L5rDxD5cG47t2BWPnEt3gmNOG7TjEpJifqLcd9oPDDrDCAd6zAL3RbUxhkzb0GZYZ0E38H/j3eHQWv57fwqO57JksRCQohYLOFjApUV0SoISieiSjpeT2yIzi45OqyWhzx7Mlug9si4aTuuW6z+jQGYG1AcgFZByN6DyC1CfFwbY4qLF57wyDcNjDZDw1cZcPlzfR0XwsZWtnp9bHxHIujJFuThVmRxvc13iD12yqxhtlwNN2DQnxajafmNK0xEkslTBra5q54rrzC4VZLL/ntnPbcletCfW0NA1EPve1/csv+vr5lcVLly1binpTa1+/9NKHZl6yra11yfAvX5s+siB1x89+9tFLhR/ccfrFxC9Mr/SzzdjWc0CnrsEWbC45lQwyxPARQxYlJnJB6F/HGrOxnKICS1Q1mkvRaJABEoAgk1UTFMpGQLloNquGoiUxC+Zuze7Mwr3ZA9kTWZTL7s5CBuf/KJsno/NqxCSVtllByLrLuse6z8paowoOw7EbIeiMArJE6VYX4aCl210xgpQgAEZQhXEBdanCsLBR2CawknBcgPuEUfJdQcMz0CbwNSiJifLRqq+h+1o1mIl361gHRyY30QmOgYaZTxeewlZt/KUOVVBDwaeh3ce+yTZXtt9+/eB1LqfBPh/8oui2AT4ke5cOiI4u8IvpHqvRNr/SD1vuWr1o7oPg4lWeJn0sxoc96yprVlhmuq2fA38/1xvRU9SC9R91rvRkBeqvKZYmjmFUkNjPTDvxlvplrBo6tiIGDwShwEwDqXwIiCWlBI2cWDKva+clrhv5Yg6oIhdWlmwAhBR8JwC7wV5wACAQlbBnzqiiqqhY1Gq0u5sAUYjdWGXdO7vhzu4T3ZCQlu7u3tvNds9iZmG1xbBDIeFNUynkaHWoDuSI0gF6CatMlmT858hRn6+qMvKuhrEZqD7A+FTfuA91Sb4Q/jTs2+jb5uN24W9BH71Iq+o6UlPXeAPx0aFJlVXVeUQbBxj1LtZURdRG2qFk0BeMkD8tDSYBJj6OOvHJPT65CtLpYqdVElR9itNP1VdJYPVpNe56HIRVvd3lwDqlOgRfWS7OckufqxgndYjmfXXNyR2/c+5avXDWQ5UvrPQ064lucZzzM6zbBcC5n+nDut2Fdcv3ufqgvumZJihIOGqxsWJ7bwtwz0rNgoFZvnVz+GA6FokrMYOeFrSPm4GZceAr2JEhdW2iRwbrkdnJwJ04qIFkq2U3s5dhmYXMQiAxBakQKiAPKnSpXUSfXbMIR4kaQZEovkuCMIj1Wc2+o+l0VZ/puj4Jp7iaHk9jfaZD+NNwemN6W5rbhb8F0/83fTZotJYzHC6PjNXBVQtEj6QDpO3AZ0+JCPG/Uiz6We/AaH229J9Rre+54asmB02XoC/+TzSM7ycXDiCm6S5ijDiKfUpdM47eQscRegUBhN1Y3J8w+3xRm1OxeGIOQzAWUaKcaFJM0JSz9ZIrxzLOvcUd55DGKKIy6XjO0muBloxHjWgTHz4KNiwgZzTg8dThdTygZ9iz0bPPg8Y9wONJJSfhdaRRN3V8h6q+b/ydY+VN0rvlQ6Tfe4QsfZIxqiJJ3sqbTp7mnbLyMjn8Zy2C76+aqa5aOXPmqstvEF0LK3xP0LF9OwXduYH9ycyVq9SZq1Z99C+VZf6kDudmEde5lf5fkC/osC5gmk4cgZvxvSMz9xAUluNqFtsbJ5mspXsQOISAEDMrFo5xsEZq7uZotf0oZvBVQOkg8/SGeFKJa+82Wbsxgvg+p7/bQe8I+pEXBJeskD0mN47Yj9EgU0PAmQzmj5IyzkENmIQac82kaiPLWm4PN3fOuurLGbvdMwDuoCMpdBDlyo6rwE+XK2kUn/g8GUShPjxDcP3xM7qYNWqzxajY+JiJc0HFzuHY2UI55VzRKoISpxrppSpgN61F1Eas133cKDfOIS5XnorV8255lK7rFuhLvrXR+TXeTjBKFeMI9oD3F8kiVhRVBYzW9qr8yyZ+TbRC6wtv4L/vWto/PqyOxPWRRMkdB7vte/HfT020eoHXuCcGdsX2xGCMZXtlIMpAL8shwaTopJjR4IspSohhkqA3CXYmQVKLj6IRApADdRlJMTpFebe8Vz4gs2/LJ2QoqxQwW0DGqFeS6rYsYVuWNkr7JDQuAUnKpKfaMvUwpKYjjWqoRS9h39JoytiFFKWx8qZqoefXI6NemiFv0sY+pvgPOjCT6GivXexWml/IcG1T/oyaWYetqqULNRXWUOv2WgvBNoBiK2fNt1R2Tpo3GDWtXrdwmRnModhSE4/wZzmwYVewTGNYpgr2B/tVUZAccslMXsREWKVcVIss9lKYd4USXoYHPM87cd7kIxYixRyKk/FEtVQq6qIlVl+Gc8JYn6oawU7jbiM0MlCCWIQQO5KQZjg2wlfEvcm9zaHpG/CNz2neYGSIVjmL1Uv11ZFN3mM1Ef55qvywM5BquL8kKKpfrrU0rD7G79SmpUEb2Q2VYYwKrKepWGzpptIaGSFSvFzJ5zUhLYpl+xc0JcE8TUjSkspTRIRw2n05RWmiGOB9kMyC+5hb1FY99xr3B+wMsUvD9yF1CQxDzk3OhVz1MKTa343ScjGhjaXvzSXt3eHSWoguYlr6t/RQ0u/R79OP6o/rdXp9wE9FQ8HWGsKNw/R2OlK9k8of9wWTgwfw9QH17NGBXvq42oQBHSu4avg59mv0KevTBBrGeR/7VbqX9g/VfTl3IwcTqB1BuU91iQDoEQBuPfPMiXF1RDCVyFg0tCPG3ZfnMrEWJceIetFk1iIBNWZw653u0jr3Ze6n3Yh1O9yQx8/gAi4XEzQrJlMwzZAdTnx6FR1gdMO6bTqk15Ui0Xz1yk+rLUxcimPpxbVLX7VgKW1Lg32UPwGla4hVk4Hz0eqY2iEKEWrV5qTJfEF12upI4eUCAVU40nusOIWHsKh1v0fKFGlE2yBOJDuq9VOcwgNtI+bjYGHWMPvVyrdvWnHhxA/v33SBEjjv6SsWLHrqMTDtqV3TZtQOKRU/PI5uq+hC5Q2PHfrLpRd8yfKnM1d+6f5HY+AXmZYtlezkWUUvUMVUztL6GG0njnBD2E/PA0vVLe/ogFmYIcAZwmLhamxWhoCh2YAEd6S5Y5bOHHMk0tN7dFalO2njZsfmKcDQHiYAC7nwAG1xcxY2zEFUUtaprN7YTfKl7ihk2qV22J6ZrfaI85R5UJgXFWeDrtxssHv23tkQfxbQ7BZKmOEkDfSUlAqljqdwopuKtmTCWsF2Cf7JNjvYZd9j32dH9iitzngyGtqeNUqHNRkT/pNM4ST5v01Gw5yE3w2cl4M8tyt8PAxD2OfsCaNweMF8DZ+gWA2zj9RWz0cWH63F21qwdqRhL53EcIvfnZJDjZJWh6tIuSjJQmmxWM+lKOgn9hyTE5//XEp1ym9yQ5Xtt9z11Mx7v/x0yUUA4X7b6bNBPiz7l62yulVwZIFND/mo23v6KqN9HvhPLfPacu/jjz/YdxfYutrVJNA94nMqny1b+z3Wa8C7a31xNhZjO71LK58dFuf5bFvBu8t9OV5DkJs4Xs/F2ir9/3v7sPz/9vFp9qHl2//v2MdN9/xP7YNm5v9rE/moq2oi2EYWVfo4Cf2QWQI61cs5CP4+D7y/AOgWti2EbQvnLty8ELGLHItii1BIS+7yST/qjrVFQ2iaEukwzIjNVGZxvtYzWte2Xtp6V+vDrU+1cnPmtyJPy7r+Pl5PyiMhC7Jowb8Ta5UBXSFCBraXgTjzExDjn086YA7eXJpPFjxDIWREoag/k1TbiHnMIebRBna17Wnb14baonO00YBMtzqLzBjAjmhr967uPd2I6cZ/WneyWuphkmpyOHk8yfLJ5OCAVp89OmkM79SxI2v2QG7QYqNBYAMY0i7UUWIJ1A6O9FbNoHbD0gnxT8z7TgUi+WnIklpOyEmNyV/aGaSWUPH323jIR1z+01eZHHMrwTrAJPUu3y3J3ufOnpIC3vKkIl1TMVRtoct1OrhzjTTfa9taMZzpb+WnAE4Sh/PA7C9q/brr8V3fQbiOgXc/03ziBfVr+E7nJFlKSIekdyWd0AwuaQY7Pbs9kIQ4IZvozqQy0zLInDGua+KjsaSS4vJcrA3iayYHesFAQxEHR5T43maieQpIK+YH8gfyr+TfzOu6NuS35nfmCQitjuj4RB7tpT9D+Y6MaFFINlntVOHYnMzPGXAg7iN1GuRBvkikCi4a0RY7jCUpEoqokeEIuysyHoFvRwABvSFj6ptozES5CMZwjr/46FAZm0Jj9eZIrXrD1DlUtHT/YLnas2qs21CNflLqP4VRxcV2VJJtLonChDZqeRIq1GCfH+PjnnPBHoINOhGfqlRWP4kPWrlrVb0uw75H9ZVSHyAN6xe59zk21wG4pIz/BsiRiCVKiUsTLEwAQUh4ElAfdUdTUSRGzevivD8WUrBLLYJiEytKvpjscJG1Oz3QZzK0Z2hgVKKQXB7LOZ/JkHrphgyglA+5DGjNgMHMcAZuzIBMB9nSUJ04ya9V23xq6KR6W6aZ1tueDMa0d5wA0/pbkOzi+FTfPt+ob9yn69JKb2/5jvt0x33AlxupZb5TwF+PaDUautDRqFMyTK9hvo6R9pamP63mRv6ZEhl/OtZrQ8xM53NxzPwJKK+NUfTZz8EbPg3c9aMv14JrnG+f+BMr43s6zPyX2iR6FW/Oi0j+HxKQh3MIXqR3cb6Yi8FpqofTGw32mFlSVNGA84MXnhQkkieMP2lzlOgowfRgtKT3OjxneNZ60MMegAiuqepBBAgKX5cegVcIjJzi7VMZMjgEB3kg8sCD+ChFPTbhH5qFPocquTRcGauT4so8jdWjOoAjpxXMNOL3QzWhl0dId+wQBYki/nMNwVrJZiej697ecayBI4XqoBxRBacRtUaB1UGXCXtAm1UDTq322Fl5pi1kMSYn7r7KVnlkkerIzwMXgKfc4dPBWWg7pzeHvXMmADwx8dwtsRiYsQhe7ZkBYxNvgLXLAikQm8TfRj+0cehlRpsB+ZvuR+gpMgcNOvYzxhOvqQWzVFpeAIi381EeWVCI9AnJbMGbk9MFW0M78RecHUuzL6oGqN06S+QdJzzmElliHQ5sDGwL6KRACL8dD7CBaFSC+YRJsgO7u0/i2hLcVoJI04fPE10GzsQCIUVUNuAkWWHcb8XAYGxjbDz2Vux4TCfGemMQmw0j2BXR1msbsK3Bly+yZRXKkfCWanb7ShDYAGn4M3Rk1Y5vUDq+pW3Mq4MUVo60L0eqU0LVohHR17HacATdGMUHRVs+Kb96THslPz5IIZjo5ajttVW3BQi4Gp34YdpKDJ350egP6FKxhkyRBaQAR9DVdNoBI1vYHe26H2UnvmuZPrTq9crLoOVHA2sCs2B73HNxad5Gee7pQjweu1r22AuZv3ZPtLHWC//8p6V+GbRVfqzTA/mVHwKPAVV+9UCLXLnr4k0V/S9/eaNo/Mcq8KuFzhWV/sqW5khtnvVW7AutTJrZqg7MtZ5phf3iKhHeawJ6E3gUgfsg4CHQ38sBb4JD7pDsSEh8ys0ajF4ugSL+iF+2qW9pQzpZes/IqmoZtIzjMEZbrRgZOUb7YKQPOfrr0d6JasXmZaurszyJZ1tzMnU023AI4H+pKKpdYbrnRyYWbl194SNf2bmoOFB+Yv0QfBA+WPl15frK9Q+ecfFaX2T2tnA4dMm8r4Lv7739K8+fk+x58NanIKz4wOOVpZUrv3r8xgX5ngOnn79y1dcYipGyoNKvuwbn6mEmwxSZL6hDiiPm8bkVD5NoSoTsfDKbgCKyxHiDIlgiqsQMYsElKd1Sq7rGChgrsGZ9Iq/geCMaSoYggBnRrRUyo/asJIJWURX3iPtEVhTbStWIu4hjKgJ1UngXv79aLtNJ/2PaBUowGHpHjxU0l4xFJOmmVGhjVineNhkaBwBLNsCS1naC8VsFo9BdM/HXWtY88Rco1oqD0FL5ZaTtzjtL0YkTd7ZFoyXw08rC4huTWfMbBfA0eKY4Nlk7HCtW5j90xrb4R2Pxa874ByrGt53x0EOnbyXxsIL9xSzsixPMZnWpTvIqpcdtz9p+ZENhORbwKj5uoXiWuF5EoqHAGiOxBI5wvFFnta8YCSSiYuTtCBQjYG8EDEc2RrZFUCQlcmAnd4Kw6ZVHtNELStg2flTDMhorT84faXlndWZAm8qi9b6T0gY0q3Ld/bu2+ILt2hq7N+0MkS128N5Ch6C3LXn1+I5pKbK/Lkd7zt4MxMkF9okPyf46U39WbCef9KzM/xefFT41+awfLZt8VhwjMVivbcx31aVmGIDQxJrII5P11Nqc3+PeZ70/8qJ0MBYnHQ5hoXyWvF5GsrVgNO4s7i7CkBYkRaIBRi/pcVBDQqS8mqcT6mSWUAuT8vGomHk7A8UM2JsBw5mNmW0ZlOkQzWCn+QTd0KqK5ujUrSIiJG2haKxcqMuJFKnWTC600ZWiOvnIqaXWELIwJGRZ0lMVYGg6EkxTJTi19vc2FaanBeo+Zjkf6RdP1gMXVvoprkOC2Uc2KY+rSY9Siupx8BBlDJIhZEBm1sAW6tGlL4ajSlW20Kuq2SyXJGabBmsNeSalkQXgsP6TgsZakCjRIBGQyHAXjgxZH62BfpwPoGENuxq+k4ZeIavxMTQiRWBxyaeM/RpAImryqugX2YnFgWvun0SIoHKamD4pJ/S9OkIEkVMflVMr2ThtJf0iLCcxCgSumQirOWYoGeYYEBZVjk/EMkqWY7zAiLx2NSyeUlaFgOhW3Dk3cjdpKLM4pyYrqgLKROPxqqzidVnFwcb4tviu+PE4G6/LqlotHsXZ7aSoxg5qe7pHqPVVL/vJ9ZO6tBqMy3lSfbkutmKkycrrqdw08yJ7bYt7pohOSXJQk12oaldZbIJXrHkOnmiQXxZfaDLlMPq2GiZgyeng14P7gzqBNYd4zapkg6gHZqSv7vRn8WPvZMA2ipM+zrBMvGpdn9D/D8eq/X9qWpIP9jC07U8zj3H8ArWMBPlq/BNT+sXadFi1Y0wmHCmw4BgNA069uza1BYzkeie3drtpDV6UaxhJnPhyQ8fmMbqby1T9Wj8yUPncpvZwftmf8D/if9qvswleXuFiUZyCWzSPHWU4CbvlDGH9wvd4dEABOxWgxBkLFp5FVilkgoKlQeXTw8jD8kb5Lfm4rBvHL3CnvBdHQrnJfjideDhMCmskfa6nyvTRy6D2kA2T4A0jtZpfN1T4hS5xVtGQCGfakln8zI9evJlAK/bTW5r1rm3BD592y36ltCQVXD708EcPkUucxHk4M2Vvr866edTT3w2CV3xv+t72Ieiz+SI+JLDhOAqFsE8WQuCPofdD8HshYAhlQpAPob5s1pTpwwERx1pjcYNZASYDkwCGhKqKfpwK+f1sPETGwpcrmdLa0KUhmA6BZAjcDh+A34ToCggMwAvgBwAHFuB28AD4Jg6JQQiy7DA+bJD0JvbEER/PG6JZDZwyY1Xd9YaP1aq1LIyljVZA5olGrch6qpYFOZtWCrtON+820fSqtpJHrK1Icyp8sZKmRmGoXFs/qu31Elgg51RYoBokUIiULHj7VEAg9vbKw5XxHsSH3DMnjpznFOgn8Db4j5ldi3/rTfgTlVnLLupPbsl3gvv/NN2SlEyxWJN9MZynfa58ODRftVXejGRlCD+34azKRckmbTaxpq8o0wwCqutdHrxieNPwtgFBg80QMWB9sUxIRzKb6VhnnA4c1b2rg0/pgE4X10FeF+pLpz2ZPrNiMii2GIOj2YiHI7OcMawzAetMEDJRXV1nukt1MK0DSR24PfxA+JthdEUYGCLeCPwgAp6OgNsjD0S+GUFsRBdmM8PRbVFIICn3RHESnPNFQxqb5f9GZ0f+n+tMG1qkeE0aauWkzpwa1hwIk+hYS7fY2xN+oeO3i7tmVtIVq6Yx1yzox596QCtYXZnVmd+S7L9oGdoOZb6v8qZNnT9U+bCmtIRVU+CfwP0Tw5c3JSsXVXtLSyt9hCucmQu+Qu6tt9RWQSohApd8T9sjbYfa0KUZcEMKHAoDisxqYGels+mhObMcc+bMsgmqV8xWAZOzBDB5NwFMzsayMJHtyy7Lrss+ktUlsu3Zw9mj2XezugXZK7M3Z+/Lstwcec4jc1DfnMvm3DDnnjnvztGV5lw6Z8ccxM4BvGGOdw4UZs3Jptlod28XELu2du3serPr7S5dV0d3Is+3BgETHA5uDG4LjgbHg28FeQMKRhOsMZ1NtMyZxfTKFk5R1GBLL8VG7lV6oQf1RqpT7RQbuUVq2dWCzC3TlI4uRRU7gRN1MhToxEGwkcnAqgclImR0KdNEN0Y1aGQGENhyyMyrQiM37hF+MjLyq9gkfn14bBIO+X+KhlzWeDccFkB5N6o3c+NsEb6b/0lwZPjq4G3LTp9ed8en9y7b9ZVIZNbg6k9DRQbupXcN+CtHzpviqr/9GLh3bf+nACPX6sworFvPNDFPqGF90p2Eh+1H7e/aEWUoEBgWB0KsOc34IqpDC4aKHl9plOxBU5D4hiUGercLUiYmuoHBrWobbsiDgrFYlWsqVj+/sW2xXTEUi2mw5yMnFYMn6IR3bWWhGhnhW00beR1qrB2eak1hsvZbvd7D9eu9e/FkvVdbP5iydfCh9/nhLQ2lXt0Mummg7c+g2VhOncwLavP+EtCX3CV4n/x1GXJO2fm0EwnW1u32nIEhux/tjKhguSlZ1aXJrIRl9nGB2SQ6wCPYMy0N1DEnfKwB+aJqlB4I/HvRltaWVpzgDOYRkw/lW/OIz+end1mr4ypj0pRFfiy7wljDqo1msdq8Y7m3uPhYoVYd+ZgMi85otbd+ir0bDcuuKtDZdYHedNNPT9q8mQ1uuUWDOGkU7Wc+vPecC0+9hIP2PrymFkuduB/LuR37vCbmIXU5Jwmm0tMK4IOuYDKI3tOBXgdwGP18KNOa2YPTuSgrEgicVgYxYkpJ5VIoRRkLBBTO6FW3GgiX3KrTh18MUgmbZQK5q4t+DixYaaMeMNWJDlavr0Lwj0yKszbjRacOR8bKNDOs7cw04iJ8cow1GaijdpIFLu6eEmtdeElD6rdl+HnUMzXeWoHjrfX1ERAG4vPajxLYDklVab/a7JNsrpIQ98Tvi389ztLjypqTjC3kcjaHCn1OxgMk5BEdfapTopa44JNOb8LV7oIuW07qJQF6JNcXyJLmTWsE7YoAhn7aFxmNjEeOR3g+EtFKTqRLV3z1GC05TTmyVcfK9JJb+VhuzNpp68SCq57fU20Zya5oIjl5hl01WwN0FZjstSTqRmfbIvcEzzr3o9OaU5efk2iq7hFtzzTd1hq58qQDfWZv+Zvnz3mi0DS3PMKxq+l5/kA2fCbSQu9Yx4kjcAf7Z8bNXKBKl9lvsN9jxzaSkqCL384SSrcgMi60nGVZb0GWTabzrBZGDImt4kaR5UURR0aE0M3GslAhK8CQz7ivHHQBl5eU3SbKx4rSsREyE8XkJo6WeycmNPAlQCDbq2ts1fl8OklchDsoA1vEZp3ZFVz69MC1TsNV4KrH/xssOxfO3Oy1nCuPLuuP3l3htfggQTgV2AkmyKx9mjUDwbbdTP7GbpFT/cDvZEXtPsx5e70DXuS1kr9rSNSmRTOGK3cJe4R9AiIQVK3CuPCWcFzgeIHoFP/VC8cmDb5KKDdp7ZNcco3DTG9UgVPoMzSY9ZXDB9HZGnvchzsXT9oy03viCJundb4c8w91M9eqN5eCTlNfOG00Apcl5rMpqt/OJUMWRykJW9axxoQSweFmjvpJ7COhXAUzDePnSigJfO4T0WA4TLpjufCG8IkwEsNgMAw2hkE4n1acwJmxqEYDY5Pw3YZsUYuFNixjJUv1hqKAHX58QzGWQcuoBXW2WlTLsGWjZZtFJ1mOW6Al18B/SGLOohZ0kpiDBJq1iVn6XRxklrWSm4bFNarVQsjIbFGDV6nW32oI4PUR2bbJITkaGsTbopofZvOV7du+vGCry3neebTr9R59Pe88MpGw/b2U07vg6vtW9818aHn/T2mnq3Ju7b3/72SG/OBrX9wVEKn9bDzxFnstlr/CnKf2+hlS0VhDdmlllfF6SamDgrsxYZOe7EOrBIyMbsHYVL3FgvN9vT/hMSUsnINgR9E9rGMgN0LwncuFXNnWaSUERhTumXw1iRtLQQDCpFBG6vBWiVQtCIEve+3uuw4f/sLucxafU3kb7Lz8+F8uBzsrb+MvwbO/uH7Llut/8flt5+X7zixXxirngAdBsXxmX/68bUx1Jhj9nmJBPaqescABlsF18DKIOAjM55NmgwtCuwyAx+OP8vqYSTFzoh2EkF1ljYrKm0qK6g6UFEV0kUnfBAVtEzMq3cgXkKk6H0g5DElVB1tKSN+qh8MaOJZ+alWHQj+RFf1qvFir6YwRLHygcWrVIFxOnhGm/rDOdRBCv7/qtsNfO0Anhi2+5XevPWO957ymSGumdSVwwEW/3v/T/Y+CL2vDwztHmpY//+jD751djHTEcMxCcFHRMSwTP/NjVQB6i0HQCwYNyUPATzLkdjncbpdgMPQ5ZYfTKQtOg96ts7pk3gL9yKqoQDI4STrnzreXnFIoUXJJOPlwS/hLtxt/6aaU6FZHaZ4bCC5ws2u/60XXH12s3gksToMgu/Ru3sr4gYz8QWu1fzloBVZtJJns11hJfE1wGOk/9S2N3lHb1K0yiodKaO/ovLK2Nm0EJDbRSjkdOCMjaTQ6VhFbbO6m+7e0rau8PCNlyoJpOTB9WtjdRBbDkmvBmspPtrfNYeNxvWo/D74xkb0u5q3O4TgZRvc0wckFj6i2hY6zHPAb+h/rf6lH33B+6IRxnEw9ZbTAMyMkQ55LPu2EByCE3F3mh80Hza+aWcY8aB42I7OQFoFHvFmEObFXHBC3igdEneiAPsCzPjkWi+uFqIATTD3ljfHSzb9kwpFMJni9vi8Wd+BfcTqwTsiPH8A/dgwJUYcgRJ2y3BeOOMLhSEzFPmogtia2M3Yg9mZM54utj22JfSPGcjEgOPmw7IjpBS5pCCTi+Ibx4gQ6qwtghYp+wy+S4MLELQn4WPSZ6AtRHENdGIXojCjIRXojGyLo1TAwCllhuoA+FMARAkuoCL3CgLBG0Jl0+M/Ff6qTj0TjCZM/20wJbQT8Vxn0j/uhv6pXq9Zepsn3GhJpElh4b52gjqq8nNV4shoVTFnpGr8h3XhQf1Drm1qL+M8jL/hfgpnG4AM0QkyBGoKrVj4+hVnYi7TAonu6kjojdPMOg0/0tVXCywI7rvCWK//VEzWHAdcJmA9L73cmvIV4i/VMcHHlC27VHhLicV2LdRB/uW+BZz6PTWa6cw38/cRp8F8mVn0pF7Jgm7HjM/Y2jseamf9U3YJ8swwFCIyQM6VSaZ7n9Ek9Tyarx9WNVM3plCOdTiWxmu0Oh93uuDwFkikHn+bsej2BQ3MDE2xGItmXM9yQvicN5XQi3Ze+LM3uT4P/SP0+BZc5DjuOOpDguNIBzShnX2PfYN9qZxk7sOM/hEs7Ukne4mdyFk01+MBZxsm1pdEAHay2/qt56whTO3BjY5Rc8KRNTulGPdEAPndDGsL1KSRsq6UKXA2pTgTaWXy7Iq4s7Ll4+obK87NzujZg/Exx7vmL2jrndGjwtonuAGgpWVpnUrRa8NnK7+7rpIC1Kwy3wO8AU88ZmZb+aUsIsu1DSyYWXu5a6qDnFMucLVAsg5c0btb1+DHDiaYUfmtKJZN9HOvgkgmOTSSTKhZ7ckjjdvwPz+890JtIsUkPx1vDTQwKKs0KZ7EqkoFNMdw/vMDrSSSDFo0ljsuoVsajegY9b3mOe3QW5PEQ2iCawhpKwwxQmY0EgSyY0+rPtRrTITq1dogCeJSrNYVCbVWWSpiKWI9lTBGgC6SKlNWGMUSAnCdDO88AqAHWub4yyxZyHn+f/ieQD7gSbRPPFFJem0H/m+khXzP4wNHf9ujj3ReADNrOOd0j5srj452mqM0Si4kGl63v6+DuCz1OQPzMmsqrQBoO5bhYjR+J/QGWbYb5nbrhZHakZJAVz3Sc59jsQHMc4HIDWGW4cJIdqdULCM30sBenFV5KleQJuXwlj9NLKZMckyyq+wgdMs49ImqE5B4RvcMb8Km+OnMS2QCkM2V65Gv6dOYk7YtDBxuSj2opp0qVhs27WtA5BZ9SHbJ8BphCpkQFXzypmMP+gJZjJi5qpFVSv3Xa2hZ/Paer/IJWXoYb2JWaO7488fBkaQZLwHniMtaKZexhQiC1Hye9bz2J71BAJokCcQozS772kMt1QSJd6nOCx4yA1wH+ZH3McwCnI+6AHQZA0H6h0QA0Zdg4fx9Ody3ILQSxJpBgCJB7fFkqW4KBcwKbAtcFWC+LdAEU7JNVPedCshwSHSUyarFV3imzguyR0zISZNnJUO1tcGx1vOJ408E6HAZvH9WkGStwUjmWKcqh8y3agL+mihxVltVVpD93FaqlCTLiO0qrc6QvXVVQeVI9zBBB6yKxQdwRjlJozKmKshULFBITR8bWyn/9xh/ukeXKgkYNXX3X6E8XX7996+jzTz7ZudTfXWjQDQg9vv431O59lT50CeWyfmE/Y8CyarbYSi70KPouQkZuC0cAQln+Aux1b3YguW9y4SLo7gupdOvCxksl/Ec5OCbEmcyiqhcBEbrP6S65wV4XYMh2RZCpoayqOlVHl0v0UumA7hUd3Kcb1UFdJKAwJhA0m3LFw2Vs5SMN9Uq6I45FSu3614cKvdqaBP3xwSqiUJHgWxOpZT91WYKID11y6tWIqug+YR+Cyo7mb8OVfioz0v8Jqm1WyeEu2VtN9prc0hLQSPiQiEMf5OsDOC8Fqt5YAiBgiQb64prgTHXBxTmZxpsOb0l2JGhyx6NUi2oQTDxr0eSZxfIMgL1+gANLwe+PMh8kQIJxAwNyY5HSiF3U8SbBwOqofD2El4+skTkYnaSDMaTLZ2wRRSuwPWm0lKI1qz08Rp0K3XWiY+d1PEYq+aGa6LER/5oYeGGMZnUnK4Fg0dX+lwQAgdhvVRe87OLrVY5wwXWSQkAd9oyo5pZlFw7lnHlD8ZI9X1i3HrBbzzY1qqfy/LKNX21OdX2e6mnF+kfvuH6gJ+A/6/K5/Zd9uz3RNamsD3/Tuq7k92hYHjhe6dWtYZLMw+pZh+FRCOmL156xwx/ZwZnx78RhWmN7CygBGPDETsX2xrIhOk1OXkLOXU5WcL7JAMSkVcYHTJwvFKqlSWSYHA6GhkMbQyhEQJW0cI7gBq8pjw1ROrjFRzT4Ra11SengaIFtU3nk44RwDZBJjYxwvRvnDFNGuIUu8ZElmVKkdYFBunba3PWrN7+2ZR0aPnT7mZFXJ6ePQPnNK7fvXlwc+fbcaRtmd+39PJHNEiyb2Vg2KeZx9fzXlT8qkL68ZvmDBTpNcRN8zgRWxZ6NQWzYUsClUURwcWD1x5xuxWVw1trbrmggEJ7GApbgxZAR+w3MVtJ/ozBK5CVn2G1gBWSorvEJWFBqeDAMw7lyQy335fLIpgJhUCMCOnpKAREJNQAEky6DtXGoa5I4SUaza/DAscxA+8Jao3t4zkYNPJi95OpJlOXKVyd73a9Gzrz9EAUOplgwx7D9LGLS1H5SR1OQvnidGSf8kROcib6DYMIDPAmF7mcaRdYY98bCQUVhglE6/+rJhKKJhH4qUaBgp/aTVRkzth+zvp5mS/qQHg7qSaKN9J9iP6cWz8gnI1BbG0fd5E9AoiZSAu9rUgL//XEwalCeKiYtj1yC75IxnEcqzDbVYw42B2cEkdnebJ9hRxbWanOoZp5RKGSsx2ovMcqgMqwgHikBVsRisikqo3U63byzJBIiY2AN1zZy9IMUnKyGiCONet34uj3G9I7ltJW5Im2WFKqdTB1Xr1BXh5X4RH1XjqArjikXbLr/9dtuuPmOV8ktkDzv6TsXz5u3+M6nz5v1pQsu3X7Nd6Hx6W076AUwtOzuyuK7lw39icw3Dp74je44PitklyDL3KSuSUHwGA8eE54R4KPid0V4uRVcIYMrPODyINiTBmkx2hvdGkU7o7ujMBplHW0m5G9jjXtCICRiB55wE6R7KC1mmgeaASlFQfdiUa/oc/oBUpzPERyaMgFox+eBViZxwEDL9bVqvDbuKfEwXONbCrlkINX4lcjj2tuTDRvquuP3vlD5QuXOFx58+ftgGlj67z+q3Putxet+trLnqjPv+9XK/E+XzZixjPwLv1GpHKx89N5BYAYtP/q3f3uxMgp+ck3H0Qc/qHztkUuZE7f/Ufu9ZSdOMAtwbqJHj9o45KF35IITR9BQFe/uh+r5FoJZb5ZkX+l1/o/8+zzychmui0Mr4QXYlUAZJiBaabvABsnLlTZ0qBUYMtFQQk2uyWzIbM2gTIbFd53bItWQ7shgEYzHHQa/qaWOXkcrB3ZBgmc6mBB5qwHeEUC77FgWH6Sx8bH/DahdQw2v7ln4KRB2VQjPqaB2Q1df98L15YueeGL98Pbnd3zu9PVrH1k+a8XqvuU1aLsVc1cvn738sXPWg1devOOuGX3XPNuS33/1otn33fnjO09b7IvOXpAIGJpaDP6EOjvqXTBQxaXS3cBWmOnMb9RIBylNXZAFuqwzG88ixOSkXCj3Vu54TmfRGRLT1Gl00c2QLk1DKlL5dAnxoYCSC/YGB4IHgmwwmO61DOBM2ZbI83IibSQx7jZmFwV61rVbFNWcCJCp9ADjwbEGPoohjaKEolcl1MRgAqnYkGdok05qrrkXWzJq/hT0qmNjh7WBJTrwrQ2B99JIYmxygXoNRbTVqHbr7ZKPY1g5Twl31SZRWOgbZpTOlYqXngxpNQX1av6LUvLvi7t72YXdizaa84am1yuPTsG3ik3Fv5oxHcwotNH5foI3cwa1eZJDohObK/3wEsofF2OamC+on7FLVmdJ1uMXuxRKlqYCW3hj+HLgzIm+6CA27GyfVUz1KTjb2OnY7WAZB3CcDGsRM0cpzHc4o0TjjIfsViDe49Had0Pl0SOk8H6IIFXgYJkMP1PKKjqASEEqasTFdaCKSXLZ6QC7CK0aSzh5tMbTJN3cZV/IDZ399dVXzJqx6lYc+xOmOf2tlXW33jO7+fE649wHK++ZO//s+Sva8mg1ZZj76LOJnjlXNXXS/uaxSj+bI7ULcIPaZZJEd2m+GcwXAaeX9dCEE16cJYicyyeKkt/vC1gsEMG+gMURCFhEn983JIkOSRIROd8/5Y0lZBH9MCD59A4DWfJmLDyZ5YEGRTC4InFkdgSwLSrOdDAW5e7yg5v94I/ofQRXogsQ/Dp6Eb2OkIzAUQRuQ19GcAh9FsF+BBwSiEl3SQ9L6HIJ8Pi/Caldgn3SMgleL+GsUvSzAcEnOSQBbBR2CVAQYJXtuNXxloPVO0gtcYDgwwQoxADMZNR4fesMf6GQ7aWtmZ0ZRMd89mYOZF7Bvq2V7hFNHSUdP1rOadd8eaQ68Y+d0RBFIStrW0ekwHikMH6sTLB9yNDuEfJb1QIjYZdk3RJ91zeUE7XgvExAm/jJclZvvdZCAnF7R9vJu6JsrrL99bUXVcqLl3jOW/erG13RIvjtjMz+boN9AfhtbTMU3f7zc0qdhIap237uWjDrOVeEjcUSrp7KX6Y/dpa76ZSYTego7YWNqJ1eY8xpU+wcuRjDfUjxGWLQABIKadymRKfihDjU1BAdDKqtjuJgMGjYH4bSRsMuw7gBGU7G/jiKb9BNx4oU/0ODHKTjzWiSRexkkslqMYr8FB2NfbQjlPTZDDzkgu5kCDanF8h67EZts+bePi8WBosqT5H6kjQfDkw3xKyWWKzV1jfxvWmWlInf0LlB4yPs15WwbygxM5nvqzeE3YQDIeKNZCLossQNiXsSSEgCXp8DX2x5pgXe3AtYcx40dScy/C1toM2v7ggbqxOnFjojKUeb2ujEqODTSBFCDPI0zKRoY6eD0rD0loRaJVUalDZKrDRb6QE9qhobjI3HUIz66MPlkaMNPWxtkqIwuX5Idg+PFauzlWXKBvMJxAjVKb+TyREnUTIbaBF1pXpXW/IOTBy50GVoZEg8baBGlFDjR5zCk/DB9NWuOIjHi/J8cE4DYWJko4aQ+cVGssQp+V+OeUvdyhHuonch/i/o8vX74J98YHPzz5vhTS3Aqe9T3aIOp+06nch6VKNYYslLpwcYWaD3sCJBmYfxcBMQHGQXTjSIUZezGuFbopyeZVOUV5C8hAK7AqwQoDF+XmWiOMaPplL1GD8VSsHB1HBqYwqlPiHGHz1EovzRQ1PzREpDX4eJoMUkTTvELWi5Y62D2ghE9Ck55De/Wcsin3jik/LIM/rbJzPJ9v5ffyyVbMglW5k/qLdjkxaS7yfh+0mgtxC4wTbT3P/D25vAR1md++NneZd5Z31nX7LMlkkm65vMTHZgXiCENSRuQICQiAguVUjqRUArKRWXblBqtWot1LbWtrdKBQTcmGsp2tZotJTeWlnaq9YuuXDvpdRaM/mdc953kgmL1Xv/n7+RyTuTec8571me8zzP+T7fx4zeMcNNVW9WoburoCvcrtptJaS3S0oKYjLt6BjrbRmaYtAgxwp0Y7MaukMl/kIiERwu/3h8ZzQUicXKLzQ4ExcYnOVq+bjBWd7F+LcuZnAezjCbPHPkY/c26+/zLNGL9v2lLdJ//decTfqjH13cKj0+r2HC3mqYd+WEYcpirjrH3hZeZDFXcVAPreqD99oetH3fhuM8jEAA6VEAXBGPuOLxiL+kKFgMKnxVpUR7jbfF0Z3xo3HkjZfF0Zo4vBvAl8H7AL0L4KfBLwGKAxhpDwkmc3nqTqsJtstCiKgikjECIyBEgUcoXsHmulQU9ZWrJkhtX9XUZ1pnGjadMolmmwl6sMlUC4SgqBpospGMWmC0phQRargRsVEP/VIdXQ7k0JRGzWWq+ZKOaN49CvhKvk1tIUoD2QzSh3sYuiBDjSEN8NpPfd0sGU6el5tSp2hObRo3OClxSy4hTpjXJH4sP4GL8GLOxV344W9WX35eUhx0JvvD+9e2d2XfG0/jgr/IPN7ZTOH5iXGyy6bWNt2YrYjlpXBheYfYmLWA2XCJ2hSnlL3fw5Cx21zn3uC+x42lcn85kqr91ShR0hBsBFPqppUq4oWsN+5xN6KvvVkwW0qKH40Eowfgsv0lrbH2O8tMtgNjx1Sby4WushlslqBqNjtjzKVY7valHvORgtZ6N3uRlp3ECyLRZsZ1QzPiqQ3RWF0ri+1QYyZL6mTstIYxXxfDu2K7qQXmnHGBa9cnWlOv8XAdD/m5wRlwhqpWdlUOV+JK3SiY5NplGk5/jmbp7QBLcfSuQ/P49ujHSwxTNVSZy9Mjv5q4GFfOeDIkzS7+aE/wRbP5jE8KeN5suKjDeN2srvPS++jT4x/v502Mi3qTaxs/lf3s+cl+chNmNJ03VziyvteLa8hcKQM1xJqeAdccBGVED5bIlLHJ2gnKGXURPTqRy2Xkd5W70OMt7OBEiUaidPlHV9Qrrvp6ZXYE/rAeRupDkiYIGn3NRBAodI03mKeTNV7RTnQvKy6VqqLs+KSSFr2SHp9UrqwcqNxSyY5PKnFVe4lqECiFODs+KQmWbC7ZVsL1lkCpxF9STiGuUaBE05GTkdNEH47Ux9trWfqgdeR52kIse7iE6yvUoqjZ12BmyTfCNJjZLJvXmfE6M6VewWYzCE6FU5lwGHZgJh6o7Z43W5ibWieo0w5dlJ5/fuLCBIc+W7QcZecfvfRMOnq5lOiYdBADLyJHxDXjhzOr1lx7oRjJO6XJXnGeSNGPbS4iUHInOMRyOF+yAC03NPcuNwrKQQscUstF2SynFlWvrkaP1cDflMEflcFqZaqCADFwuNJqpZrli46XKjpqnvz+d4oNU+jY3+AvSrmUEgXdrzymoFKlQTmmvKtwc5WNyr3KgwonxOGi+P3xx+Ln4lx7fH38LvLm3Ti/Kn5LnG4tRBmCojEeiCOpNK5Uc02hdDG0FW8u3lZ8svh0MW/ExQWhUrdorv+cTDF87Q6hqV3ljc5UQbVSkYiXgmiUAeZp4FA00peAXYnBBKLUnEiyJaA9QWxxohYUB1VbUWdRbxF24yJQMQ6ap9FpflwxCTRfKBomQPNTHBNz0bLRZGLgY2pJmAZN2027TVzIVEu2tN2mDNnSBFMu6uJdfeJ9BOJes8opUnREOyRnOHt6LM4OZym6UGfwzofbD2h4+0pqu+lge+oKAf3jORijYT01q4ZGDF8cUS+OI+4bKVoxnODeLVtwaPStDnWWy0ihinBmS9eFkPpft9TXf71mRvW/XwPvvglG2uZ/tbJ6TvRr8C8Mx1g4GUj/UnN1OEIR9lfNHt1+rxZrU5ptJ1L/RjAVtEOX2sjmXpPs8qbiTU1NaEnFdRVIcHqc6JwTljoaHIhLEEObYsdbgFwACyIuW436uQSdCsGUEJs2MOtasn9RXP0ErL5+WkmFrMXbtV4ak79ZRjvlJ2keAbhOHiTq4pxUjsS3QlU2VlfrCMhqnfCumqVuogCHanimGoaqa6tV5sZiw5E/5izP6CTQL8NKJxL0bGyI+rVG302w4Z1ATTNYUD8RRB+daGAcwS9EJw1ycsKGiup5BuBFsf1LH10wvU0b4F/m0gz8knTqFR8J94ff3KwN89/ZMN+gGVEPoa2jh24J2LRxHXub/zSRKS2gDc5RjZSAVSECmm+hGsgyiyvFQfg2PAtRSQzeErszdl/s7RjXbbnegoCb2LVp49SCMLSFoYsLNwabq2lOymqWk5K5C7dV76zmq+tKy8SppZ3NEDRDsXk6Z7IHPuemU6HTKwSvNZr+aPi7Af0x/PcwMoRB9NY0TDe22uqhEdcnVD+REzZnKh2Fr0VPRk9HcTQaqGzVc1S2eymzCRn6QIXq2MhoM+nQy/rQy+NDL8MzMqSJZyno8yJDzzJbOpp1KXBYy8Vs1xNd9mgeTTruNNnliJbmEuic5ewrGlkv/WFh1blMKWXnD7dbH+WPkw+T//SNq7/as3h5cuc3x8f+xAky5m2rWv9ZesxKpevh/JG/hg34qmseuES+TAhmEL1VIev7aqiol7cvJ+o9NKjQtyK+AoVX1K1A85bMgMXLClf3iFUtn+tuFUJmaHbytuqKIG4qqSuN4lQwljSWRrW44YoKdSmNfgtFsYmMmHY4NC8SS+0KQhCE9mDQWy11MSAytnorDlFvfhD0gpPgNBgDgguDa9oXqgvpkl/YnYiOp29RpzS1JKNNTWygI6kmLcbWlOpq6mta14TlplBTbdPupkzTcNOZJnGwaXvTribcpA04cxxl5AxTRN/O6CElxCSn3F2jx3qGxlEdOu6VfHMFPYfLTNBz6XldEunDQ3paBkCZulio1KSV3pi6KAsQQ8U25t5R87Gs9HzW5pwt77Xn6IIExV7w7fUrZ17JZIEiCXa1ezalClJUpzH7a1eoPCvQrDD3QHzTDXvGeZz16BU0fcv932nxh7aqq9eW1CytnL7EWGacNQuvwi2rijo1MiFDLCbW+LvRxtFbJxLIoHtXzlK+dE2fTu/sj+diXLJvbvzafep+5heoHPtPbjfRYafCDzTttT4X0/e9qv1Vv67CW0PwgWLIIRcqQUfR2+gsMTSxrQwGhOZgJLiitdnV2toc0VWUCA3sG6aBfZGSCCqNtEcWRVZHHovwpZEGdnks8m7kXEScG9kYuTfyYIQTWj2tj7Xi9tb1rXe13t96rpVPtd7Semcr5lqJftIaaG1pndfKSc2tkSAXSKbroI0Rgp2sO11HdJQ6JVkaFwOlnInyy6puIPo8/pRoKzEFVaMxGCmMtTaDhgaqqCgN6QbUEAnF1FhXDNOXvhhmLiP6sjP2ZOw1YkIJYiwGvEqwpo7oLdQAduFaUDiutdDkXH5cOElrCRtYqJ9K+jItaTzIFTbVRQkPyJQ3Rm02PaDcpks1mw48HqS5ZAcmk1eNfBzVhebUztNcNLXl7aQOLnt7PAHJhdGC5ykvVH/pmThEo7N9MlkpPW0gk7kGXjpGkMLkd3f1vnPTT1DMkd2QYy899oV/axGOFKZcFwQIhr76mcoF0Pe1WV0t8XwC0w+l/h/e2JLk73GX+SfHBsZXXaVcSfe6SqI/U75ZLygG76m3+cZ9KMU+V3Gxz1biDLrAlcWrihFX7Cq+r/g7xWeLeVEP1lpcvKYYvQzgu+AcQFsBLAbQ1+4RKAMdbDcGrSWS0Uc+FII2Ea4TB8XdYkbkxJBHp5e1qs5c0mA9SiMc06I0XHqUhpdyBeixGRyLzai1djGka//ABRRlVFkZOWKnHpO3Nc+3jjXrZ9DAPFfJhJ9kMo+s7h3hvj3uEPnHjye4YzU/yLjzYzJTrOb30PRC19gxjid9WgkWw6fUm41uj2TweUWBj5bEOKvVIPBYkmiGOZuUltDCYC4vfK+0Vtom7ZQOSa9Jp6UxyUT/vlbaTC55A5bshcFywFuDFUU20DB9RtvMZGfXZbXG+qlz5l9VxbcEW9VFc1tbabc9S8oGrbWtaKHcCkFriFx2tfa1DrZub93dmmk91Xqm1UT/3te6jlzyhtZUog7Xm7ja2GUlXdFOvk5IiElfm3emZ4Z7uiEl1Rsb7q59oBa9XAtZRixfHXygDt6agA0JeE8SNiShKVWQQpb99dDTANdMv3X6S9N/PZ2TpkObMBPG2za03dOGhTYoY9Apd/Z1ruvc3ZnpFIICeYz61Mw28iCJustqrS2gqoq232iypqq6rbYW2KL0U6ppKGf0xJ8rdLe8nqmdrUIaM3CpHwblOqwxTVLkRM5StnubNa7Rw73jf/QmSSU6YRqOmmA075woCJ1lOeoX+o7tSPVJ+yf4LsdX+iXvgfieJ2NPlBU6I3B+q6dvueg0Okph5xRXz5WO6S/+82/wCaHcOnP0b/B32SD87Q1RnxQIhC0tY2DMrpjdYiCAw5bGsT8nHEk+MOr8+N+l9iEA+BEybyXgBKvVMBQBJ3MhDnMGoPOLmrDVYbIbTZDsBRobWqGBsaF1gT6wDmDgloWgY1iEa8XNIhKVHnoqm4diobmcMse1SNWe49SzTKReOEJxcfbxK/xIi+PZ7KP7LC346okrfOPfyHN8sJe+anwcvI3l9rxXXSr4jJYUTWIe57G/GJYVswBSpSqYjJdUC2UoxplSJU1BaJUlKFVkwsNhNBiGnTQxD/RVlelMSymFHV+CaKplrQ9u9o35kI8xCGmEW8NHdIfLiBbvNZTQ2PX106KBfj03zEeGil6cnJa30SQxD7WWaxjjhtLKxTO6H7tpvWCffmGimM8u3Q0PXEOxxnG/HkG6tO/b2V8RxeW8ZDFLAvTgkXEy8cOkr9rBVnWxhfWV2WeOm7E/BstisMARFRuSwRalJCXUSFUmU9tUzirLUK7IxIfjaDAOO+MwHjcEkzWMjclQAWwNQbLzR1vnrA3CzcGxIAqyjnq35/B5/URDui/sp/OStn+i7poIRuSHO9Mrn+ua8U97Li9O8V9W/vT+j92D/3h/4SxjzLh0OulDsl+h28naqIJFZOqXhEpqS3CVUPwMx4EgZ9xjCZuiBzhprwNVYfcBjntKha4DnEG1Q9UZTW2DO8kEU4S0gIQDnKAW0fyvRBjG4+rqG1JxtfNK8jJjFnlpTqfYkVnQYErZ4nBpZ7w3fihOvglBfFd8dzwT5+w4XuNgh8BOb2rQsd2BHGErLdXkV4uBi5TrYok/9pCiWQKQECke+CE9thv04xbZH/Kj7f5dNBkIZaxEfo1sRjMHjmrbKVmpR9ghPROP/RojaO490Zt6Dg8wWKweWEKdi5r+A/VjoEvRfSbtbGyLIEs/cXv27aDV6LXIdYpkjmTfjtpMoqnynas6bwqaBVMVKvZwLuu0D652GOdlf9kqu3iPh3Na06il3hYQPNlnu6+N9/22wRZg+Sn0MeoFjbBdLbm38MHC7xdi+oIWKeuVuxTsUahPD2+ObIugkxEYKX+G40ExZ1QlS5UJ1EAR12hj2PgJxjCZpGOYpGOYpGOYpGOYHB/DJBnDZG/yUJJ8E4LkruTuZCZJxjDZzMbQOj6G1lBJFRtGSf0/D6I+SMMU7PzxR5F6dOhADjEEDUVdfNRg5tI4676dIniRcTXbJ8a1ffqqHZe1CcGyqzpvLs4f3JUOadLgwvdXNqe6Z6bEQrFgyt+7V8Wv1kYYjf0eumEDvwKYQBwcOAhsY2dUR2l5irO5bEh22HxQ8RWXRmkfdphtApxGQ3wU4TWW6kLoFdYK6EmimYJas2ruMuNhM2SpdURsrlCxanelFAw34214J8Y2HMSv4ZOYK8RYlZ7hjMA9ltlbWZ1yF75A5ozMiaCUrPwyTtKAXeMxoBTZws606SVlFxlgKIMjR4+Rzq2rXdEzCZaE9cy9ed4w0tUKBQ/UE7WqobSU/TMYw1/ZXuJPoEiEbMZw5p94zP5QX//h7y4v/cxqf3mD4BEqaoTKaPU2uImmTc6tBzjG9YIQ+NI+sYjnUXC6ibQ4QFpeQH5bgZ1cqeRpDGqkD8AQ8yyuA4MgA4aBOAxO0TiWQeqSQNZCI+3XqDuwzg7tO91Puk+6T7s5igxH29273LvdOEdJTCfiwDG6ZWaO9ARkLftKgPoI0kPNRAGj8Tg6dFCbLZPlA7Xv4diMUJ1c43Pylqbs69VmnjfVvLN88VxOvrJmdvPsb4dNxdjt5kJEu21QrMW8d3A7fV4jssI/c53kee9To0GBLdbNwjaB2ybsZJNgTOCFwkGGF7G6bJAJzULVawuR9RYqZDapJxBOpQvhazT0QC4cLBwu5AojXheV825O2mdBJpOBe45oRCHyCSS/c4+VHklA+XAePzKTosNHVuh9QHWd+vykwGxZTVID4J/pQ048OlS0R0fFg9s7z3/y7M/pk7NxNkIX6iHPXQW+qUa2maDN1GnqNa017TQ9aTptGjMZxkzQFB7c7N9G5ISLSa/SnYWwMAzia8ObKat/bbiPKEUcCMvhXeFT4TNhXsThmorodInMdkRmeyHws7kS4CTV5KA+bocoyxbpAO0B9vw5GkCyGqDO7U7FTw/pgokecOURK168G/K4Bnq2f1qJ0Q4JJiY6xCREIqguEIW3rZnbsn779s6rlNnNcx6l/ULER8jWOvrNmnKyGhrKNFuM7gmHSN+EQSXsUJOLRFhqbDAihqCzYjLyMS6otk5PtQTnBdHpIMQo6Ai+Efx9kBO5IB8PBYNMJvOci+fpij/A8U8FVUag5TPZUnwwqBYUp1gKHmsw6DUDv98z3UhJtoCXrLE46T8LeWfmDPs5PhTk4iBCC7SpNOZWkbBMTME4U6X3BMPM+7HHX6R5QVwGe2odGd5qKvRD/i4/5y+Os5vtqkd3SluwWWfMKibz1g5le8heO8GYNbGbH2b8xJWTWLI0Zl2iymZGEsRWYo4QaiPpwFRHLjpbJ5vuJXN7Iul8jxbKyA6d8/izJtizGpMae5Y7mWhAh7yyIXiPEinLvpv99VQz77fEYds0Mx/bP5z9a7R4rrdqeoprhhYh/oSptLLpEU/ApMAe1SJ66NUXz2VvmlPg+e8GTa7RkbuRjGk5bD0IxLFh6gESqZessjiSMnjgGvFWEb0h/l5EmFowyMoTE1z0+sKRKGeU7IGiMmJGkw1+jxovsJEdfw8vGIiQNwCBlOGjBAAhqz1lMJAB4WVfIOU2kArCB8bO7AmWst/qFb5CZm+gJsPjBnSP4evkFzZKAQlhBseRV7khw/A5lvkgzbxT4sM+EFbD28n62h3my3mjZHB7mFOAtsoKGGEnddSzoQ/6i1M60I3+0qQyFcgiqLRZofUAbNiqDJDVNcBGlJnGGuUAQxL3axu9FmyfyeQis7WY7V4Win9JM7fxQsMV31jqEt2PRB56IPi1qMcWhAUJ5+VdQqAWhlKOzjm2xse4Zj5qas3OhA9nr4X3ryh0SB5PgSn529/aZhg8HlwgJX778wp7JecZl1dL6fiB36jB9yPwh274C/ef3ajJPceNPOEoF3HzLoNEhgkHniWLJ063qz1Wh0rEjah2ruFu5VAzN5dDs92L3be68Xr3XZSd6d898DoPXO+B94cfCx8L40Xh1eH1Yfzd8L4w2hi+N0xmA5FvoTA2CZ4weVaeyDVzYFK/uwJFqRA9Y5PZXjgMeFAZYJ2t97VPPqI7Ivr7WWgOTXMAKPtSOqN3MZF0/bnezaGONSffBPA0v3fR0vICHNo1pbhiWvWMuTMQdJTV2vcFDUVlsKKhuG9GdMazXBNXz12Z7Xs4lmyo6uos2arAXbOttWavF0U8bb/9wdISBXm1tXEEvYFMDJddsJ8Dd/O8xcwdgJt+LGGy0iFLyvRTFhGLo04GWfQgU9vrtTyqbvqUMo3nGz+T/Sy849MLljdp8pOUh3/CyvOCRtUv2+9m0XeimRQOeHiGEgf6fTKt4yk3rYQY/FDDuYz8lCg9o+fVxudd459M1Jydc/FW1ExqEARfR68jJ2mPBygHAYZtquR6xfyiiajW5gNE7Tdb5z8pnhQRS5VGo/lGzlI04dkRPXGhDtV06ym26eM7V89a2ZJaufTh427BXFQ59Sp866yrF7Zf+/C61bVVvT8leu/yvHpdoGYvfhG9YjoA2/baoTWJWbX8fJVSoe4mPeZhfkha7SirVubrmYYsjut9XlJp9vtadVMWrZ51TXOKG8i+fH1V75GwaO+ZOuvqjvbJzzplr+lF8yukqrZ9LijNV2VS6R5TUnPBmInq2kVkwxkiLMj81OHAZwMjuRbkovYpAnocmkfacNXUyiKz4D7+8NKVqeZrZq3mfjptuV0MH+mtql297uHV7R1Xa3PqL/gD+AL/CLCARapP4v1EfBEVWdu/KgRjn4nrU/EB9NBTRozZKiLLCYM+IFKf73aRE0XRZtW2F6IqQzmjqQrHxkMfaAvrExpeKeGBL2xa0rhwYeOSTdwrSzYt7Ghs7OjYOLkd3QeBmYhjb4BytZxRC8iFYPaYS80YUxdFyEDaJfYJlj4VkHapVtFioVlQLLjPaNSaMnLkYg0hK1wbIzfLV5eELyzZpDUGf7BpyZKNHbQx47r1O/xiohhdvt9XADlRcNqoaeAntoJAthKR7tMc1+te66ba8mk37zbRvdtSq53rKQCLoFg+QUy2kcM9pD0grQVHU9NLQ7VGJ8dBjh+Lv9NW3vz4qppAyF1YJRg75qtN7Z+dN40r+ZdFKdf/wPat8zt6aoNtN86fGY9ev2RyWxft/5sXWu0yEnJtJco/sDKdwj6h/fOAafuOkBvqyj19js26cn9Be3smo0KT9mg+AhS+M7/DKFQVukO94arHm8vbps37bHuTyv1s/o1twdqe/QsC2Wf+x5Va9C8DS66Pxml7y8FB7ibuC0AAn1fr/sBDjufTCLsQLyDMC0IaQBeAPMScAMgOqZKZtp2sPCJugYogZPE6/mgK8giSb4QwBETL2o4xRszRJxLxrhxf0XN8SA82aIaK5p48TrWlTIboPVzHOH0DRy7oM8ZgPXRLkLvpH89xbR/uwR0H4QuXwZ98Prsz+91Jbf6CmngPk8ZhxKV5gaiNAkYoDYlRTxoCL2wyz+U3GguAvGdRzLygb0Xb6VyBrNH9pNX5jc7kmk0bPUG1YtAbLcF68j9rNO74cA/XRizzqV+AfXDZF7Mz2TxeCQa5FHeYtPsz6oL3ECQ/GKaB4AKA9DZOc7yL43jECTwgzwSJQoX4iWYBQaPdFQBfy6v8On4Xv5sXRJ43iNp6HxrqkYcouJudqimkvcczjnzWH62loCcWlWAUJrnUF7K7st/9Inz+8kGtxZPauFGdK5DJQDuT5yDITQwyLRBZdRgigQPkOq+BkJry5JEAqkUqWod2od1IEBG6VAOPaxNAb2COv4MeGZHWkeFPZadenp35RbgM9nGHc1MBQBjmVHgP/0VSY5nqIB0LRUiaGCTdSQGskEghkCa19UC9WmoO2pPwnjVryI0LNDn7Nvn+Vn4TKaNjn4LTpNlUzNMyqBAzMni4iNEGug88pbNwWzwFTFPcRecIT/HEOkRnhEWd9Yz0sLY70dbsvkW38Juy34XLGK8cF4Qvsbra8+uCELK6NBJ0DFhdqpV0nUoUYRvaSXoOKRerhPRPGL50VXYvrCZF0zpgOLsc3jP2OKDxABN9Qn5LZKRUdEBLIo2AosXDUe/hBb1DiljAOPyyL6H7x26gJJD74G464EQlAwqV3OH6MLp/9A60JfvSt3XOvHnwpbHvku9evj+XNJc83VNYxTlyUvxJHlDRDSKNmnTiOUk1rC/fzs5DW1l93ftzgTrn1/e/GLxJ1fLjY7hMG0KiaTxKKn8Af4vUK4IFqgUwY0fEXAZrrAiFojXFFDTJoHGS8/ocQoNEzKQpD2tan5E9eRKQPKMYLXNGiQH3wM3+m//615v9+Fu/+92HvfTc5VGU0eucqppynYgz2r5P6yOiD/Pc+fXkKtHHWauCFU+Lpns7WAJfgP8ge/tyNXxxHYOFdJKu/PhaRq4H/7mmASvyNA0wqT0rJusayiV1DYpgoKyCl1Y2LmxPZWXsEgrHksn6xoPgZWRHKhnpXrX4SfGQ+JqIRZ5KswwiGxvZ4RBpkIChyumYCI4doJeUpWQOdnK93FoO2zh6gQ1EdCqHV9CjGNag4xlIPQJDPcePkJGJheuT9Ul3Etmz99y25baXt5w7N6n+NWrUJsLT4phIBhjQxLGn+DM0cWyuEWTXVQW9EcJ4IwTYyXyw2CbQC2wQ8MUaQQMijh/uoRZU1B2tj5K1bSetgBvgC+fObQGT+sIEPq3Wspl9RoACJ9pMQRMao5EZUDRBI4u6MGPRKKqQ4wzYoBosk3P+2kjD0oZOQ68B0zRspEFDDFegAe0zAb1NxzNDlMBOzgzltUvvI9I22ryZ9PU2KqfgTHQ/fJfJKbQbXlROwZlMTo39BX4Jvo6DxKaoPwiEsfdVX1EoZVxrgiYLpzpcYNBqIc0SDSajkjxOqUgCrySAEhg6eoxJyEqoR581MuC2nqQEvm5uSXfcVF+F3GH7NFstpySWXDET9XalZ17TtcFsTRbXir3N6YXUsYQF9Dv+GdKP09VKwWgwkX0eGES2ZSpEX5JESOYYMpgkkTPq7oiryD6rZI4SMWFnaZmO9mS0Q3OxTCxrLGv0NnpF9Lu+Dz7o+8c/2Ctenbsir5pNaYRutIzY/5SjvlBdVCEXR1NN3BwOuaQSCeHTFMUKaeRfyINpoEbIi002P/QIVT7JkYrbmmxLbNfZNtiIOAvYqBevKlilVGGnUGUr5Mt4ozcMsIsd4ETcz3ESMBJDnx97b08sniqkqdvmkov7eHgXD9v5RTx6k/8Tj2ipc2z4oO1ntt/YsGDz2FbbsPnKQjirEPKF7kIkY1vZ5rJtZTvLuDLBVlZINjIX8x0EAprvQCZrXtWg1sNk+BWXosOO7OPQhYGBFQz1PKCxjOu8bPZxZIPuXmPQhl5KCsScCBogsj41KW513H0AUwoUmTmLlhXYxcotMwLfWm9s+Wax21oAK+u9Xd2hqQeyI1K01FBbwTVzsrgke/Y702t23BTwfAbumO+TeY+n3DPt18/OrCxHntE6h2fxYod7im43LOAXAAe4bLoZmJgb00hTTuuub0Ath32CaoIssTj1orD1bjZZ6XrfLuxi6Yn0g0XmhzzMeNK01ZB/KMjc3wuyb5TazZKl+s+SlR4PQZd1CmpL2n3YMzo7Jfswa5MF7uT6gAJvpqxaw3tkVwpRuRx2+1OBEHkXkMkVzb5YXkoktE22oVKAYFwooFxbpooaLfmIIrjJVKDJEavp5/PqUqnF7jXuu93Y6A5QmpM33R+4MZar4fbqTPWp6jPVHKiWq7uqB6s5M++utpfFVFJZTK1NpSjaTYmdjnEFOBYpe55YViooJPPOTPrE5kqxgA9ToCjFUuyaTfZD5BtEIIEI6ccoiHGcKqvbSnaWIFsJNOGSEj9gCXuNDn/K2Uueuc5IvWAm6khWC1RgJl8y+8tV8ufy/HNAv9I/MDSBbRv51QilKJ3w+Pazzyj5/eH+XMbAw4cZBXYOuNs/0MuQVRrrfaU2GXu1dJD66Tyx8qJlGtW9xrKSh2HzRnVyI28xhDu7K5PlM528y+Iyut1ltY1zrl9eULZygVJulxxul+RSl7Wa/Ysvb0ZH1iZ8frH451OrGqbWzExHaqfO7/VIxZn7GmVbsKXhKs3nW4xUIjOa4TMHQSMZ7xm1yVRj/ez6xfW/rufeTZxLoK9zj3NotrhYXCPi2b7FvjU+LPlgQ6o9tSiFccqZiqawD/vE8hTnDNXU4SLaqwoo5qS9MmrCTu3I13GAM+xNpjy+OHX4ys5UkPr6O8lFe3BRcHUQ4844tClBRVFwgRBU4hVcOZLJnx9GP0TPIlyAKlErws3CXAEdE2CzASLZIb8h/17+b5m3crKB2Cg0OPC9PcESSq76nnoNubhFvFNET1GXNRIdIqowiVBhGdsvG/A96kMv+t7woQLfbT70hXKYKm8rv7L8lnLuqXJ4rBwK5bD4tyn4WOpICt2Zui+FUAqWc+wx6xx1asPUVJ12vuDVnZxW0TLuXG4tcjD3ZoYeFLOT4XF51aNR2FJOkAE6DVZoiGGNNau/f4Cl3NDeMMeJjrbKkbuOCzZaAotOpHH41BVG5ZXuKSA7aYIG5OfgUjbGOukZF25uwabxfiI1+3KDq7bCJ/JuqeC3TYq7rqYvao5UwEZ7kMdQrvLW1h6ZM7P16mSRXEiPlr220mVTojaTVGDkPJ4a99y2PdPlGuzxQBMnSWQ6XR6aGSgksg+tWXqwL2CFYJJfpxSs2f+3MLQWuJFA12uUSD4n8LBjQMPePid0ssN62V1QcBG/SRBuD+4K7g7i3uDa4OYgDo77TQ6PHunRZOAlnCfuS1A7TXKjGC3V2deJrLyYN+WNpJ1S/RHh2bo5z61Cnu1+svluIvs9D3yqEfEiILo6IgqcogxBpUc+QZSKcNRO1ZRN38gegG/zxd+YdJ8IQsRS4kWJ3sghROw5ci/Rb7XbKZ5Lu9+e1EqY8w187Btwzv+xDLSN/P9/LIM15YI+wKQPiHXNYXL/kJLrg3Ko3ZktJHd9gy/W/SQAzcXryH3Op3mRo74Q7Z4h+VV6C5n9YTQ3618B78XrPvzPSfeIoJDYSpJAnTsA8Wi8sccz9GYYtkf1229dQe6H92Zvxeuyt+pcnfPQA2MvAwFcqxrX8/fzR/hjPMcfgMF9pOkGYmji4B5V0EyiuNmRwkv463hSCSQmbgagWrCdmpfU4bgZbAMc3U/+Eytv05Xtbe6nRiYL7qABACNknfI4ipPeRvTAsd//fMHpv07L3gPvePVlHdeKX0H38zcyezOiOvndVPcOCVigBrmIJQEROXIsA9Kjx3p0hdc+rvTSf9zL385e/W1W1hXoNfwkKcsH6kD7/kL8YgF6JW6jDu4aN6xMFhL7+enQfD8W5wPqYDc6kjZMHhcnE5qJ9/bZEfkY87JnRjNnMyxKnXraz4v6Z0uHv9Qf8JPZ762YOkMg9rIpVDvlqmvnrGxOZoMX+ZC7OXtqcyK64PI+pyQYvH1TZ6/smnPtRT6jY3ZHdiuqHvsyGbM61UQWGKZOPRXzTAEpiad4JADMzA2iRg81E7FLlfohpkfn+r9607Obqn7wrwPZv0Fp1y5NNk2Uq6g+Ugidg1jlkIGUSarhiDFGrDCFGiyOyaXCaJkYdSZRdfW//qBq07PZrbt2QY2T5PVsO3xz7K+kzPKDREk+o9ppA8nkgZBHrOHUKjpGi6HzlZRLSovVx9yiF76pNS7brrX1vPIiqoypC1blsUzKxICDCn1aQNtFCqTN4usby+p5WhBtUDazibWPzo87s7NR2dif2LnT/WqxrU9SJcoqKfncfbXUpVuLVdyFT2FeJnMfZ/ea+3SnyjSPX8/D0sWOTM+Q2cp2O+2MRLBgIPQ5VIdKtFSWJGBGxjHsOOXApx1jLCy/f9wNcziPfpaluegfkV8dp23i85A8YkpD71NuLFS2sXvRbRu6uzd2LGhq6ljY2LDwD90bb1/UvWFDd9OCBU2NHQv13A7gZfgSipL1lNB9cM/CdvI5gm2qQ/NbbtgGYCf1ZkKRDmzPwGjPCLEmqZk+4Yd6WfcHmYld/GUUZutzDpFuG+ATGqKVriAJiRs0LxB9Z+OfkLl1HOKQln6WfPZjSOZOZrSH2Lw9IyM9I8dIVSO0HpykcxJ9uevs8Kud//Xqy7A7+z3YTYrFpL6ten3tT+PxkvYjIVdvm2qHT+AN6DFO3MA/kau/bY+Ng5zSQ2uQz42Q2rSaKU1N1BnF1NX1X50D68523YLCtDJWIeszK5GH942tJLNi0T7nDpVs5VS1MZhT0gHsfkr0kPqDasCqWulksbpf9Kge1eFNafmFpSeMCtmFcyOac8cclt+lUpCyddFRzcVtREsnEqYmPei+xtaVja8HVWsLTrXcVKjMvrYmUVwPX1w1a/6K5f0dSyxhZZmLjcOT8E74Id/L5m5CDbjn2vBcCQPzXFVwONRoGZl2UHQ4/D4dcqGF11Fs9MjR3HmdPq/sedfww6tnzbr66lntfSu131dzB2ddvbJt1tV9o5XsYuXVrI++zwEkELuNJ2vQPkj2yEFIpAQYhGQJihz1rwaGqFsuwMI1o26yVyLh3BrYw73zTs4XPbkMCOEg2WmhStQcvYzAW7SQocArrAzmqBHWnCNlgHfW0PtJRwiQ3h9W5W1kkx3kVAgGOeYF1pug6E2gu6c7iYTst0kBC97R6p90P5kt9Dlo9fr9geO0AK16smEn69n959aseUfX47LLsTx2lMzMpOoiRjTiVBsMwkMQWzEcFBDzPps9mvc55/oMkD2ZiEy2JdNEfkksj1q/B7/zvexyuOH11/PLJWtFdfCTi0WDk0qlTq1coYdzZbIS0XxWIC2vJbsc9ZMdWgLNakgwcAYETxogdUmtNeBaAyQ/BoFD60QoSpwydJwmEm8mijYFWB8nQlQmreXD3iiudybFMOrPzn1sxcsvr3gM7v/x/8ACKyz4H9Yfowf4N8Y6RbpW56tWG4JUK0AT0qGA7K5U4vTik/g05nvxWvwkxli1e1P4GfQgKaHtKbQBKm8TOVhJdVmWWb4Hhp3R0QOw+oarxHD2x+Rb2Vv5N4CcqwdcpB4EqW+4F51EpxHfi9aiJxFGtB40UQ8er2dUq8cJo045+/yiT9FqqEDMPs+5YZr/KtlnlqnGTegh9HP0JpFmZPXvYSl7cHAfJELGwNHjjJLFaA1CdMe8tE7ETehE6RU9R0aZNqTvmzDd8Z9/vfxXv+fcRPptoP354ev8L8aWCP9B9JcvHwIA24EMg0DCbmDBdrXIs8MmQAo/7WW4Q546Pp8kihJ9TuEAelC1gRe5KqhKphSkdjw7/7PV1qcgtFRZnzCrNfXMbbDH59fcBxaHM2VWzVbyItabFQbuGT2boBdnc0Ny9sPRs3W1OKmxgND9iIiw8ezFDSfq4e1Lpv80XBw3tHCbe4pdhW1rqjxx4Xcu6813rYinttwnGEJKCenbF7mZsI2jPsxC1Y520wmuwE64FvIGCMhkpjuRrt/BNqbXUYcmHD3NP43cQjO5r/IpAMlY/I/qgCpURWsqTe5HNrgZIqI29wzogpeUpftF3f94kyvln/4c7dvsG1wlpHG3FjBjryUoQSLaC5827cgN537LExPbi8RJT2hRCQdhG+CUsz0j8lnKCLiiZ/Qc21F0J2lZknlHFeGyRYObF19umJHYe6iev3HL8pUrl2/ZTHOSj63lEuBr/BKKnTlI3j+1X5DuZlqnfnpH2kse25knkr+Wow/lfqrTgxKxlT3ELSRzcwmT/2WqE2wNClB437HVLLm3YpsNGmx6gRQro4yc6zlP6OcrFjC9sJEeBzR1ZD+fu+J+SX83Luxo0n+TPguQ+XhKDIEiYidEEW90OLBx1Skf9PnOX9lP4kNkZZNJuNdikW90a4GYppTbbbixr/BMISos5L45TISt0j+SJJpAUqkcaVZAmmYBIx+RHctO7VZshWK0QU9lw4I3JtRqt+uOKyJ8gzS1alW0Njo1XnfH1Z+ZWi101JVWLppaFZ/nkgxRYzQYKG8sKypJMttirA5/AI7yj7A+q1Ittr5TZNzdfbnuVyVzH83aQzQ3ZfSoNr4jR3vOG458LezopiWLbtu4ZMmmcSWMokluX7Rk48Yl41oYyma4MJzBzkFFsOBpHBQVTYfZh8gKNpC1+tC+j9JltEmXp8ewUc3XZOAMXZPhN01oMjn59SUiv5acZ9c9TbQn+tTPEAGFqPD6ZAZdepS0QGbCSzMlYFoz5fgvEVtuw8svazn4XuVUUM/OqwuIbQovclBN16aTGKb1+hE1GltN7tnJ7hHpKTdPuSyIYkrv5fNvzhynSuQQO6WgJWDyb+eaNW9oBRGNlekYk/u+/aP1VSP/RJ6quhdu5qm22qOpq3naKtS1VThD11ZJFXqfI02uCKvJHPODm1RZupsec6TJYvD6adowImX2e3fYZNL38jPkSYgEUB2CKqjlVSlBcPufYOECZiZ1ZPcTlAoTuegEkHNSx96s5FsLVADJx86fpN5JAmlcgjw0WTD9Upcn3x0XUPlycepeshSgQFqsmvEOI5zouLZ9DIBqJFf7c5OUrOKzPUwojp7t0YPuImz1MseSMr3+0N7EDMPlizcPLrqMq9y8mdWpzZPp6HXwHMOglV4Eb7fPOn8b0UyUPJid8+Iwu+c+BsqO1jeT1PcCw9nFLsTZ7ePnD1IgTM8EvM55MXjdC/8cXZdfl4fUlcPX7XWRRzPRuqT522QoT6rr4kC6Fz4ujg6g1+Ft7NnC+c/GMxfHUzhpVc6eHfko2CC87WM8GBxTsvPAMMMjLLg4/sFwHv7hKR2NQSxipFwSguAkFufwBPABjtWSel5n9bRcDPdgofXoQIANmC4UoIyOnF+ql6h2r+fjGuBYW3Y2eG7sEJEKq1U3FDLisEjWPlmWIserCOmnTbnT5dDFT5drIeyCcB0FtOAs276G9MNmjWSNaOX0nIRFoTr1A93ntpw7tyU7+7Ytt53XjutUT34rIM8JKoSYm3TWHrr4WXsthl0YriM76iUbcjzDIrJYHxNrjBhDz53bsuVc9sXb4Ibb2NzJ3s39CG4U7iF2R+ApnOYOwFv2E5ELYRpg5SgxZXvYpGFeT7jx0dHd6L/JDc2PavOOL4MW4TrgBMWqbY4ZOhxcEY8ol5CVU95iPOtJZTz7I8v4RBmSSxunQTLnLMb4b0NTTRLP+cu9RtPiyh7+zYLiTTFs511GwVpVXlZZYaF8KWP3kf5aPfYnIp/WT8ZMJC+BmSCylVjpgtXSp9bmmI2ol4aXMSCdpZoYlKKUQSkmEJv6UVaeJyaHpXBOwlKszkEpsrMnYSkmjaufbioKxVLQGRxC2IPRhTCKSw3tBXPsPEADxbowUIVTB1U8xzAV2dkUVHFeW25Wi2wAUq4XBPJxFZjHkD8PUXGpOX/BVDuvPSyfEmkQ0Q68OrziOYau+IkGrphojwncpVZ+XGwFNkyCVbDWjRuxNg1gYTD8k4VwCbiFMw9u8ZyGtiDrgqEt6Lo4lH0JTme4MMte6oZG1DzJGSfTc6gwmH0z2w6dYAuR9Sk1Qkn4aUoUzm1ycLYgsbH1+Har5ieqcCsj48mA2crgL8pcFYbOfEIq6PSdxzX1hLb+su2oOVe3JPiF3wh/FDjJZaGZjSGg+TYVB3ZoG3eFRNTJSXVPhEuHJ8VHNWu5hqFzcnrhh7KX55IJj43944Nsx+jssYccovXV0fuApncdyl4H02MDTNcuVd1gq023T7Btq2RzQ4UoQ0Si9P8vzZPsyPnmCdXvybw6qvtzv/6J/Lnpj+vPNdgm+3NtDjjmgNSh+3E9ut6PbUv84QJTgqydTeQZ7yJrxwHWUmzCe3u8fio+3mNRqjioahjULnSKaPNUvFk01l4sY6OREXXtN9tSMs9rsH6JvAHAgpBFSSp2YoZBe9KnAJZ6iJ3np3uYwxJUwkqvS6zPyypK23/XB4/aULUjPmVOTdvlJ3e1FDUvDMjN8eop3aytV2bvAI8DM7CSORkQpvCWJ1ST0eiTLKmHjdAo/BDsMtRaHjMfhH8AJmXknb+OvNvco2MGFK2nRKGM1dmYFD2PT6ud940fLls/Q7nt1eQS2Q8V8br27891azJuSrYdHAZTQAEIqhaLlS8Anh281WK0A3r0mEiQSXZiSH4lUVfbaMVuVzEiXd7opQRSNag+NQ01PlLS1hB2hyvdAcXpqr+xtrKt1t/SfWNiimPKvMvihRWFVqfsnzE1UNkabrhhebuT2jfZ5aCeYU9j1L6ZDDo1TAad5lk6GtyU7rfkaiPzH5arNEZYFagLUhfDZk9KyBXApFZg6DjDrFJKdSIVNn4vu/x76L+zy19/nbmLSHnPZp+G7WOfIzLgmoNkObyvSgZ7ymggL9YDY+/vCVelnPR4KEouBIfdowLHoEU1DzrsgsFlUznDoMee46Gjdk8m8BaVlxQGPkQ9sQGZvNjZmQp1DeniShNZSSo02Atsr6lbvLS+ftniupqOG64j/3+mu2lKW9uUpu5byH/MLiW6XXrsRYa1tgoyhn14HUaaGU6msF3gV/N38U8Tc5VfRC4RtVhVSxeCGrQ6Q31wZGp/UqOVskX0j1Kxnxk/A8sZrtPy7Fa9fS+z9tn9aCN6EP0M/Qbx15NLhFhjZB728et4ZKPHYbTRVtjFwXXcLm43l+GIzsbah677JB5BKgxXME6LfK/g5X89veDnv8/Oe/VVeAe1z0jblLHPE/1n7j5uR8gETdRA81oUllwVM64jUfo43it61JNhgpf/KPfV+gnvFZhU/4K9MKTbhz68QzGmjZ1GzOizROPHtBVpEz6GuZidlzMXtbGZObYS+MCifa5/ejbjedGretnZDCP4+t+czXhzhzNwZmPrytZXi9nhTOunityB9tXVE6cz6xYuEUT9eIb6N4nO0HYpnaFtXGcYPU32bXf2Z+R71r1aDIcyAhUl32WZbf9cbk9tJ3rI/cyXMU11i1ggWhw8gyBKD8NT5JUpiT7VTOx2qlGl1zEvNdWDRnv6z7GZBZXDymHqztfOzTX1hf77y5bs7s/p8x9F4UzcSvr4io/oY5s1bUUG/M/6mJ75T+pg+Ik7GHvP72HSv6gbtqEPSV/Y98PdNhpSwrp4stMYdbM+RjcgNxphfQzgRfsY3aA/u2fsbfhHfJCCK1Uf+TIGGLL4Dyqd5mDywLSiJFCSK3r+7W6+UgbkVY/eKIPwjx/evRRvxCs+vGsZ3kTLOzX2O1jE8AwNaojsEHosCSkVItODGM7DSzGNNHBTC5amOaesl5l0Ro8O0YJCYFF25iA8xN/4wXr+89p+N2EHrVZrL4ZlV010BZisHLF7LqL76HF0TxPLB4M+URkPmruU5eOdhGpfnQOQ/2Eypj1vTytTTRiJAqeOH4VJ+UdhzCbNPweDGyefgyFiJ8wjdsKLbL6HiaEGBRUZKjggkg3p+BDQ803JJ7Sd0UkmNK6Pup+jonzpYSInNmR/f/gwadMz2UfhbLYvrjwIPMRWlER7SpbJC081pwp/JGX0kReo0lB4cdCq2gadompwmjcbthl2ErvCPgit2Oy2s+CdE5mA/Eo/3RYDQ82BE3RjPNEfGNK3RU2SCe6ohgSJ0hlO6SZmd9g7k+HizuJwskvuKPjK+pKSW7+SfW9GVVl9fVnVjIeXLGHjGuWKwXH+3xle2j2Ol8ZSWoQUNK17quUJzLRCPdYULq2jpVf0jOOlnXl46ePLP/vZ3P/cprw3pM67OBdYL8SBHdSpfsCbDMhqoFsUAvZ10qCEJBs9Icx5bfuPDhEpcnRIPnr8CKlDc8wLTDekamHj+utW37Oa/uMPC/WOrQ3ty8RVXKP3rro5S3kmx0ZPc99Bbv4sG9dq1UrlGFmUKiTqaIoKsH1C2qb5XkffHT/FySiZPLgPW7TsPGdgQm71ckEAmK+3+rx4I+pqpYgHiSEeRLwBKGSrHdHDiuxRGJ4IKiK2FPn9rQvLITJGc9mSclgcAikH5ZdDY6DgtybFQGUPcjNgml9KZemPPVYiOPeLKpla5pRIZKlqlFw7OJtERlWiw+r4aFlK1+bREVnvk9HDHyVL05eQpXzDBbL0/0d/KM7WkL4dJn1rAjaiq9+yL2hTbMhG3e8mq+Tf6sQ2KzRYaWe4PVtl2Qq20nxdqkCB3rwgMM94QLXZiKpt22C1qtF4ityRzliHraeIba0MaFiHjr/SU/GRBGk2MWvYUc7w8GhGZlFkeRZYGRkyMd/WHM5ZmL/K7r3qlvvpVWdDUwf33cbOTmpnPkIH9leNnQubGjo7SN+tIjJq+9h95Hlq1EJs8BSkJLSWJ0PeySMaYRniqdvHxAvK0JEEU3j6mRpf6SSVToVJ5rzenuh76MFmf2F2Xenjj36508p8cT+DG4XpZIUUqxYy0wRiHQzS02aOquYBJj4vahBwP9MNAjR6kugWsf9v9QUU+8czXDv9N64voLHVxA7ayewgkUbh8YCd2VAkiIQ5FbE0JdQgEvNxEJc4vaHGkXZ6M+En4kHn02QHI2X9nx1m1CM7pDtjw89tOUf2iNnnttB1isfIoO0AReB2IiUorUahUOCg65XtpOaUia5Xk8VP9CGbhSxYCz22I9q2NeWl7sciciEJLi9nKXixUC1ka7gwWKgU4kLLE9a8VUyENAPG07VM99m81UztRM2oImI7b1ET8Z23qssbawbKm736yi5vqRgoVYrGl7Zz0ZQOH13e/sumzrbT9Y2JDIrDtPAyy6NXC75KjHAWURvCXCRAn9CpOukTOukTmt2hHbJbAeVk7MrpMqwBYqyKiKzCYEo7GwNVclWmCjtxVZUn8mJUjbJnZfkE3E948p5UyzST0SPy5CEmv44fO5r/0IzinZ565ImSS8k0nPelK0pd/nCiNnrFXy4h5/6S+4LwL9V+SyIcrX1vsuDLfkn/XNOtmZwWBhhW9AdqlPcVlqZyalVtpVqJQKVcGaocrjxVeaZScAgXyPKnja4dRk4pox+H1BD9OMREfKR6RxGIkO6M0O70epQXVW9tLes0lqonKkWeMEYVSmJ5uCePw/I8YT98eER+e9JcoZD4S24A9k+8M1ziY2Hhef325nkbCBzDZJ2OknUqgTmqT9pOJIm4nSKpIDGFiRQ4xSEZs5VLFFJqGT8NkIEfxKKSCQwdy5B5wcjb+5lk6Dl+nNqDXpFocmWN7mT96BZ6TDH63G23PffcbZPPTAQwT41up46XnURwqRTARSvHmQxVeDV1l5OZnkur1lzCWl3UV92ju1VolH7OV91I3b/PMU+1b5RoE+gU/29E/khEz3YT2RAD1aAeTAWzwHxwGegGV4PrQT/YCD4L7gVfAQ+CR8C3wPfgcnW3uEv45i7y09H+6EPfmfuN7855aP2mOxJb7rrh5h33L/r8lxtaWhKXL7qZ/KxPrFhqXb0y4PHUOKwzpkWKreSntCaRGKi4DBjNHbgL2szQXFoxsN74sPmRh8nPnK7v7rpu1fYvtqn33HnnLV+/r2/5fV8kP7ffEir51Lp1G65cIruW+AqbpiwhP6kNt1TFb7llsBbOEedzUjvW0kSlQrWwdhDcDsXbv7dw16Md36Rh88czmRNkgZ6g/7N38okMRQ8Ok7Vrb25WFHmIXGrvFHJJ43nIhxMfsL+fyGgfZ2TSucdPHD/RT4rNyKQ4WlZeQewmqkbmCsqVohfEymLNeGuiyBwOkO5HNHw75tJovsr03079t1f/DfXf4nnvNUQiZCcm8J989/z3sfPqytUdo+HkYdo2BjU8teoknDn6b9nn4UyUXrUqe19tKlXLXv6WrEvWldCrbGOC/PejZF1dEl1OXz/8wslVcCZ3R/b5k6s+tNM/oq309Wt1yWTd6I9qU4lEhL6HR+hrdjl9/Ru98T72fseqVbiY1kjrXXWSu+PkqlWrPrwDzryffEUh/7K/JuWcpAU8QC4WkU9GbyMvGJG2fpBedRL9qq6mYXQ2+ehrtbUpFNK/nRXJxXv0/t+kalM15GITnPnhHatIW09q9uhteBTcyf8rWZOlT2PI8UhlQf7S+bjsdA6X7dRw2XdqsGzu1hwsm5T1AP4AXM84WK74ZBwspryw6Euyr0w+wLu+e+PGbupvxx9s7O7e0EE97fk4Dgvwgxv3QplpRmRbN+4YB3TcbbMTPcBObQIrhXG4VBeFcbhcPMx3vxnzcTzGS8E4jvWMnLvQETZJNR13ii0aHFx02X05UAdfunnz55atvHr5n8fhYdSOzLaD4+SK6qUFeXG3WBLz4m2Z4cjsRvr7I43G7KP5RqM25qSOOz8hrt+p4frvvADWP6m8j4Hrnzx/JmD9ZOyeyrbDDawcC+hWk6LFiM2SwaSaJ0cx5KIbuLlG+DPjb4x/NOL7jdBosJgkYubbm/spuyALbhiPd8jVnxfvYIFafMEGPezheb1BLPzhVb1V+XN6rlrUzV/PbySKRS9jXseM7Sp2IcnR0xr7QJ5zJm8qk7nsnOSSuX5jNz0P697IvdK9cWFHY9OCDu1cACJuD3yc7yZzwfMCGZNOYMRXEr1wIRCpZTThkmPzDD5ONKdIHdGceIFoSHURqiHBsRnZZeDQ2E+IfjRdrQSGQDA1yG/nd/G4lqyMDHBCGTuB6vSlxjSi7l1gN+BAxkr6q7+f9htDKVPPNqj0CiLNH1/GQsppIjlvaVlSEBsaD82ZUzqtPVxTXdQ2K9ChFiyrMMErkbll4R98hvCCuurORaV1V/ls9stDvpuiiZ6igGZT3pmdDT8z9ifgBVGggG+olXbRJhWU9alum406wTptvba1NmyrDVf34S5pl4TWkZfdUkbiJOqoV0V7cYmvj5731QI8QVG6HQjbwTBZxyUVffRYJG3G9KXTvNm8zbzTLOw0nzQjc3FfCYUL9g+MyOyVkbwwZ35GfrVHM3iIQqelq+Fd4wlqdG1XoynLPwmM5V3Dz2zsXjTVZkjfRKM9PpU22KYsyYv5yP4gL/pjms20hEaALDLZpoxHgTSMHx7CsRbuZnBY6GTnTY65HIsDgRhxvCjwIoeYg+fYcWIiJYcSRxNDibra/n4njjaGnUnxcO+aKWOAvPA7sm89D0ueJ+X9IruUt459h8zpuOqxBHcxajI+qHIWblDasY7YmVbqGQm8RdUsDUnJo3AIa5G9jQ2NvPX97KLs4vcrlv7yG088+Y1fLl2efRrO6ygtLCyltvUvuAhv5T9Fyq+i5e+mpygT5dsQNKAcaja/DvjRdfCfyquEyZ1fcD9j9VA+BbJcdiPGY5fDDfPWD57nZ3I/0/gUfpF9iTzzDbovmXyX+ZInfVWjiCHf3c+l+TDfB5zg+oMAj72szgyWpMxNNCbXDA1mKAnlQrPQLVwv3Cs8KBwUfib8XTB6ERTJ/6KVs3OSMwiMQclp3SEa7Ts4mxEajPoTD4/Ib7Gjc4ValJT1l2YpqNT5GkrG9xCOdAIfrkm0fe6e0ffuHYrFaxIz77wXeckl3/eUog4M7FHSAwN6P+T1N9T7Wwoa+R2qeRDm154JvBWgSGWtv1kW+YgoiFFHOMRbSU8/8sSPHvnl0or34ffhD7iI1tdwHq3jiuxs/DrT3VXVQ7V1fjslhFIzkMzFU5BYClBX16n5vhcMIp5TqKEwSXNnGjsv1pM+r8evb/mQwx+OPqdBqhgfqwU1cYuJLGgAQ/tEX0FxqpQ6el3E5hJLvaXob6Vwc+E2CkN21B3geNUctMB2yyILslgEByXsLuGk/UCpRlxtvUBjtYHCWWpp2G1BX/m6cgTK5XKa9pYT0+XwtXJYngQBGCB/3xcCSehI0m8GqDMeqTulJyUUlOBm6bSEZAnuolBzeN1WhWUcJzOXWnk98ls0ImxgJJF4NQEo1fkwY8mmfDYD7JWRZdPR1U5cNehjLtiQhvNq+axygbyM9JiMfFm9xtrQ1Lywz7zmstr0uqovhJ2+Mr9s93ZGAkVbps74WkwyCwab/LvPTStCK69atixde+X8IrVpidtsN1ktzoB3ttsTXlnt/lSg+816I+8pebajc3qun+FZro9YRkGwU635Df4jRgbOx6GXDPBXpndMCL9mhmxzswL7OnvGPmw/ZecDAnC7nTba786gSn4iqSDNUXwqCINBFKDUBkaOpodAnEE1usFrHuixhm3FjEmZZczdJeymp4hE1ibkE0M9wzRGiHXWQKXuLibaVXKc56K3hzHJ5vePN6yJhzK9B4sgPHvlVz6jptQ5669rreOyr/ANFS1tUzZXWtxBVxQd+GHfwoFNS65eumBtv5roeeKBElOwvsetcf/CBYwvvBg8pBbqHN9p3EmZvddiyvWND+HXMMLSdCPRuLwcB3zk8YqBlVxZyCMWUQrpTuGkwK1lTNLYJhwSXhOwnShQZjapHKrX4nDo7BeOcfYLB9zu2MWiCSexX2g5hAa0APA0pQevnOzzdF6EFsPRUBZrqC8ta2jJvhFzmCVrFeXH4FFZPSMI//CcG7qtrXBOwu7D3uxMRpQxvtaqyRygCu8V+7/n3u9+yY0ZgTlln3CR32ZO2scyB8rkWfb3grXkrrCPBbZTDR7tMuw2oM2G0wZkYBHs8omeES3zW46mMH/kxLw5T+U7qp4697Mb581qm7fhO23hHxscU2aZRcmiTrWZccOtl1295Irbb79y+VfaS5aXdA3M2jC1dfGcZi0G34puZ/wwf/hxofUQGYsiYCPjEtV4R/Z6kUvlyNLfX0jjaQq9MJ+PPxikfPxByscfpHz8QcrHz3KtRSgffxAupTH5rwWxHIRycHcwExwOcsEYpU1Gdp1/30oKsmonq6QsaZx/X4L0DH9Qwi2yFJLQdqap4FpJlZCUz79/RCPg6KF84Bey7md0ungiRToY93KOGryUYrwmRn489YU2D9Dt7yxYUbXAahbMle94zfbKesFY9TYj0p+/rLEids3JBqtf8GQ/u9guzYdVjRb6Zq6WHEHjTfkrmQvF4AtqvZ+D3dz1HHqcP8C/zGPRAP9mgN2G6w0oFYDHAlCR0/IhGdvkbfJOGa+Vx8gEcT2jLf49oLgQ0bQIxg4HdPjIWgmxCeOYWP4UlHhawII2Zd46knBQCMXxIyy3AOMBZ9S5/T39k1e+ezITQqIR/nXhjoH29NR5W9obVZ3+ILgiqDRNQ7u+2n3Z+k8vvj4an0mZD2p6D873z9Dn/B38fBAAZWCP6uLl4kjqemEj2cXx9caNxnuN2Em53F2c8alCa/Fz2hqglPhEuyhApXRaqaZe51rnZid22mABm1r06LHWo3q6PFijJdruOePhDdjjKY8zOu8CmouzOpEyqK5QahtZL2MGTMGPmw2YLpxc7jG75nbtP9wzmkgc7tF2k+N6cl6WybkS5rLvan3CthF9ApTZ8/oG3TEyd+GnpqT+pT49T+Wt0/7OGRtHqtSE19pi8adQa013d0/XQKazpP37M8wR/+htaVuM64ZlV3XUrHy6zgTA2Fgup4lDgD/IcV/gYa4XzIRXqW6aG2qwFdtS0CGkQk0WzlTc0kDZlOpI9yU46emY24Fm8nHGow1cZaTjnkqFafLsPfZoiv7em2xNxcK0e5KkYaAMymWgCi5MV+2sGqtipE1rqzZXnaziZVzlhyq5C6rklrwcG5K+ptNplkxddqa60rA2vT19Jk2ZhtPDaWzEaWuTlfLl7CWyQCPlaPATa5+8c9n8Qb/i7/VzU4L+J/2H/PikH4b8tX406N/uR5RWXfV3+U/5eYPfP6tNzwQ3QNfx4RxekKHutPwZA5MyZ4xnSyEL/KjOsn6E0aDQjBp6Sg2yvI9nGEeKFi15iXQaH5Euxa2fUedSa+Dh7ImozeS3yKkGozWWPVFj4gIWe6JBNFdkT5TYjFQ6XL70U2XLlt8UtJI3qNiNfXLLf93oNC7I/nKK7EVuN4pakv91g4t+kLQXcW4357RMh1Op/PDOW7p69YrKJe8SwSFoc4TmkCBz5Ef6HPHA+/hC4AeDqoX3VaVSSzhosUkORqQO/F4mG2S/TjBjwMBucxglMixPOVS2P4YCRalDDggcfY51DtwCHKccZxy4lvx10IEdjoIAowocWJHLnD46JGeGqERNaDLkeIbGvMIBTeGayCTqnsgkCu+ru6mmtNwszN220LV1q8sslUXRvZ8OFFS6u6Hivnbb0JTsY+02qVWLyzCS/YbykQXAH1SzzQkrBNHh4pw8Uy+tPoBNjBrIb36GTH9h7Mweh4fCsN9TV4jGFCcT/UjkvBz6NQclzs+hOP91HjXxc8gOLcC/CfDfRXidCNeL8DHHMQda5FjtWO/AX3NAvNkBv+PY60Ccw+UocWCTzQVTvOhwugRKTW76Z8zkhaZ8ZvJxFvj+/t4BTb4OUOqdAZ0GXpuQ7Dvj3O8X4xNDy2I+MfBs4fNhjUAs0DM3NPUA18yXmqZm58A9OmGYv/WNp7uKy5GHzBGdm4nMkaOsP2lOwfv4BWT/blILAbDHAmZ7oTECp9mjcQjNhf6iAiSZi4wGkB49TP6nDIlQGT381mH5xGE6+gx4wjIhtkIKP8klF6DpBOiJKsvSF+buG/0GJ1VFmqpHW6uvLzZhY0W4pRr9tPr6oAmtQl/MLr/MkfS7YrFZgVX49svtKb+TXPuvzdIzcwcA+Ev4JyACGtUCACwlHrclLMIKgyXSDqHkdhaIghQUjayJx1/VmvjK6CukiUP5TaTwGK15NYgadqlpKJkoRkUwjL+UXWx2tWZLZnjs2Frgm2mNFU/tScc7p5US0+un2f+cXVAVi8WDs+GPKuY1BLe13HhFXWDKNXOfZ31IDDIygxaQOamovsA0nxtMQ2ZumsVtshaZDT7k4eJktyONO0F7kDXtBFHP6C5Cc6mRphXD8c5jiVXJx/yc7H/8m8k8s6V6tKW6tSRgM72Q/Q9+QXYZXPyPP60pCJTFYm5rxH8t58l+H36XtSNKxtJI2lEOmtWigN8frnBZyirKBdpT/kCg3Arby8BET40efjWhJGlzXiXNeWskaU+ysBRdsLGeikasyO2irE5iaVkNpgjfJGkybtrh8UzNeqZ4vKFAbYnH+v94e/P4KKqsb7zurequrt6qqvd9X5LuJJ10V2ejky4SSAhbwr5IE5RdVAgqIKLgBriCG4o64jKKOjqiiOCOyqCoKOOuMy4zw6gzY0Y+8zDOIl28997qBBzn+fze959fILV1Vbr7nHPP+Z5zzz1HpzcGChlbImCJNXX46dp3NaYfnpzn88F4PBg6g5mod1UF3WnRKnoFj8Efr/FUZ72cckQd0/+/1tIdrjfb8b+ug1LXW1FrAEm7xOERRsDl8X+yHkpDhwF47QLlPTBeXREFqNDJ32t9mrOpMDVKjrAUaOcEwRL1hNtdosXr8nuEsEhRHiiKnJ71c2RUiblMMZextLQIWDgOv11+CwvtW+XDuN4QgROnjSzEH+lHQ0tjkYOhOZlyde08X6Ac6HC5ltXCjzJzgkHN2T+svzQajaOftfDnJ6YxV6yNxZAUJy4oTyN0rzn5e+Zu+ldI94+Q/VTI6UoZDBFHymo0OQxGp9MatGtDAY3RqDFQ6AMKn72N1x6hz4k/JHYTy4dxCSZgM0OS/U0+m6qlRPy5cW54E3N3oG1Oe8+MDK/4ZIPOMxHcDP5Y1PAexygzsBbOm5Kt6zu3CPLlHTRfXWeupuPlZ+DC8hxfayZwK/qMOE/1TyQvJCsH/3teiIYyaCkNYDU4uoyTQ4ZzQ8BpuSHgT/+ZHEJoUHfyKJK4VykvNU6uo0yCCZqyDaruxjXX/FYbcpxsZmvACq1WMeFitSJuV8CNYQzYM8yUcuoWZHK5TE74sKQWWFa9rSbiWlXCC8nKXARdXLpy//HLg4vn3jqhLd18/roVkXj3rLM/vfg8cODgxlv+7jpv+0X3rp8xcG1sZH3h7uuRzp6IPmM//aolAT9BGpo1fQJqyvVUtewDQdliRV4TZ5SQL8XzMng8AuojgIqACCZDKY9T6fIYP1a+J/obZ6t/4+Rd6G8kngBxdVE5+gvxuM36X/9CHj3vOPk7+jjGn6YMwaOVMYvOr8Ox45NXMkE6QcYwzkdauEctiYPzkRxo9FzlcOj10H2V1QrZq7aa7kFURm+7x2CSTCYyu2PgaUCvgTgNCac47s03SVAu5iEpmoAQeCZdSUDKICpnygVhaHxrspUSCsgnD592DCfhvCNwSWMvSUQq71APelVN0De+Rc1DwvuJzU0TyXcSkB7fhb5TwpRANELf7EuKCj8VjQOIifQk55X2nSzvjcejURnGAVUktCmpcvQ4XAVOIDkyUP6ntD0Ui766VeY4OVElbeEA8jjTlSmC0z4jmDb6LFweZj796lmjR5115ujueSQP6EKK0uoILevBPbKT1RlMDp3XNMY007RUt8akM+kQutbhJQg16MDo1LmqnTmqxbm07grqZuot52+d/0MZ1jsvrnvU+aiLcdYHo9IndQCpzSO7DQ4JLy/dzaE/junegonemYey1CT1Q/AF0rkyh3wSGU/wGCcJ3CRNlSD4oqHqSMhXgeNHEAqnSaO7O4y85HY7qvx+n65mUn1Vlb8aVvsiEQQY5F4DWG4AOwzAgCtnGGSzgDbhhGQweBixneMjfRHYGwGZSG/knch3ESYi8xYpgivuRHZ4H/dCrzfiqfE/nn4pjYSgmO5N96eXp9ent6R3pHXpK9z+LZ53PPBxD+A9wCN35D17snwWZHHZjaxssUnpdEn4Pj1QWjl4vDSARCeXKSFZQo5BJdu1XMAzh+SKB4nT8QLiTvlocRDXUCgNCEeFo1jBoR3AjyFgdqJMFSvPYjamS+g2Kp0eIEIo4lUwOTFah3QOUnzImmfVlsW5bDvAeANgjY1eh1HgwAaJnuK97AIxkTCdd61XaG6Z9NFHyXjbD+fUyrJV6JRrmeXxwNm33aEK67ryx/fuKLde+oJy+aLWyNvblEnx1Ii59LrZrZm4svzW9ZmKzLAhIjNFcMZuXH21wm68l/2+Kqk+FA2FQtaQuyHUHtKELCFjuEpmGLcRCwTSABSdrkIWqtoNG1v0Jn+zUUckJEGvkSsyEU9KWFiQkLwDwQ54EkLooQyC4R4DQt3wE5kLa9otnNsYITG2ugY1xpZqapWwx7DDgtd6HbNoM+gQhizr0dl3FsZiaajmm4PNjzfTzfiP5CPt7Q1cqjHSgN6Kb1je8E4DzTcUG3ob1jecbND0N+xogA1yQ05quGTkSKz5RsqiA7EbcRu7fccLQ+nM5cLxUgHpDJKzhi5PnrlL9nhPvYQjx0gAPCfQwCyUC4VCZTvEZGyEPYPC0cGj6obkJa8kuakqi+3/wV5kkM0AYd3/OP/xvUPsF0a315QLNZjf6AgewEfgC3F0GwbF6BgfIaiMjlQhKFuUOf1NtXGV9UNHygawYej4xJVDR+Dn1JAeoRUiE0Hq1dNlgnDchTjuCZlCVrvFb4XekDGkZVi/VuX6DML1znw/fAm+A2miGjC/TymHHVZg1UaM7V7OzkS8ciHvRaOQ9+7wvuOlee967xYv3e8F3kvC68MgjPkUHh6WpDjpaYw6XqiMTZUZaDgeHaxsTx9xKu3/F6ojKudU2jJ2QjeLMExLRGGViP/+xX/Qj9CM2K/NJ3+nGSS0slB+6lU5ucS52LvYf6t2m+F203bz7eI/vP/w62dpZ+lnmGeIS+wanQheFwGhpBFR0ppnaHceHWHqdatjxoxIJTjQpqMTbQpFiYK4iBINfRM4WQd0M4OZYDEIHRM4Ht/M45v58wJBfBLEJ0Sq00M0QJQbOE2KBzO4R5xKssHi6aSiSgOgVFKtI2Ox2yATDVGiZIk5I1AULLmsRRRANZHD2Idg5NO/VF76XHlaWf0q6Dn48Mt7n3zyKZVc/HPKSwdeVJ5+BdwBMu+C9ifGKweUF5X3lH2gA6ThxiFb9T6hWw14XjbntF3aLna6djr7N0pLVI+IHHAxKIbQuEiLNbfH1atZgyhxQjHvDqFfV2feoF+UgMlEokrP2fSJuJ6LJ/hEMAETtW6PzZ1Iuj2E0nFEaUkvuaFbn+CScQ/rtxpCrpBFsPotOk065PfXBNR0kTZs2OJITmWpUeJhhlCegRtc+S3wOyLIdglucOThGM9iz6eev3gYvcfhOcdzyPOJR+PBtvViJK6eeMCt5RZx93O7uVe59zhtF/cU9wpHJzkmobdE3EJE1rdzy91foE/kZgJoBARkziEF8JsG5EwD2nhjEh84GYB8AKD/gRXMBuZL5hjDMOhmBt/H4PsYpq6/7vG6l+roOjxW0iW8iBSNiczKSn84pIwGhkyX51vhW0uL2NJSGsCz4cjK4eGTRuJwSpeR4YPjDKVhwdikq0uXzKRVSp0rbVabueCQAzZmqh2zmwEP/lO9gTo1NxqX0vACEnlQR5r2L31L0mHlE1vnmBFlNtc9xqXsnzm+B17jGOj9/vjsbaoU1cXZDeNbFLuy76wRCQSe2uYDAY6+tycebw7fqBTB9m11o7k4lqVVSJYCRJayoFPO0laj3Wr12Rmdx+WJUs9a9jgOWQ46Pm74puFfwvcuQ1zn8kgP6R+yPOSg1bbg2JGrAJuuCqBUB6FLqqCcZknFmDV5Gx1j/HiFm8Eomc1GrzGsLu7TFY3AaIxodV5PjI5iA+axuUhebl90Q5SJRqsmcM53Q34ZQ2T8ssyZpEhEkvCAlfD7MWYTjV2Tfs0WDaORbU5Jo6mfwInv6vxa/LoWP6HFH0OLn9GSCmGDx4e4i7GuM5dOYwlY6Tn9eimNYF6xgEwa+l8QsHFLFxB6wZPsREgQUka6oIQ1AOIpYSmwhsUc8sTCyQTMS1Q4RCF9wIMw4iwCLGFrO7qK+It1qM0BnJit8Ofh8l1o6CV6QSf752/AAjATLAbTv/4zCzrGVSdhonxXuGtUeszPVl94W+8Mlck/nFCuAeva0t5JVSDw1MegV9n59m7l99WTXA2typVgVXjyC9sfe27NwL4XPzuEsfbJ+cgf0WCsDe/BWBsu/4Ki4rtpCGpJ2ROzKFG1XgHKANK04xl4B1WN106n8/k8dRpWX4L8jwQ5T6NzM/FPkpTal4piPtCMp9zUfNl7mwZwIVuItyOXjtZVuf0UNAl+Xkf7IengiGAshF5zhHPzETLdzLVTNtwfos8GbJd4iMUaLB1HQwqTnJgohBazGQwTyVyAVcV2YdE25KvjKBNy06uZR+Oucefco3zbOStabkvMlPNz05rxytbNK0I//H5lMR7vPI9+aM4EMgfYgD7zu5oluFUTtU9e1gSaYTPTDcbAMcxqcBG8iNkE9Fdr9mkgEistaSDD1EJggxBotBpGW0VTNhpJHoUOIa0DFK3V4B5QwJ+gplOLqJ9TDLJ0ULZ7pBScDc+G25FChDoZF3lAVBDRdS3toBP0dHoRvY3W0kjgBjCAwsqnVBbVtktFgpPElk2aOtIQCu1d6dJQayhQQmY4HOcAvMALO3/op1uUu5TtmiX/vn0MPePEwyrvMG/+TXiVIudhxLssOS8O8VJrI+fENlMTiG3GtZRcVIo6Iss6I+uCnwifWj6xvmf/0PGe6x+Of7h0d+juML4OD2leM37Ka2fCmcwM3QzjNrBNg5wpkBDibtxTxO1ORknzYA6d+HxyEAT3wX1yYyb5UhJmkiCZ1JrzFG3La7lI3J+JFWMwFnP63H455Kn3QI9HdE7g6Jk14gROfx4yz0PKFR2dZpox1dDAxLtygZhnrL9L5RIa3OqwRVLTjOusl6gBgIyzQIUjMTQUf2yjo2KOZC/lkWsh4TFKh0Eb2KKsVZ75QnnmMWSvX3tk/94nHn6h/G0i0b1oIdKpd84ZGdUsUxYrn6B/pZdAz8vvguKuU4a7ETTBjSeuAn8b09o6RjFfaS8O8wT+ldC8jpyjrbaPnNeT8cQhHv0Cyaabel2u4jRgMfsw/CdDc9q4pko7VTNTu8byhvCaXbfcCILG5cb1RtpodGE6z0eOn8tls1h5a9AKrbVa1qa12rSs1Wa12KrUlmVWxmZhkQzTepML+I2Ubjq7SLNIe5XmKu2tmlu1z2p/pfmVVu9il7G7mVeZ9xgNY7NqtBaWlfVAr/cCXHIBr/0uDSN5Z8smc0U+sbEjZo/UZEgjNYqXheMSeXmkA5G4BgAJd2LDxuGa9jk7N3bBVPBeGPy6vb2/vKo0pk35XPl79xNx4wXPMtwPh7eu5uLxQCy4Bd5f3nl3bmlcpR+7hNArS+jnRzJ7GznPERk+X5V5yoCweC11QLasta31rg48LDwjaNxGbBaM++jmJ/0OM1nhaZbM6FR2y5Y+C7RYVvg3+GHG3+9/yU/7/TCkoZ6lmykORJ7mIEyHI4l9+DCkc7j9rn10E3IaetN+pjdUC6haUFubMfJ+M76up3ojftArh0Aos/Jo+fj3qowOqIfDDi5C5MXTxBmdqvM86NbjaeQsE/EdsOIwNXJ5o+GIFi8+Qgg8POQG42tANTyqpdkVZ2YmNJ3jy56xo19IJOjc2WDW+JHaeJxpn6Q8MnuUUo7Tvp5Z8OPedhsdp18HVyrrRjY3lZ8A3zV1N3cpYmd7Y/nf4ODigivePlNpxTTuQzQ+plmGaCwNybDWgmmOa7ejc3SVeYDwIE9k2IjO/4V4ICIZ5rWUg4ItuhaxR9cjMqRwp+AOS5zoFqGO1XG4K+k+ulWOUqINWSgdp2O5KkG0CYKo6xeBKHI0zVbJyJKYOER9OcAJOo6l0GsbRCiKJgoZF1y2GvKQN/nNROXoeQQ1rBQlVKqEDOZyGbQlxM0R5XrK2Bc9g7mMW8SvEBX7U12bRkJsrXCAA2E14gBszOWp8NX3K1vBeGUiXLbhkkgi8UMLZJHRuWD7w0qq/NmUDUoMXoPog+ctjIQ+LYReFmJT8Xk7kdmJiJ7TEL38VISqon4nL0d0MbAO1uNiXQanw+n5KP5R8uv410njbY7bPQ+xOw07HQ95DrEHDQcdhzz6JYYljoXuJcFF4SXJ29nbDLoZ7EzDTMd0z8zgjPDM5AKdzqbzhiQT3lQF8ka7/QiGXhbeL8BoJO9V+1HZ7JJWi4mpE6kIQgQRbWpmoh1JeUbmZITT2jl71IvO9obaZQ5w51UjL2kQKYHhOA9CSINfCcfVGE+5gDVwuUAOSoWMUC7gTNo0zmwqxZEaQMIaoxBQiqugN6JlGYSYKE0AAEYUNGEEiIU482S5sKYLKHuUb4EFTIATVsADy8dpQCuoUr5RngY9ygrla+AGXdduVf4Yj8dB+1wB5B57FNRYJrXG443T9MpHe3+pvGWeW2SqdcqZyloLPPAbcBur6mIz4sMzhA9tRG6DBBfPobpAi2xoFxA2MuJNDjc9cbhwY5Jjsg0dXJ0D3a3TW+HX7SDn4gxqx5J6dNAR0oVgbSA/kuPisNnaZPXbbHkHnYz545CQlm8KNsGmL8Z8ibDGPjBCDjRlGkBD+/rCOwUoFOTCvMKuArOhsAOdHyswBcyYhu58oRDUBeMgDiMqdG6v6RASIAEi6zve6YBCh9wxr2NXB7OhY0fHsQ66A8dQW/NkVyQ72dGd71BLM9o6Ql7gbf/C/KUZmp8BI6huzMZSJWyHYwPHCyuFQrlEdiRGhxBZ7quBTImgMfQfXR3EoBgNpgLxfkjAZmAlRdzk+LA7E6mDSYx42Xwjnv1zIvX/H7GEdtiEZwad9iROHzZDlkQXmMvLBX9nj2PKH7dkIPRLOkM+N/PabiujOWuiUZ7lgQc8pYJx3EQnwzTcsSKXt0gh78o3fyaOHoMkIFpYAPpHXXfvziu6QcI8duCCO249B4D3phZySByyZyi1uq41l15x84A5ASasuXL79jkG5d65I1JqbHkc4j+ufVBL/Y9cTfNG0cr7REbncDmeNe+xHDIftHxc803Nv4zf2/Rh4hOZH7JAMumd9vqlqrxAhyi/7NBjV0ev1zl1frLsmqaLeD16AOpCDicdHHZ1gsFgX3BDkAkGYxM467s+5OogxxW/XIMcl0AgQ3F64nD1gy2AAdjBASA9gTO9yyCVh25RXazMT52a/xeXBg9L4sX833owWgS+4Q3IdYnDRHIicl3+9A2YD2ahf/N/+3cWdGLXJV7+GXFd7l617VdzwKrTfZaPQJ+y66NHlc9r/sNn+VD57k8vn8JI2k8tCYyRRNZ0PdUMLqeqnoQgj6ljOWuBJOdX5CGVjxo8yHOB2WfgdtVxGUhjx2VIx5K/0a7+DXA9+hth2QJBXycQOgHV2eDU4ofl4YdLA3kyhzPj5FFmHPGZbifPXkf9HsmHQ9ZDKlXtdMoQpIY9JTxnMxL5WBPI/Xep8xlnU1QUKUmhAxQ7lncg32dwb0cH8gAAGDn8IHoz8jmVsYybPHt35b2OofcK7AFUZEsEN/HaG4lYLOjJyKkn8XvWnDwKLzzl15mu+wP5hCDkcAgCuv2UL6fSQ48+45fk/kfx+8Dl1LPofXyyGbmCthHVFoZ4gLFTTxEHEKq0oF8luWN/eoZyn/xSnmixSQZB63YJTjdT5QO6JMK6Td4ZcJpjhneRY5XjSsuVjs0JvRc9k6RCFLiAuhL9pVBVSqLmAmgDAPIMi17VBhJOlttHp2U/u8hkMMUSosHjTdJhDW5Aw9NUagXYgMMN2FPVG5D0c0FeD04iMEocKaMZDbNqPhwMw7B8BLmQeK4LXbQ1V+Eo9SAJ7pQGyFTDoDNXIvUmBnNFPP9QzKFRgi0+Ul0EtbLmQkHFq9jih2kti3RRtimHS27hFGbsNOBKtezQGMBTEfAksPRHQlxLYJImDnvycxLLv37mD7+7Z/LKZm/LtJa8XD2ialwtvVPpumdavuuWJ9YdOgTg4Q9B69KL1z2w7Fpl18uPzXmf0HmRMpb+htRdraM+lj0fmgGn1ehZ0aW1653iGvNms86Es2qMuPNWWmqW9mlBImCiQ7FYKKSzALPT5kbAB/ldFkM6oUNAySRKkYgzge+XYs2SKRGgqzIGYDAEq0BVlS8l83IiLfE84Afqd9TvqkfCzQFgc6a4PrwEliyARUqGQcQbtvG5zOneFw6Upj1IuwwgpSI6cySUgr0wtMvlithC5DJk7REmKVYxYeyuI6uJJ+dYhjRySNptIvG9pKS2shaSrBBCJgGsU/4ca3/uroNvvQf0r/9y2cKWvmmTetJ1UyZlqwOtk0bllbFXfEd/9/jDSx697LH5VyhHf1nuve0geGnSo5983+NqbXFM3nLL2Qt2Et1OK130E0iOQ9TjsrhT85AAPUyK2U7fztym01j2nSzL1e486wMaIUTrKa0D61dHn20espkOm4fVmwWThg0NT6nKAjL3JhPLhkIOPIMNSWKSUSCJSbvtTrSnR8hWNVwGIo4g7wS4bSN0Zsg0GfJX0+mVGHYiXwnLJyKWBUlnUbXERbwEbSBN5BGE7VoWDM9mFoFqVaNqbrQjCOAlQOoeqXznnt4kjTmzqb11wshLbfGFc2cvzDO6FL3TcMWm8uFnF191/tyOMz645B9/uH7/p48/qvzNFtmLPvZYpBfeQ3IXoWqoB+VleRfuEjfNx4yBozXTtTNrFmmX1KymVmlX+a7wXRF6LmpMuh5wwyjVAmfwi/nV/KGqjzxfu3XRBEU5A0VCHjFhYkF1Qg4YDJQXvUU0odenZY5HwGOgzpZgmIR8JAzClcEabq4lgxWhChx3r7j5OVxRHUEODxKmwQxu7y2QANAAjrkjAqiZ4fah4sN49ZEzABGAjEZiCDiSKFsuK0rgu21dDRtv3nawUN01uW9GbuqZ6/fedYHyl5eeVMrg3Rkzxo19iF6wunlObvLqOZNqGubNbWqSpjdOXPaH648o3/7wJpiSiW878D83gKnHkQwRPY9kqJ36oyw20t30bU07m/5iP1qFwCtA4+VLjBJbcdidQ/Yd4OaX+KrscXvRmdWO0K7fHw67E/G4piWUO5aDOdKhSrRKuVyLwWBLaLTViRYD1uR4cYHOsbwe1Nc3LjcDs1mnaySdNSNSI4F0nEtqbJQhLDgcfDKYhEn5SAEUKkQtNBcxUXEcBBenxzFuPJ+PFWKJeEHogIRLVP+IXEPHWUT1SlmgNDVQArHTyEyyb3ERFULZJlLyc6jyszp8Ez++uxHsUN557tMHb25qlJq02gU3jOjy5i2GJqQBrPwNN6VHQ21bTeOI529/69vbwVe5fQtuWNCVbM25OY/H0PDiOZ0aUBVnwHvvVvv0ppAlVV+s7Ru49fwpaj0pqgON51Gay6lm6ks5sjR5EViTvBpsTm4HDwGW1gOoN0Qtem80FV2tPxRl9RikjUbqk6pCwpf9MguzWcltd9t5nuMCAY3MRQx1wdpaCdTWUfWcVcpSVXVMY73FEm9s9CXwivZzW3nMjDRmqJ8zwWnzkEqDIU6A0yCeeYdpyMfBkThJ9MA8iDe3kLnSLO5IgQAYIr2gDBDJzuAJg3Qmh9N9Tk0oYfrj8Y9vwFEtgswGQAlAcYjkp4irtpc8vaqNpQkPiyYnToZWC7KC6/92zRSxpiv6wGUH1hVm5Goj2bpwy/iLfVOnBHb9YuV1o2Y8ZZjU/+IdY75jRiovKspti2jNc/fs2ttVF8kJQlfbWlb71yMPge493JQRG2Ox2vH9hq+7p11J6E9wCxoLQerpPf56JOBE/jkj3h/bbRYkz7N0mnLRKdkcsFi6qO+RIhCIXkTCm0nUSAjkCIsgUqw2vYAMeooTEJFTLMfx7Dx2B0u/g9N/whRl9QSR21kjh9W4Vuod2xc2KNhCNtm2y8ZgryZk22o7adPYMmr0GGtXEmzJZQRkovDajGIRRwCQe4OIWz6qSjjAXgme0HSGEziGjFONw+qeqFbw6ca7Z62JJZSv4/H8lLHKN9HwKFP8krX30uH7Zl90Q/nO3//6oeNw4/pJF5eLcN7Wli3rHsO+/BSkIz4hMVQHMgs3IFegHlkFHd5o8aww2kOsIbrxVQ3LuTROjtns2eSHTq1TBw/C1zUHjbS563HnS8hYOFlvgjJYEywQgjKCPvqByI4IcKkVeeUjROsQYWOaw+qAL2CjfFoslExTrgQl4pxpIgjaC1QuS4k2qAXhvIB1p+gHggP7bGIeOlZ+eDGg978M4MUfKMdA68yu7mlnjEqPi/vuAk1/AEvBEmWbsv2Pyls/g4MdYMqBN5Td14xSrn90ykvANErNdUO4lN5JWanL91xk2myCevxteSQgJpkTJSFmDVJaFsuGhk49ZTCwQR3mrp8kH8IUFQ3xx3i4gt+AdvQ9/C7+CE/zBIoYJLx/sj1PdmPUXV+eJ1MyiPXfIqcVTxkgcHeUwqYzjaM2ZOTk8Kipw3PZiWQNuMGfHGWOX7Jm3JJEtofeWb7x3Am3rt/Vce7F4N15RTx7H6MoZi3OgwWz5FSXdboVclBn5dxu6LK63WlY7WmGLdYxsMdqfBMesr7m/hh+AzUA65gpWUmCVov1ai89FSwA0Gq1e7xI/4tWj1twA/dcu9Vmt1uBVxT30cBG06DPO8+7wrvBu937sPcpL8t4R3mnemkv8Ng9VpHWCX4SMmtCQ8coyMGwJBgFNC6CEa0z6Hb79SPs4+wX09fSzCzPUs8hmra78WNar5Pj+pzASVCJiEv+7Je9VqfkdMYiUb8MvCnumB/U+2X/fv8RP+PH9zW1SmSfaSD7Pf6Y5J8YxTPjiLzDENAjfEvsycoc0WIkFiwMEkCdSWfS+NrKARwU3sRcUgmkbTKjI51wQEfCaQM4nrYSiEWAnf9TJpy1kgAxqAzDPNjzZHfDtGm5m0bEXTUN8cyokV+tmNCk3KT8saB8k+tCoLr6m/6Oib4L6vNOd8dM5cGHp2jiYPck5W741io5jvjoO/k/jBaNxQDwydstgdoALjV8R+CRgJY1uZhu0xKKwcvA7MBhTIKkMR8YHZjpW2Rc6rs1sBPuND8Q+Mj4oemjwFfGr0xfB+wBKuBX/Rezi+PhNBPZAmg2mbpoP2Kl3+w3MTCg1YqferBWgjabx0MBPcUBjtN+agA6fz2U6Ea/DEfRXf6p9AL6QVrvx1GloGCVYIA2mf1am46SgS24yw7s9pAuyHG7cGUopFNTNRLIYLJjBbdyUCCzzmm1UH0Ju/bYwJRFNSJPpp816XQloPmEFnZOnSnrTY0cL5nxhkqnZ1UAVTUYgpTIwXFasdvT2DTUMSlJg6LyGXjSbO8et9ket+y6vvn1wLj2tikwDufOmzQxNpXem++9+DYw/ssTX62eNL4rxK/dsWAr6EH0X6Z0MWcjXRCn3pUtwRAyCnpccEKvE/mt5Evtl+cazMiti41h/IsYnSHk0lJBGeAMNQC0wRTHRzKRvsh6pPQ0PNm9EzkZ0cxDB8cidET2+qWIPCIfiST1eqfZbLV6UvpeZ59znnOFk1leEX+kOMje5lD34ZjkxDpjOEVtEJNuCCbhzLXTIvI4BOYZJJNxiOIYKhXFXJoUmB72DJMOp0osgpDEis4RSWFyZnQcbDxzR+PaHe0ZU9DdUdxgDwBXPDdxEnCNGAm0267bvj05acm0WHHqhqq5Vz9Bh8uXDYxbB18qd60ga5y/RfZkMdJFPuoXeE32P3cjTUphkVnm9ksMTXfZrDYbTdmsNEUzJKGaSjkRAqB8TjvNWJ2MzW7wBn0+ijKyU2xT7Ffbr3feb73Hdo99t/WglbvGut0K0d20nbGyvE+vR/5gPdK5kOcDlE/w1fuO+BifChwHThvxOEeUzP7gXAfdj3MdkHUFDqe1qYIJVWcPuTBRoIYDwajRoYcm+mt861tGzLSblB8yyoupZEQn0K++2q1c9fO2phGT8plLxhUW35/wlP8Gj82vgXFsW9oQ5rsWYb4JICc3cn63v8pPw4RxpCXhG5nyRxPVIxsTLSMvMa/x/dNs3KS9TQsNQl1Wej10aOQH+o+cX+k1ekw5g2iTDJqg3NPDWkjk1h2RLN7RtG05UtBu1efTZhsbszV8PF4ohGVONoAgRbHAMtpLOwQiuD0ijsbRGnMPzQmZTGcLJyMYz3GCQ9YbJYejJcEjN/vcXiHRjTMk6HHjqG5AdQvdsDuA4WKgO8B3giOdoLNiwTubJw7DRUJrPJwHVcSIJ4bTGKNj+ostqpb9X8BjEUf4sGYQcVpdjoDINAYAwH4KGWLBPf2k4i9VICYW7B9hzOEWsUITdgMIuJcmdG9+cvoz68Rw36In1ly75bwzp5514dLVqbMbI5c+PO6+sSPnNCecibb0iHHtDe7kQ61v//y7ZWOvnq+5PJ5oKzie7xh5PlzeNSGxuK9pfKzwVN/4lRr6oZ+ff8/CUblog1EcXWwq0HplG4CPSf0zzvUtbO5TY/bYX91Lv2rRUnqCQ/mTR5l6pGNS1Nu7tyeAFTOUF2ySKAimUCAUiLko4q9XczgH2q6NxWhuSwp8lzqZgilZdEkpXCkulXK5vvQew9mwSTKDNCqfTKIhA4jxlUbIktG4g7Qc3UEdQ0OM0oaC4TDy6Z3Omh1agNdD46XQuOijVitoeRGImQHsyuN5/QFVZZNmYcjVQuwjYVisbfCyZ7IqIV0oiAT65zKEZRj1V5yudtiErWMSrwixR2m10IYKafDLVvBmdtp5jdNTnfm+4ORZ/aFI1cCCq+GdX4ogWtNjjF9y4bxZljh8Ton+u6OQyU2a8etL0wV+052Rb5XfiIGNC2+79ImV60sbSOtb9M0WKmPp75C+sVIBauszyISSqQ8DHjej0cE1LGj2AJZ38tcYruev8WiA2WZx4FQqh0MweBMc607JJhJYMgHTQGhFaFdIDSxZbCnuSxWwEjfh/yusNHgqkFSxU0itqPEjSJC7DSLBhVYioQIJF61RBmOec/ZdeusvF//lZ5eNZphRU/rGPD4ur4z9xRGw6cM9t85Y8cXtf1fK85UXwYPnv/wxeGz+5ViGWpBeGYO+cz3C63Zc6BgY3Bbgdafci/2rwetuHYF2zch95A28QctTlM1WI3MuQyhWj9MWqqoCyG/xhsOWBB7r52bTeISn07wXHPECb2WAe5sb1AGeSQ/7gZj72Hr/ZBRXfL9TDt9P/T3qPwIgZHV54IGrXtnc3rsg0JCKjBp7mW92XeChT0HL39b0Sw11k0flBz7+gg/2Av1L99z3ak/tVJHvbVnJ0i8d/A4snyVVd9Ymnt5+CDBIDnrQuKpF48pMuanL5Nwo4UoBTuVmGRdyS40XcGuMd9IPcjp7gjXwMOVwIB8YmrWQxxU6gSsl8yqjZQcSmXpGZvqYFQz68VpS3BE1eospom/2YIoMJwLjFJgBPB1bymYpwnsyPVECSHeFGfJdKaR6YmG2oq8QOZha5SGg/euLv1dO3Ap44Lnxsls2Txw9jt757eW/uetzMPLQja/P+xZufPjmXz+27QncRxjpjyvQ9/JSF+1xOpPIx0J+617RLtlsbor0mzCYJEFwa1kCmfE6Rtag0RgMFC2YkLOio2mkRniVrbKBc0her9/GI7SGxjlGEAMk6kmGvEgcfHyRjHAxl6kMbVplF0EQOKJ3anzDbjM9fpwxDi87/xlbbPMcNJyrLzpnO/gUDeDvRyXevO3qB7+be52CRvB124Pf4nWa6Pt8gGQ3TG2Q9TrOxT0c3hdmROxg8cj5ztrtVBCwPsQoIEdiEg8Abl25BSAxdwfF4DwLsFjwkmDoTt1jAEdwff6T+59GA9QQDBLnEo9VJoq/BJ5DxzVWcQdEEkQaIMHewYLqU5dAHgskXqME2oDqSKuhXrHCqwRceuU3v3tx9SOdvuophji7afm0G1q7Zi9ZQP8s8ddvvlQ+Wrpx5Q/bx911+/2r7lE2bxs4/tb7j2Gd1KeMZR4jcxBR6nl5ciPT6Opiuly4EM1SN6vzuXyp4Cp2lf5a27VBdhG9iF0qLnVdJK62rw78g/2njWsVx4nT6ensLHEmApghEApZrVxQx3rNCQ80ADMpZmBz+aUQRuqAioP4QMYP/LJjH10vG/gMluooLlyNzvcY5SO4uJoqwprmGIleIsc7m1lZKA+WvlJTuagiTpFBxMFnZBn7ADUAoiKeW7M02ZEAC041FE5hg8vmG0U16A2P7Dz69+/fnDPltdRFE7YC5vwvr3l9bjZqV8aCu6wg/dxLIMwkfEc+Us6Lwqnnb5yklH+94W+30MUEWP+bR3EjeWQTkT57jX4KfVOHvEjncrngPxigBxrLGArBD7HHOouaLi6hFsFFwmLxI73paz1wBpKBJutowxjvYoNWEIGNh3RQBKEgbaGsNt6ChCkY7LLxNpuNp4C4XfyF+Jz4K/EDUSM2IwlBzmyL3G+hbBb0G+RpRutxfurx+QClRZ4PZ6wWLWYDzdhm0dNs59DzbVpyk84tUhaAi3UH+zDlHSABdgF6FiZ3hEJgLOjx8Ba3pdpCT1eb1qBhNQRF8fQObvuLU28RID2eHcwQJ2gwg10gPK9T2oTcTjOCpdj/5NEPsSMkghxGX3h4dieRwflep1wgHFK/B1DKTYWqmYkrDHF4RqlnanXHMeUHsK0pMiG/2ZwwPT12SlULvfPEvz65Rdr26P1rbj6uaOi+5y9oug2MnX/D22qMMqyM1cxDfEhRr8tbWLPTnDTTjUxLsovpSW4SbxM/8n3t+4ePo8wOa6IaGMJciAvq9QGbke2t2VADd9WA/povar6roWuwPanpDHnkTAzEYnJoSwgKoWLopRCNZLmPAo9jbGKXU1tSkE8VUy+l6FRKzwtBAQoybnqh1cvdeV7fq9+gp79DCrgzLRxHwzebKVXoWRjeYMoKX6VLKwcQVStz/USU1ckIsY5GlEqSOX3gdFicSM0Nz+MjOTbTrAjP3fjUefUWY231mPYzzktZhMn9O0cU8nZ3fOmZI8Yk68zW2ktfWYoF2r78kSMfXDcCxk2zbnp5j/IXN73lxIB9wpu/fHPLbFMcNt/5/qEnluuVBSo9e08e1VyL9EADMD5DhZFJ5gIhqc6FNhlkoHejfaiyz+D+MXYXPv+nLKGDq6JX1cAkZ6ed+82AwvF0HwgGGlinNp7CnZ60KcM4pMNDyDWwi6NwzaOTX8pWdMYZkknR4JORIfP53CLG/nvRMQAGmgTvzQjqUDmQG8DRHTmyj67dYzBg/IeO8Go7vDpPPlJL0m13o3trK4qjtjmLIyuI/jhIT/QGQfjqpg1vXRbk3luIi499gQofspmB0tCcGskpT5OPTaYjhyPwyN0i0x8JwihKxUpY1iHBDXCd8n1vb8OMlgWdbYVRRa/u/O77L7s6aP0eaD65+d4tpQ0TH3wHmP5upl9JKG2PfTpx2rFNkxYvOGPF/aOcD4AbPv2tNgGU9z88qPzptdV9IPbMbwHJDT55jMxJzxyek77+U4qatgeCedWgmsA+USJ7t0/dh6rUfVMr2T/Znie7MxdImG1ctZMHeII+cSotmfysHMpNJraPvN+jlTwBPKcdlq0Q4ESb5U10qClOZrahdNrseX7Yj8Dz4diPIPPuv0DPBp8gSxBlI/KytXHkdMoQxE7Lij79fYfn0tGz+H0jsg30R5dHoRDdGoX6aNTlkpHZOH3CHz1LZJg8u0t9FtyOno0/Dah8Xx7mh96czufNZvT4qc+NPjhZR6uktEbNeGoc9bm8Ag16XVNTpr6+qs1oa2sz1rfp9br2YnutQW9rMxr0hvY2Y1tzc1tbsWvs2HHjOvCvXtch6+WOWp3eptPpZV1HsWickEggA5C0ZYztAUNbY4u/KWm0VcX9SSgXi06b30EBoNM5dEgQsYMilA+gPV5R3SK8j45BXYascRfQLxbclpbcJkZIC+DlTcwlwgGRwnOceKky+YewkXDJJvMB5v1NOqSbdZccQC9tYlykfwhAt6o+kKYJa+h2XPQd1wAJ0LnTFu5LyUoiEa7iprWLZLUEKduAizhwwA5w0yykyFk46HMkPLwvGHdPU6qzRq0jlk+Up9aOiHlNBoOhs6UW3j8q7uGN4B9L065pUOyurr5ROR/eoryLV9lrDVp/q9th5axBew/Mp5QblrlNTlFfKQpAr1MrBNjMYc8iZTa4bVou4TDQ8bjGblulvHLi93alLEZjCavJY2LdeH5gAZKdjzXXUX7E1Ty1RJbtMWegiueplIAc0hTV5KyqT4V09Tqoq0l4nd5YImG1Wymv4A15acoqWENW2mv1WrOhhBFkE2R1dHGQVCkuIVUuDGbxBmRw9+XPMVYbJK2ph8tSCU2WiobAMQBWreZIE6+CFG1vpAWy3l0gxx9feNEb+y+7eNGVJy64pjTjsutX9OoaZixa+avjf9jT35UulC6dWpxS+8LoeBD/gt1vbrhy765/geQgkOZOnD+iSfrwDzMKXX+F5y4YEZ9T642e+AT88tzZlyqTz52NcV0b8jE2apZRMSpLrZV74rj4DMKhEQrQEanO7+fMJpMl9Q6uMAU4N0U3xCMNZpOAVyjC9gbANwQbMg10vSALsEFoEBypRBA4ENI9nSSlknC4BbnWwmdv5RBV8DwzlsHDwm+zvz0sDJayaj1AJDbhEC79EU0OFx8X87iQihAOiXaHPZ4fLr2GSMNsTJsnW2atVBRlW5jWmbNca/FLgaa5DY/9ZdtOsAR8dL0yJ9SwrCkWfKUDnLvc/I/Vt4M2f/uEWpciJS4FI5bLN977LhhdvmRi1f17P9u+Zm9HU2tZOanaOZy79KKmn2qhLpWnl/Ln5mGV1Cxtlr6RmDOkZRK8KHN1Bj5cC4xZXxZmUx7G2EhX+1PQ5fWLkZBHZ8h6s5DNVrkivBgUodjujfRHtkR2RL6IMJFINUuNqM4IuCptpvRVufQVLrdQPJpVy6/hQh4qXsWpmsN1VlW/0w1+XIAED0UBlyCJ5kP4BafDblEX32teDEWz6TFC3U0XLKW5dDg/vsx2t6JxZlgrlwaWAuf2eXPzsUTsis1PTxnZxdyXq65pS5uqOPmfXyKavjJFyHpsaIzxYfdCIID5Ly4YMzMzo3HT+PNXLwTBtz/INWE9jH7Y2Zq1QhI+A+4iWU0LT/rQxZm7QRvduu/k67ur6vB8/OuyxRCXYCv4WyvADxWLMpkp380aJZJj6cg0SfMKKwpwQ2FrAW4pAKpQaG+XAVkrmc6n83hHFfOVvLIXtceQ/n6mkle2BGlwH7Jy/Hgwfh/cvhcCqqczKsg4h4oqloixolUfBultK+VCY/8ceXRvsD8IZ1gWW+AMuBhCnvI4EmaRdTsTWtqgMdtSaryJYnyprXpczJLVi07G7OY1oJPS1Gvm4UYdGVzcJpc7nM2+T9o2vo82OIkE8RL/4uzxAcRFihWR51FpQI10sIPSCEmxUSNqRYF5TPn9Cztf33ztNZve2Pk8CCp/OXhQufkQ+OQV5T1GWQDuEq+54bXXr9ssgquV1Yzy8ctgc+LEvYkE3R9V1ijL8TimkE3bgXxqN1VPXSm32kNmi7RdA3ZqwTYTWOIAripAVQMdXS36gJXx+11aLl5LZ6KswRCv5eh0Mp0MelK0DAjosiB0ReE4ShZnSMJgysYjVF8SPh84mBuqGabifkqtJIXQkTN3UK3hsxKLbRpEhzVcpW4Y8q+xZIaBlAwPVVIjURV0HzrW7JjcPufsB/dedOXOXyzrbyrGI71XS3fS/1QOhcpjAq6quYsmTl6zdvLERffB587e+vj19z788N3XPrVxkbWLB+Ykr7RcMfOMTRvP2nHh2tVbt65ee6E6jgNKF3MVwqud1Cfy7bi/KtQ3t4JrpDukRyTaIF0s3SnRFoPf6x/np5u6/OBp5HP6WqM5SdsYzNQUa3oR8q9urGMNtgTNhzpAh+wMGlqljLfX2++lg94Mjlc2h6MO9JyQlbN9WTqbDVPNQvO85hXNx5o1bPPoXrafhSzv7AjKnX2dRzrpztFUGOm0MB1OB/kaUJMZGETg8sPS4PsfHi4JB+biAOVArnRY9fBzh6nikcMHSsXBw8X9aE/crQFSUgmTe25Jc6q1uVqurtIGlvRmZWFlUqTSW0pQa3ZhE4T5U+FDjrnq3q3Ti1PSyXwqnNDnOh5vCZ/I7rzkBB2unXMBV3dgZ2Pgn3WPX3IChmvw+byHngxUTZSCPoer2lhrrFsIqK1TfmXarSjr7n262n/upBXPg6m3TX3D+SgIrbv31Wr/2ROXPl+JI2iOIb2KKyY/I89alAFL02BpEiyOgJ3Bj4Lw5iCYGQR3en/jhdO94Grndiec7gRROkfDbRDE8366Ns/YjXxQYwuZzcYIrwlqoKbdHMGxI0RUyNHhCZW6OQHWJMlIBrJ8dbAavVA9wS275WhCcuNOG+7MUPk7JLbCwYFTJ4jqR5FOVhUykvtKDbzTfoCATLX9x4q4DcSSCVFoagwjPQyESsFAAZPX2qg5duv2f59eFEo5eee2t18GzWDSi28otz0xYdF7s9rXTtv+21kN8BdK+eXXMy+eKhL1Qt2B/YADdW+88MIhZT/49aVNX939b+WBBy+gTl6PaTpWGYvj8ZSPqgFm2UDVATdtFVi9ROOQ8R6dQdqIiAcTsBFOhzQeBE/jJsOPQBChszR8kn6Ffpemf0GDb6zgQSvocm50bnPSq9Td/U7AOd1O2OMFj3qB1uvwQnZp6qIU5IxBjRAzmKsTjGgIJ9ys2rQxqnIkhYslQM4QFQQ7KYHZhZtYwi8xfN5RB+Q6wMeDccSUuGxH/0aOkgR7yA777Efs8DsSySutPMWRElY9uPItZs1c5K4dJdU+EWswi7DOwU2SSuovqWqMS49VeuOojBqqaJcYGigBoBF+XBeU3ruwdw3vHKew7QHb8jErB9YeuvTIMuXTcZ7UBVaj2bFskdsG3ntt49L4t9N9SU0sBiPO+d9G5t7y6tvXb7/saBvQF+wvrjp4zpwb1/Rj3YNUkKaLYKvRchIZEhtvCpqgqd3u9SbUvjgTggjV02dHaZMh73VY/XZSJOm3GAaQclWDJVIdqfQWgeOAJR9XJDLVZP9RsSQCk7Dsabpavnr5+TNWXlDaN2KE1b8Al9SaG7L/7Yb7PnkB1IEq5uq2l/svVH6nfLV6njBpWaQxHm+MzUps3l4GqbuuJjrTq3TRNzFmKkedL5tn1ICqKsDnAEfn6jSkXqnVIYWQ9ZM1tKZOS74TR5uSBq+dzwUpd1iURXwbz5qlI8gJz3PrcUwklSkdFg5WGvsc+BD3MDhcxGVni4dxA1+hYjzQ2DIDbDbYSjg9FxKHy7kimPzj+HtT4wiAMRB9U8PiYuq9DWecu93lmBkHqVmlW/KpugXehd72vsuc/dXRLY+t2fjanqmpERH65I3XW01NHWsPAUa5d9vCs0PR3NTQ2PaVLP323vd++bLgxDqjjqKYB0l9sQfl5aQIzXYTQjTARAPBZPKbak10jOGqeNko63mJNz5ufMn4jpFhjf08yPD9POT7wXIAQdIfCumqqqAQDDk9frfO6F9huMewy3DMwBgMAvBTac4ZUaNE7cGkO3IkCIKZ0vH9AlJA+4UPSSFnPA2TPYpk4ujggRIyCLgA2FCjRbW0HsD2NqEWosML1WA4+r/XqWMerDblmlYX7rsUDESDyj+TPy1Wx6yhX1vf2ePny+8pa0FBOfOnFesQjboQnooizOGjbnyGEk9+szslSWSybiRrkIwsL6PdPB7wbBVlA6zNGUPCDjxBbZVX6zDzxqDJZAdBKsCS1ln2lIw9LCRK3qiT5MoYkQb7zgm2Ou8hKbtqj7ajuM5lubQfOVY4XzKLkNYgospRhMIGDw4QQSJ5R4QcuOolFo+cGB0ijUQoEK2Ny23X/ebCuRGvMZMBoej8C5U/XWqhj8Dzr8rUlL9NhRcq48+KV5f7mflvZvCYsCE/6XFkt+JAv4cJCTacx/DxXrNNwuvn2H2MQdYH/LZAwK/z+rwY7gqcXvLWcjob5/VwOo/Xi++J6A02vd7gw/Jk8Og5r87nZwN62iHI3qAkyA6yCn8vOo7KNIfTUnajOwNYjY9LVEurOVBteNjwjIF+2AA4g9vQYugxbDdoTFrDRsM2A23TBkDLxsC2wIMBelFgVeCrwPcB5rT3scaTlBWwVkQs4YCIUMRKLD24hGgprdb+HdqSvJZNGkTwNEkscAnpSjIROqosykun46yacWEFSSueW0gm2KSalcrSwEmmSZ2OJuZxU924P7Gt5YmNyzTtY/N1evUcPlk5X7pe+3VtPbhO6abpUDwyrhUAKyDXlAvAHnjiD5VrBM8hIH8TGpccdcuTNISYqBxevQ4oVqfDZ2M1WptGo6U0Ogp3dBLorcglpGleF8TFb/U6VgsB1LMgibZaIOi0LAS0VoMslJumDLJGdoYljczbJY1eOKgihLeRzCFqza20WcUdV3FBVktLyyZNhUCuU51XreE8yNFh+ibl9+veKc8AgXXvwIfh12U3dPXCP5b/XKntiXDQH7E8UdfLjV/HwAMxoIuh8XhvFEajYE0IaDR2DWQNjJdBVtTG8m6PJ8DLvJARoJEWhADpkCd7OKPEUsmAwebFxaE8QsDv8kZoQYfUd7FY/CyLixyT3G2QET4/jMtxtlT6apDOSqTBBBYBvJx9yN1kk41EW+D1YVFRwv02Ekl0pFXruoUApfnjjPEXdM1vb7q8dfLhZy9cc9nAI6tuujK0pf/628HNIATs4KzdX7/xlO0wmHv4gVt2WzfI5RvBR2tO1N4sN5sUB/iLftbYgfou5RXlbZUWzCRmMvLKbsH5NcfQ2DFKM1yrXZtc9O084PR6wmZWZ2NZnZnn8dlIo8lmNJo+ZsEadjMLH2bBKBZs032lg6N0gDO6jduNNGvkTWZWz+l00Bp0QPPwqU1DeWyYHmQ1CumGMFcFdgObhB/xE5c+jtvoJIbPmmQ8oW4SGYDIQDGTvkz2nqm83gLaq8coB5pB06UXXfm8Ix4H98I5Z/5BeSu08fnn3tmz6OneFXsXPrVz/BRrCyw/rPI/q3RpjyA5ngMi8oJkyMRLYRf61km8MTh4t47nI7JvGjOlPRjnmkaOn85oakK50WNmI7/Tf0ZXA8zMLs6Gs33UNGEa0pnT2jUyJSOFSWU0oF8DeM1yzXrN45ovNN9ptFZaMyGLpcVq4KWtWZDFNajQQ83tabkeX/ejB+stoTToSwMqPS+9In0P6VqHnkzL3fiOMHpyRTfontDOdwW7oKErQiH/fYUMZHmrDGV5rprSjrySHHJfygdKw1WIVx44WKlWic5Ov37a5f0HcXw9N+jMHnVmkY+TRdsjhwVc2JCEXQEJMNqYMGlSMWT6SaMKMU+mj0hgXS26eyoIaVdt4HC98v9+UXukxS0qnynlFcru+mnthe6AtOrMeUvBkrMPTbzirPPWhvtuXnBB6yiHSW/phtpGrwWyYYdv+mzR1Qq1PRYdZKMuz5QzDNbRUKup0oYc5/yw/s2/PjVnZj4wo7nuKXDGpVM7p04/o7c2f1brWjo2x1nDxWKapOesE4dK4li3eCl95wJvnInFmBbPpBOH5vHdXst6+s4Z3gwbU2WlCclKCdnZmYCWe2NVnEnSx8DaGMi1jZnMaKpimZGjplOamuCMjlptuOCfxPS2BqMGo1PwcAKfmV6c3judnu6nJgmT4KSUrLaZ4jUI0Gl6RuEQTDAqjSKL+gyCRI0SRoVG0RZ6VE+qINdVXsZ7uQW9vLXunrpddXQdLwUlKKWsuLEjrKlH6DYJkpmRxZG9I+mR4a2FYwUYKsiFewp0oTB7VsWPPVh6H4GX0oEyloMK9zHsGy5ZfZCUsM5iaSDsL+7/7ACOLVQkg8x+DQkDq/2v0nAq4PD/LgglJAjrLj9J/VQQrt721Mjb7npaciIZAJ//SAbA5z+SAfA5fQWWgXL47YHVp4Rg9rpbHnnk7q5bwPpT/FfOU/kPvj/Ff+U8lf/g+9P434f8iPtILPJGedaqCDCZrjf9zPSYidExCS5mMAC3z0pnk6GaurS/BuZ0IdAC/TLQpWUEwdPpFQRAORMhEEmQ7gm69lwdFcmNCIYyIRiawPO9PNTxGEGVhA8J9Nx/lLCsJUPwwITyfgHBT3V7mBiObLbSUaoaYLcK48uflMw/3bcSSb14MldgV4thOzX3lYtjna024a9vfLDkjPsu/uW0EeMm18rBxmh1X9eCzZvNjh64fI2/KhdqM0TikDEmg+3g6YuvGDj4zcppvuioaVdPKj28ffrYLnDvEuzFWL3nnOhc57OAoTrFzIXI98pSO+RFvEu0SW6+he/h6dtU5FRtoNkEG+W4JNjiAhlX0QVdQRHUxqqDSapOGwNZGJSB3u5PqOvHomo/tlRdNZ8NZmE2ur5uC3Jk6TopiGu+9ZmAKUPoN/B9CVPwaGl/JafmLaroUUk3OFg8fIDUsaoQEBudtErBn9CPICvi64gCnlcUTxNa5kIlMMZiuP6xFxZMGT9v/5ly74j0ZLpl+rON1/jAJSPcosEyJs6l3bPA5FseuOaNVy5/IFY7O90xW5/gRiuXKEsmpeH+GJLSZSfGznKnOUyvRqULydh4aiR1mTyJlVfLUDcGzoSvQzrQ5ustgmIhHZIac34JBlOheDThj+vYIvLu9DaGR6AbUW8C1dkYEaIg2qbGDNtTuXikPnUPcv1MmYpLgxT9UTwlgny//Z+VDhdPEyzkHhKaICyCoytkcP9obDcRUFKpRn+qvDUJfUeGpp0QgdDdFs19+59WfpinfBXt2pYISD0Trp8H2idc3dM1sWf1lWuQZJVvXB2oYrh4sGiIwJd7XEgMX3/9reOgWtn77uvbtuUDY1K12x59ENS+vXJZl9JPBMzmXUa/0GHL2EQQj0ONAcmjMvZi5W2Ss4fAKT2JfpWKUrXUq/KVjpDZKtlhHObhHvgrqHkYAs7ldsF/uUC1u8U9y01f6LvKd6uPnu8HiyLg9hiYaVtiW2Oj/bGaiNWLc5lk3IkAsnRNDZNIyOGYlPCybMgIjLxezyNHk+EZLmYVRBASt4pQ9EeoTIp3gj4ndphoJ6fPHEZK97DweTZ7GKe0ko59h4vC+4juBOEPAUGMDgkOXFkJcg2UftQktpG43WRtaKgin41NuB+bJjHkptOT5i59o/i5RTbkxKvqns9cFj9zQDmxbNHNj5wf9jRwLXOV3T1XtFbV3n8W+MN7G7ZedNH383ZfsarxyVVjR69ubfOHzr2K3+H2SYsqNQBO/o7Zg/TdCOoTeZUTJiHktGAjAO5IdQSOTk5LQk3ygeSe5K+SjDbhSCQStHYE+GrE9yNgE9Vc3wx1zc1VZmAwe83QXBcLBBh7Pkbn8gxXZ7bU+/pC80IrcNIGpaMsggVylvZ+vBpX19zE55F/n6faVFRkt7skql6oD9XTPF2PO2noTJJObcGIAxfk4HN8lCUge8JgBQUdVotHqat/8BrKEm7gkCPmi1AXp7+c1qNG/VdJ8UU+k92mhmxVRYClmmVwrl0ISXsTMlnMnkP3//rIXS/P6rx8/vzLGgoDM8Y1yeZL19+56c43bnhsYuua/nknqc0XA+tc5xVTl4DevQsn985/esGUtmJtrSxPuHrxulh1j6MorLv2urmTR0+5c2lfYURd7eYjG24HkY1yg6Gx8xQfrkV8qKeelzcxVRa7tDEDbq19oBbuifwq8kGEXhQGjnAiDL1MmhnB0AvBhQC6AVhdDRzV4GrkrHJ1wg73427oFhJBUJeg6jX19vp4Pf3netBaf039HfX0W/W/rYfGel99TT3N1tMGZ58XeL0atTq1fASpk/ojJISbDqZhWtZkkI59u5TF/X5IJRmEG3EcfGCliOO0B0g+EhLhU7TGgIGJItL9X1PZylw7SvnD7vL7u+b/ekNPz8DFP6GucuiuJwH1cxC69REgb10/Zm7LqK6bVyCqTv4JVX/23MY7gaPS9wjZ8elIx2aQVfpcDramga4BmKqrxJRF4LNVotWSstU3ZHlbfVW9rR4HEUZyCJjXilU2UaxKZdE96A4L+q1K8dWCtUGXdTCBhMlRk4D1WVm06OqzlvUioERBDIm0mRYptSota5KOWMAMC7DcanvABpts4FnbGzaoswGdzdpQVZ0SeJ3LQEmuSOaw8OFh1R0aGMDZhZXWIgMiluj9ns/24/ke4f39OEBAvF+c4EWiA0P5XdRcXBltWLyJCeMBCAOarFMdypclpA/h9g6YAcAANNO9gWyNPyRMmpq9GHz6w03gzq+qozmhrSYb8M6ZtBRMPLNqzILnpneOKx9+6BVmey6WdHvSpizXOPvzEyPhO+CDKY1c1pTOJWO5ybm6d2ese6xOOhEEc5X7VNozz+K8JUoCVvmJdEqssQhiSuJzEp+1WS01WVsqa8vOFVOI1qkaiZe6LDWI1jW2VLqGF6w5neQIOBKMqS7BZqUu0aLPSpYt4g4RviS+I34nnhSZoJgR4QjxDHGZeLHIiGJkg2WrBfZZjlkgVjQh0lhkAzpl6T6c8klFumyAsdlsMRu9jL+Yv5Onr+QBzwf5DE+zzPAbI85U+gAgPvZhW+3iIyCSGTgVTxVJ/wysuokC6sfjoQXXhl9JNNF+hOAQoj4sHD5Q4dsQ24a59l8YZv0vDEOsGmZZkmWe9QYbMMu6exrmgJFl/dEnqmLVKsf6uxf9bHZzbaxq2f2T28eWvznvMlqQqmowy6q4xpk/L98HbgfLp+SNSSNh2aKGREdqRteYl1PZE3/99luK5D//TnOFZjMVouqoC+UxLARjNMARWhWCWr/DD5PeaJ4KCkHIBoOMaLQ5jXhuiLNYdGQiKDyBqvcOz/xU1PdJHdBlTpvqyWI0YmkhC7E/OyAcJK12BjEQwWVliRiHQ5VpnSyZKKtYRTVtIwSEsJr+gjFJSHPFy3uVH5SX97/44Tvg/1D3JmBSVOcacJ1TVb0v1fveVd1d1fsy08vsM10MzAwDzMI+IMOACwgoMKigIoILolGDJjEuuQkakxjNIpGoYHIDKm4xBpIo7kuS0UsSR725iDGhi/+cqp5hBjExz73P8/+/NtXrDPT3nfPt532b+J38VTWxmQ/kttXcOqsjUDxr4wWwV7pX+u/lGxbntZ1L9oAwVH/yH1995iAog/onfmaqf8u/oOeBbLwoUWBPUza/qPPF77+J9N19coR8mfyAiBFrxe4OB4i669xPu4+4Ka3f44c6zstBc1Qusdq9dCwMb6EBHVbro159jDCKZieyxmICWBS0R7E/eEvwcJAM5gYrKOFi3hoePfKC/PUH0fdXuIbG+l1g7MviURQLo+AITajH1yuhQT35ct/Xo7fFFvLhB750aW3HzKlg25cu2f/0tsu/tvOvwUsCw7XkB+/7Bxc+JW0HamCyt/ilA4+c1bvzhmf/esO1hnqiWtejisg2lojdooP0X+8H0G8OsAEUAAU0LjEfkeFJZ6t1xUiEqeW5ZBpPW2idHGOyBBgNJGeSZ5GQpJGzMBPgJEbxS5vC+SrCpTPgn+af54d+L8GCj1jAOhNMOOJ0opgSfeEDKDZFmekLeTy8g4LU4/LTDfJzYmKMiscCZW7WNw8clN3+oEwjYlfj+hBGQ59UcJdBZNV4RzWD0kQiiwCeyKaKD3PzLltr9K2urZRq5kXday+bxz080Po7o3dNDXy+dm7U87vWAfKezbcmzp6zumJfGZoqCLXsZvj+6jlnJ27dLC4KKy9xl4cXVXvdaJ1cgXIelvjWPsJ88m/ifAtfNDNAzQBDPGhTBXgXy6LVYAd6nmYVUE1Sj91ryBmUD/9qYVKkbH36/fpDevJtPRjSr9ND3Mnj9Af0lI7U60OcFU8I6DSGopVhlUM2oxPqikhuBw6ijHHp4GG0nFCg/9Lg6IhyOVA58LTc40mBkCUiVAkjLHjwPoJxj2h1dbgnRF4hvZGRtlri3rxBrb1sDp8WiJMZcJXyAuDJuSduXZ9h2vhbwYftm4Ab7EPPWvlbm8blIPf8M8Q+MaPnfByktHYt1KxmAakPAgOhAVZaoxZMQVYV0jlFtaHotIshj1rGY82ip5kU1OkxDi6MRAiBVasJl8xJaTQYXIyGCAA3GQi4MmzVMJtwqwv9xTkZY8SFJDJmmXtGFWq1AiaqV8LDgjz0Q5QPv/m0QoCE78dZkoaUlj7KgSL/Rvue2o4b9P+kYQ8apB/eMufpf9WgRzZXmkE+ImO05Ilvi/3XwzsgPArBDyCgoQPCJe4L3FAeZ3/ac8QDv+MHsg16gAUq1oks8UIOHC4CjNVAGpwWsyqQi1L6WDSgtjAhsSotH3JjLJJWUUSfVMI6Vb/vFt9hH+lDwfPo4CDz9Fjv98UXqnF0+cgL1Qbh8NJTffixMFqu42Bj5MJU6AplYYkJYS9VTRAndHkfuWjzL9+9yjBz0d3ORc5VT5jCkQHHPMfLf2oXwd7Dm9ZKr0NdOlJc69fogyvPZhnw0q9v/vrHP1i1Rf3N8xn6vl899V+w7ys7pF++xP20LvVA/rl90x66siyvuyp3CeEjVuwj3CePilOMTFFL3UndT5GaFZqNGmgymy1RnZrwdfsW+Vah7+uZDvXmnaZdKFPxIbtFBJReWB5JRHVYpiqUp27yTw/ncRMQ2Zsyni7EQ0UoAREmE5SqJ35PcujqY/svWrV282urFk/nw+uvuKgh1dpz29KVr378tesPvnjzt1pqRf7G4YVbv33pnWvlmdqTz0idoCJjTPYRpzAnh6wq8gX5+3WjHNdB3ke4iXli8Xsk8JDge2rgUQMmarMBQ1SrckWBjrACtdVq0+Ov42UUxAixnz5MQxp/G+Rxhw/IXmYsQxrzNqGxL4NsqOxhC46I3MIkHUcqV1166dUnjhzZmXSCI0eAM7nzyFWbXn5l8/ZpV5b3dPykbfPp/77SnRCoILjTBVQuYIwaDLQtaleporQOb2TOQGrQSyZ5SEEvEl7b2D/wAPMW8gBn/PfhtYZsuNxRjJQKSjdVZrlxXHpVZdK/7ciJqy8Fh17edNW0zW0/6dhTvnLa9s2n8IC/KeMd/ll+HpM6Ka8s87/IMp6NZC4iG+4gUqLL6HAp04M9KoPRvFpHEg7baqhFPunpPP6DBwSYIwdqa4RTUQrnckRRuoMWfz0tvio9Lz3925de+i1oAqVXj3wsTQM///jIk3945pegHtQ9e/APl3xa+Vbla58SYzjSGNcV+eArxCnxUlaICnw0rtHaNRotLwgZ3LzUCzqdVg81bdl6a9hn0cd98YAmymt1OhgO6HmSsQUssBQAFvSvPIycJgo8C1iIB5jDeUym9ivmLSziX2MKKOLxHfRYtwX3FFGu8Rb6Mgkwzv8Exmo9p4aOq01sLRgjhar2udXnV1rSq1h95W/uyke0/7tSjenclEMHSV0q3JiCSXAzuBja8SfkV9KYcY0crQB4/ETHSvuwIDT4stpBcvEcpuCxCZVDsFaY5j7vxNVzmaLbrsgH2UY6htYXD3ziY687wQJwHrjUfqnj6+Au8i7798D95BHwHjgODHYwH0AVwGdpjgCKhFA+IQ6B3QYgXOpw2h2QdDi1vJV38Rxv0vAhnjjsBNBpI4HBzJrsDp03wPpNNM+KJFAdseOTloCknaaILanVUsbIbu0hLTRr+7RD2q3anVoan90R6xuL2t6oOQp8EWcnR/gjItfPree2cdQQB2q4/dwB7jBHcfj0A/oo1yvgY1Mbhk+0MJWRQeZEasPw4IlTTBUjGEWCKMsIhRhysqXSgl9hqhQh+NQ5PXbonFaaZcMbBolhW8iHdCPzVMhTNzKsPtbk+LNiNNYNdoyOgi312VSTZGvLS48VpINpUTrakMs2kvdVfg6nCWTzrMrP+lpIQQBiD1x44jg8+Y8PpjSh57B5OqXvaCZxjuCqnpVliSTxhHheV3BhENIBQAduC7wb+DhAdXjne+HtXqD1AhJzoHGQ1KjCUb+a0cdFmwYlBfqiRmOKqRJxSm8y6XQqThSJZQRcLweSRDqm15hVrAolEaqkxSEyNodDHldFARDhYByQcxx2fOQg33GA/XhsSR49ApZCAbmvX8nNrXweLfjhweFROc3AnKrjYSROy0aVQvoQLlYMj/kzlTrkCKGLbGjwsq+Xsw2Xk1YmwzFaG/nh4JoDV3WgiLpT+qnOIo3atWvWQ8rUdskngFlZkH7/4AKfedrcO8Abv7zp2+esXztv4/xla+bVpsCOZ9Jfnn/P22u/C37Uk1wrWS/Ca3sHsjsbZbszV6xfBV+FcJX9VTtUoYTUuJpmbmMgYyW1ao8aqrWrdaq7VFCjorSK/ezBAzMuszqHvygu7hZwDjVYLuCrMtPDyHlUCdewcMZUkofk6I0v/UZ6SnoeGSbwc2nax0deBSXQ/JuX4P3SM798CtkmeAE8+9NL/vDEM0r9ZMw26okQcYu4dKUZHGHASgtYYT9ih5gk3UxuJeFOchfG+zSpPMDjW027b3NDt5PUhjwoJWRX6wx3GaDGYNLegrlzVaIKqlQBjyEi5xpaMtBjFa14OtCamzAceOSAXNY77ZvJTa0XBse9wym2bHBGc0zRC1pbF+A/oBkb5qd+89JLvwHNEwwzvEd5f0Hl3T889UvQCBqfeWLcRMMJOgoRW8R5p7R0N8pozJ6tHrjTs0tm5/gXatvlB/6ys88JnU71BBVGxlVo+Rdf98z6nCiCz9NtZcOYED6rZWl/9euP4eajOCKKcfMtamMHMql3EIGfgNJeeKdoAkRpW+nuEkmUSqEkHhIvEeXSON6+jDmarM6GzwNXE00iA0FNl9i1reuWrsNd73SpuuRDUIGi3N02spEi0SX/JginjWORpuSDShhz7iMVh/xiFtAiozarnQ7anebpeLreqXbi2RyLw1XE5/F3mLc7bzffZ1Zp8asN3nAxYQZBLsHx2a0kIEV3oEiSOnUyTkBNwOcjdIzubh2pU1kDNpujxGAUfpHXyEwbM2WmjaDVGnT3aPE5/oEaMmCGZXgAvgM/gjS2ZCJErkUd5MNiok3LBsGHmHaFDZaDfcF1wV1BVTCYCdySBdkcPnExgQ7M+z6GFR4eHGWOj5//RxqXzVJZNvf53CjGsCgUygp32KCCMUxg3KBUFYgbWTncalHOtZVOgVTIAMK4PSMDEKPcbgp1WTSw9Xt93zvw+PE/PLC0I1NqyV87cOlqa21/5ZyBOd57bk4I9Czp8RVXSeYfS//1yyeldxubio/+9NW7VkvxWYlaQQg3tlP5wS+N6fcltc8ahZurZ7fqwD2Eex/K+Ucf9fs1GODVP65BBQt9Fto3Bhlf8TFxqsZAOx+2kTGj4BzwnO+hfIzP9g0bmTSvZGA9u5HZ5LrB9nXVN51f8X7Pu4/ZZ3vW/KztZdXLvo8NnzCMmQvxRQtGIpjSVFJZPVZodagwirrFpInr9X5TyaGFkKBLflKr1YdhAACL3GSwMmG+aLXyGrOexdvNvTbCHK8M5mXkvwJm+VOKUEgvSsxpKQyjm4LXPSxDh8jg52GIPQPmTKird5lAletIASaopyEffOs/DvxKA9nK7488c+W9a7OX//V26dfSJb8DDd/e/p2uQBsKNaVZ9xyQnj85IL0iHRkYjn/9XPAVUDsCuu9q8S5QYtTVJ9+hQnJM2nBGvoT/C2zgSRyLyLYZTn6kPoj3GNEEkL9XMYylCPGlxJksxcYGo6WopgG21ots59lWhDbaNoZ22D6htQlVotSoaixRz6meb3xV9XrjUdVfGlVEPJdLyHCXPgdGe97TNqUooz53+vgiyzq0WS7JcwkTVyjpAloNE0+kZEK/sCUu9vMHeCjyyzCshCmQDBM1bVotxiLVhreagNm0DiVre8mCiOw7qO8RKUANtJQDIBBwy3gxGMu7Mjg8khqH1pCb6cOD3tFjMuEXyipGRzCdCkYkSI3BQVaqXFYySBwocJSMAYMCJojhjBg4GXPQasFA0LjriQItD7DL2HH4JepPPwUhoNr+7BOVxNmdQemtqa/ceN6a9pZNOjrTemPBN/M8KrVmWl337OXNF26HI7964OLvzxGgr9xH8dJ50hPS936zclbbnJvb7wEFkDi6oTsEUbzVtkLSSyuX93VuWrjhG3FZXzGUKzyB9JUn2sCwmEhhVcXwpRHrqxXrS5UEqpg6dTxJmt21jUVnDbr4MP4eGy3W4kPCKAg14710KSsUn0s92/pq6pXWo6m/tKoS6XhjY7qhsTtN5znIGTk1z3k5F2firKDgFuIFMZ4sFgpqLmC3BIJWmKM19SVNQMyqNRzaZ215bTArtpSy4rSOYlbsmY0u/jC6aB3FbFbl3ZoH5vy6PMxjLWrF5h5dYkC0YQj+h1pK+G4P+jn5Hv2ojMwf1OqL+/ERZRdsM2qt6jBhBOjWb3zHCI1byjJpzkQ2Pgz2jf5rmcyU4kXLokrFiN479ekRHGWPjjJjtHzYEKN10jLOx4ctr0KNNbY+ZIArPNJeZd+prgQZtk1+DB2WCWsI+V7LqTVC3iPd1LKwstJFL+uYuRHe2T8VXNxwCfzRsrJPWTzPPV6ZsrYMOrsa+s9uumA7vElaeOFsFIdP2UZev2EaXhFTF0gDYPjWMnoMwvlzpEuqC6ltDfL2Ky9uqa4U5DsJQlWQfSe5D23yv4n3I19JGhwGGEffwmji3BzLxU9zkAnsIIN+/ykH6cCu0c5rttp32R+0k3ZRZyza7USEwRU61t2ms+K9WcaHypGfZOEQfBuS2F2exHcsetAH18GtcBd8EL2DbLSaRW4zjtwmCz5kAZ5YKLN97Dp2F6ti2X/mNjHAJQYU2jAyETMFY74ruRJS4mc8J/admAEnVeVOstQpkBxVR1k3hn2p6BT7TRPEfjMjuOddeOG3H77moLOpvfJIe01z79rlme7K9ss7Nq9d5JC95oLzE5Llh/f8XLpiXlNAELrmgeELli+QMufOQmqacj7Fw/CFVbuOIiL6R9h3kqDqO29FvtMvmsFWcacICZT4YJTztlNg7Iqt5pAO/TgWgyersdhuFIt5qrGYDhwuoXCsVOMaj8OQfbAin/uC6i8oVhVR1JTcqL3M+P2WfS1UljFbi7HASvsmOxlrAkkveC0DmFo5xVKp9FHiP9FfbiJLhI3QkCVxmLTZSDIfj4uYQzUczhQKjU5nc1NTYyadyaabmxqbmqlGeyNszGQz9mw205xOxwM+eyDgIzJMhsuQ2cZmX1MmHdAk3WKxNuDMQ1EAQlJIstpStiM7P0umM4Em/ClN3uVqz+OjzwqeBcYAGq7uSPTCOKSfaYyYRK1hWjQtMtVOFe9UvmLMU2ZUwQQcka36Bhw1gTH7rYD7VZFk1XjfqsEpuC+5lFkGQLHucg9BC+TharL5xZ80pvrT7u62mZ2Bmt5U0y8AeLpzUZe0+Jxbz71wXV9jXV5naO4UbZKv7ayF8DvejU4wF4BS2zb60PCsRN2qxmy27Zz6bO/51wiqxTedOPjEko3dzT0N3Quui5PD69pVgtDgSFS+Dv5+fiacJpWakHSxipBrQq+JUzabN+dvNN+Yp5CmajiB83MWzlnL8VyAY1CUG9eXDAGg16QTbkcg6YSQ1wbogIgSLHOSTT6YJJOY9DTDt9VqU6WwGZ8eBkO1oHZLPVG/rB6K9f31d9fvrqec+jCDgbrxGAv+CXOgTUswAN36GcBsqZPN7diuHBlkjrUMDo+Z4InMpyODMq2pAgI0TnuKlDPy3nsj8rZU4ICGEyCMlCCzmp2iM5Olj+tLTsxw+9nXVIR0z7avzdULuu4v3yXdlVpaalycgk+Fl5XZFc9utZUHw/Ah35L65gHflHseuHtXjzB3mNy8Ce3KaVtPXLyMi60gt26bKgh9F5/YfsX0z/K8oT0URs81SPZeQiAeF0Nm7F71+MI1oAsv+1gTUOkvo2+gj5somQKlFftS87P8q+ZX+KPmv/AqJ2d1cYQvrtUSVkwI5w0QkC1hDkkyIEIYGwj36NZjb7YMo6ojh+h0ilp/m1NL2MKEE6BbvxM4t0Q/4+O8TGUcknT0vUJORgsblVmFZShrHOGMUfdgn6XYPlwbmeiXsOUDY+BEWRCmvhK1Lb5i29/2gLDiiBJXdk3fAvV13ZdsumA7ZpNbcVVt5aOquymvJu++aFrlPBycfGujHJuczo83ljPg5zhnwGdlpYvps5BcfUSUeFBkPIwvWHRbGyn4JeunVojSr9f2YFRL7PgXsXxxZejRELzL9FT45TDpjNAcUHGM3WCIxBmdI8BoAshZ+ZBQne754YeRjQoS4WBcdIMaN3C7HWYiykRhtE0FDAFdWLUlbgvIZSMHhniRToy2MDgLwKn16PuWgtJwxCEivhRy8mK1KJNDqRTGbbVVS2vIiIxxT6mRP7Fiv0+HHHYdUIeQKP9OLd8yzbuoVzAc/aW08zcVu/DJS33XwCulH7RvGAJ/PDtCzxKo9gtPbFwwLSX17X7jhf3gJ7WwEbx5URcoXHxMqpE+Ocs343T+OoWfR/0cvYRYBk6I52s8munwe/rvLYAL/Is6VvrP77gxfm3zq+pXAi9PO7JYh5xGTNvhWlTva+js8nUu1uz1POJ/tGVfx3v+P3Uc938S+7RDq2mJBtPxcHNiav2CjYuvW3xfi3bhokXxzun2zs7pzS0tmIi5BXNT2cR2uyi26zSauM9j9/k88RiGCdyD3o/h9/vCnD0c5jSduoW+Ts90jWtagBbbm8NcXJUSKG4JtyzN1XP5s+h4w84UptomU6lleVuva0bvDOM8EgwFlsGWWL5NqCkExLxmOu5yXslYi9R0MH3hok6qfpaHQ0/1uKqk01BpB9Vub4cH219sh2JLezNV3yZ3Gp/nXudgOMbFqbTQh/FjGebw2eDsIVZ4W0DB0jJzgS3AQnhJfVtaS+DpMlgTptj022mYTtfMEmfBWbNmz2473AbahpajVEKGMUPRxTBmcZ7E9oxCkBEFoVIBBD11HUwpVzmXb2lhWqqUQWg55WTKoGGFM6hKmoqn/6poTePuzTRGwDX5JQVDS0ZvckwgD5oAgadGdjQIWSBHNtiHTaoGYE+H4x1bG6jPVtGexvOaoIwHJcMO032Xd5zTPSUY675q+fKLulsv0tIZdmomlm+cObtu4cXFGe3SYunTaKI13HhuZWZfT7g+FZb+W1q8tPvmc84+tyEfy05l07RuQ+uM9eees3VGNLny8lkb0IoHU86TziHdg5fecceiC/taZl7TPvNbO67h3K09335pKCtAZw9HSjPOjbOC4G6aA/4T+KdVXhcWAv3PVnHc1dd/a2b7NTNbZwwvvuP2e3vAN1dMEap9E5TL/pVeQ+SIr4nTVFqndlFgpfE8+8r4RvsOu0ajSjigmY9HIs50XEN6vP64iKwrBuSDFEUA0uuJRAhzoker17M9WutALdwL/iDqcoH1GH3A46mRY4rBysgpBsZJYI0VbD9knDvMW4GUni8oNQQMUIQySpulMBFXVI1xG5VDE/VjZndC/UalXiPo0/b89ssO/7Fxx22v7r7s3Qfvf6o3eeOdV9665OptEddNl1w6Z92NGvKX4J7p9uKvrytftSrGH9q08uFlS1Ylv37vNed+NUcOgG/c9uXND96tyEeOH5G9rQWeh71u5KAwFcAedA+q91HsuSLogdlt9kA3UVsb97jtHo/bw6HEi+B0+qKHs8r87u+ItfiBu9ZDBRJ6DkchSQNKDXmOZWwBLmBlNWoqkwjQSWjFJ5EfpEkaxxA1IuFuM2hVTNhswP3pIQMwbCkQhWUFKBb6C3cXdheoJBvmU0SQCd4dJIP4h5haD4o8eIBu/Tzgt+QnRR54F35u7IFSgcGWSWTrzIi85RTIaPTfjiyevhrHkBpn5aqGF2PMquB0mtWxD1EGUFiRgS/nlra2DeYqicxQsxSuWS0/aqlZg99Z0kZdsLZHEKZffuLaLV2CMPMy+E7Funw+fkRecfl0FH1cVPHIPlHWkRyvd4ElonUTitf/ZiRxmA5rsMq4qqpc1fsWrDI7VlnWnIOfH8CH5AC+Kevs6ornsvZcLpvDOnVineawTp1jOnVmu3JUoRziOrlmTgxzGa6JK0UThbpAHOX23vZywCfCuNnH+h70kT5Fp85sW1jrj4bNYYBuQ2EQ3tJNdC/rhmJ3f/fd3bu7KbEUbppCFJni3UWyKOu0K4d02gTQrb8JNG2Z/n+vUzkj+EwWUE3fz5wG2P5t9ZPeF/Y2JWen3N3lGZ3BXG+y+RfCF1gQ9KEL+8cygbpc7/nSN7/IAgFK7oj8fguYKuO+7WlqlteEyKIHDdx0DgrBFzkYC1xq3Bi83rgjeHvwAeN9giaIUeCcblx8+489KJjCRbiHhBK62y1+PV4y6HTVdC2ZgAkr+pPhw3aeD+sMAR/lYdV8OElmYiqugSOyyH8X1PEHM/szMJMhCgRyrx6Hx0zCFhR+JQqx2mKgoFkUWBVA8ZhBR7kMYX+4JTwrfDF/La/iE+EklY27XFZrPN4GasNZohCuV5mzbBZm24h6gG799aB+S6us+oq8DtBNNr4K6jY+BCpT8GEYOORScYIo1+6GRye606o3HZzkOnE3AY8+KSC6tqoSMa/bv/ag41UBrP8kfMJ17tSb5k0PYe+47OLepg1aKpkRBb5YI3Y0LPkSt6gsNUl/qsl0zL6w0nZJd9PKAHJ93SukNbazrsaOr79t+rXtK6696qo0U5x7//H6kgA1AwIplc6uwyWDNeSNm+YoHKInP6IfR3Y7RewVbTtsz9ieCZN2xmAumv3A73dy1boqJ09N+fgixzm1FGfitCS2ymqlsJok8KBecqywepgnb0GmFP9ITM8UeT6ojOiFTW2UNlWrDpspgG5DFKC2ZMpBEAx6lKoq3o4jp5rTOLVDwjxVUx0LacaLqrK0gbKfXGMRSMhih6dBa1s9QCml0j9fK4oXVebNmRqUHvMMP3TB2Re0t11koDPlL2d9PedQfXSsc+jE7AtEFMf52vqomLRGko5/eOnKWeXZO8X7QRx4AHEhrpiegSN3Es/z6XyuyuwF5nNFmd7BfYTj5EdiAdlWikEXK75wHM1pOBtnYjk7p457fO6AB/LAYA6IhEmDj/Q9iMngcXpNt3FaLx82cwDdhjjAbYkRsWUxKMb6Y3fHdscojylsw0MwdxtIg5xea5BBtAF067cBWzXT+0Lp9XjFC2ugOhcgtyxSVYP1WZLwSTaO7E2dUyOFxIFEpTm1qKluMEX/iV/WMm0JJ8xbT+n/8fE1U1C6vI3cfNkMQZi16cR29Px0rlv0HPeFF8qyVPK/SVyvGMsL16KQbDGf9vbvR/dFoVuuQqlBjAdJCuh5H/+ai7RaRUO/ARoMrkAgQhACz0dcTpfbKfARXqAi9giMZNwuu9vtEpzOuJq2q9U0LlNwLtIdEWje5VRr7DAZRMmgH4pmYLab7Vptyd3hnu8mnS41jz+l8QOQ9v8vi0wTikpfvHxEqb9osWjWF6oOkTJX59eQXENIsgXi5X2EEfmDWpRMU250Wei+z/+I7hE3FXN36TrdpEqt0mvdWr9T7dSjyM6v6VYvdEHSSO09+XfREi6UDHc7d+OWtC2ZKtEyB6eFDRWDwRCDqxUwhIy83F/SdZX6SqA0EG3T7iXzosUpErZwsOBE4R1gwnTYgF59KNfmRZ/9aVfJu7bIHE9hltyJxQv0xMtURt/D8MnyfItMxqkwRLdUZMbyhuFBuequiFhGOydCdoVAG5mSMI8FzheQZEG1rh4LmaADfwJa4H9eLKrf++gH0oj0jZC4uDL1CvF96eMbHwDwSPdFEJ6zbV7P5nXSY9dsaO/ffjYSOKw/e/WROw9Ir3W1e5Cgya6l175x3c7RwbPa4D8+an38/h2PtQNq/iNfvvcHZXBG3tyxOl2W+J2oz+BMlcJhm08mV0AP0mlC4LychVNx+iiHomlkUBxxIgkChCYUNOoCIquHuAz+IEuycnDlaYtquXRATIbNUYBuQ1EQ3VJD1CyrgWJNf83dNbtrKD0RpieZEisyJTRAt34a0FtyGOH2zKbEOzph0uh0Q1I1JVWw7hRIFb54WQ6DnyT4FcWmRSn4lO/sacGVz64PNyxOw4d8c8XmAZ8wS7pJ6LuEvOKybkEQrz5x+Xnh4LnkjdVn114xXeoDNxFjHNr0T5FMa4gX9xFZHPfKZHJHxY1IoK/ZX0tCD27rGtx+d8L9qZtSYQNNc2mUjPg41l4qp/pSQ7jOkEg4nSzmJdfAmlAQmWwWYhuMEYUJIm1rU2mBIWxWAXQbUgHVljwb9hIcw0GOE9q0jFf0wlu8wJs7RQGURy5x5IwxKoa2H5kgzyoU+uDoWDcJJ/EpBcnfIQsNB6LyoobyIVSFo0khhK6+W49JgyNkDN58TZOt3KYPV8pLpnIfHFh9W7l/NbypfYa9t+3K6y0tbWgll847MXVWcwQfkXS34QO7HVddAVo3iIJQv1D6WltbbSe4Z7EYxfJdQBCai5B8y8RxsVzrjkSLTe5IDKUFWH4Mp+Za8NhahPNzZuT8mrk6Vh+vK9YH6jSpuMtOEgEx4QAwgZkPEnvJomiOoNU3BaBb/xQwZUvyMbJI1JCFR0RlqBZ/RGtGH3EyyMzgN/1kYU+zCOp+hh43E1BhRYDyr8I+sRmgW38zaN4iTvaJKUY2HyODp5a2tzLy3qSPYORmWQfKqq4ofaDqyq66Sdu/Wsxn9Jrj3jSyAK52z6hJnHXlJl/NTJf8xLFu16AdP1nlmlmTnO365I+us7jaGXRMEGZcemLN/EhsNnnbpciddl924qpzUrWzyRs3zkLh/qYTV23oE4Tla8nhyzBv0ALpYlk304BJ7H5uyitT/tZOUlg7U9zIdYoi0chluXGL0oSytTGrQiSQXWnDdqWUVyxLAZmWAtZSAYvWnkGi7QTo1t8JOrc0iYFyuYi10SSrSj47LKsK597yJsBvRpGqaFFPYFUhk6OoyiCrarLN6Zhsc86oqmO4rvpvqWvcFA3+G6bozOYpCyMLZJ24/rX2BPeNP95RVcoXUaDUd83TU+V8HsdAb1R7B0+KuYQqwTWqUJ6molXwOdVz/Kuq1/ijqr/w6lOTFhzu3MtdBQZjP9eZ5JGLT2hgRAElZyfiPp9da7OZ4s6AHbIlpFitxhH2ev1tWm14qxGYjeuqLQS7GO7RUQOxXAxYA/22Zbb1NtImj7KPV7BwL3xkPOvGFss7qXkwyoxUq94pufANJncN5H6NBZmo8fEHuY5FQtw3oK9V+gbDVw2QAnnF0lneUvcll15w3fi4Q3k1xdfcOAjWC+Gpi6TIqe4BSaDAT70Hyc2NHpWJv4uFU/IJYvmE5a4LfC78Ccb+BAlVPNioagxSz6leVb0SRhIN0/JMwwzkIpqRK0Cyw5vDjWcXiLjHoy3l7ZZAwQoDJS0fQzKMajVFPtxciIbTbVozNjZTDk8BXI9uPQUIahkmAUYS1RlFW9jtxcMHe8EfHtXiAQQjNksTk6KWkUk9GSTtSTxacjpb9QwoYRobNRhzDIpNQpJWRg3A6W2a6ljBBGmDcZ75yZzy2GfA7MQOTvNW+Niysq/axNFXWtKiaGM62tLwYPXRBN2Q228Rx+YKAuO6qdwpCMnmpeQVQ/UZ+dGJa9GjSX0yrLPHxMAZNYZnh47TUNZNPe6RqZ4Nj2lMhZR0SkFIPVg78vIWBv65IkSTdnwUBOmDPz1NPU0j7ymrvDIm9skNsi8gcZj5XKn+SwEqMwDLUS4UotdYpsK/0BcSxAFCJAg7sqtu0Q3cXn7tgDvVyxwftpSQXOMnf695hF6Dctc64h/id24P3R65I35H8unY06lPi5/UabScOqYpqOuoVdz52fNrVhZX1t3F3S48wL2SOprSxbkBfiC2IEWlS2EyGAdAi7vETrcj4IT5UkILkVfXqmUx53q0LIE5oAgxEi8OyZPXZaKPGCK2EjuJ/cQh4m3iQ0KLdF3q0YooDh1ocGnCAdhm1jqRAswA3fpRwrWl/jNdSrTojw9PHMKRx1g34PmbCS/KrRJcPKjWEbB+qqifmIM3gpd08+ct94KVCOUpq4MhQhwBwtCCx/OsFoZ0/dnS0Ypx9UTRyqBH8Cn0yPZnN9gF/K+Bzh9Km6V90kFpEzz4wIFHf/LQw/AmacnY6j61zqVtIAqWH5Qe/0/pFWkpuJI8gH7mF9LvpL2gHaTgdcrZnQ/QHriHnmWZaqynn6nqNSiirN4gGt42QLncXZM7nIO5HmYQuT5LdQ5vycn/Id/CXF7GTkI5cztCPiKfIUwT7+FTTB/t0RuLWrxtzkcP7ogDNekiF9pX2DfabzLdZL3a/nXdY+5nhWfShlXmy8zXW++wUiqD0wD1NiNI+TSaPgpQosNV5Kga3O/wEVzUqI5GbXo9jgj0eifBApAUzQxgMGUVM5zN7j257aFYScYcCsZTRSIrZpdlD2QPZ2kxuysLlXN54mEncFYJHZxVQgenzGONCR3wjkIPMcXT6BgjOi4NoZS5kGM+QD7m1LhdlUVQLr6NMzVAS9FarRDhGhJTHZ6KkteGdfd82ZFLurY+Yb7q3b2A+P2Lv/7ztt//3stnbE3Sf85vbptX6HI00GtmPkuRPzvysfTff3heehNEQPoouOHHkJRqnjkqSfcu+MXxb+CSTTdBUBryPsJOeJD1evdhLQYAI7G4F6AH87kVzlXuc7gvua/jVNeqt3M7wj9VP8I9En5a+yT3nvaoe4TT36b+rvphNRlT7VLdq36RfEn7MfmxVq1ydHq9BgtPMHyw08gadJ5OO0uoVDKyYt5qL7pclGi1FYeodVgtuVA5BENJzbDgwBV26EsyhCHyEQNyzAHmMEMyVY4IpkpOylTJSZlevkpOik+RDKLNJnMTpTBVUXUcYIQZqTajFOpwXP1UuOdx0XPc1sn0AeOmLtoNqW//+ggI/flXlU86QsIUcNMHHwTz8zZeQ953yUXfqAsfvvJKQZ3vhpnhBlq6Vv3Aj0lpSHohF9t41rIBnFtMJwjySiRXB3HjI+8ZAMVrmL1As4fkHXqZy1Vee+ZONatR2QjWodOzZozwndOVdaRuvsseUTA5k6TGEfmIBDnyAHmYJMmqGMiqGMiqGMhe50QxvM+ckEHAMfkQpg5kjr2rhDP1pwy7MkEtlyanN2VTrWSd4Oof3pftlAwCVeqDc7rqaeHYhqmVcmcTpl6UMb515JMyxneIeGLPTBMI4mYM2ltB3EMxhVJFdcAVmG4lrzYBE37pHCNT1GuM5qKVpXiC5o2MTsd2GjUW1qjzdXqAm/WoWq3Aam8NgqDfE/F32u0Wg3J6PkkTOlYT2Y2x5ProIXorvZOmcYQtou9P90bMLIaZgBZ5jkE+OjQ+y1CdZBj8nFEGLCbMbQ4c1eKsJRJNAE4eY1CakXTEwahD+RL5ZLtQi+QivSP9t/TngLDlZmeiDuz+5FuguJy8T5jWULl3di2U3j1+HPh0YPfHM2a6gVD+qjT76CZC4fkgB2XbNmM8n3+cfJQYgI89OsM7S1xYT7J4UH+63VlcoBkwL7Qs7qdE9TTNzP7e2S+pX9K81v/abE2sv0FTZ25iStMbu+v71WqjZqbL6J4Z19D1/M80e7t/2v+Mmu7CUrZgvE50349lr2VsRQ2HL+jVn6JXu6fjv8sAzQwDZxf1Bjhfvffkr0QLfhQRhE6r3W612jGKJfqYNhhCP603oJ8mG0Wb0Ww3Gs31pVJn5zQ7+jO7X/k70Af6GfTRfvypW2Z222fO7C4J9ZFO6zS7Zmre0iWy6WK5CzR3ga6uvNE8s5ua21vLx/n0PB6tiFieznf2zQU1c8HcuWminMj5ymjvT1UyZJ+zMaTOpti0StNP6HoXAlYkdOZp5k52GtuZ6qQ7p9WXqHlTCCthZ6yMXbDSVntEoNyU2W6GLyJ3jFmnG/XmolFjVlOUTt/t64avd4NuBkujBv3bZ/Z3z6bm9a6bsnUKnDLlHYwa19JiXswufnsxuRhtV7GU693VC3t7qQw3UDMAByLz0jkUlkMiEqeS2trcvF3z4Lx5y9zr3dDtPoy7BZigex/QEIuYY8N5TPsoD09Mbu8N4jLf8HuDMi3koNK7U0Yn8B3u8yi12dPHJwZbcoMKMNqwQub707k1yI4QqUWjyvN9RP7kOw8pLynzu9WmkEee8Em1KOgbeK7iTLMWk1+T+0WuBleDwrkzODw8vIFIDVfzHzWJBynq8SRFVBmkmFgDRgF4aWwoOADkLhMY7zIpRCNBgHtMyPqQ0ZhshsDH9TnB/7S0Ny64rxb6F5QynqDdQ9HJ2sS0xbO6F0drp87OF8FIayLfzafjy5rbz22rGYKeeCJVOKs3eblDSEp7n/YJUVEAzX3oXy4NC54cUM8oGFu+Mr9GnNZU7hCXnTt868xPupFFE6jiwPvJzm2XzBqY3tR9Xf1Nt9YZGxd8nPZCAeysB9KRroSmOl/hOzkCT5JPokz2JbFwL9gDngHPGo6AV+n3wJ9ozSv0K2rIMj4UPVo6FavNhFQarVYfV+mdnSExIB9KcHmLgYBXncP8st6QWqvBLkxktPoiw7gxz8Mttrtt0Cbj5aAXbba3+Q/lEwCi1ky+TUJyOOZjvV43+6BnPz5jhSnTNFGFWhQPCo/iOHN8PGNQPtchN6nGJjNwY8qLh/8x+wl6Y4M8n5FCMQjAtWWsmeo8RqyUV47SRGwTJjfA//x46cFH/76OvWjTotWHHp7bdXsyaopaPLrYhbNv+BH4JH3DzIt3PWEdvnDJjw3lfQvOfRPwcV3wyjU/kGWIojtqPvIdUcA9bHaHMkWIfQefwfPtR0UUvBRbqFkoEnC7XJ00ZadpykXR7hDvVrylsejmnbyJt4R5kt+PvYDWVEQOhdf6bEGG9VtUhFYAah2r1fmHiF1yzE4Re+FrouBmUASYDAeFyG7cpe8LD4W3hneG6f4wCGNfEu6NWzX4k0FXFTreaNFGRGO/cb1xm5EaMoL9xsO4sICPrTYVjb2xU8dWB3F8r3gf5Rnuzyu7dqxBP5oaVKo4KUyY2Kh06Me4uGk38p4Uvihc3HKXHm2skgUoPUNcwYlUZ+sxdXJp7GRrwQEvWywdA4slvrFmFXijGAMGkMyBN+qKuWbhOvBLqe4aUhDEfjjlJkGADXOkBnB4RhPKyoozKj+a2yAgIybrhJ6DYpQWsEy014EOB/ye4buORw2POCgBK8ldVZIfK8mGleSd5YXMqWGLvfAuMWcy2TTof1JsLJFiIlPcSQJMerYOxStkxJvNZDp9XrvP5814fdl6Pjum0Syf5nk+1sB7+P0+4MMa9fERnq1NFKNsPqZyss2uAMeyuvyQc5dzv/OQk3LKGs0yXuBNNhSaI7sbgLmhr2GoYWvDzga6vwE0YI029LbFg7JGM9VgMhJjI2KkP7I+si1CDUXA/shhFMJXNRrpbWWO/W81KjfIcFxRZfBVBi9aqioFwxvOPHdBfkFdz7/7ySLfF7U0t87JMok+ofjI5Z+rfarh3PmZ4hUN6XThqkJ2/rn/ePYLrQdAdKH1cDWKTwrgRvGHan1MX68nNczUzmLUW/JCXSQW6PRudFH41EOOb2Cns5siNwT2+TQ6jabT47J7PC4+0hSZgSS7lA3YWTag0XlclFPlk6MAfBZKFWD5EM3X8ESUz/EpVWcf5jJECb58Rk1x+1anQQ0LKFeIpEKJNJtCv0OnoexsAGCalM2BGwPUtew3Aj8I/DzwRuD9wF9ZNYtjET8ywGwkwFPRkF10eop2EQWfdrvZvDsEQjhctrmL+P5RnaUYCpVkNjrRpzcVE5EokYrkaHOUjcJo8qMcOCDnqdVQO1cNtXPVUDvXW6yG2jjdQIvkmMzqmkoNK3TOshvH+FcY2nniqMbg6bMajbJbHk6NO+XB02cdhzek8Hl2xYnWTfShUdnhyk4ULx5cIZhwvD3ShVaCsH5utHTh0r6NHfXDEIQLxSQXO++sGYs6e6Q7pD+3JGslPteUaUFxLGw4673ulbeuW9Td0Hfx7BvWN0Xs0y7buUElgGekEwNT8Qn4mrNhfLBDmcmg8tiOEydEm6Ct13Zpn3NSHDYWFowaiaXV3l2U73MN8r14NRKbw+LQ68M46Auh/R4QAEvoVJ0B1s8GVIGIulPB8HRTeATAZiJEpBgiQiGjLYaTWkpsLZlxFYyhOOoQRVFiR1eREqeWKLGxCT0o1aFLTS26pDLoEoujS5hHlyCLLoylSO0FP3s4bo7n4nAQKWz8P7Rhx0/XIFWOpHCnSqY8OPGZsQ6s3NRglb5XkXTIMoEnHeNQjp+Fqk59wKn5KdLf0ld29S/valjjStfkW8mGc5NNAsjNgY9LK9/8/uLl5daeq5u/8g5glkzD2AJXVO7rKCtc9yg3r+I9eMS9/3d4D/7T8B68AYz44Nf9fwbtoaVlbB7h/1W0h8p3xtAe4HwZ7WEsjpmHdJIinhELXt6CYhIaBSHYkeHFbe6MRgm73qVhHVoVRwRDSbzQHUPcLiSQQ1gc2IFZGGT2kj5XMLLbB8wyldNW304fjbEnsQPz9WZ0KdmBmcwxNgZjSUpLRBQK7W0UNUSB/dRhXBBWHBjVm/43HNiEkrvcByyMHQCrRuuh0oTu67gUlQN/nU25bDN4I58AhmALeB0/k4R8XDqWyAvNc2HbQCOSV838Tz7pnCIIjVMrPxoo4kJwZhHwSB8sKglKDVjm3cR5MebdnBAbssSPxDiNozzeyzsp3scznShJYFmVzqnR212sUzek26Xbrzuko3RYPBHGBExJGmg/t0wQcuDPBRQUm6SXdUZEb793vXeblxrygv3ew17orUrR28tNCOxGJshwZHBcgpMGjcCEdTc2bXRqVC5Soua3x9NtEt/ml47x9RLfmq5tQOZW3bik8rsBnIK0z4SPVGYvaUAiajkb5pYUhComzwzKK9cN5srPq7hO6Pl0WV7oU+RzSF4u4j8eseFVZ9LJKPooo9XprHSnXuXEqw5Teg951nm2et72qDx7yawomtgcimp3oXiWEvHZUdw1MFLOiI2IKHBsyZxtvW2X7bCNEm3v2KBsjbW4NLVOt1UHdfvILDLUxwdxXRNJB4tpxCI/HH1vsDrJggdZ5Da/IhQZXm1SvQnAlszg2bOcAvkdwdq5eijTIrQtgfd3rjt27NzZlYVDTaC6TixSJzlK3oe+91kyf94caQbdIM+oZYl64qjIaDQoU9K4rfaiAV8COFpF9x4crfagB9dprjPc4LkhQGk1KoPKow0kNFFD1JMIaKI1NEdlYmZnjqpLXOs2qvOZa4NqPQ/YkCxQhrexop0gGkHjcFHU+vaStaKNEiIhO9qH5mgOF5UNzpoQev1RMSVOZrRvmMhoj5P4MR8z2NKC3cz7TGW8IzOMWzIj5ZHRisKwjP648hZXQRmdV87cygtKJRP3WlEAqbiYCeAHilQtUQWqG2BwFgyWCH7blpg5764f77t5qN0/E2ydctYNT/ziS3N6IlOlq92pm26IgXp/esctaWmGAAtrQWQ2CPz2JeCbB3zd/ZQgReZJH73zB+l/ZktvLpsCBdgKb89K66Q74POVVUWwFVwu6yiHFPO2rKPFyl4+qZP3coL4hVgT4x28n9fxqigf4O28njdD6O5UEWq0o0PmCGcxsWYVPRTaFdofOhSiQrJxZPzAn4xFIEtEdseAOdYXG4ptje2M0f0xEMO7OtabYpRdrfD26EyqiKjr163XbdNRQzqwX3cYLdXqrtb1Js+wq0eVbV2YtK8LufFOJFq9gnK8qTT5fPOptvqp8JyaH9Xt3Fs5vyWTrwdvFOKJzrpyXCiBN5pzCUF69+KrhfIQTJ6XwyMpmSWVN84u1CyD7BAedm3urTy7pBXLDc8UlpDc8Iygb5HtMhu0xbVMEVtDHcVHeRalv15zVGYmzqI3hKlVeECLxavRszpd0gsSfg/rVUV3JfcnDyXJpGhiivuTIIllldJF0KI2QcVarqe30btp8owWM+3Dn7dyLGCT3sgt+ATeAedhJ+lE2c37k+3i+yPDqQnepTrrM3giNXHWJzUMJrnnViDP+LSCU/UhXHOvl+tFVKmQizVL4WnccxvmbAzxZfC7RE6Y0nRBGBtOuriw8vKanE4QdPnz/yL2LO67cqigEQRVZvD6AZH9ZGGjTo6bUB6juhzJsh7ME6cW+DgKd5y8Ge/rPJ9AAZBLcdrI+BB12FBmfNpcOuDVa1itan/jgUZINIqN/Y3rG7c10kPIAshg3Eg4jb2FumykkBGRaclg6WawqHJEnInDeDJX2FWABbFcKuCgNFfoK2wtfFigzIVyYRl6uLNwsqAqFJx+/DOGkA//Eh/+JbK8085kDm2DQyEyF+oLbQ19GKLMoXJoGXq4M3QypAqh3xvCvzcUUlwfi3F6oTlJaU4PDA6g0IA8FRo0TAgNRpREZcNgZSSVki037kRiM46eok98gFWr6HOs8HiGwaHC5+6Jf/ZKwdHVGUmI4OVagcuuKAiREnimGAmXhgpok4FX2tKlktDTCKfObUMxl6att7KnKRFthW2LRS1+vqDyszYh0gK757eh57BxeeWpOcVqfa7rpE7WdzNYLnZ9vr4bGs6o8eb4/tYDrZBoFVv7W9e3bmulh1pBK9a5GwmwtbfQwNb9/0/tLf+G2kcVxVsKn1F91ST+75UvG9N/sQBqG6P62+4Teppg+xdeBL+e3yS9e+mVCj4Xj2zoGrk/FSYOYSano6IWBQgqHCWo8EhRwuEuXsfdEIZhDj1i8UWNL7ABXTy8w8hriajXq7XbFNANQxHlolEna1cFo7i0iKJHjw+lRJEcipv2knViLIfJNyjcODajxBSiJJUa5odQdI+by1bWjCKpj2wk/nV7/KGiLZcaHk1hiJbBFAZpeX+8L+B9f/zwcmrC6WWgTB/JwxnK6blqw3Isqpo4fgTrp39YWf3EDZKqKeGcv9giwI1NiWCu9yJIXX/l7A3NgqZ1Dvxh/3nHBG15rvSW9GYpt+asx1Fc1YvyzGNIblbktfOgsI+gT76zByX0BlxX6Q1nijCOnpk59IgWNDGH4I5dV3NDXpXHssvhSxxfeCxFF28L8W7eH44mkzZgCfpYq1+lzUZtap2dtemKWLDizFJ/EQANWsFJo05rjRhxfm/80Ag5427jISNpxPm9EeX3RpzaG3FWb8S5vFG0lBgsevCzPcVaMYpV4HMFImIolXRp/bZIjWura7/rgOuwi17mAi65hNOAz4wdeDgQKrp6C7h0s2Fi3okkz1RGmWOD4wWBCW+iYG1DSqnijE7OniYrJwUck5IlvPTBxCEaEBgr3ZBjZ83pY+dlGiS2lEs3nGhuSqQawFstsenH/vbGK9syXO9FOE+4qvJwxxRKEKiWGXBmRxstnFgk67A0qwUtf+2U+W/fuPniL4GnpDencViTeA/0oHjsBNKlE2VTD4lNtFVjd1jd9usCN7AqecH78cWBLxasLxzsYuNojrpchGwPfVFsIXGpTNSjdU2gFT4cFG1Y1nZKFxFNbpSNonQ0d8rk4DoZVa2TUVVhU3I6hST6GWHLQ++njyFVhVn4F1Lr+ayk/oVIUIzqR/lTmnzSMpVsJi+pzqZ4RYbwmD3Ag/euxxtpGJYHj1J48gjLcdbJEfpF8kkiRGSIY+JNGh1Yod+oh18CN9FXq6/WPwWejT2beCajYTm0NTjeb0JexobWfajTaPTb4lGt3oLXezhKqtEeEP0qQdQRrGHI8LaB7DNsM+xHDz400FsNwCA2lQxoSxgMplwKpERRJSaQOVG9rYKq4VzAGuFMY4sbL2zSVRW4qypwV7Uw6erNflbg8vhRylsZlGF/Boc3jL2njBzJ80bl0XGLM8qMDeENAlxtVBIMGIuctrhDDlUAgLDKgudS6ixMFJ7v/MtPDh7/8JnHP1TdnamXOLyuwTvnwoHezra5C5qnQ+qFv0p/evUl6T1geEn68+R1jZb6cXDZt6WT0t8feBSgkPM6WQcRZM9VaC0HiQTwik6tG9DWT2yfukmdx+vZZt0e/ZuHtuFutcnpLkYYbMMZhwubraNiK58puvwxP1T5nf6YJ+qn3FabbanLbXe53BQfxL0jncvhtpo6Ewl7qBOwQZVG72BFnc2uk4dU9F2lea5bXfApKzYkr4hGD1+0um0uyjGEkz3kjOtZY5LWEhoUT++mD50WT6+jYTWiTvGiVzTZil6v2QFOyiCdw8jMj40tTARiGpSLxxvGp4HRNsHQXPm8pVFWDj7Xt8OknNrdgO2ODM42oVRTJ4fXMRKTDduipSJSogsPFjnkGJtS5QrpOilyDk+buV3Sly/MXvDi+tsPrGuOz1946Sa9Axmd/FDlL+fPRMqh730VQmmxADaDSPsPB64I9ZhW9i4bBmNzDfTl1iiea8B4PMQ3kb7CohO5YI6v4UV+N3+AV3l43mYTIb8X3kWUSxibZ/xnB8Z/9mYCH3bwiAYSEnU8Q2BMwcI+9BMKfl5Jwb3tJP+L7iGSoGcfoUH69iEt6xmkdD1jsRdV+hn6kxryZTWQ9ECDfNYeI6N0rHi0CAycP1hkUNxER6OUUk2LAblgxwVDLKfz7gVDou1D9Uk1ZNQ1aviRGqjFiFCU6S3FupaiWu1eoVUTrAgIijIyDG8XdTXGfiM0GzkjbhNuNe4yqjBhzGHjR0bKaEynRZ2huD69Ow3lLhRHqn1JXhvbCR4EEGC6XsBF4h/xIKecR+SrG5qvbmi+uqH53lS109ByoiU1EX4BLRT5iOHwpPlafAofg/h55R5vCod/1fq1PDOAqwvV03GDSmkBj/+j/2U0KKuDodH2tp6Cghrb75FSoRjtRgn/dmnz0mtXXN8ngXmD8XRdf1cmLcXbEitXCnRc+G5ZOrphnfS3n1c850T9m8HZ/wDOK1asqzzRg/M1beMMcm+5I6fYY3k2Cq8f0ovWgMp402a8euwAF6ugRzRbioTHYzaLALjGV0JqWMFSxPOBi2S7/EPRpvG5fdtd231Pm+lVju1eaLPLfDNFHHtZGbtT22kw+JmSU5+DZQgxMGLUr1YQEPUGiAf/SBYis2CGAMpNeq2lCGFEazawBmgQDyP3UJ3w81SLO56GsDzhV4VOxD0fRp7xUzD1MX7i4BiAIv6AtYqBAAo2jAyPwrWCIxKEaC9i9MSxig5G01ULJqH/7vIS35EjgB3s37SDnXvrupeOfvpA++IyEyWflF5+ZeG1t3Ts+lb/VuuKARD47evA4bNVzx+OwBfl+uD8MZwtGKEvQM975dnMN9FzZc+9KMv75mcIouFhCNZHQRR/P/St5XuPX74XjVysSETtBgJjJ05QAQqdSqXTcdoV7ERakmsXBeQrm0jcDKI1Gp1D49ZdV3sDyn9wuFGDL3o55saBh1MvaAR91FWvrnd1udSsOQIi1eZRpNo8kik3ZqGdEGEjHr2VN1F8jEc6RIFCLmpmTTp7JwGTLKEiIo5OBecmau1H8UrIbxL1lqIpYgUoxkwndWZrzlq2klYcxBhz+XIe5kWzFmiHS1W4xAmB+Jm6QLIZVkKVCY0gpT5HYFg1RzhwWoT+Ob2hcayhv5OFc7o/qKx68nqJbkpIJyY1ieBhHLcjc/ylYxNC98/2i6SpY1E81gOue4SQHnJEAzCLy2mThnGY3Mx1dTc0qBqw4Ety2IcvRqwC2uK0oFVnody8bA91KG/J8gKfIPRRb00Np6ZScZZOqIpRLugIsXZOp4rU0kP2dTIIHmXHxs0E3Dq2FtQmze6cG7qxgJ25elAvimY5KzID83BTsp8FLP40k8WWMMFF/qnpCyHT13iGWGZQCWawvnDvVX7hfQUPYcJ5gpbKRODCMR2B0mlB5URFOU/B4MXkzkcA0GN6gi8Wczjg7P6wcuHzWyS6OS4dw73TKfFMC3ijJgV5Ntd9KaQ+WFBUKRHo9Vf2XVqPNQa00p8H8oLQvgjmFzQCQagZOF7GClux7HGZ3wzFN630LCIDHhJbKNpO83Q9/Qx8Gb4H1TraTcfplwHVBY8DmIlE02aexfNACdKo4S0oxQrxAb3JF2QDKFxBLoz5EJwEkAE12MdEZGyTA6IN+S8AHCtIdZxNEA8a9+M5Fvi6OMOSTlv0EVGDtoYFYLauQxbSgrIwC868LCjzsuCqgwWnXxbcWbXgHMyCO6sW3Fm14GzMgjurFpSLiUyOze3OwVxuPbqIbSW5Z95Y7Z2jXyHf1yg99D3prHKPfpd8j36TfG9zKDURLgXcyZA2sjPxYAImsLtMBCLCRyGQCx0IHQ6RoeqaCVXXTKjqLkNj8e8Z3OWpfu/E7i96OtF/et9Hq4cZUXgX8CZX/GeLspxaxpxodXBbRh8Ogslp32c8p3IMOuQAz+64ccHlWX6KFG2K8PV9vZEmKdoeOe88UJ8BW8AOapX09NeWXPsD6asr61Aio29aDu65cs4Vkv6cJvTUUFhJfqs8N0YL3ykj+y7Pacj+M6TgKBJ/Q/s/KroBUcfUra8jd9a9XXeyjrTX1dE08qJ14yZ8cBjHYMrcD/55thq/vU7gjMgECEyXSSSTTlLEdeOxuA3ZFrkXI88KtYJzxWg9AO7sd43fdTxifMRBd2U3Oe/K3VF4NP1Y7gj7X+yfo++lj+b0KRyDGZtLp80LTanOC2HETdJH+Jf5od8fj0fC4ZCz1elqjYTC5jAbhuGlTpfdGY44XZHW1k4FXrG12Sfn9YfF2Sixj7hCmTCddeqTsYCXjftU9X/uawbNt9SatS5dBlIuIuvMRjOLs+dnL8nc5botcyTzbvZ4xvB85vUMjLS6Qs5wRu1bVn6n/FGZLCtI3PFieT5m7colyMReQIouH9dY0zitkWx8ji2CYorwMT7oe7yNOTZ4DJ8oqwy+l9qAW9WDw2jhbBgdg2fBgby1cfw8Pe5by4gcE87T53OD8nn60yeG8IGcz5sXqh6sxywrPnlkvXT6CXwZihlyuw7igSFrU+v0OluiL1J69Hnpt4WOZvDfi/J3X9i0FjTW1YnSx+dsWjVzXUfdhSQMTukfHxwSmq7K5xac849vw4cvXm9GiVqjsF76CvDd3jiHFARVx/crM0/eNjCjrv+aljcn9HyyxDtiy8804AZ4p/p+eL+GSvEezC/BJ3kdLgqZeRtN+zt1WT0LdDrBFuMdVtamGhJ2CfuFQwIl4O2vZTjAJVMUS2N98FpjkaY5TzQb2Z0CZvlA89bUzhTdj1NlZAVSvTV2pRnkYVHwmDRZcYmi37TetM1EDZnAftNhDJeslEVNvbkztXjxzkbp2KRGb8upjhAzqnSEMEV9KIIcfQR3yD+/M3TqFRc1/9MTwmVXnCSKJeQtXskLsdnJTj6dBK+0oLX8R5vt/M1CcSHsGCgi76CfuqTyj1Xp7HJoXlZW455wf+WpsxqgHPfOPfmO9sf0GmIJ8aLYHLeCukIA5RHqYpHRTC8tYuYQLqAlXaESQ4olKlHS6Pvmi/NFo6Vong/081sJL3CSXrtox0L16k1Fe1qVLrW2FdNpA6bchlpyWk+VH4lTG4ofor9yqVlgBfSG0GMQDbieeUhGrlIbcksHJ1DYMU9PeIIkebBy0NrIHBynKWUOVqlKXyDKPaMvItuKqbYPMi+OVsneZLI7mXIXM7yOkd1VOYgVQsBYNMKRKgfjUjpFYyQsCk0P8taYNbOuxIwRLY3/qEJaof3xW4elX710/PgR6cmn337zFVDevvwWsZSbxmTCvPTCouSDgzfdepnW4o9OZeC9THs0YNFeswP4+rL7zr2TD2eYabmSeMvy7aD8ypvwa9Kvn9y/bdv+g6AWtB56Ply7rrmnPWts1gUsBunnd94jzb+m47x3uuyC2S4IdrNg737rPBD46pPgpm/ON1gCumZjtr2neV1t+PlDWK+WkyPUW+SDKBfpFc9WMUgzWnycjDFDE0VyWiOcr5KvnnhDueiJ9y8qmj3ApPK4zGYTTasohnI5nZ0ktJNOBwkdTudSirFTFGM2mTpVtF1lMqpoo8m0VK2xq9UaeU+F1aYipiKBBlJjZMy0wwVNTp1aF1RbdSqSUqn1FEbJVuvxKZuje1CGLd+7YjL4AL6XT+HEG+Ran9iAHqhIJxklybnMOcxFDBllAHQ5ScqBfrlJpTZqTLp+2coTBErwiX7iMEETIV2OOTL4Aq54YBZq5Zytu3zw4MHywXKVjiy1g0brSqbo0bgZZQAI3U98zuzQHNQctICCzOOOZ9aJIUwAmgJ2PYgAMgKipRC2lWjNhFQum8zAWioW8tRb5x1oPEn8oyj9Vwzw/huu1fkpkALha7P60LlLyXqP9MfKH+GPK3PgydWL186UvgoudLcPnbVU+urV7IrwcGATMX7O+TUcwxEtxAlxdrPbZCnW4n33au2n/w9rbwLYRnXtD8+9M9olaySN9mVGy0gjybJkLbYly9J4k2PHS/aFRHYgC0mBJE5DoEBeCFsItBAohVLahteNFtoXCi2EthC3DekaSAsN7YME+r689N/FhbaUloKV/70zkuNAWPp9X2xrpNFIke4553fOvfec82uFv0m9mYJUgkmEEqQGOEEUkGrSmGATkFYGTSaxyZpNmsom5F6B2hTT5TjCQls4C+kkLRZ7XMiK0nq5S63LZrOUy+51QKU3n9NylDOQC3oDotQjNGNzZl8OADYAAgGCi7O5ZA7mSg5lwKLTmbgW0DJixDULaqJEe7eapkzHUKiHq2ZOjssktpnT6elqWm4CWrdk+hSRnMb7ETJXjHTOJBPJTacPY/Mn6KnWFOaNwYON5Scxx/hlKnHJLIMmf3iW7B79+E3BsGy4pgxXp0Uz1TnRFP/9+/Xfn4nuCDYze0vL7WFwqZLxXgu/0+Nrt2pIcEnI7Y0t4NeYH4VCbV88tbjnasYzdnkpDzafnojy0OXfTN5WWHg32NJr43DCkcoQMbXU7rg0MxQ2126qfXR8bJWTqV28PJxZNCjLjUcx0G1IbmHktX71BAHxKiKaEoUdjd2MFhy8XIdnSWFrmEfKLRMUKnw0LaoM2f30ARrSQV3YbVFGw2wI4PB8LDQR2h96OaRUh5iQg3USzWElq9D62F3e/d5XvWe8lNdLxGgFUDiCFtxcHGpj7tCxGLg9BtjYWAzv3J+JKWIRkUjRLGFaUK9vOjn9PHJa6fRMNX0qLXM815vdnsJYPF3OzKSPVOMmIiPLRLIE/l0Cyfkl6Mz5TQg5z0oCTYBQhEHd9rktX60pRMaYXS8ErDzw0tYSuBqwvCUgrO+YB/5U++/aX0eWXlrbJ7bwGsE7CL8eDW56/dV+L6/la6te3xSM1j57hvh+7cS6ydm+lCrsswaJ4+JtmsRgYm+CHGze2wwvV/yvAopRoVetNgtOLsh5/TCcactAFAp1dBRzuSRpGwwPwvwgcA5GB/cO3jtIDfbnXMQtxGeIBwmKIDUaBye15enpIcRkb7kX9o7Eyqotql0qUqUiNLkOb/sghhuoIuYHTIFonYjTwZkDCxzA0eCDR7fHx6vp4zNT0qhmpqUCMkx1dyot085MTpanUCCAn5XOYoOZTsukOzxmwIiEyWCDBGyWe/NcF2U1ZZAYGjQZGckQJJFgLg0/phZT/ddlf3qw9szTh1RTlKY50IGrdjf5dKQ25i/gut1NrO4HhlUXguSjMo1GKOS7dMv+X25apMJcG+Bzu6sDH3nxpu0/+QHgaqsXmjNO5Hz6XevIaxaZsk4Lj8nGatd+97Z7Hii6ltWG96+56Lt3/m7FzH9lhctwb70zpxQZ8odEN2gRdz+gBFE+zw/yT/BUsK2izucj1FhqIgVTqUQ6HFH5bSEUa7uVRLfQ3dENFd3Wbsh357r7u//eTXWXc5ROaw01mVham+wod4x1kB0dRFsyX87DvBg8owasOqkuIxBU71cfUL+qplSkWk1oE2xLS4oVu4kknguKzQhAk0lAJFNJqEr2eo1NLIrign6jlsU2YxVdBE3TKDahgxId1qOMTU41plXa7BrrVus+K0lbOdzmGG91A4RfryPDmMLV8Ok3qlP0kXGZW/pI2jXSWL/DNNPb6hpQrauApAAS6SF+MFXnypiqKwCvlJloI7ICWOvWlp2FPS/ItLU3YvK5S4A2u02mTMksEhdMHv3YNsWk0T6/pir5GMZXAm8O24wfNWy+Rl7800pLg90rPcePA5WpLTl2xZ4vrBPSt173izPEMk9EEQrBgH0tDK61B2AopIh4lp08eNUtbksLXjO86bb+m9o/lhR2ybinQ/7qILJJnhCI/yNey0SAMgKsYUCFgYNDQWjQbhMiDqUqHFFEhCAwBL1BGET3E4EgE4g4AsGA3+fjIg7OH/FzgiPCOBwRo9Hqdi93PO6ADn9TE9QcsB6yQtwd0eqHkEJo51fZhLAgGAJ+MshzPodbAWmD1wOMagI5/JnDh9PyT/mwHD8CZ/JoNS01HKtWMXOpk5Yeo2f30HGJtw+5fuT08SV71DSKE3YeRvKg9xw+3HR4jwLfSs+2piSazijAFU1JEGzQ+cnErzhUlEgs2kEG2OyYA/zgzMsLSlvGNfS82oZ5tGbLcKW39vTa1cjDQFZcMrP2W4/wPfzev9eOfswa4vmQ9WMg89Dnspt43vRDattbiz9ugFFwfW2nPNYagiDfQHYVJMJAKd6t4YEmBNBtMMhZzGGeUapCvILfzd3Bwa0cuAvNe9DDcR/H+HjGx/m8LpeHZzxe3uupMDzDMHxTk8nhWMjcwcC7GbCHASIDGK9OBzQmkxeA7YobFHcpyC8rwB0KsFcBVihAnwJoFE4FVHhV5kooHLb7vCou6HExdgVs0rEOYNC+jwRkilNZDg0pyCc+QBCTk+eRBJ4+nZUEHvlgLt0FJCnY0f26FJAcIiryjdoF/ua2XPK1ZIuz7HquPQ0uT4KP8lonPzOzdiXfn1552dfu4vm7vtb1GSGt53n9JWTk7elRY1gNrjp2DI19lCDU30N63k/MAybxk9YBYKsAhwj6+3vttnkDSMMrA4oBYy+LPAe6k+jpZXoGHD29Pd3RaABpuF/sHnBw3QPdSMkHkJIPSEoedAAj8h7dWMv3WQGLdbwbIhDsHgp0GMtsGZZLqfb2eAprfEWcN8/X003m27wdsLdf1vu4gDQ/2lB9PPJnx37msDz8+CxIPpNOIrT6OTqDZPFOY3i3NdCH5YE2588RxflN4gMNwuJ/B5l09hx35m8YjPp75zeY3TMvU+adDS+G7sk+DHaDj72PJX0+I1kSMNVOjlrXSF6LvGYxLd+b+QPpnWthEO9zKMPIvspED1gi/nCwG7R3g1g3GBRBswiS3UDdDcrlosXc041sTexWdFNFwBWBvQic3aCIHo8XikyhmykUC3nkUZG9eTvy3Ywn351HJteNTK5bMjkT42cgxYA0A/zI5PJ6PUQml4dQpwCPKcCdCkwMn1WAYMPcdHnQngfhPMjn+3yt7bFYKhWOYRsUO3p6goW8Kp1kW5XFct0Uw8gWQw1jlHRCVonz64SsElVMhndeC518t4WeVzkkgzy/pUox/ftbaxn4red3ekg9LLOWrAy/05JX175ltA2f4+rAxpkPsO4j969wvdvRuZfXvgND59i9zA8wTLQSWSCKpuVRMC+wIrAxQELQHIdxgHfyv63RZkGiOc40N8edLpZzci4BnXIlWI5hORebzmaFSJiJZDORcCabFdFz2USIZ0J8lo+EBKXVyrvTGSHMIy/WSnq8wOhWXxnGXjScJlTX83/j4RX8j/gXePK7PMJ0kEEofnEc7Ik/EIdPxMH8OJjXvKIZDjUDAOPNFKHaw73AQfQ/OylPlong1kqBsgqoShJ3eiDEMB6izZOkjyAJHz49Xp2pnq4iHZitFJ/ESoDrybDM5CMu+Z22pzHnuRSwzEyZ83sU8XOnzlg5HPFZJcFT69kHUnyDpqt4yiZHt7MwgSdzpHTfgoMb4AeY/FmOaNAD1U9qF1zfuiR6kUKX9K6dmX8ba7oouqT1+toFPUF6S8/tu/5cy1Jnaq2v7trXM0Z56WB3jZopgwvBzXc222Bt25CZd9E8n/MuAp+CtuY7a1fyzVbg/0alBO+aubRU+caz2iFLM3Vi5m1p7xHFMz8gH0DRTBysEF0qHnwxBPoDoMKBS7zgQS9Qe4AqxnLsQUovfj4eY+KxaMAfqMSjTDwKbWa72xPmKacxDuIBtqIkzKJ5gZlUm82cPRqr+DmlyhQCeoNWIJ2sXR2HwAYBjIX3hoE7DO4Lg28g1x4Gd/q/4H/E/z9+SvBv9F/pv9lPRf1hUlCFbEBjc9qgLeYWnW6wzn2X+3k32c8t5SDJWbi1HKkh3TGOdMZNAZVUxBHSGrJaQkWrOBWpI1Uxk6jHXFN61mRyEkJKgGoh4Uzi+BUrg7zKJtG8HsHhrKwV6NG26qQLzdmrcxRkkp7GeoG0IoNm/A3NQEHxzNQxvAoj1bIqcC3rHofcGR7zwE/KOFCfrZ81d+QGjJhLoYzzhLAK2FiAxW9R/KB2MM/HUmN8d81TtpnGUjE+Xzs4ZhOaf/hE7SnycO2nT/ywWbCN1XbXFP/6+Q3tYu14b0KNJu2Ctx/YxfYbfs7Pu/GOa8BXayuuuePGeWShdr/sz7W4F/QiYin4qsgFOCuXDfe39cNsBSwfAr8eAfZREF0CIBgdhsOSmf9FMvPRYWZ0dPh8Zr546VJh3gAzb+mSeQNLli5N9FeY/srSyrx+QRmwWivuUqe3WFm8RBioIDtfFG9ReLxGkCDd6lsH3hqARwfAlQMAxRUDixepyAq4vvK3CtxRAT+qvFCBXAUsqTCePcPgiWEwfxjYhkFldNkoPD0KhkZ/OopUaHSYWqR6jAMvcEA2/KXMvHMMnw70I7tftLzsAYSH86Q8CzyUKugBnq3xfQjIiBIoBfrkPcFSprMlsCADUIDwhjyrrR6rPlNF05k6ZMxFDFkjZLk2MGMWPIiyvQEb9LE6dDSw49+DDvwv/iHww/+BU2f/OwFG+/33A5j2TTOffK8pNKX7fwU9+wZqt7zHnHoRvHvmI13952ISiktUf0WY1EP0g1fFpi+WQKUg4VBfvpDHOPRwfx/T39db7CxW+nuZ/l4Zh8QywqF+0F/MV5S+s0BUsPf2VToLqQybLihVcY40hfQgTBq0PaGIYi4oiRoR7BXvFd8USbcI7hPBN0Q07QBf6Hyk8386SaFzY+eVnTd3Ur2dItnzXshUWFqAZMFSWFvAyNRXIJ39pqKMTB3vgUx5hEw9AxJLBU7+WhDaGro2tC80FXol9FpIq5P2+MVOv5B1ih4uyzoB3qkpOw84X3WecSpVThq9CIZYpL7BDiPHcpCLxcUUEaEjaH4fCcbj+PUMmtcjhC9tjb8Shw/Hp+LH4mQ8Wd2GtxYQAL7RmNxLqi9N7uOY1XrSIVvAv4WT22aB0p45jYzh2HSaPouWUzOHf/XecPn+UNlQ9/MtFPjngqjqr+8Foi2baoveuVIAv1378YfE1U931d46/5LBb8B9cwBXWr/T1CqUW3kZUSVOiB+rdHT15TsSHa2tLW3p9E1tYHnbxW1XtJFtHR2+0SGXK4SJS6BvZGhowcrVy6FCTeLiTgttgZaRBRPLtZFIyMvz2lGngGa1Hp5rEky5pVqFsHr1ykU6Uezt7GzNpFIZTuioJKId4XAHuVJQQ6g2olAmSePeaaZMJkNP4xD4aBrNiJJluUvetCmfTyYz03mQzCSn8bP0SdwEDMkIiQgFxhKdNBJ4RprTotgYv96Ud9InHCeO4gQtwAQD4WCACnKY6DyTxvVzEgrVCabry9lyL5R2JN1cxhqwMixol1J7lNKrjTjitTLoSgpTUodx6/NMOpThKPei3I5ec+0v47VvdJQnQ58ITYXjw+LuoB2An+7q61A187pmS6a/e0dc+FfSWb0i3VzgLGqz2ukZ3rPhE9f0fQrsrW0O3xXe8/EoMI4BY+3exdddBxSXz18cAKEVg4vddnIFACmguWzlXsyJ4zZ8vezxsCb+lseGOxwBdWyrvm/8S3etyUW6ay/UbmAPPlzvL03UKqSBeppYSjwrXlZK5YqtKT4VDSdisZsSYHni4sQVCTKRSrn6ehwOn6unZ97CJWNYsCjmss5bPqb3sxznY1lW32evOFj047FY6MqIVlFZsmThkK6jM5OJxgUh7qmkSnwwxXEp1cLK+8q0LlKcyIhkStdlipvbIKEenSPTo7MifUYW6Ymfm98tUWlxLteQab2xTaOvTeCDJIlvz0oSXUAaFgkXRjTH+rZ0lwql9fZV9t3Pfvsz9TY4+usuj0XfKb8V3ete2lVcWHuZvdo3vsTxi8FDkvCG501ePDhm/BVulPMd3CfH9V/nSmxSK5Qvf6iDS4qTtWnPwe98XJKXDs13fYrVRC9IimFCQ2ugStEuCDqPx9oW5VpaCTLo7U12h6DF5hX1bs6qlhq0MXac1vfKo26ffJQfvyaGmkxZcxiQKH5VXe271Xefj1znA2lfjw8afUBNhX3uYCteXKUtmC93SrwQgXCrJdAupUdqSH3JLSZF9GRSRE8krQGBdh9zw5RbdN/vJsvuCTc0uoHa7SaCnSWjAvAKI/EyAYuYLWILsUvqqqncTxyot9dUEP3BJH18EmH68fFqfXN4srpt6vWp+Fn4nnoDP8LgO4HhFgU5E5P1rcORU2nXdLp8WJr5SAv1CLWRLuAtqkgYT1zxPpTiXQEHF8FRSjDnt9gy71jnQCgt/2TSdqXPXKYVWrpwRe04qRGCA/6ZoneXQ1d7tONGm9qeAev2exc5uUtd8LBrG8t8wqFVKuzepWMXZnIKAZDDrotu7JgY2W+t/eeYOeew8ny3bx2YeBx8s9LEh2cOXAqe2x5s5vkU99Fawnh1+pPXVFZkkk1Y7v7akGIN+S00p31SnPQn7QxrJdhWqzLIhbUGnb5pk+kJ009M5GdNXzfBftNSE1R4rJ71nss91N89oN2z3AOf8PzEA00ePROLFqIPRr8TpT4XBW1R4IiCaIyiiOAuHTigO6SDOpEj9Ck9JqKgVKReTzBSSoAeu9/M/QwwMoBJoqnEEUkGjqTkd09UJ1GIKLnRSTmUnJRcKVHGgSTyn/T0r6awJOSNQPxjCprwujmJhl1aHrdbcHBnypwdcWnMFWtKNoXWrPf23XTqgakV6wxLfQvmlRb0zdddpLK4Kg/0BuwoiLFTnmJuTec88jpyjNlyuHvfmu/ZauvAZ32BZbDrJ7wh1jI0c2mL2Une/vakoy207MJHDjquzyYMuKZc5kGZIIyEj0gS3xcnwi07Wm5qIa+M3RyDOxjwFeNxI/xkE1jRBI4bwK914Gta8FktWK4Fy5RHlPA+JXDAFfDHkLwLAhcRBmFvMEiZc3qyOUdpXOGglxJogqVZZC9sI8GCVRmyIpJrq80osAJ6RhhRi2oxGM6igz6rTs7R96dn0ysk7TfjrjLTUobx0eerR2dD7dl/gFZBfyOJgrPbAPRj79VWx0C7tGOBN58aO6+v3fPj2idrd/748898H3SAhU/9tHaPpvblqWqfeoLMtZff4OZPrIVt6a5/+PsvLl/w7I9XifChWu1w7e1/HgYG0PLTJ5/8Se0MHPjhJ050Qc8nKyXg/ST3l3teOHonIdXs13s9ENjok8R3xeu4VvAQBEpog/BLSqBROpXwJu3dWrhDiw/kF7VAo3Vq4debgLLJ1gRVboKneY4ndbxPygrTBwKUNaxXNYcpHc2JRgJU8DvDV/CA7m8FYitwSmn+KHgU8bB292VpNaeGC9TH1PBVNVAnEajMGeBqlT6JQWfm6cbIjlePPj8uDe64vMAm3Ugb3LP+xAcUUlqKNLj1oZUH1lofWfLx9Ve98LOrtk1e9ZP/OHZJ7b8tgQu2W9SwO2YddjgDA1HLYouDa7JdssFJg+d+dNMX7rzl2Wc+ce/uU33uu8XJpxZU2i9c1HmhfWTF6juuHJH9deLMb5XLkK5yxEfFLo3D6YAmk87mtkGHzeGyJQx6xqCnESDoHC6NzqFDs10do9ERGp2GJJUuL2kzG4xeE9TrNET5cHkGLzlnkNtNA2fyhOPne+au52NXis5gAhhQlVeNQd09oi8MgiA8l95F3uJSLlvQ5V1sSQX0/lrWP3MqMw5vsd1eQnGtMGwfuLwSa6GOlRfzKdPQ2xrqf5fpeL7He8dMFd73ELc+FEHfr/PMKWov0hWW2PcEoTtzShzW0HApZ06ZodnstgGbQ2ewGRzjOgODvqLOYLrfAJahObNWp3W41FqH1lVRaxm1luhCUtaqKUrl8qosNGtWGnRaHfrOSbyc2vjKJ6uOo+/8ztUq+tbqs+umAMcWVdwIkWnYjfTd5TRhOQdPsixqr5vNOObpQ3ztxWTt6TznaAZ/WdH8mftbbe2jCJn60qGIb9nMUvir64MuDZo7RtbV/hPceIV/cUW2E0m2KsxqoyIE4vPiQicHtBxCTAUFSEgA4As4nW4fMPgA5+MCvoSVYayMw2phLFzAZOEsAcFkYUwWtcli0umaAjzpc9mtVrvXCRmLRgUBdRDei4bgJE6vwVHyhxU+lj72xUdP4BDsxFG8fwCCZIZEfx+oEuRvLt588Tr0Rz75QbqheBCsrD0AVs4cfR8dIWUdUWyWxilCfE5ceHaEApwr5YIuFxolH8eNW6x4aCxW539agdVsMXMB2syZAxXazNBmdYkGtJnW640BXuVzWx2sS2kx6+Rx+kxjnM4xkfPqi6wuZ1XFNHegzg7T+ysP/Gd9lOAv3lOL2sY651HW+hAdfz9tQj6tVtHoEE4kiC5ihPi2uIEo0SVYGmlJJEi/Xx/yhGA4JNhD4zKRrcMZjghKkqwIdkYQ7GwzaG5GB9btthvMdqIFtNhb7GPGCluBlZG2nlyBHMqlNUI85CcJt49t5pR2hlZqcFB/FIXwh2ca+1kITYE0+0KxPALZozI3ORrO6h4piYtuwrtfOMfrLNCY8MSgWo8VAGxAbmMPva0MGiM4NwVWSh+c6/XqqYAmOWOwTaPrSpkTtb+vS/dvHM7l+9o3Q8A63HzeW3spZUr14KzYuy/r3ALyb2sffqj2Zu3Nh775zYeACqgeerh2T2v3nj3d6TS+bSWvU65kL5+ZX6uVlqC4omP0+qJX+PQo/PY27wKG56kOz1U4U/be/BjF1/5Z++HhJ596GnSBLnys/RCAB379wgNniDPEV9FR8o+1imoQYZ4sq++IF8uyEs+RlV1oyCoSdjrsSlKwK+3vkJeRBQ2RGesiq4htPeGCaiic1r1DWlhYR48m3yWrc0VVbchqdhvp/z+BneNM7TZFtpG7Kb9KNfihBdZy0eYf/eiyiy667Ec/2nxR7UWLr7vbZzbjW8u/JazEL/fcc89Nz/1yz9137/nljZOPPLJlz56tjzwyKe/l+89crdyheBr5pjJxjTgsBIEnFKKKWaa5WZ/NpmSiGDnRjug2ptgUTI1M0Fvo2+n99LP0q/QZWkULzaFQc87hYRgPWSx2ZHOUXq+mkDNGM1t6Bt3gWfFRaQkDSGwlJ6vS2kUGV5kdTaeTGeyGkaorGnknIVnl+Trc2imk+njlovG8Uh5Re+N5dFTueOrbtd9o2HhXV5zV1H7z2FNPPQYEjQ8/9mmA8O2navcsX/BxrQef8Gg/vnA5fuSOl8txt/bWBcvh52r/z/e+FebZeJzlw48+CbzAd+ixcNgXj/vCkceeqv1P7Uv3tgY98bgnmLr3S2dmvnhPKuSOx92h1D1fbIzlPupWyk5YEII/JV7r5oGWB1/jn+DhzfyneahgrSz8Ngu+woI97D0spNyMG37F/ZgbeqxAZwVfsz5hhSabjQxxBpdLVSeq8jAiHv1nkU1FPSJOFBrTkrdrD2nPaEltEpNL2GyusNFkMJhUoRAXQO4iTKpUClLXGP/qXAFUAaZExxLAPRrPkcCkPLuZxLMdwNQ1HiKVb5fT9RV0BJ9SShNNfAo9Qd365xfcy5a4X/jzH35trU5Yf/2H2osPuYaHXA8lE/O980e88xNJ8Ovna29bV62yAur55//pWLXK8c/nQXl+X9/82vfv3bwx1NcX2rgZY8bgmd9q7lU9RujQnOUi4qB4qUrpNBo3O0HZOeaccJJOPfKGF+oBrefkmZzeZFrSVcgsXLKKH1hFZIBxFcisyqzqJebT8+H8EXadnAcxEh/JTUwkly9v784l0VuoNJTHYjM2NSXJgf5cZDAX5CNIWzPPowkd8ovJoy+lT5w8+vN08ig9g27xUhvGe7z8JgNJFc0F0bChX+wXq9U0HkV8QAiDEEMVCOHFGLM/TSkYVa4Nr83M0nHbzp8S3uDrlnPCTTh7Tlqj889J/I7MZn6rnqveVEsMPpH92uXAvw78rTbwry8YqWRTtDjY0reIijz3bO2H0y++OF07/MwLP3sGJHdWd/m49mQfnQzytbvBI0/+8rnvgUdqd/HBJN2XbOd8u6o7QfKZn6lMt/z4xyD55ScPFLz5qovuiCaKK996vfbTJ5/47GcfewpNpFK/+k20bUs+HO1ONrUbfLR+5qszN735JrwKrtDTPkN7U7I7Gs5vaYv+5leELNNTyrhyqyTTecTt4mIk06amd8gUU92l6gJN9ffxhSwtAjHNDiVTxiybhdl0vC/c3z9XdqlwUlUsdMzjgxEcAWcQ4JenT56VnCy0meozafok7hKQf0aW1b8nKhnNZ4e+3a6chXIJzqW803Y0xVfa3k8gcMembVPP3vzxn0xt27Rh8zHDwpZQ2+DdE1u3Vu8ebAu1LDQc27xB8bPzDP3bk0duuuvBB++66cizu/eaBnRrhhcd2PWNK6/8xq4Di4bX6AZMe3efOSPXUCj/xxwmB3DdE+2h/gQ+TTDfBBej2PgxQGysMktFEM8RZZmbRMrNVwyh6+fJ18NLkazQ9bg0Cl0f57TE7PVo/rKwNoR5QIk0cYu4IhzdEYXpEIioQDjZhovjQKviIyBONuX8Jo5zuL2uJleA41IIvEqOAE4DHzORJhMRaQVenLnKEaSKyEoZjxpSOxIRI3hxIJKcU3lxHM1a5cTV0zPVU3LKYnK6fHh6Cp+TOsiiWD0sU4s0yifesf7VJblnJDbzbH6qYnlE2LLjgV3Pt5afWntfKDl3O23Rri+jqTFY8f3b9692Dhoi5Ke+umHzHVfc80Tt4rtG9LXfnd0ne9KZWvql/U8eBqsOlUIX4fEZrQ2RvSjWaSY+/wQuGhbHnO5sR2heCP4kBJZHLo5cEZGzrKEyHFXR81iLL2R3sc4mwkWjwD4o7zDERKOdtUN70GhhLc9aSMwdayItFoKXFlesakPWiP6zFjlXNC3yC3jIS+4Ur6Q0Vq3GqyOnqy68Lzo7bNNHpSHDiaFMvcWu7D1nR03et5kdsfocp3fnblo7mApkQ7GxtmFK39ie8fsGkls3XP3rHasugS/sfGQyM7L/Y5N7ynFQu/nsFsyftEa+8xNHDt1xIN+Lx0h75rfwQaRDFqAT/zNsbDPCe0hgMRIqM602GQmoMjcBg9rUBEiVWUfpdZTapFSZFVqNVoGfJ8qgiQGgSUdRZYWWUSi0JpVZVVabGLXatLcJRJv2NsHmpmLTcBO5V4sXs36kfUELP6K9SgtJLbhJcURxXEFuUIAdAFBgHdgOvgUoPWgGRTAMKBVpbCKATksp1GqzSaKK+D+it8mWNdMme9ahABE10FGKJiNQq0xmrZawanHWCt5vxiu0yanklFzYMbkNLxFO4sO2PQp6RNpGo+qlHfLBWP8niQSoIiq7KkIGLZF2ezv6s2RI+KDwi85nhWduufbuXwjHOp+JHt3/Hw+S6mv6vtd7TW9tELzUd03vd3uv6QFvzvxWWj+pfYXiwWrFHsJODIv2rVbwivU1K7ReS4pbjeAV42tGaLxWgwsUbbvM4FXzGTM0i8TUViV4RfmaEir1CBUnXSdcR3GhH17zlO/jtQFl0H+2Winjb6Di6p6W2r2gp6Wlp6cFXCzdUdhbelQ6fKJ+xJ/re1QvmKeYRxhxb0kgHiAOoSBpSk3p1UAlzUanTryEIkLXS1WXNKvE2BsHOWlPAgV88+ZPBv48um1b4Rf5jfkc1XvLLV+8aKhCgDNXkaeIPYqrCDMx9gRhPPNPkbO7sga9V5/Qk3ZK4whHs4IG7CJvJyFJ0rSW1eFvr1Wry7gtKBJfMo1rFOuliRKl9aS0rRq31Cf+OBes/m33FKPmBDR+4V+L+loGFSYhT7suzXsLT/WvLKLveGYf+iyfkz7LoKiFwAwCAH0Gic3UiD7HLu3tyFi1NE2yEH8InUKRwjtUBggNSZl2OD3nYxDSx7C82xN9DrkTmDDX/ftLTyEfcamLzgvIR0g6MPMtRTcclPysKIa/qAOf0oHrdWCbDvA6oNTZdFD9MTW4mgQEUCk1FFAq0adI4vgQSwB5TLz8MV5fap3jFOFgdWctvkD2a9tBreGl0P+pfjtee5j8leKbBEIqwoti3laik+gnxoj/ERf3dDsHKkJHeyYtDM9vSUQFl7PYZQ2GlFqdkVb6WAIoCCWthAZSyVidXd3lPrFPVOuyfQNscP7A4Kg/bBwtj06MkipytN1jF60u3M5WDKp0WVcqribjCaCIHko8m4BEYkECqhKFnNmQa9cZM+1EcurYFH382FH6xEn0jfCDk/jBEVzb43K8dJQ+icZYeho/d0QqA0L3QfLkiePoGRRAoCePowN9TPo9cfydp+rKag1mM2nL7D3wvvfI85zjzz5bXXXllauee+5K+fD26/IR3iUf//Wnc56G/5SPM9fKR/Knn/rU32Ys6Aa8hW7e/Bu6ITONc29N4yfQH5bZcG0d+S0lRegRWviJFiSxCrGQGAcu8Z7unr7iouUrFo+vJo1V4CCrizK5jrZUZyG5aMzQRJvjseZ4NBCK8NG4QqUh1UiFlOr4wtExn59zDo/l2sQ23Js+2VZuG2sj25KFZCtJd4LOlNfnd6aUapVCR5BAo1ARKZDq6e8rMnSTubh0+QUrFlUXrx6fPzy6YDwRj5Kx5hAfazaOA9V4sgiKRLKK5Hj8xPGjOJeBPomlcCKdzx9Powj8+OET6NGJIyfRBWl8Bm/TyNccnURXH56UxIt0/MgxdBm69OSxxjudOPd69ET9TU8gLbDnjx+VzuMgEbtMBNN48wbXOliDOQmggnhuhKb/eCEsgmNBdAk6rcJeFIWKCETaSWm6mrFlctJqGbZr9GIe7xVJrCQI80lf2e6MtrRtvPSi9Lz5z63UfuSTtw51lt++997F/fOH4Z2uskl6svLWlZddlGky8vhxGl9iwtfCfUKsMn/43pp2bbZ/uKv+XtS35VetRS+Y4dHTQgxO3Dp4NX7Jv57IxGf/ywp542VzXjhzi/Rub7/YePvJ2f9yozTH5WrblR7lH5HFLwLXPoHc+muiz8VmnUZg1QNSp3ArIAFowAHSqAhhpuxhvFWLjt31YxpDox/dMQaBEc1Wy2JZCAaYYDBglmuZSI3GEIbfgfcSNJl7hCB0B8mcyIhKZSrIaXRZkdPqskHObMuKuI1fGt0pi8EAJbSNlFq59lF/ihM8DBn3um0xdb5/HtnmrbRD1g3cyf5y/7P9ZD8m1BZFLpAKwEBp1Ca321VZB5gAOwrQ75ZRMLpzCb1k6xK4YMmaJQ8vmVpCtccCKaIDqDuIKB29H5fQozdhynKv2hJSaPS7AKn1zsUSTa6UsDOFItnXp3BrBnTmjakT49VpOZNnCsVmUzgd7ciUtKObptGfTJeE94AzjqRcvCP5BVxTvIeWM3EIuaAU+4jqxCSO5/xzF6WkiTpAQCPt9cqbwOD90t3BuRlpeGJDfbl2+ccvuqcQW8XHtg0M+pKj68EVn+HbxIf/mljP2moBB7s2ORNF9+2M+9IEfCF5EecAJ4HNuwE/QKft7HrljY+xyS2x3MRkorz2zc7a2C+XrudbQ1vgKzPmjcE4z7fym8lrrmCb0b3wJTNO+OfNfrxFHNr89g1b+BTWM6n2XurLUAafEoN7wD0AFrlhNKnIZDMVP8f40V9jEqFtCot4fftb6Em/VFp6t8aQzYY609FQS1uejLNie7PSj5lYjH7AkP5QkRVCQa+NDLO86PDwWrMZZ9zq1RLPi1EN8rergVHNqreoSY1aaPcavUlv2UuaSS9mcPAGsylczV90sDhmT9pJlV3MG22sDWpsweL9RUAUAWMsjhUniruKtxcVTrKIi/qLmKcDubDiaHdLCFf3Cxmjn8WkcIIYlxr9aMJBgRP2CfcLU8IxQXFAAEYBfWChXugvjIr0aTkDrIrTw2azw6bQaem8lBsmP9FQOPkF9JQDV6xP4swyUwbpmNyb4dgRnCcmaeEpHAERjvKUq3EiTmB4dJQldcTbtGcVEVTPLnU2lkSx+lmQ+mGdOkv/Umd/UcoKF6yTSKD5xdd2rbxm58SeFWNh9iMVp88SHVv59W3hZXvX1xlgNm0CL3VaDEAPV4CXPmKyU3/ZmAwEUhdfeM062lTa/a/nav/76fGzFDD7ZAaYmLsfU8DcgO7unPnGPG+YOIfL1k6Eid3iYh7XM7ulemb3m274G9ebLmizg5vtn7ZDRieYmpqMVsHno4xQ6Q3iwmSLhUV67miUHAsmq8yoXdLplYGmBTqgS1an3jhC44rj2QpkudhY6ppVT9o4X1FxLoPGJGMNnqd8WN0oH37qKVD5/vffr0x46EtfGnpXSTAk4rhvpvS9WWJKqgd+FHczxSDcpNFn7bgu2Cl1jcWnFuFHMArzkHSFWSvA0DhmnbDut75sVaqtjC5sajIS3rCS1YYU2qSj7IAOUSTAaxK1LOE3WS0SMxHO/hb1ymCTVkqxtKq0WVoLRO0auZn5/dopFBVLfLEA6eXI6SMuvGV9OJOhT05Wt00jfDyFBu4EGjKpDhiNW/xdpb/nDJtc60u+3aj1vfFG4LjhhvMU96KBOnhwaOY7Zwt6odSj/MtojHA89Jz4KV3QHYRXB28N3hckv+IHv+P+wcFPcyBGFkh4N/gKgH3UEmodRfJUjoK4BM2WAFcmbk7ARIwPt9AqUbVVda2KUqlovsXj9UK1lWsyeWm1CwLkHO2JFxIwlgg0BXhcMArVJauHDnBWgMs7X7OS1hRyiicP4UkCR6whthL7CBwx4TURpFRozOQC39PIMCdxSkqjoFMi4MUbHXLWs7SdWa+jQdqGohdl8B35yrKu5fD6o4L2B01yOGJvo778h83ZWy5+kdK3BFfNjN3hM5C6ZKAKx1659fHat2pvRv2mi8tX5S4XyFf+XN2cu9Veu3mRLW838XzZvYXcutzcge5XVj8LgjOPwexV2csraIzr3A+EQLQRzzxB8GjW5jIx2VsV4D4lgLyZh+p8ZjADiQygKSX27PO11ux92Z9lIaUKanLpeMoRwqQ6bCJ+Q1DVokuFNTq9PURbWHMTpSJyaT0dBVGR6KCDbEsjkytm95iDdlHqe2lG04spOyDsr9mh6oD9kB3ak9XZjh9vo1FFKphO/7m+zIvGcLZWtv6HOQrz9cGVnTCeMUnGLA9wINKoO5ubBtvYpECjjPsozQ6zKxEZWJfdMrDwtkuSjsrMH8texmibD25OZYeWbl42Gmuu/ff+9d3LLmoP7c5tsoJf3759Q3Fdbgt/de1Lk3Y9wje/7ULyRbzkwl894E8OdF+67TPgpjtrhqu6dmc3La/XqiP7n1FuIZzEuOgAnJ5TGTiz3Y4AzGuGCrVXpbZ7nVLyjqEp63S6lQFgUgWMgAUQlAg9QL8LMMexS2KAnq6+XpQabcfPsrBK/VVRlCx1ipECDalbDI4rMEFixgQT5VX8TFf8gnzbWh6u33V5ycFTr791erKP5+evIj97+Xw+sfnm2o1EnRsIvkmtJmzELrF8RHda94aOpEJqExmyGQy0xCvLEKzNwOIObKLGkjUudTDBOg8KqbZ9KFJZ+7mksrX45DSRbHwd/A3P5ZSVvobVL+c+D/bw2Qx4dMVAvImvPRsRay5e3X4BbF+dhLx3/sjrM8tWFpS89F1wn9dfIVwJETeLLfdAoHYLGnnJz6W06DgHZ/ZyQQCUQsAbhFLVv1pN6FwB4JVW/Px6I0KmsIoO6AKWgNzeseQhHAD94lr/nbwkk6lpXB1xekqSCn0YL5si2UyhL5OWZCMza8opg/VVU9wo4Z2FkAhPG9Eh9Ss+urXt/tqfgFD7tYe9MDjTFZ5gXYcPO32r49TXyZd+56dn3h6qpTYEBZ6PBdeBY0PgtjV+od63PlDnCGaJxx8/DYHScVAjFbM30XIxuxGF8VargnaGfFomZJQ6upWQMwJAUfGyPqWBZo1atVoLWCP2K5iZlCSW+pVNwXqdPGP30Q46+BoDkswUc4whmbqombqombqomUaz5sk/T9FTh7G0p+ga8ihnB0miEX6alkYpHp8dJonVBXuXOQnv2OXINk3+h0QqfPRosr+mF23m224z20SyDT66tb/2o8W1n1UkIs6guwKSi4/1uTiFxN8QrVUUO5E+dBBPirFOM1jWvqP9pvYj7cfbFRvQXWjLMhNtoI1IADWZyAgxr8hzcSjxKg+jqFGn86m0TTnKaA9xPgSFPnWLl21ONpebyeZmO6HRe3U69BSdoiE9QhTk6hpS5Qlk5YXlUijGBhaEQKhRTnN6XN7Twq14pxrdN2amaKklwGGpQwrOPnVNTx9GYJesHk2npW1CeQdLItI0Zcx+ziRvcp+/stZU1zhM66LY+dh/1WY2/swVNkciVxNnQPPo0I4brjyrYrKC1bXvxz/++euArT328x8WCmC8VoOXP7tja6W2oKF15FexytX2YW383dW1pyXdm1erSDxWKeJxcX4k2Z58PEkqkjcmP5Ukmy2mlhYnZluJV4IsGwop7S6W8YWcWq1BaqFrDCfD5TCpCocJtZrxGUUj8SoBdSSRlj1IFIX+D9uBPRhPMmUGMjFfUE7NCe7zAbyIz/ke9k35FCofjlpwOwY8yHKTKLzmNCIl/5qk5lDItxwtn0ojFUSRzmEcLEqji5svzImr64w3KivzruIKWUPxqFJLvnvbU+MLNi2KbU69dDo1WtdJSSMlNf2Pax/7daS2+yJPqHfpXrAX7LL+dlZB4SJJPV9HintFrPYPaQzZ2nbVTxSrie3gN2Igpox5YUzJe2MR/tILSopSsSgk4kwiEff6fCIfyfoOkgXREuCZQIDHpWcbNjIbNmxUKnBPpkfR8wr8fHXrZmbr1s2JDesXl5YWN8aV64VLRgO8d+tmpVK7fYTr4QYwIFpGuwXn7doD2kNaNKsbsFyYXt+SbrkgTw5WvAPQp7Bw2xkT47UAYFHHHXZnNi54fNkEDhdo2pylEgfjMFEsxSlHaiOOZ69El2zg0DO6DY9vhBs2Ll1MNa+leIaHh/nneRjw8V6qh9Ntdm+GP9v84ma4VbFZSem2j60Fa9eOjx/bAXYAr8huf3k73L7dMWBkWCT1QI+jpNPMk1m6AyOs7mXcdjeVEnErkVzuGJoYcpfTR5KT6aTMknwMzfhnmzZOIbXARBWu6SMSsaJUoDM557YqUy3igFeuJjhKTyHsmsJoNZXJ4L0GiW7xGDZUGd7teRyv2PPoKtxI+yzd8SwD8twzWMmIuiMA71HGBqT70o+0J4TXBxqNx+o1a5K3mJ3YnZvePIfMEb8buhrTOdoyqp+EIiurD9TeCtDO7rNVbp1Os6/2l9oFkwvz+WWe/m2FsKK5d6RZod3WNSQWVzy2MBQJxXN74vxm+O3JYPwCZ1uIZf2ulnnihRd0lge7PqpRJIZ7Y6pIYWeBGd/e7I2N1Lb/bHwttFWMDrI2NKf87UlgNRZnXuR3bZv8Ar+C96833PP7nuvndy3Ltn5l6N7b423gc5v8Xp4Hbu6S2lpS2ZRJfOz6rkvSzansiq6h63t+f4dlAycs9n79VwucIYn7/IxW4j6fgHd8ezkmK+cOnvknJiu34vUudCSxcjbTTNbKoRuVW73K7nasCpFxa5bstM4nxyiR6bPqD17wguJ31n9YqRUrcQ2DAXp9LE1SEp85g/nMbfheJput+AOM3x+wMgwmKGdw4YNOj46YztzrZrxed6W/v7JsKbNs2VKKJBt05iS+msRX3btqJbNq1cr+bCWzzL80oF7cwy2XiEyXg87lYPnyHrd31UpKOdEd6gh1qkKmkL69x9xTGVOClBIolZ36saRQFqCwmAjRIRgSQvOSqq4C26m0knr7hNbA6gHQa41LjcvYpeyy+NL4MuWypZV+SrUQTbACRIb20wHezwdyAbU/kMlSYcrLeOHzXuBt8Jq7rV6GMtl1K90r4YsrwUrMa74S85qvIldSlGpiy8JdC+HCha/Mf20+nD/feCF74csXkhdiXvM8YMXkxP4JODFhKnK6FLLMoKozqS/roT7YYYppupOq/SqoUq0Jb8VdlY/hHDMjgvQ19JGztOYNa53Ba3X06w2D/WBic5xuM3WOtVanktXD51CbK99Jbd4zS22OXii1Yq6btBP3LZs6H7V54xiXW8fVT50lNq9KpSNxRTA8y0I+W7MnV6i2W+q2LVv27CKiZNly902peq++qlNPUKlbtMzOarMrvh+21v52xM3Xq/kklvOY1WS9LhQPL2trFoJOSrM853NNDCzKBvwxS2LVBnCq19q0XjA39+yurEHYvQYAB2Y6Xz0Su8pKM/E33pBZyueU+GHCc5MhBlSDHoeh644bxf+IhtorF/Qn1l7j7f3Hbky4wLuH/zQS2vX9Vf05PipznheW/j1mMMJ63EX+VXEJ0Uv8VrT9vRdsjIHlPqAs2oqPFY8UKU3TD4wHQbt4ud4o9ICeiBAOF6xp3HIWGtoyCaFAujyCuEx5t/IxJUninq9JJToonVaNUm1pEnWGLOYg45pI9GNRixZ7Vn2nxUI4w+F0DxGn4zA+cqiEZlNyLh2xoj/b6t2aBum0y+nswxmJSE9mnqbfmK4+X5XbNEnEFVJB54S0XmfOo0gsk5F6oLlGplF8duzwePWodFm+Wp6ZlnL6Cbx5x8iQWxcYFp/cVzIyJ2PlvAWAmXSjzo/8a0/5Ixfetmnlwss2rvFuHVrRXrlq7Wjs1nuvHaycr8Tvhqu+fpVczweqWy9YmogqRzdvEAsDfpBsv7jfYoq1bIrdvWTBdcuH5tT0rbgF1/RlF9Ur+CQ++lpF4qPvAHkxupe8l4RK2kaHabJJcIMw+iqVdpJst7RDC5nAvPRfg0D/AwMWnV9rzHGVQ+yzLCRZNkkRdtCktDscLsFC6UKVpCgV215pd2XjcUFljAAdGYkISRWlNOkl+elxThmSn96kxPJT3ili/85JiSsOOy504Vj0zuH9OZAjAnSAC+wL3B9QBAIvZ17F7d28okYqAiMmC1FWEMLsgcghzMiAscWefx82e5nMvoriaHTrOo/M8borpriXmxWWM3irGJ2SGntNTucl2ddXI/ByBI4e30v6be+oFDwrdGTN8MxFwzsnZ0U+snjhilb2o1dcsGlOKSC/ZWznUqny7x/bx0pNYx+dlfKEVteaW2Ce3LxqtvZP68vVa/2wbGO17YpvoJiyAtKirqM8rwxjahSXdR0884ZooB3ZSPGF/O/y/8hTpYNnPvsoG8qi49QjfA4dHhY/K+QigiAUOplCoZMiIWlGf4nebqa3tzsidBaojlKgt5si1RU/Z+XcGo7hjAHhgPqQGqrVbiORBdmObEeC9Lq8bggAaawYaK9RvaKwsfC1AlnoFCJUm77b013sHu7e3ntDr7KX7KYoTaWtrbUVeCuVeR5DQOM2Isdbb7dHMAD9LmAAs3NAmoTPYEcxRb+BXYW0mS95BJPkFWawR0gnsUvALZFn2bLPBm8yxMt9lBtoDqSmn7jNOw7WoH82VJu7vFTfvEEBmATU5veJv3wgo/hGaLj2YO33zUbfYCr0kZnSZCjq4DZ54Q/sa/uusoxGQ71OHFStLJaHi9s0VGxhd8AYymzq0G6+xbe6VNsOPg7Vi4wespa7iLXzPPQFLiVv3RZu5fmh9bVLSG02gVAVBUut2RXFoRt6/nB1eDzpWtz09Bu59jqfHbUbxUpl8GnxgIqP8O086Zd42Ntz7VCriHRW2ndkKEJBK5LKjq55XVco9nY+0aH2B4OVTI7JZHJKRUExpICK8a5OpqurM5P2B3Nk2tchxS8doKPD19mlLHsxITRuJq/34bBFqbTriRa6BbYQaToN0y3psMppY+1KABT6Mg5YtLlM0E+l2E6g63R3Xt15ayd1Q9d9nQ91fq/zpc4/df61S9WF46gAwpwuRaeSUpdTmIo9hbe7U6lYDLAPl18tn5F7bWNC9nKdkL1c7nZoG4Ts2qDarg+avHhfCapjr5kA7lkKTfW1C1N97cJUX7swjYqzhOxT9NtIueJTMuHd9PkY2c9RsvNwsuN4QuZkp6fOZWWfS8qukKcFeKl4jpoFzwkHzrqKd8f41O6wrrrkxtofiqtqoR473WTrBy+VzLpLkkKkJVr+yGhH2R+q87bzSnd8QyI2snJg/hvXiAVMyv5pJXL6Md8QFBayaUwr6ho+HfZv+o/MWLRlfkdE2L5w70WG9ggTYK+5fZtSwhWCkHBlCNwk0lB0e7MdvfN6YQsGl+5ZcBFf6Ppd1z+6qJ46uPTI4NKDweV5IQeBIt7cLJTKTKlU7gcKnMcDQWKgnxkY6JeI1o0US0EECXSdjsMTby6XqGJPUJEy2rMKAfmQgX4FpDRDAc7GebQIhuigcEBzCKGFxkMjl9ZR7Ci2kj631wMBPSRtCPAKQYDY/UCYK+FjGd+sKG0sfa1ElsrNcaqg7/f0CwPF/uH+7QM3DKgGQD+pHSoUcrmhoWFvU0DroQPWgLwqViKsAP0usALrzvnvAqVzMAnpTj6J17rqevOe0IQvlGrT5adw42IEU5ipqaE5eIdwLlTh3ijWoOmDwEquiP1AvKoVTg2xtK3yLrRakRly2N8frsDXXgVX5Azm90ArCuyp3drkfT/EqnOuUtchzOqBEXG1SogI7QIZkjCrALQgUqoUdrTt6FLgnAeEWeI88Qqwt/REpxoqEPCEwuFKWwfT1tZRAsoCGEJKNS6WGFEslTG/oo/L+kWjNev3O30SzZyTk1tPr0UnKUqrDHJRH1QAZVuOC4bCHYqcr1NCuk7Q2ekricqe8yFdK90KW4kcnYO51ly0jnT6HgnnOEUlmILgtTov0JCfz0LRaEEKmMh2gD8iLU2j/7qNQzcdbeEQlRlTblFuEXeJlEapEYNiHj1UXCV+RnxQfEz8mfL3yj+KKiVnZHAuxv8RfV42K4KSUgGV6p4MRsgMRshMJpF4GAXWdWzsqWNjT0/f/wds7H0PbJwDjXVsxIRREkvc5LZ3afwH4GRjv0dKro3H5SXiyXfZAK2iisVZCJUNIPLeEJrLWD8IRa+rffrxIes7MDTlH4ry7w2iw6D5JuJM4Pwgqnz1WX79e8KovFch4egw2CHmK5VlFXhTP1D3O/qhPp8EhVagbnW0wovLV5T3lMl1veBbvUDZC2iS6KV7F/Su6d3aqzAp++rw2ifDax+GV6OQa0kkhG6R6e4WUfB18MyPxc9LHawGB5jBwYFES7dIlfqEwQFIKodDNiFS7xVusXiEIGfnvCrOzBkE4ZDyWSUklCnMuOE10AVQKGVIFm+wgmFdk9eg3iheKUKxuyVBFW8YvGsQ6gc8A80DwwOrBxTqQTAAKdVwsdjePjw8GvbpAioGBXWhiFHFqqCqZCPMAP0uMAPzzpHGtkpays05nU7PwU8UYstR3XQ6ncFadPSoDI1nYVPebZkT2dHxOfm/dbCUW4zLJdjEeHUSqc27I7z6hkMDOL0gYw1aP1ykVyucG+c9/fQsdj711AfHeu+O8zRDHXXsXDT05geEekif+iUul2GiBP4hHpU7KJFOJYeRsxPOhzAJEXyCKwDAyAk1yiJ4owjURUcR6h8oAE0BmDTtgPl7GyCJtlfaoJdIA04R4LhKNs1ks2mkSOPFAlMsFtKtXCBLtnrbJWRsB+3t3kIRljxNFafJxNuokCGk9lbGEOJB9ZYEIBJ0AmoSrbwK4SKBwErDimqt2x3NpgMcRSX3F0CxsLpwaYHUFYC7EC/cWriv8FZBsa2IPkkRmKgijgRdKBIsggKKCEpJjHNJKfExGY2WSnWUw0fRhGDuWAlIpY8qsoQQW9ppRXinDFJGG6GmEdgFnV4putCQVMwgmgyGOuYZpMwJBHZrDFsN1xrI1wxgynDMAA2jZfp0VWr/bMo0SiaQquLEk9Ny+tiE3CgK38VoCCQ4lFQOa9ykrJoOTKk3gtR4qjyNtBi9pIGE9c6KZ9GQaISNDdYCWZVlNcbvim/x76Ss0nHMVYAUei4G1nU5WE/a+OBIEmHgbBh5ySVN9j6w+4UX3j+OHJ4bQ5K3L1F3u6L8N5fMTL1/DDlEEMrdCPv6weWi/sYSmh+W2BLUK22YWzncZMqqY45YR4y8omNPB1xXBN8qIt3H2Feki2uKW4uUSdmFoc4n5B7uOtb1Shd5XdcPuuAVXSASDguFPJq15iXke+URTU4GQG0OJHpEpqdHDEcKeaq9y98jIvzr5ziXBHd+4VlMlEorRQx3LkOmvZn0eJ0WwQVBv4R2Qv7K/M15Ml+IhKncXT1f6oEDPcAjNotFcbV4qajoASJCvP5cLpXq7x8g3EAVdhM6gIDPEPDXUW+XGRwwHzKfMZMpBHwO7wLnGudWJ+lMVqdxH1aEgKeQqqXT49W5EeTkXAScPoqVZy4Cngt8c5FvcnLyXOiT9GTivNAXUDUBTLXw4We3yt3vxLxNHWMXkDy53fphZrfvQjzKb3F9Yhxs/XBzW8zR/RcUJ3ZBj/hZVTASbA+St0IgYd0uCN4Jd53gjU6g7nR0Qr0qDx7IA00eIV4bQrwcwpkc8EphHKvws2wl04qmvq0Y8TrzTGdnvjXF+jNkytMmRptRrBYQstW2T7TBchtoa/PkO2GXhHmeBuY1A6KZbkbw0pwSQyqJKGdMo88yTRU7a1OCLhkBj7SCTKufpaiW/XlwTf7jeVjMX5qHurw7D935eH5+/tb8ffk/5pXaTlcnHOoE2zrRB+1c0AlNVKcMib5sJ8gjSOxqwZDYgiGxpUUQurrqkChxzzv1pizbBW7vAse6ANFFdyFg7Ooq25QSNBYlaHR65OlWrA6QE4Ythl2Glw2vGhSvGgBt4Axwn+F+hIQW1siAV/FaDM1ARlLZJAa4U5jHMn1aWkwzSStouDXKewOi1N4H67RjFhGnD+PNb9dRzPQjAePIOQEigtcPB4qTs6iIfnBweC4o1vkrPuzs+i9zMNG2KiHQPLysZNb+G6gIH26Jjr/+wTNrrNPx2nYlg3z4EBgSfTcjBQTUkAJ4hwqGVGtTssXHeR2BgCCadWWcnyo2tXvKhEAL9wtkC+cVDsLfPB7o4byFQECa1FjQdZSIrsHCPUCRes5LoWseC9jxO9hn38FO2++3k0bOa8fvEGQ5byQQzDfeIS+9Q57NH8iTrZw3j/OwlwVTScHQhMkUyk1kk72QzwtCBFIOh13dipd2ob7UY+wF6HeiF/TuJIbXDENxeMHw/cMPD1PDLUYja4QI8wm8iw8W+IBv5/yuHZg3G2duF0dmqsURGm/o1x8QZYlJi0Y/5vw2TMwYl+kYpds5d0lagUm30O80ga5OS+1mgtAfzMnpshJJ4we1CX3HmXqiNn6NkuGHax9/ubnAu4y6mv+9uoOCl0lt3F9ohoflK0lNc7CjGa/m8Vaj37kefOm9qTXAtYtp6ZF05ds3LKbRdUSdGw3nWbQRL4idKbU/kW0NCSE+5Aqx6ZAu1BRyhphwxWBgmWZ/0scmWCVAn7dNZbayjDYxodyvxPE8pcRZ0BGBRo4plk4Cti34cBoY02PpifSu9O1pxYI0SOPM6fRoB2fB1/p4mTMj5mSZoOhcgPzVtU5qwgkOOY85obOeJ+0cba8TojXYUCRKtNp0vY3sYWkaKK+YTeF7dabwaezA0A2uxFLIVDK5s3Kamzk5a7T+RlQTkOVCLeH1EyP3riuadbXX9ZYislWbyWjrAy8VzQag15m7wIubaGvfG58oJHkQdswDztqfB9zNPC/45sHSsFdA7ifs6v/HPwYc6O41M98YdvMyV1qcIFRWZI/ziBPip7oEjydcLiY4yaOogFqotGe9AznodSGo50IWmox4zWG1KVBfs3aJFaOZNe8y7zcfMCs0pDlQcrlED5sdc4EDrkOul12vuqjbpcMZF0W47sd5akNe4B0jwMsEwI29htpw0yrIB7qMXtYLvaXmbDhANIPXmsGC5mPNsBmn9NYJaNC8/DjOGJRCg9lM31m2klNyCcQp3JQXIe6fDo9X0WQLSwEXVzUIlc41jn/bYFRWiWDJv269rPMzxQ9rK+TT5AnMskS/9SdJ5fkPbyoydlbQfLoV2UeO+MvjiYrIMGG3lOfWjvPclJVksz+UEXg2G1ZazSqSCzmbdKSHNbi1HDKFIKsCqliLOYM9337DIQNlwLrPG5Hs4MvmV81wl/l288socKPWmIFofhg3kmq3ApZojzjxldaEVNSiscY49Co30JHuIMdJrKT+rHQ026SjqFHpsvLGZFIiXp/DKCM1JaSPyxLEFa1YplNyafFc2Z3C4pNKBaTClbr86tJreLoPNiBFq8TINIFso8Z3vaf1wIPw0U3B6Mx8bBb8B1uQvP+r/gKymwGiJqZX1pu0qf5oRnIIV9oqOyo3VRQ2dBfaehljPzCQ/WGhs6vgFXtyXKecf3flOfl3kSwZ4jzNSZL1tvjU9UQ7T6A3aS/jPDtcGZBkx9j9LN6RVLEBzKAFD4RAKERH3pGmN0gkuEQqsS/xcGIqoVQlAjKVeylbaAksyIJsndDp1LtS9SZx9+upubKYm7OXds1M0dM48qkn7VVxz7cPl7j3/hQZOONM/YXz5vE5uI0c8oVrvZaa3+ZdH53pxPcZz9q44veh9azjPRL61k7yLTyfCWyhdG/9fWuwlefTga3k1VsCaZ5P8ZtrVzRy+yq1ivIKZFMlJMeucFdb11e6HuuiYNd1XXd2kSqqYDEVi05/JZNLs/mWUEbpDkdJB8sEEiQbEqQsP5EyqtUM62hMw/c5gCMXzMuJXbEJ1xbXLtd+F0ZDpQvbkf1lFtzOAg73IArgfECQRJ9DDEs2JpO5xhJiGheFoQA7GkwkpGm/SpvlEmArkircl7g/ARNyqcPchs6n6ZMoWsU9WORwFfmoar2KX5qWH5XEiovEcJIgPT2bIDgx/l4pgrK1pf8vaW8CGEd15I33e90990z33GdPz31fmkszo2Pah8a2bFkyPrCB8UHwAQZsGWNu2yGEI1yG7HJlg0nChpBkFxIIYEiCQxwnJBj8/0LIJuFwslonuxsBX9ZLDtD4e+/1jDSyzbH7R0IzGo/U6ldVr6pe1e9Xs6ztlONHWXyKK2Y3DHK2oVYIhZGtExpTvRVaYNVz1iGGW2gxnN45+MpSTwyZXcKxGD41tWypM41MMCMsh9kRdzQcVkVdy1t/lfsIITVw8rfsIXYrlaIq1HXSQoURqHrTJckTY5y0J2QweDzmtBRKUdSeEMhi66hh6gNoHtH0XOTzcRcZ6F6n/SIFxad8yLekYomLIGQUmKkFEyJjBDcv9+bL/CwYTC0PrsfcQiRXxU97cmubYZnGo8O4Yg1Ms0ZEYImXQ24jqZyjl0CHs4m3l9lD5317x+ZLr2t986lvvHoUhL54wbolZ399qHL1bas2/vTFC1YML705U715desFlW3JUrv6/F27v5jJHH4WSCD3ys/OeeaxD1r/9dWDtrUg/21geuRHP/pqa/LRL3xpg+li8Mffr/rD2+f9pvXFW/eRtcqd/DcGzyoLU1nqLml1JrI+BVL2qnWRFTb8oNcP/IyVtosGg91ujIjIyUjimAhFsccoaWIRt5uLGJQZqzmioPaFwafDKG0Fy8IbwjAXlvA26Q9G8NppZ9YO/zdr/cjIXsyOMr166B38kSZewfAsGpSCNUAIaiLGdj+glScLR/NtaokyU1hyV2NgaOzdz996/S2/+RdAeZxfH1j4+c8PD37PZLmg8dZolWNGlm641m6/63NHj97x943WslZT+TmgfW7HLbdc9mzr7RsUK8ECsPvR3D++8OlLZA6SBuEg6aV+KumqMbApAS7IAPEFH27/2C5wlmKoCIs5ANiLyjn6OhPQmtymW020yXCRdL8Z6M23m6GKMwOOMUfsarszJJK+D7mxw4A2CCfu+3De7QtJoYdCdChkTpUxX4kZKM3VabKSlJTCZCWpU8hKOmP2ztyygwwWZ5XNZnvgXrtfBzfrnMphguHEZ+7f+Agikzt2rrtoxzUXXjTTr7P4/2z9CDaToeo1l19Ryii7mnTO03p7u0lNMKdJg16H9LEH2A9Q6ZN/kGoonY+qwCZ+F38jT99vAR5LygLvtz6KwwygsjkjTqhw4oddTsZAo0TKiCJDi6LdoROVNJxfsjiKoj/rf8X/lv8dP4uxj9v8e/x3+lE46g9HJLeSwkcJy9X2ItXD9Yg92R5az/ZkF0qMWfvhvTq4VWcvadUhbHE9GIpWwLOuYTwv2cfsR+20nRClvDyef3n8QySFRYT7agpJ+RSAJP7ycyIuOaknAEoCqkqGzyypTo+s9XSuFXrd3PMrtd3TYlr9jVVtHpVZTCtrN//q2v4At/D6afGcw4sXt7lUtncRrlyKQ/LWTlZHMCY3SBa122fibYJVFQBvqFSemBSEIp4Y4jRa0bp7mBh6ZIDKJPABFRC2ox9/BiQkg1x0G/T4hT0BEMAvaa0Bn2cfnl8eCZP1mjhBsKT463s4ICTL1l4pXCJBm8jhifwZQnfjdLo7Mz6V1bXnnm7EYXg1hbPYYzj6Pp8MSWVekGNv0/v/QWLt1ijKVFGIzdjIKFQ5vg6f1NAvoljARz0ibcNpu87rFRWOhqjQmkWlPaQ3aQRxj/cdzPm9zfuWl+bRe0y016vUi1pJi5m9tUH5GDRhB+IYTnCOUXA7dZSC+zH4LmsCpiBv99kftx+0M/jJmH29nbHbA345/prA3Vs4wyGj0uX9QD5swpBFqn6YdPdP4bok8vmzo2JjO7fMdx8C0S/KAbDBNkRSyJ1DNkOTzCylH5Zj3rPHhBRo/RvOHNPCGHwUzyk9eZIyoVzjcXaJSaEfJGtjbg3Tb+PZQYCW1jidvtEIiEQCfn+DZSys38cyPr8MO15rMltMJvM2dpsJLmIfZQ+wtNkXYPwmVqmjIi67GHUoNHpRgQvMBp8fiabMwJuZw8wvGZrBbcoc2hQCTIxdY77QfJWZNj9z8i9PIZM0202aZ8DbT3OsyEI2oUPPJa3JZD8WezcGY4nEMyf3fltfIkc+arWh6EvkEhiMl0zyh8eR9/njVPNtrF5kjksSH79VMSAUt9TiXJ2cQePD5Wb36BZAaEoL2XabbUBS63FPbZvAkZ6VjNAdslJlN3cj/fZATOd/qTPE6/9k/JimNGNyBB7+bHITyNPXqyTzxqlvth6coTkCK+Hq60OYq9RoF6IXtKzguc+U5jMy/qstF6oEriF76BMWfz2Fl+1ZfVXMoKDGn0gnM6zFbwk40xdlmc9l/5H5cvop5hn/U+lnso/3/j6trgYaKal3c+yC1BWpXemrcqowHWJC2UghUixTebpcUlnTSf/2XlrtiYkKGZIsWnyCT8WWGEoouX2CeUkgGQXRdEyIanyCaUmQR+rgDwsRHqcXBaGYzmBizbTPb/Flsj5/NpOJYUXJpFkmk2F9pWIxGo1Ak1mVy4LsM6D8hMRgNlm9pGbTO0X/KFKkZ0BEsvpYja/TiuKW3Nvdj7sZ97PwD1QvkrOeMxWP9YJy78X+Oy9xJJPN5HtoR8ZnaHhPQf+jRKZ9pgac2MBuUmUccsczfkJa4xwUPwn4g832Q7L7gX+Jf4kihtnPT+FivFxZxVhrAmiw+q3yXLfu44QBlHz6Sx0ez2CgSxnYx+eFEjtbvwb11g9oddJXXjKlXCAfHvwAvzbMD5wNPydcNPbfJ869FzzIRtXe4Ast6/wlz3SfFzyzRAeHbrIsBeFwKfD5Vh3cf39mnircZaM5tNueDwxZY8xgUJu6jTWTtmT8PiyX2cZq2paBizKPZg5ksLGm/aaMUhVvG6tCLUJ8+E+MNV1Ow5vTh9O/TNPpaWNNxzKnG6sCG6g+Q6Edg8uIGZhJqPArvInj7IZpu83nT7XbfC7fbbeYnY1Hxis//q8tmJKzXP7gaaYcB9ZuujIsvDObMomiaCsy6daXO/bc+gLYeJpNE4sHa0/MWPSJYfuZTTosW39I9j8G5HcPkPr2P0hHTIs0C/WLXMPum2p/LSviPfH8cG1TbHPtas/VwpXxeyKPeg54nheejT2beLbydN+7ktGit7icCVod0MS5mhgXa+5BBRAGAWAS8VrS5fZoky6dR1vRV+O1ip7RsgJjdSHHvg/553hQCBQqRaEwWBsUGMoCLHqzYPF7fII/n+wR8gm3rsoMkq9+a0Wvj7mSFpcrWYvfpgXxQY/W4kG/OBn3uPTammpw+pnfKtntrsF1he/DJFUF11N+9OiGSclgddYL+YAfWi2Mqi49A37xBDZhFCZ8FkOU+pHV9veDpfyJkRMnpk6cWDq0cf5xUhsBuAZoGMnM6jSc/pe2MXd/bZ7+Epj1GuZNo/g82obaATTVnHfeasni5p1cXUu+xAzmes1nctRxn0VyjXzaLodmdJu7UVafXnW33YvALAdw7URZqZYRDgdCKDb51nVKQ+XwK811jsGpP68pzL8C6FuPrNBnl8IvBbYoh75256X9wgD4r81Dri2tk2DXkGNgITldV/cZOWE5CE/tSMx1KMJhfTBzN1gI3r+Gr+jC4Tk2fstJ6rGbyn1ufTgM647rWj+d+sVm5zwV1q8sim/ewmcd8HFpJOq53wtdbr7ytI82PSKAmvbK3IEKbdJZvBHvFX336B7oebH2lqTiFbySt/I2xmZVKiS7oS4qxhTvKmiFYtBeKEbCPE6ysfXqtVw9VAoCEamcgrQq7DU76w+Uni3BTLqW9Qhebdaj82IFTCMFVGiVosLucYj2UDoshkqVslh6dhAgBRQVNr1VtAW9ATGInIlYzAhY+8jXoH1/9ptZeF72tux3s3TWc6/+m5XvVujzKrdV/qynz9bfpN9foT0NfcWi11fwwckTeWc9jcvjnzVZi/+aBsvTe9PfTP88zaRrJm3MZCmyNWstXNtRu6HG3qL9offPXnqF9zPez3u/5mW+on0dQ8Vvrd1fe65G/6oGamu1XotW661IpmCd03JZrsLVGFErZsWKWGMq2bTXI1tA55m9VAwFFXabQvOQdFCCEu5T44xFYhbo+VNerv4KuulngYGqAe+3s/s83wNeKg2voOqUBBtP+P+0Ejm2E5PvTZ1oJokZJJsd+8BKb7RXx8eTskXIKQRS3gNU7eSxJ5CoahjJZU/Lj5aY/Mh5yeO3dZY6QfSsQRaE+UOINaFfQb79KJM6kxWdalHN5IxN4U37umzT0d//Zj96fi3a3B3oKWaPlG3NVUoOJeGF6s3CRZmLqt/0flN8pHbA+zPtv2s1oDm+BkMLpwsneMSqUjFjdYQ1u7Nhc4C8jkcUtbdsDuBhKXb6LRL9fv4c37KhHKsKmRKtu88bjY6OfKlmrQ5BhbuoYhnHosjYGFh81fbzv7wq68rhYkpIGfX037exoTPxaV4VCi2NXr4DJC52L8aVT5OS53h1+ubyjlgG7ezMN+5pvfSVuF2uq6AcSvE02svzICg9poa3wPshraK5YDY4GtwWZByKlC/gw2O+jBbe6NDGjNDpT9ManycG8qwgMaoQ9lBcCHChkN/MBLQWgTKvN28303Moc84skecshb5AlWjOmqGZ0vJaqNYOUo71ju0O9DZHziGR5yyFvkAVJnbmKT/vh2r/YDoQBcI6aht1J0W3GVT1NFXkBF7iSU3dZCvyvI8f4/fy+3h2Hw/G+PX8dp7m5XNHkprwmNuuOXnwxOTaJv9qkySyU2ub7WeTMgBeJgDCOd3hSXykjLzwGwf5o5N5XBJrN26gLTXeYZdSyAmdjPEmBBDyiXGwm1OqDyiexine+1OhzV7rZ3vrwTD9UjhWKd8c+NSvthptG+BK9/mCxSpscJNtMxccZ1QwmroTx1l3puLvv31BUG+8gP7xjeFwT/DSD264JFQgcgud1DD3oT2yB4Slmo0zAj1tNLt1DXMqFBMjZoUnnKa1IV+jRylKQKFR4tMDZZDziB6opj0JrdZkE60SoSZI9BBqgifCMZmiwIdiJd663brXus/KUJhPU2W9M4zSTqChw4m0hLerp1AOmQ72kNp3SqkvxoDYI/VIsZ5ij+QLoi+cpbi/550e2D7JcNI9BaNokkz4Quhd5NEXIY/4d+EenCxG7rUFdlhu42p/e5CcHx+fGfDSHgfY/mdcOUMvHsfyO4wFSOR3dBJlpwcJoR3KQOXmfv/srNM6k5a2pdc+KSbFzPsi2BantqBUVL9CsNrC8MmwxS6cxRmsS8oLLDpwveQwGWwNUs3MepfBh2Oe7SdOjHvDUxevckbCjuXwV2EYERpTP1nmSQE5dtKh2OlJZG+91K8OUHlMCxfCMNk/SDeJ4eLf0uBvNuBwgaSrz7XYRd9n+JoBslYfH8kytODz20rrMtsyezJ0JsOlgDKVcjj8vNYo6HlVsETRPqHsh3zAypXFcrZMl8tZyspboXWQpfSCNsCxAH2uYwF7XdUf8GAoFwx0ai68R/LAfR7gyZLep2yTnyCtoO9NHsYlTTw4YKLD3Caf+OHUHgO7eLTY/Al5bNE4YWkD04xqebt8BkIyT/kM1ViUK8bkHV6AaXg7ZDzsk1cKsYJvQBXAJvP6ev+ctw++Mce35FJ420hdqRsb2H0zVIe8g/B2Nmp2X/zBvGs9JkBOSKDOPg6euubGuVeDgUuGwmFpaevv+h3RfAN8aZTvtZvlnLSIbKaEbKYCRCmsNwrGtJE2MEaHji9ypqwJetmiNqTwxQq0NeTSRaJSFKt3Qs0Xo/PCBoNLUVGKyJZw8cspSmmXIqpNS8hdpyUDX3w+DdK4NCLicZpQGZS3OVqbQI5ArEgVfOpSCRYJQ1tEqS0eK6I/iC/milKR4bniaHFdcU/xziLrpIu46F9cWnPjX+eSMNkaL1MtPI5RDj4r5rhllFZMtIDLJxNtWjTC5zNjJ5Myq8/x5gTuh0ROr8Nu1hHgG2+3gXWyBNtj1UhfWlf9fwDIYwciA6B7tKXM0lXqnhBOjKZEHNiWYaP6xR1zB+ZbjVpTA/y8ZtLpLUO1izWmQfDqoJXTmGSr0Uatzf+UxEA1s3T3CnsEeSd11NW4ecyTEv884oxrw2FF1LNg6pdnO+K6tv1QFLGfOjAdoDLIbs5BBvRr9a/j0MQ73EWdyW1KmtaYLjT91aSIRJwhvZ6v+lQ+UPElfV6f1efUGtR8LBxSl+qJ0cS6BJ1IhEI87wR1KABVscftEPJOGNXFpAhpQm3ozUW9XgQBVV5Sa4v5fFI1WFUX6gGuCtDnuiqoXjcHTz+FzoClTXCDS2aDOt4iWSDuztpnoS3IqjrQR9m4mrJ1HVx81urHJZe7TZCACVkmcCHzoAu365OEsd4xN2xs7aZ8fmKCNFybZLgsAaAQ/AmJ7olzMgZLZzS4Xnki27TRWbuMlX1yqj5sr1n4884aXr+qy/SW9RuGV5zTNj7ZSLWBMGR0URRFP5XztN5533mq8RUAONqq8JmOCYanTZbYIkURW+wDZim3xnSVCRpzOlMxEnGFMdtPVktrtUCtUxpiiXBvSBEC5VAy5Ashw1RGElgwVWSWiXlcWMQlHmScoA+KQJNz5bMep4hMU9MI57QSpqfwJffnXsnBHLHSHMiRthsQJBy8ikRvngru7QVc72jvut49vXf2smO9oBebYO/SAfez8NeUD11N0OKjOldwuxXssz5kfdxKU9b1yD8etB61slYcavxxKjkhd9qQvps/IqtrHjTK/fCdjptpUTY/SE533KBXsEg7OCMky+R4vGN6SmtbjGewPzsR5BlMsBVA5ldJDC8bnGWBOvOc4VitywRl8zNpn/8n42kmuNSdhkDXel9pPJMhkn4c9ufIDsvU96RttMruLdI5cy6Sey/HFHyMT+dz+ixJn8sXTJWwGMawPNXqTCZoKUOTFf39qnBAkIIQYquCkBlUlwNiYbQA9xdAoZIMB3SUicetHbpBpzpgDVBOgD7HnMB5XW+bVLTDKzJJDOogCuzGj3eZE3oZpeiuzrnLjA3JWAUS1RGTyZe6egFO44gLdI5U5AKy3YZW2VZgfz6187a+SH33zbQ66B2cuuwKb4xRh8W6NgB/sMiBTOjtg2/OEZdcGr4DXLw97Gi01g1bKzZkBRb3Vvp7cy1ZixGgzJfVIgtqDV/z2fru1g8vGaLIjIIGso0KOdMeIfVR6uRvFS+Q2U9F6ovSlvsLQBEH78WBKn5fHDptcRvcZQTWJPgR2vh90WgxZqZpLl9K0DptTPsvWnifFnxD+5z2Z1rarr1JCxVaoNQqS5xai6nisjpap4siM82MUGVaHjkxYo4KIXv2yBtv5tF2hZsvsHYWcNvzWjIqxVggQ/UKk3n+NTw9bBzIM/WARem3tat5dgPARWd6msfbamnzi/cBEzU90clnVLxAf+BQjmz8/y7fuPiCzCV//Ebr+Hefssy57ZHLVlSHNul7NKmjvWpwHciD+uOPtu71Sz9rfR1+2Rb6w77v9qc2x2667LnvAPuNl6/5zMLeC/nCTpAGO154rvUm0G3/l6lvyus3wSynf0glqDLQSsMah44r6lXeUNESASci4PcR4PCD+/xf8//FT1t8T/rgPcJxAboEcIsGfIN5joFOJs6gza8huXFoBZUotBIhhc/yf/IkcuWJ2DPAK9Wh1mzoiYhKdJUyGeKuDuUp43ZSnnPnFJJiveIhxeOKowrFPkw+zykAr1AEHRKnBU4UJ+Dqn09nLyaoYFJyBorZZD05mtyffCzJJi/kguD5IAhWSOdEE7vzPPL1uODiOkJyl+Z44WBzBOU3edyd/uqR+tThJIU2iOmBniMyu1d78GGTgCRgu6od9J0moQ5xX1ucdLFDhSMAZvmtfzq6dRUwt47MSMjsbO7++mMbxpRTJ9XnDG247FOvKriCNVgI9AGqNfHQp5/3GY93JPSFTZ+759rvPnvx8gdA4Kr05qSpcM4DQSyn1qtEz3uoCjUu1RUsMPC81ZcH+RFKa9ABnQ5TWqgoqkZzFbECKyNWVyzpt0a8wUoyptNaaVpZLmVopNsGI26VODJZx/0Qh17OTx1680gBZF8qvH4E05SSuhTGwBV4Mo3pCJmF2KW7CtZIgJx017Thj9XfnZuWfCrzbOtP17z7CNLfz5y1tre2qtLYpMvLGrwb9JxBg9ObYr83tv4v4MxfRWrcN++61dL8BRWiyDmw7QfPtl5vKzJZH6LHGapGXSoVMCa3ngXZC6MZtE1EgSoa7Y/V8mqDRy2qrVatmsrEXCZ7TWxoY7FUKRJUppCePkGjTadrbcjK8C/nAabiMBZ4vEDt9cnOrA4g410j09py6oJ8pLpc/eI1j65ZivWla0E+SmH+Krb+iDzcXbufQlozvR7danNtYlPKVFjzhSDeL+PIyN8m+2WG7J8iRSlfVPyHKQKnyIwXAf6dPBNmozwT5sINvanumTA4pvwBe5YpQgvy+wHuS9Gid25YE+sh76RkHocG+0X2PGoMAElSmoHyptF7Rx8ZpRcuWBDTqC0ajXrBQrWGUernxp6PvRKDVCwXg6pYrC/L0Sh3ppUj9JySDzfX9UEPjmHOR5uHx5N1iyWHlYsXfdl0TsiqXILg8RTtGvCIBmg0Lg2Mq6tqqFN71FCtWbiAibO+YC4IgyNGnMtRZ/XLbXS0Mh2YK1f+B4u1bGCseBRt5e0euoOYFZl/80jz1clmu72licsWcmyCWe/kATOdIxD0Amn/b09sRhohY1raePm18uTQ6R59uQ+mu78OWZHcPPdJaRvYL3aQKSGX2ff63z/81Ndaf55ps9u/oLF8yVV/+hjqBmY/wafsnZMN7L51svXcM1+Xu+3u+BxIvrR988dzN8i451aD2UU/TS0Ac6S7qHm+ebl5tFNRx/i9C/mreHjAAEp6ENGDhh7sUoM59XpDq7ag+MYjRmycWlWfo6VVhv7GaBi5+MQ2BvAMYFTzlX25UG9RLCki2VAsKSY0Lpcpi6LcBerNaniVGmjVQK1Vz6kzEQXlR/rilyQTpcB4EgXGkygU1CKpNxbrwIZjwUiRSvAJmAj2cxExgpLNSCIrZdsQuuw0hC67Pbs3Sx/MHiUDi7JLF/LHmwQSMg2gm2i24XPolZfzWdIK+6qL/Fsb9znelLk126SwRD3aoDmsGii0nTwyox/j4zt24AYSfGI2G8zRBe/oNPAVZSX5GMoFZtc0uiPJmezP7f50Vx/flRfv/VDKBdoqIzx2uH22G25+daah7ye//WjOhZnzmhdInPuW5DSrUOTw4wBY7gM3mX9sxqPQ1bTbbRXxmg/OwTzSB6WcO1QUrepCxJcu6nyUSoBKlSGWzqaENEwHuFhY2h4+Fn43TFPhx8MolgjL4B++GA4LnDKrrCtpZcCny2HkRhEKr4Hj4D1AE1ZaJchQAa4I0Oe6IiheV6kLQBCcZKwjSScPv4HPOXHPLI7YZLJ0IuUJYuaT9cNYdvyJQ/UjGMQjwyXlmVLJcIc8v9NFqVScTnLuBG0OpU7eaGNfIAz5P7nZw7WeVRgGxo+fXR3ce5mOTa8e6uXtjK4nvJEZ3RwIzw/LXPg1cZSJtra2Fjy79910z8p9d0pXrt38dwDF92scc6w8yubEwAUfLLukTrU55pg8yhOToO87Kgy1SGJgohM9uV8ANMXxHNQpYg70PedBwsDb6hNzFxXJY7ZCHqUksgKPiXIALe1wmLQJdUgR94XClFJUaLSNcDQkhhUwFNQ1RIlIMIC2ZVFUb3ftdb3rol0ufIrms9JK2qrEDPjKoJocDDWUmmKUgqJEZKOmUV6LD3moIKXmySyHREJKSKVqMSF5A+iLyVrkEvjUYVtiT+LOhIJLnETGm+YPj+9IdlkjgW79Akd2I5P89MknkRSSMxEreetxKivLFH05cYg/8aM6acDhj2D2RCJWqg3zShLZymWJGcHKUbnVInMWd8Z5Gi1M/rLIqluuuKz1F5VltL5gwUVDta32VM7oaNCVC8KEdx7uhT9obf52712V9DmNvtHr++4+BvhRf45GJnTt1COfIfipBsFPLaReRFGzBmgVBLTRj7Q77ettUHRRkBaUoJlQPqD1NpsjthJn0nFCyhcJRYWICnNdmoUUt0BcsGfB/gXMgsCgfL4yiGwATygA61RANTw2DHoxG9/20L4QE5pBZ5QIOoM6HZ3xXvNgk8AzjqNvJtpt5R0vePDQZNsLticB2Du4DHL638YgnebqnOB/hM1QWGQsxmwX9+DCxicBMrFRGY90S+vZp9vu7c5bQRL84yeAZ5A+8jZ26b+lUpQBVzAg07BaPekcpAOheJGiI2IpqrD5Qy5B9Gj0fETJabW0f11xf/H54itFpoiPTxI53gzMCQlPgIdqKkg/hLSfBhaOHqXX0Xj6FOukaalNQI3HPtBLKzHSVh7LkFkRtoRfilAe3gPVnqDf59/nf8h/0H/Uzz7mB/Kcijacyb+0t3vsw4nO2If3Thn7cHwtHv129HjHUR2R3dTBWUJEiWqAiK/LAX0igAaz4sKHdz/d9jdbVn0ouom+/top30lqt+xknvo5eOSj4BldOMMl1LekK/Ixo9HdUxyiA75U3yAdF/oTEJq4Bu33OVUU7RGUbpUy21/v39//fD/THyj4uBxG7zWg0PYP1GCAawD0ua4BGkvHloIU5eSd2537nIwzkMcYKGga9CfcARRhoM8xtOLQfwbbeO/oL2ZGtkzDLLKzlzPcPW7l/yeir6Cw/AP2I2/8rxB9bdfyv4X0dWH6StQ7UgqD9yzhWA/tCvlTWZpA+AzOkElJ0VZRYdFA5brU/tTzqVdSTArrdLYN4kO+AFBcVsxCdTaYfygPqDyyiRlEn5OWAX1tm8gv7fWZiE1EOsA+yUvwvGpL0OlDQnvIedB51Mk+5gScE9nEDMSv/IlsAgX9R3/hwmI8+l7zENUWX/50Kf7PsX7MisuRlzh/8KORfrK7+KRIv9n1sV/Oro/deIb62L2GR0h9TPcR9TGjVuB1M+UxTjhzgex/Wx6bro6dmGyXxw5N5k+tjk19WHXMGvTRQeP/rDqmDPymdduS8CerjoVbO8G3Pr46NlMb6wV+Kax3Ca60izYwLlIbc2fd0MuylpA63sPQ3lDQGslJOVL6VfPF3LyM3R5U8yqRU2vCaJ0DYjmoMIhSiedxzMOTc3ce8ATCSvE8D/lgj6zmtCXBSpRKheMmVZDQZsvFMRZgJrwcK7EMz7Gj7Dp2D3sniwyIxQbELq2G5OJYHMQTPMmGg49jBLPPe8z7rpeRWcg/pDjm4PHcH1wbO3i8eXycZDuHkLfvyO9M1bGp7uoYkLctm93a7ur+hGUypjRo5WLVzfctXacLf1SFjL5ePm2/KKcJZ2u3A/fH1snkeRetncotyHb6qP+UCkwKaPkkv5WntQwH9OlUKsYZLFwqyRkw35taU0yleaOF5405A6CMwMoaMQfxWswwZUjRfLIY8GXjQjoJTfoSckB25IBcgpLjnSpkRAd58Pc8YPj5/AX8DTyjQldKpRmjMmAYLLWdEaCygXUlUBpwxgMBe8AYGwuAQLY5dZzHyMrme0ffwA5mAuWX5PhyEm9PB7uwlScIjRBZ8KZMNJDs7pgkrK+Y9zV8ytCvIJBNpws4O+1z1KCrNwOTcm9pOx3kWKb+4ph6l9WtOa+VM1yQtOLZqcjPJGECXAe2wxh+S7evQf6Ennw/ybz0wdBmS25OOFxxZ9RN+pzlXAE5mA+up3eH5zs2fnB9x8Xg+R4nNWwU2VgcbDpA2U/+5QmUtQi4O/UOm7t4pQE8oAf0NXrwzyJgHxDBSgFsFMBrAlgl3CN8VaBFr7eh11n0XkGvE7zetQbOYjBwvDZCO0LWsDPkOcoBGwde44CX09GCGTkrm6jQG6wav1sUBQV8TQ8M6KcZTlQEZWaARKSTvSC3hRtt1bQ/GIlgKzwbWSEXAdV3IicjkIuMRtZF9kTujLCvRMBYBDweAZGlSQ4P1eUaDjdl48n0r8ccgHMAC8q0qscc7zqg5BhzbHfsdTA5x0HHUQftWJoguyYxR3IiNTXR5I8TgC2Go7RBgkd/0SROawI3y+6gCEy9rRuYKn7HDpzvIC1pHzh0qwQmu8DEFuswwUpylmsjiiE30GKNKPndYKZqxkZ3Ine2c67L0nq20DqUrrf+sHkzuGlyElw3aDPytrYji4oL4NkfvAdPTj08p4ayHebTcOVuNjz1XTg/TEeE+VPPNYQYOVNMUhQMkTPJMfI9j/vh8ZmkPtI5YwT3Uc5vwfgz8H5JAyVMzxTmeAkkm+RgEv3MeSf/i34Tn0vqG/LPUPfgWdWSGlJDA+6QBOeQSbIlckA5fY3XO9fQ3w5uAzdQ/u/QkOsFvfg6Whruw30HGXKh8RK6UrPUda3VnWvpbyfXcuCfoJY00MVoOCpfDV+OXO/kv1OU8mFyj3eS659zcoK9jf4h+n4/1T6XZf5G7jnRvue16J793wJl/LcYga8MMNP0WJmmMNssvvXxzr2Pnpygm+Teh9v3fn3n3uN+npJgePa9j538LfsQvnfqc+17vwXduwffO9qD0PWeRjdSiaCkhPz55Lbxz1XQdRr4vsFy9HMK/e07O3ddCqoodNf5rruePlt+vXO2rL8dPkiuAwF3GbgMXwfZ0q4LzmNOuY58xry6c8aM/j58xhyQzOjtW4C05d0tkNpyfqxHgmDr9BXHd5Brxk/+lv4TuWarLZuvo2vG8DUxtSBaSzUEfN1Xz9VRqPTek/Uq8qhYj7qu7z45AU+S63vl+8xTlEcyoJ/rA1Rf3Im0CVRmLox+CsjXRf5EpE5IVgUARpqwhVg4BXAo+JhHMuLA7CrOVaSNBSM0ch6APlUej4mhHLzDhwzeFGu4V7khdOfJYDQnVKm1EqM28VZ70eIBvzIBhclm2mTaZWKUJg8eZbTf+JjxeSOrp1Eq5HBLdnfRjRnG0U8bRiiJwoNyKb/KLjgkjGR+SsMXJQdwZNujrCaz/MszRymHZmaDV8kpJjnefuNwvo6xic2RySOdA+5Cs+3te3IkWABdR5dt/mg+XAIdFJcVd0jTf/rnW177wrpLVyRuvf/621tfBotef7DH5QnSa1oPfPWSPWD8l5vPiqZ2JO555POgqaqBDxZFLgC8e+odz8YrZJm0GvRl9CMmBbiNfO+jKIVHcROS80ki51+Cn4AvUY4nQVuFnwJUqZizy6WLZmm6VrySOY7kKso/Q/0F6ZVN0gAqETf4JQASB5BU41QS/dT0NV6fvsbt4Mdkj0C6NB/MJ3sEBPsWAGpBKaw9ZY8g1yI6JLb1EGOdiRZtx2MfE+h6EFRnaVHHNt8l+1Kxfc2fdvalHtDTvS8FtPQp1xxG9vk0vial6ei+fE0abu8FVG9YyyAjLc6+JkXL12TXURxlQ/r7iDRXBYEDXmDcat3svcL7S+MvvUo75VDBe6n7VI9QX1Mxq5jVuvuYe3U/Zn6pU9hiDoeOsZR0tKeEtFXl9F26mnDijMxbLbl5zNMD7SOYFsSV9ddRCu2QDzVG/trsX8o33xvHT9ySkZ/9JtvIVPufp/rXUHVcgcM5GJ4oOS6fTvBK6O8gtX3ILUFcYaRZvwnHkeYy++69P2l9vnX3Tx58+QegApZ9/6ete3QPj2xqfd0Mj0zlmV0r7399TQ5+o9U61PrgL4eAHmR++r3vvfjf4M7Le6d+tLr1nS/tpE7egteHrCv9Q7Q+TipEvSKJt8IbFDdobjUwzobbrWOsEa1ep/RHaJbRuowSGcplyDvrlBRJFjHI1IXDhG8vLpGHBfJDnTw8UR0okhgiHEsWD0aORiAVkSLrI/gpK0X2R2DESSYluqWjKqBqN7+TR/S78eNTOkNR5QyjX7L3yWipMu5I4rXHnKeYggitIDkxTSbfQ8E7WkrcaD6J/zd2jnlm5nPi6oEXsCW+XYJg/RZre8Ik/fTGq3/5s6t3jF/94u6jW1u/XuxK7DSjndTXestg27rJyYOf//jGL9/9uVdevv3+T0+c6wWafuv3V24a1FQvPu+uK0eo2bpNH5ml2wzN5UGe6DZD7ysB2Z18iG7TL8/WbYbeXgNULYZ+gqF7T7OnDeiafnJNS/uaDnTNLLZheaP4Nt7LMRmDqkRVcpWxyvoKg5yfx4O9woxbwr/Lg/6GFPkbitN+ISTZkFfq4XvW9xzrebeHpXqS6EchmLGyJvFLJvR3HMH7Fa1p71cPtPerDMjI+1Um7QGz9isj2vMm8X6lP7e9X329s18V8qwV7VeFWfuVfI3Xp69xO/hyx98OgIG2v60V5at0+TtyHRLPnNu1tj7JiPaqOsjWAVWvostB7D87N9VZX3JNpWn6mq+D51DcEkar2kNGuKlKuR5wfU8PviiE6QPwfvnvJUs7fe2rp6/9OvUyLtBLDgjWl8FYeX358fLBMvPpchnfMIT56TuW/4ROvPAkuW/DrHgGYiavee37lmqh1Cn3TfrqiDwz7ft+q7NH78M6VRQj6KYHTtkvSe5I5vWJ1C7JT0FgUijtPqPD58Uz+gTBC3UmwWgwGFVAoKSuEX1+g6ALKAVToE2rSOEpk2DMDuzX+dpjE1G69x5GB7f9cntUTGdGX6fvtDOdz3IqcvrUwXx4YhruD35zZmgamcr3/u82BWOkG3h6PhqeiXZSQ+bxeahHJT26LztrC7kV1hBPGImG2pP3XKJbodVyaqPIaYAo4sl7IlWnRimGWunViuognnsCFQmrmw9aJcoKjlqPWSFnrVuhira2K67WNlGztU3UbF0q4OM4eT7Fjs6gzWZrkkzho2R4tDyFj8KneD/iJzpLQeabWWaw0l3Dz9rj97JDYd36kft2d4ad4fF7U/VGDcoQ6a7xZrI+BVHc+gTRJ1M7br2P6BPap84CZ2F9YmhqdJGhdoo+LUV6eILoU76zv8l5AXr73H4HjTaooVl5AeZTbjWILvVSTakHUFS1nI6kRLsnyGvUbTXJpjSpWFZJoY+IIlYSeiEfEUJ+qyukoupvvnFEVhBjtZrN8ij7A9mDU80jB19/A/eqvHkYL9yRNqp81kBHsu2361oKXNoylj5uxqPbvz6YrN715FDuHFP+2qlrzjzt8YJg4vMPLv7U/p6F6wwFbRLot55p9iOye6xrBWqDhKIZqpQPxQWry29Qq/DkHKQ/qSRK/uPqeCOloNBHiG30iAWFISQGRLMjoDnzraMb77r56XufmdKIYaFnvPMzTG5ctv3AkSN25/yZW24N1+2nDXEc8ojw1Btmgp4hPNNxnrs909HQGmL3ITnPoX4tXRMIeCSpUouWlPFa1JGMVWvRmstDO5Kshy4pGbeH9qBXYrTHQnvm0LSSM5vtjlyulHA6kg4F+kOVJbMDQAfwlIC+BBzo+3TSYUkmHSrlvGwyGYrW6qUemkpmBCkHPf5oSAioHFajUsvhbqYj+fpU/mC+fhB/xR8g+3Ih+xJ/OC/P7SYNivxNhkOHDpGvhA/TWEBridbzpZvwW/DLHMfLD4D8c7YNoVeDDvFqpxiOlhR8Qkwlu6+NjvzHHQduWVaZc246FolWhZb6Y1GVbLQNjdz36GdufUwMDm5aMK+eTsLjnwBViXGUSB8PIH2sA4P0lYGBms/nqIRrbDkarsUt1Ui4FrYBR9xCAwdbtqPwGCRroIaSqUa4ZgmHa/XdAKwBFwK4AIAqQNoGbAAwAP3HZjJlDceZLdZY3BLvZdhy2RK3rGXLFraseJAF21jQZMFSFtRZwM5JjyOdj/uXhYFMyFMbKGeRw0mJgxmFQwwHRJ/GYtSzqg+TY7P5UiHbfIl/jSAH89Oy6sgRSQoLEXP4yP8d6Yicny1S44xMMd7OyvsD7dFfHXl+CF6vTWQyjdejD1y1/fx/XdGaPJ6Pl3yh1Hxz63dnxOsFAuZpvB59PUberXzw2tbLt8RrjbOHE0FoOzNkT6/vRuzJmGu0D2PM9TzqPekmo1FbKNQq2piUTNtikiNtQ9lMKm1La6oVrbqi9Sq16JtYRWupaIuVyjwUVSmDwfpgXyIek2Iqp0fwKs1KXC/0xIA+BpTo1bRXafF6lQMD0lDA67W53WZbpZTOx0J+T19s0Ok0e/1CIQileVqUo9jMAjCqqBkp4QNbec4732V+2LT4l/LZLhNEomAPHTLIwiPP2pbGv9yxQ25auFyXHcbBmaHMIOov+emPgjMDO3IQbUjz1NbT8czp1m1g7t8+DNMcAFe0ngMBDGz+EFDz3GGw7cNhzfnh1jICbEb2iBIvjGueAyLS1+8TwJUekM9njUZ1paweRJLMDiYdtqyXzdhtWZuqt6wuK8tqLxvPgqy6rG7YshabLVtcXAbVMkiUgQOTHs8ZhJANBpOpav/AYHJQgWXLssnB5Fovi+TJLq2Beg2ka8BQ89ZgrYaHsc3DAgYu4HKZcjZgK5ey+SQSc7XRT8QsFoKKwTlqnkViFoFR89FiJsYpC7opU2vJ0u4WtCxn44ygZ1mpbJ/TAp+20mYz/mFA2ihyatEPMU4MprUjv2iXAbVTfz4NTBv8/fOrZPsU4sZuPK372IH1GFJ7JjitNPyQbJyc9lQ4bWH46TaeFlJzkZ3GkJ0KVJL6J+mKXcyNDFSx4C8sUKvQ519VcJfqRhXcHtgbOBg4GjgWYIcCKwMbA/SuyI0RKMY0GjOldfjMuPsFOn0oNBIolRGFBl7eC9XeQaeZCtzpfMd50kmPOt9yQmeaCwENHRpRSkoJReRyfJVtdpF0vdocP3GIUFpOUCiymCANQ0emc2W5H3wcLTapX5V4f8E43eQ1XaAPE1byTurMxqbi+9fuGZsHY08wmpS4AT77adGVCl0+9d9XlM+6uFrfOeqxeMIbV14GdoFbl5izDoJ2iPpv/uCaS/xu+DK4n3d8YccVi88qROT4dPTkBDNEzpIXyet4ckKB50VnqQGgl/5eCe0wCuld2hsxdhiodOAvOqDm0OdfObiLu5GD24t7iweLR4vHiuxQcWVxY5HeVbmxAuOhtDvTEzMaXSqT6HM53IILhiKMtlZSqFQKnyNgpHJ8Dqpzg5I74PMBzAea80m+7b69vsd9x3zv+tQ87fOVYxlJyxUzQUzyDNV0LNHOgny446vOlZEMyiMGyYBlsN4AcujpPsNDBsaQbe7oksXhGQzrxMzh5PjIcReRj6mKfOBkfbJLREcnJ7ql1OycbbTLjWcWF5ZRpxAJZklOcd2q83/31O03/eR08RncZ5/t4TSmReC6Dx6aESMYemz5ulW1M0vzd7vyG9YXdk6c40iqwy2uW6wQy5T9I5JhkqpQr0g7tbzRUozAMoQanUuX0NFa3s0neVp5Xw6EQ3FRTAAuIRJU3v7EWwmFKpG2ZCMmpTXkFF1UStV7g8aHJKdyBi0yq3sqIWH20fUemvLs9bzroXna4ymE4pLWWowHQx0RWVW6IlUTC6AgUQYwhuRy1EBjuUzOyON4lzBcI0QWGO5ylHAETmC6f9IGPSE3PzeReXUOh+WoUOZRbDdMnC6BDqciepn9IxLA0xv8vZc8/cSWFT88d/O1F6ntm8H+7tV/eXjrWVHHBntsNRBuWr6uZBq44aHrvwekzwxcDlxbbdXE+/+xqwet+5KUvO6/A3+849Nj+1tHl5lxrLAV2Y6O3YpW/QXp8h8HfhmAdn/U3+un1QqnIq54VHFA8aJCYYNYFq/B4/A9qIjqYlqtyORDZZHrFXvrvaO923r39CpUvW67w1QS6TRaea3WHpXr9yNBgnJVK0cklNAY6Xjc3lPGBlIO9nSWXa3Ey+60Cfbs1I/OtNAuDFd5dar5I7lhC632kUN4PPiEPNqzrfXyQofkFOajJneeuuoKHVro/2yd3DjyzQ+d2dm16ETNv/uV54erzJmndLa+dUXPjK7jdV6C9NtJ/5AqAuEAFT75B2mB1VGkIFATpugQ68KDOpUK8HvFnxUwE8qLSAe5Aka5rSvsL7xVUKgKAX0Dg7BgnNbpPHG0xsaGhxQ2pCV2V9HhsCqzFmCxWD3KNvWfTmfeHwAB3Pjq4/ZxD3GsGjlNn+iDNrRNqSR1JGJJ57EF5INUGu1K6WkzwPIo20Sr1SyOWdYTWKqlZOzM5uzamToy6gLTjUwW5AbUte2hnYRMs3s4J+6bRO+YrHYMBTdckFpKcuY0Fgvmw4ZwniI+1onE99vzVxazF582hPOW/LJTJbdm5MEVkYBi9vzNoL/3V7GR9YWz/dMy29raydyCbCNL7ZQWRyPgad+PfVAp2sWoSIc1MbVaYJxWG18SaJAVGJVabQ2T8pNhxE8xPAOZwVgACI9RwIeWdYxaTzFUj90iWLGOowRl8sRkl0pniU53qfM44eQxfrwud+i6mFvwUZfvgmWPfJgOr5d5BDF7BDjvkYW1M2tvrfXKTtIUJ+utht6C9DZGtaQYJto46j/mZ6ysHeurqGkQ0vQ4rVY7FSAmKlSGhpMwRUh9SCetVpMyawRGo8mpxI3OPjV6I79fBKKsoft0D+lYne4t3JkubxK0MhGSQh1yYCr0eAj66FAQ/UC7rKDRF6mEWTSZeNGIa4oHJc5gKnJGkDOCx/Gl4lhLd3RKfF3aOjlBaCw77rV7quzpCkqg0kRFO63RbZi78SNGw8pIW3oLgbVrT58Hu3tgmcE2hMHsgD/D+NftVUxbSPrYJ5Q4LhwAPQcoePJdKaPWFfUET+ABy13gJ8Z/McKb9D/Ww6v0QC3zER6GgLMCNW21cs42wgA/Sj3uUNHJqdM+X7Q31Cdy/WJ/vX+0f1v/nn6Fiu7PYycZi8YjQhRGA+qY3NX+RDgu4xN4o60oidvFh0SaEoGSJi8OafmiKNoJJlqtGJRiAT7jy0A8OjSXWZ/ZntmbeSjzeEbF05mMudyPt/r+YA4lIAmkUEqqXsezfs0EiPDaWtx21R3cTLjQRm/s4BE6re4dSAJh6p6cOAMoQY55kvL+4SM91p8IkzB7I1HG0EbSqn00OOHU7QSso7/1sRiF73QHP7KM2T+QHrqYVFPwSMCveEDRMN8AKchDqGYjDjIroiSKZYB7EEfL68r7y2+VFapyKiIxRhlP0oYwuNsQBjcJM4VQ0W2k7EBL2+1GbdQb0jSC4YAYVASC2oYgCWSkoVJbFASnT5XDcwSlcHBdbH8McrE9sedjb8XeibGxWM6CZ0bsc77rZJxO3IPns9BK2lLCDqMU5HJAR+faDuNp5C9woa/KHx6f5Rs6UASZChSFrpOycNuoBCJVJMzZaAQZUNTxDVR7aPOMazgTLsE53Up3mlDZPyCh/m7DylkghfNkjMKpslx71mMwPAuuAHbMwBVaBSLFVakx2UXgnmxkq9tIT/Z70j8RwnwN62IfYL/OPsuyjdCwuDgeU6lMsWQ/7fQF8yXaJxT8cA4yO7XDx5sFkwp7+T3Ixz9WYAuBxLRV+YqgGPANSAPQN5AbeHzg2ABDxgDx9MCAY2gxtqrFQd9QbggOJTDZ0RhFK6mlQRxzbef38Q/xLB+It0daOPz7TcAUoBwAfY459pH+qmx7UoHcyn26Ke4YmWjiTOPoRLOD5epqBp7q5BpdBve/6+eeZX/bZPv7xB3dp9siWPSJW7pfvaLn/G6bbKBYmMVcciAv4bKmS5FQwPvYr7E/YekCklgl1C8OBBsajTEQztD2kDeeot1iwqPQ2kKcSTRq1sW3xffHH4s/H2fjuOe0J8SrALIuLiXiFCTIZU9m4WA2C7jsaPadLG2gs1ltL9ohLWiH7O0EXyIxJhGFHfQAfnyHOkkxeGr6SYqmJIHDvzkdxMwXUJuwSW5M6wzVxqDtoA3wNp9tn+0h9PSoTfGYDXA2YKFt7VZwG56I124FHz+lF/yw3FV3WoKzttlGSxycVoPZSlCf7MmNg+lUMzIAPnFf+KwInF21fgIb6Yd2iHeLuu+fxs5Bpnr9R/aJt3Io8Tm3Z9zQke/yk8cUIfZiKk3dJ23YjCSjcqjgLSK4RbhfgLu44xw8wAGFFjyvBZ/Tfl0LdymRfQuplMbMOYDSYfWUUHpf0qitDsFu91JcCqQwmgiGRhRUlvOKXhS/eEf0kh5zn+tncZ+/NtU8NA0fQn7s0KG1zSr5VnZebRZW0i6Mz6iUCr8PyZXy5xlMZC4Th/kIm3ybP5tgg0J1Z8Kivu/R1vOt51p/Dx4A/RuBITYYCIcHLr/+8da1YNPDcyusJh7sCcLPw3sYNZ+0LPr32/4BbANDoA7u/9T5rcATWy6fun7q9t1b3pprjtg7c1mGT/4bs4fwIDwi7bjKd4vvfh89YQCvGQAVE8fi6+MwHlftMt9ovsdMm+uOUcd+tKVYPRFeGYiotFaH6ENeXhEL5kIglPCRaaRBPBMC7VTr8U6V6qyXpEMfc+YXcTwIx3RHdfAdHdBlx2cdhbyGe0CbeBrEq+PTK9is4uBtvLOE7aXj/TMo/O6lI/rW1kZmT9IkGBSt/LFb73jwvl8t/54zbQuFYuetu7j153Bhz7ejjj5IgydphdarL7Ye3nvDm6/ffYdUbz2xfXhp66wXNnwGOJZZ9SF5nSbYTWj/j1EnpQE3m2T72N+wjBICfAbVC38P/wzZQCgiitFsdDS6LronemdUERXQbqJHQauSNr7hcChjkgFqMAF5yWgtanRKCyYgtxgdEbzLR4J+vDNI8XRxPwXewWuYI/kEQyWMwj7cLA/QFpN11B3QMUgp9ymhklai157UCUgX8Y4i8NYipef1cFCekXlQf0zPkvlwY3qgzzZnbH8SD7WR+csPT3PitTeEU7jMMRgYBWRN2Q+MTzuCTt+bsZvifJY/3oQ3+b4OiXmH4/wMYdVzhMi8dRdhOf+gNmu7JtzmE8wXMX839YI0Dx9RQHxkUVX8SsHISw4wIgOv+v7oW1GFKmrmOKCnOY53qBu8QkBhlDaKN99oMNDZfOvtSAblGGN4ZNAxE9xuOorJZeQhe4kxJ5Ccx5ww59zuPOqknU6DuJcD6Bfv4d7iIIcWE8+dJ80MefIwExJNtBdPruZjTMHMQdFMG9KZGOe6l4/5orxTdijP22Top++OMIx5z09gQvRXUNwysxPiM9QFJ3/L8OxWk4K6ldg77m31IHuPU+ulgkbn94tOh81ud8QpyuFIyoTZkk5HuEpCkkITcPj9UbfdwiupeDwKtVT9SD5bqBcO4rEYLx+p4kEjBXnYCPrAdWgyMMPUGZJBTLR3egoAtlRzsD0GoICCOAuhhvBs+9s9m3cv69/z+saV145uC+ucRpRRJe5dEg9/55ULz7nisq++MDB827iU9VW+cXm95NXEWq+/Uc2PHqjr/vncS8cJRqjBfhfZZ5UakqJmbbsdb7DK9oViFVeMHOjmqF7BEavCRMSnthqUHFV/6Uj9yJH6JKmoT7705hH+zZemmm8eKSBJkVCmvcnMVNA/AQia/S7KHVo3nF8f7UueRVcrH5FksFGUMrzfbG0Opc9Jzj1HE1EPjSm8H5VjtPHnDYJ/LlCjUjYsgOnbTRQ4GtClYCzvauDjUF+KTlE9oqNRUKB71n7YPTc7N432Vqtx+mDmjHd9eiTO5C+YM3Jw5nZPj77p6+G1H0w8v+Warttk7j5z9C3ju99VPYpkeSGgpbuUFFi3brXbbV212r8CBlf7w8bA2av9qy0XbjFvsYaN1BbrCrjausUaQ6/5/avXr9/i3BLfAlVbwBYoCH6Vyrh06QpTKGwMg5UrjCvginTYiIJGY8gP/GF/OAEVCgjnby3XErHF87ds2LB67doVi5cK4Xhs3RLYX8mr/V6v1e1GbzOqBZVHRdULb+eRDcifeC0Lk/nJfPslkH158s0jMrEUpvDKZtu1L75TzzK2y5fks4kNR34D2q5mSl7G6RpnUw28dIcJoRjNALnYaetuMsjQePtQGuhTtHIQYPBYdLoQSn7O3P49crRmAPhTsQzc4wjHS9GpraN2u1IZ9Bx+pZnNWefgeujcq4C+td87KM3xjyuU5Qvuu1DWZSazeqhs1Oog1PVELmBGA7Wskv33Oy/ludoA+K++kClq0c8p0u6prwYLIYcmHFaYTC6znutNgPDUzpiQ1yrCYUMAl0uhNt3r1bS2nmx86kf7P5XOr8Ca39yy+Be3Aypd0cnpddijdapaDz52c8ljs7tQDKhXOsy64Q4nwLvsb5BNrAN+6ZsqlX7x4rGzVgTGYGhFQB/h1hr1kbBBH9GDZWPUWuMY1I/BsbURvSWij0QCXm9gzZoVgmAMLl8RWMGvW7vCuNbYCKywBAIrzjln7VrIshAEjAH4amAicCJAfynwrcAPAvT6AFgWALmAFIAizMK3IB2AAZjcUKknG4uo+fx8OH/tueeuWL16bOFiMZJorFmkmDNQ0AZE0ejxoN+pV4lKQfNx6tR8SdYnrEny6YesOx21ObNeZeWqeZdGdamUzCvcUamsrAFWi91Lz3Q5yCqlkI0+A0vFQXhKAk60Sa6wdupMSuaiL6/o8WSm/tzPcb5lQ3Y3rVKzOrNga9091Fu5ZORnlkQ8br6OYfAWEZB6vCZ/VmhvE73hMstsjIwF02DxQKk0Fw60XvpS0gFCIUansbgH7tsYjCmtejuv0iqZUCgcfmgHuDKSsitbm8+5zHN3b9qe6At582GrvJssDeBc3mbUcqrvly9NWQU2HAbh4CYK4n5I5W7So7SE+qG0WanUU5Sk5/RpSFkgpLh5i95EkVcxT+WLMYmySBKVz9VqxaLU1ydJWBmQK4HBpS4zN0+cB+cNBpNJITivkcn3c2aze24mJfX3V4VaQkhB9G7BpVdhkLYsaCzX+mThj/nOXC5TdRI3RuSzKEHLvyQLmohw5stNDJ/kwQ9uYvBQAAeefYZFr7pOFnlPjnCzF6a3CBwgB2fx1s0w15VwBzlKO9rZBRKbgVaGjRhViuUYZD4D3rhguNQ3NTjXYjmv9WOH6vzjen0wdO7UaDPgN6D//KFz4SgI7t0Dv3Nh0rESGjMD/Qt6P7AYnaprPnPDZ+ihqW/sTvuQsXOcLbETfE4JHa2bt7sF3oj2XKPgvZjefrHXi77bsvmLWvPnVxYiNi0SlNrsK6V2Tj0FwL77772NIvXeaGtYcRmKVYaps6nXpKvYPFgmzS9XKo258y1z584vz+/vr1TmDgzMndsA4EI1GFaDPjXIqsGFSpBRArVSubYx39JozB8ebsxHH8E1ScHKLRYXw8WJYDzuDarnj5y98oZkVjm3r29Q7O+PiQmF6BG9hsUjEatRq4SwMSwCDRntjYOeScxzU8eHzflsHn9rrKIA6KW27ArTwrtJnu8t26tsdbOE2ZYj2tzjoIQ26WIkC/BGTPbv6Izoulo8rR02LS+wd5oakOhY7BzCZLcvtce0XTb1c5/LKSyHCto+b8WG0si8nopW53A0pv5z0It+9Txwcz4/vHLTypUplY59sL4O3BvuK6QdrZ+D7ba+OXX3+/2rzi8Hi9WItHFOmDaZVAnxbBQT960ZEANOqfXwArdLp0Pbr9++nv7N+R43G75mkZidM+cyS8y6p8ffg6TJmt0+82TrWns65GL2X11dPvmnNX13I5mefBvZHu5ZkqgR6mfSZQq1SlXjZLjhYHBJ0OMJ1urV0SqsVt2uEMopw+F0Mm1JJtNO18L06jRM80FfEAZdQVfPaDSaTHLzRbTPvtmjcqlcNq6qrKJ4IcNxSzLBdDAUCgbdVGYkU4HJaFQQbBl3OOymkCx43GhcIC2VRDI8lilpr5RlKEe10x682uSPdGRKesuacnMZoY3DgwgxUzzxuIV2NhQkeNM+kEcv0cgGByGK94G/NEj3gvZQLCTPTu4UDOPN1AtJmzMz6d7bVzVGIrpouFhcr9YUa8u+/2/58MD726qLEvya1uLWymhPJOgEjWuHLl64cMf2vzCpiKdcXF95YOqHX7qLC1bj82+rMq2pf1k2+tBU7fJFi1yu1vXbnU7f40+2loXNmeEKuH7qnrDCGugJgp+Jgxvuvfq8c4OB1ra75kpeE/t3X0if1ShzTngWRVNBlPd+hfDL9VELqQeklVGwMG/rs6kdwGG3rxXcFkFwa3U66sJ+lQAEW7+tXxx2Ot3usiTOjSSUfdWGQ4gJUBjF1QCdtr+B5/P6AA2AoqcRUbhdokOjeAZ4v2XUknw/TyjompMv50nZBn+PpDEjDCQLLLsZcTjw0D4kAD9yX2ide+3YjDIwGqSxAZnltR4EBT/6P++FABmJAcp5R7hNSWeAAmC/0gIMWouhWC2XcgSCi9ZsW3T+PZt7mdX7W3dckrn41UrvkshnN4BbA4viq288J/vBvw9EEnOStiuv4IzQb+Ij1mC6LKjBf0s3XtKwxStB27wLF0UXXvPwua1zwuAaEJz7zdWDA0aV2mAY2fsI0BrcPXOj68fByi/19/lMA2s2Jwhv3VjrDvb/4nxNX5Z7rVvDzDDBT67o4BCUMq9dv4xpQPL5NsaL6deQOChDUYoxPKOc+pt069y5ff3lGlXtL2/uBb0V0F+2lUEZ7XMLzZaFC839CzUafpiqLjTTC828iU+ztIVlaRO9aKF54ZUQxOEaCGEFLDSbzFWUOqIP87yFC1UsuyTlDWcyHk9ZHlA5GF44f/6cClU1A20VVIE2m5ojzM1AVqXyunmtoPF0ez/8pGNr6BFvjtje8L9l+ZcJUUIB+0X0DsKBy1HNJn8djmKYQxj0TVxfJ5xpb6dUk2viHkHZIQJlVHmKT8RErnJ8MwMAx93ScoEI53og2mvvdoscYL5fuXv/LH/4Yl6nsIVKkakV6b6QW6/VaudV0/Ar88MuTgfuuKZyXVb2ifGFQ4uST9JLeh7dM9sd3pRo3bHVqbcbUThsNQScG+lrN7td0XDYYvC7NrXOAXP35e6KdJyi0h3vDezrzE9m/pVwIzulLxcKmTSVTSRTIJsIJQCbsCZgNpFocFULx1Wz1b40VeWiNOCRldHg72gg6gBd5XQG3VpZxAa6VuWqN0IAU6DKCQZg4NKASqGParEoIhFW2VDIZ8lZoEVlUXGsQsGxgGU9A8GgPcElPNVSKZ+i0hxQp0EaqMOBvFgIKdDb7BadWlRZNR8r7jyKeEixaHqTlbt10ddpwY9zp8sdjDfHx8c5LHhHW/JN5D/yM2InQkdipJWd9sDZY3tJYh9Gwp4ejWQAHKCfLJ27CMxtXjj1c6n3maDJPjz1jtgw6wyWeSLULrQbgHtJaTFyllfVc/pscBMci19da9U/jSQbMo4CvXBimUNAOYptMVy2yBUMh4P2Ja0Tv9sU/VTbI7pVAc9ZHf64hvKvyEY3UFdKc1etikTOJc0avsFMNJrRmDYMujLoY/GnBupzwdwVuRi1GCxevkpY4fOe22xGs7EVcL5UVcfCgiGqsrIopT9Sf3kyT7J67M+O5HkcUuLkvtnOHHicQ2C3J1tZT85vMUA5rpfDCgFYplepw3o8Ezv65UzAAKYPBroTTGQwKCvtrKxcJ1f+tbj1K9sKzUY8GCwPBn2Jkpbui9T33Ojz75hasdwX4DAznPL/MffmgW1VV/74u+/pabWkp32xpKd9tXbLlixbet7kPXbi7InirM6eOCEhCUlwQsJOSFgKoS2QFgoUyhB2SkvZTFqmcRr6DTBtCTAzZYZOx1+Y37fTdtpY/t77niTLiUPp96+fndiSLD3pnnvO56z3nKpU6vTW1XV1zVnkTmY7OrWSKpnUo2qL8fq3Wa0Tb3zC0OseuSZrSfQE67zuGl82lF2o3Ii/ut2tzxX6tlhtAFVGW7n2cYfeaL1x79498dre7NzjzPxFd7P+4xaXixKK4fMcjqHCkv03ZkaLe8BfCuWpE9vJZHI5GqONwOi3upQyPqN1we9MdzzZ5slhGSqDZ1pzdJtRj+G4xZ1r4zfUhSQ2C22lKKtYLWbpn4K0nXUHyhvw0Th1FlmJMcSo5bKOSoe9OLZ4xozwaf+rGHWpr2zMRpy7/tBLW7b86PhrK+dsnOdL1rPji/0NBUWcthX+rNVlsh1OJmLOpTbravR6g6GJSK4Fn/hvPPqrYs/DtnZ2ivHF9ix0sHGtfh5q4vbJvPlB1ptq6rsh3dX1KaCW2+2Qh8FBjn8DhZwwC/l3O3Yn0xcMrlu3qI7Og3xmm8A4HAgMGwU8zLmto78xs2gb/FbsMBjEDrYrGJZRzGuR1yXzy5Y5vNu3rw9V6wPmGiO+VixYbx7uEUItcY7FDQ49ICmR4h+HhGUVBAcZZXZGXULC4XDRCGMd26LVNRvKlzKRtisfKrXw/lsicdml8YikCsL/ZLpSF7wD7xjlEvCJRNKWQunLJju8+/s3ISPPLhE3sk+cbKxpdMAn4ncUlnMKYYZ2YO+gvGbl3T2Ilyf/8+rysbri2eBRrDwz/FrI9zm4d71abUNDtFqeoBN4wp8Vt6vTaXW7mNdMZYM+GxPNwu9OebOfJxQCXrU5EY/Lcwyjbk+BRjoXCKRz4rBLrpMI1bRGzC8iPpSFOBSGGdvHubeoBVJREmbbu3iC7TnIpg1lgM0hltse/U1xQThkQz3YNbmGcCgNPor5QJWlEfymIXzg8OUSEu0NpQuumLfwB1/MlR7EM4tTkPcjC/70p1yzy5VqLfzqSgF5f3EtFBAQXIJ6Vi1JlHvr8JVQDkJYD+OtsfidGb4Mk2FCPj9iVhSHyGpNtFkA7V+/Ai6qBpMjQ+gcS6gJBBETedbg4Sgz+XFsHELz1xo7Xz4SScwJrNHrCzardTEaML/UZK6uzqMB8ystFrNlcbWrr3DM5fePoGHyN9ihJWJ3jBL797qhrnK791y6cb/LiQ5IlvqdLYC84cfaGYen2mX186VACuB6aoyU0K82mGhBzsh3UVKc9gCZ+LKlXLkSx9+avl6e/Yr/84aMTFb4g1JZX3A2abUGfZInb1Wp1Zpmt6Sjw2Wzd6P56stNJrgLFvMaPLzcYHS5hCbzsslfLbOa8cJnu5lmrnce+VM0hxBbzIQaG2ozhAJTYGKCYJxqfchVnMepFwtDEXRW0OzEG9QKYG7ElBU7E+NAHIQn82fj1Ix1sRt01ekAnDfnZ7WhDMxEl/KGdZSHBJizk9dcS3txXOSyZkidAn/TFali5wRAuChv3p1gCyvOQ90admYGOy3AFhBHVKjkGvBwsZebF5AZLbxf3s7ifjZBWiSxlUyqNkZDW81PqjAVJiPJBqvGXmwwhzponjC+YTxvJI0yybDdI6BpGxbTqgBdi6krdhlFPJBWQ1psmiR5jiZltEXzu2dMl+XUlSJDsPELbcWuO/AVMYNSJApUe3uCclW64G4wKtTqJnDQ097S7Ficyao1RQ540Sm0GobBd3aZLbb69oJkrcEhcDr5Vt0m4qVNxmqBa/JfvSkHFYu1tT1cuHmaIyAdpsaKfUe7sQCj9XgxLJRtMTPCqKU6ZA6bcaWE4NIi8endn4hEgaIixVxOhHwdfTKLpigcXcX0W0w1KEPyVYriMmUwOcjlhmw2NmsyhzxxdX1w6ehMuAdTtxb7ejahdbugB+FPJOk6cZA2+emAha+R8Wdft5pf2SmhYumzVXgUpbi02eCnDkvfG9OL1ekQGmvUoEouZ/EYPlBwxVVq8E7BsfaeyP7K5fHMi8zQiMb1hvkQjK02hMaTTy82GpFxotFB8OVmXxR2Sc7D/VyP7cYGGO+alf0t2XnmgU4vtmSDnBpxOkc2NDevGsATgZFIpN6vF5LVZoEByTeKq8di8fA48kvQOc8U52mkJijuT5Ho5cHUKx1HG9dLjONgW7Hbm0pZNssu44qSe1lXMZVF4LKxRb18AVvoIXz/K73MQlAqXTLHVbVr1z8Wjr83Oqpy/XHzZq/7KG/VQbsd/K8ZTuifOAe0w+e763+0hadstlRyJfjXNZTy8sDsFZ4oeLSwYpHNHij0n962bXjDT8CzUWACFvDRLrsD0p+02rYWRkocV3JX7y+5qqRGfe2OXX/4/N9vuiEvlfYUZ5SIhU9A/luEDaF9mtffUhdvp1sbc1j3YklVHuqpxYnEQCvfY8s7nT6rmk8oaFIl/tr7dDVPz1ZCGB+wcp34EjOrQVnunXYGQYUnKHA5NBTclQT/1CzeYGFcb0y4dIVPC/9V+J3JdTDXIZFoVPVEqEWlBPFpX7EfOYqZKHQU//LWnx4Ctavw9bP6isBY+O1cgwEUPvvjH0G15MNf/59Oj7tKgiMtXV8o/HnakwRVnB/JM0E/sveewrzf7WF72kz3xmzB+rB6prq3PdqaNKfTjT2JmBvzmes8eGOVzkwJNVIMhTxj4yXyIiUHtRwi5nT/yQaAxrP5AMfWGSLLhisVl0k7YNOHKGZN2FBsE6CelIjCQEu+sM/kjdMZHnSyofYq7GYZNrOsq9nR9kSd1e3melOSVSBVVS3Hj00Wtp1Z+h74tTNOywt/uf4WAEhh4R8tl01zY/mxqn5wJHeLYmfrPtC0xeHgmlZmtCo5vhknXJOuVBNZWE0qHRZwPge+4w0LjdTkSSHG0qnUy7IOomE7olMb487UU6lUQ2vQ76m20AET9OvENCmGLwjHrkIntjjcY7NOk+aK5o5anYrzhssGDuAjKtUTbM9HQsuOQ+s+VngHcRAdsldLDwc8FS0fcfznApmwNI+pcNM/bH0RbF9BPNa4SfS++o93pEMAsgqhtni1nwjVjmSk9/pBfbn7o94jA3mCwNFsJnNu8sPFOl8VOJ4UFN4dAU76Tx3VhbvF5R72b0K+acRsDNWAmbVpPOCxWkVys1QoxsJw/VDsxrPjE5XcgVjD5fj7ogLkj6EjD71+V0/hwV99Lcef9EBP/dJc5NzDrT8i+roO/oze8FG0rqDDTQucfKNWLq/BaYxN5JSWFY5ES0MIZ5R0zOZnl9tu4D/ZP+1ZD0QjMxxrf4Nb3Nkx04uORLNXONGTj0Nvu/DZNS3IXnVPvUu+BvdhCLvIfCOZ68zhwwxIWjotiy2EzwIEfbo+vH3RUqdKfnvft/rwpX3X9eHVfaBvzpyhxqXVJkYIhGwDNnmmXwDQQc+HBc8IeAL5ED0UHvrFEK9/aPsQHh7KDo0OHR96fYgcGloVZFCPPVCHzgjgjZnaIWgXDrXUifhxs6AWX9Q+t8Wjcno+nfvlXHyuzSPCshfG84pUCtX1pFAnWyQR0Awcm8yfye/gCr53juV3TObHdpyJcaUP+Xyew+toBOPmQIHaEF40kmS4BnEOCtfXcdF6twcxEXS9FZc9y4Kj54QIZFN6uPg9DVDCLIR7iNfNwQaTAn9QVV0fMlfrdQ6rVWX0qFWOgTkdppoeX/qmnpG37xo0h+qrVfiDCnMqaK5ZsH+OKa3yNYT9BvTUrns7TPF4rVklEtsz8+O8e6NpCxIlSzo6mek7GDd79GK13FTTHNDYvAZ93Z7Xbsbfmn7Opf/quW5hmF/V0FOjUMmqF8+X0jGXwZgwN2+cUytj+dGNYeQ6cjOWxbYxLT6/kVICZdEJoVVAVZwO2IzVh7mp9pkkVpcyJ/1hr51tdm+R22nUc5hMCi0JkkApEkRxVFI6Rk2eoybHQBjuxAX2RFF+LI/qT6kL0CJXsRl7Cw4hyYIXrdEMDsHKzQ5ascE/IaMNArlNU/mMxAeDd709MvLmsQG5nlaoJr9QKG16+aYNG64B/5rcsqxdWdgkqw8X3jMHU2bF5BqW+MR1N7+2pw5Rx+QIGqFBITYGHS8cO3z42OTvpHTU2d9EW7+INXBka4gh22A1hvFHIV1CkDLQOwn7gI0vD9EhPJQJizBqJYVTlNab8fmadfIGugFv6NPawl7KFwpTgKKEiUQ1wReZUcRocow9Z5Z/nyPGRD6MzlahR84gFh3LRyOumSSYLmiwQCaLlykRAC7EgFx+CLIe7wnEO67JrMPUEDS/OfrhtxctPvnzXdefua3r4eTqgUZlYQySwlMYM9UNxOuXZh3unm2dr0yv84vm61/avfvZvY1NB169vnC4SAlXP/h8wd5eZ3Dl/Zt3fmvIz8VlGiA9TrF8spVpifKL4TIhd6aPkMs9qUxDQzNDWawW3CLX0ai4jcY8wNMQS2TNVjOdhd9CVaJmJllYD22MmjjDCSxXm8wSh6XNZaRh4y92/hUsMxupeO+ygjW5RoGIc82GDZvkeptSMfmFSkHr5QPH3hxBwldJpwrKEEPHDhw49sNpZjGVGGiaTBxd3FP/DOUH6aktTFtQHqNjeCxT4ypSQK/PYGZREQAFWEgeoAPhABEwl6rfaihbol5k9jL6QxRfxDcLcJYyxrNG7nQikhdWgM5wR/KgIMFHkPRUABF0dyqkBYWZYqhKs/wMvoBLOSY+qMSameJSJhCuUIVdhHDhHa9uQgSqhJwJtPRV7bR18r+Q7DAceWq9ux/dEEG0QfS4Z+o60gb5pBHbzDQ76xPodDTuzwS5ys2+UQxQqHI4o4klMrUa9siAgsObPk3CWeeNUmal0hiriQrJhJGFk3NoWNwE5JJxFO9A6DHJgQl09NFkKATioEIsEGOEQFl+1DJcMANMUO+lWIZHfEjVrpo7d20Kuo9eu7ywUa2Ze/LXt932wb19S0/95hAwB4YWlajzL4XHwFLv+k3rBiLEguHv72tNrryhy9qd9bvca+I7Xxxtm3Prj7fe+T9nT9YgCi3poK0+EHne2nXtU79lZQfSZAjySAKbx0QxH4WmXXnLHFJfZympSCwkwMJmn80bEurN3kqGmDyXnTg3AcIXIKjmx9j1T+Y/mMj/LU5Ig4r7nAz9x9WZIOiZmL47eTOLnbMzwL66ZGmpRchkZeEoq0vS2FwmWqlFquVBOogHM5FIU21RjWCs9iAT5rDXGy+rDrhGVnMgmBwr8nu+yPBfqS4QHNquWOpVVYXCZFeAI9NrvfTZ39ATlx6ze9X8kq4oLRlCINSfgqfITVgbNoitYOrqsIxicLArk80uqLF2ga6MGHNQDtzB9Y7MuGrasu3eeooitQnoLdnNDuGcBClESy+qibHJs3D1ZxCjfzDBouE4+yhqFF1OAGQgBcqaQHEZQpboVAmGNgdXwME+hS/JbP/m8uXf2dMWXXks/2j9ysPd3aP5RKXC3PLyl0eP/n+vbtvAweO/QBLJCmPM/K6q6qDd7tUKwML5o4tqahaNzu/evzgK5ue29Xo8Pdtyl16fBlH8pZvf2N+AqPk+S7gW2nX0UNdw1lydHe5hdezUP/N3s/HpLLaMqbei0XNQpeqojNVYVDAZLMNkoLj4Ms3FMZ9io86sx32hrNdG8VMJUoSI987k++eyHNtwyVpWSqgLZygkIjMJl5gpMJVkIkualaUk74mu285cv+vnJxcv+vaHo28ia86Bv+lC9PnGtNowFxyd23rcjuzS+vhAnQn88vpXDzQ17n129+6Xrm/+4nLZ6addAv/Qt3ZuPrky6OzbuwB8zulWch9b77eaSVohr6IDFLQN2Cgv8HpbmwUNzSkIEZxuaU6mzQ203WyrSahs8FvQIJyGiWIGg5qIsbYGtLsgYFTaXlfgBWe0ziZVV7DWDOCoG0lMC9ZnRcGq6U1ZK9moEjt+otNeJlg/PHbA1DTUOvnXSsuriJe8s5AePqyZcbOtBqoymBRIpQGjvTgs0Ki0GR1Wsw1XmaV8L4qNQ+hgOYBDSHbFE0XTahZkmGnI426h0qwBPA4QbkHgt5RdQOWKX7F4dMIZoEd8NL087nN/KngZfu5+bCfT3i7vpXvx3gxNE84quZpW4+oMmhGdlRASgphbG2h0Fssza2vStVJxzuzwStr4TQ3mNO6HnoAQSxhERWCA/8YmJsfKq+N2lN1QThMgQ4lNT810T4psXxxXNxMmZmqN0iu0ZHbaDigbSnCj9Zb3K3e2kjD4c9z2Bw4cA7+e3t7C2yUwBU3W6sntFdZVBd0muOe6jx3g8BT1pr0B6pAE1oXtZnJVGWm72kuoCQc3r7yPeZgBGEMxODre1uOIZaLseNu6vuMO4Iji3vaEmlDXq4FWDdSKdMIikir4ULVcPIfQFVWzozw4myS4MFGqWmYnhqZQ/SOqeQQxbbzOOQ0LyH6yEJoKDKl329kKLkg+C1CV8AL5fDICV5Nich/Q3T2NEIk9DQ9evINZ+uCHB/e//+CSwMBIm0QtadyytEUJBmT1guqmNZ0dQw16Q/t1q3wdtRbem2Du0qKqsafqzPufurDn7g+PtedOXLx/0aMnb04BkTGIuNAxOWfPi/szqd3P7rv9vXuX6+Kj9z2N+NAE8eQkiydLmHg0qQ/b5F4aQSttBVa9vhUTli1SVaKx0RoNx8xRoZ02WystDvSPtTlZ+7PMcWfPQEC5DEbY8dIccFzuH1eAStGHHq90iznMYFEEVyiUVoO80mqv354Yee22vkoYKYg41BjlGE1k8NsmH5lmrSLKsDgy9b+m7Lxd5NOYB9qiWaNBT/J5RGZEekqKS/V6n0ep8mBKzONVKdUqparPg220Ab3Na0vaiAH9IT3O1wMepnLrbXzSSGLhcHEEKQhD04hXLnhWKEFKH/4gPxEbi1EXUZdL6P97gA61L9LSSPUIUA0s4agN8TwhwpPAH6RNy8FzCo+Jz0t5s32uyX/bcPHCW30bnYTckuhPLT8z/t564huKush9QGKqDirFlGBOamFrrabwU8/aLZtDhUyoLRGoiVjjK5ct9NOc3Nww9Y+kGspNO7YAO8ksv1ZxkwIf1HQJPZ4apZVSyEmaxMm+T2q+qJmqIbAaAHV3M9YEmorS09xFf9EMmjWDg3OEHiXlBCPOQ07ceSIHRtFQLmOjGapio0gZTWAE2ySEtckvfpDPj6OZrKzwQKm6ME6VnLg85JULMWPTOPoTF2nJA9YgxwVadkxQFqA4rafom7B2i1aXIRKz2vLEtAFTHwL4P97562/0PXAiHpTYVSqd2jKF1e/NBgcHF0ZSK1pcNctuW7Hp9QUqnZSnqlvdP7A2qeGM/A1qTe+9v/7fsaAp3lWjrm/pdK54gdw857Yfb7u/8G83W2mhWq81Fj71L3Dbal1qQ+1gQ93wQIQJO5fsPrnmcsN/4wtHuv/6uNep8ZiVAkqvrG2Bsqecuo6/F+5DHTbEpGgf8GUoP/D7k+X4Cev+JHUUqmnj+srKdVLKLJebIma/3RsWEgnTZbbw2TJNJ/Jny5oNfF1fuKTziHV/ywuW1voL9QqZSSPl6a7mAF9ijbn5LWaPSwCVJuK9gxBvAtAGDkCvbwnTmBJ2CXHMk+RrKb5dzlm+fdvjo/Hj8U/iX8Sn4vx4PMMeRa/ps6v4Wk+SlES9ZqEEA3Dh48gO1qU4U45N5ip0LPOo6qEYoSQtlCoBym5DWMaVUHeVUDlEsFhsKyLxKWN81/VHWtpuO3pdrcajTP1rvC4dXh7c8u4385fSoTkpW/foEytSu7evu2QKNZjB8sj8Eaamq85CmrOKYEOHP7ms2SHg1/1H1OJy9P7onwt/ve9Ne3Zx3fCvPvj5ovhAk/+St3FhffW2W3//0++1Ju9++mfleAD/JxB7a7FdTJ+VBGSGH4bm7RA2ih3HnsFexwTQsKVLVk0wzP+EP8UnhoKfBKeCBD/ID9axc3HdGYuu1mo2W/gSL2bB/QkFawtcmDyHEkwQkUuGLlJeRZOXZQpbTFuyZiv0/xVYXbIVCBl+z6YTjsI5ZMmW2KFSuSOWYQGb7G1sR2GPS++XOGFGpPEx5CURS9EjLB32Qj1eB+VgHvYMs10pl9IQdDOdnG3bd7weWOsj9Xh9/Xw7k83aW5qamzMZN+cl9tmBfIAewAcyViJCQMH3mK1oKHFTLGEGZkLZIs/QmWymP8PLNHmtELRa5AQNn9dCtAjNop6EsBiEZGkynp8ch/RBJjFbtQ0tKIhLaADaGAdLCJ0qognoZGVcY0NsVowdaCp1f119kYgVSj8ABLZ6m4C7WyrexldrCwfxrhue37zxxaM9NXM2Z+ad2JJZ+K1/Onz4Nw8twXFwTKtQiXBD47re3lVJja5hff//URQeioAh6afeXK15eIWvyafR8ea6uq4dDEYW7u2sHeqK8IEgs+aG7k3f29nYOPLIMGVVuBRGWtq8fW4otPTIgoGDi4ILft9izyyu23ur3ltn0TnZveBP/QvfCPeiFdvOtPvkUTqKRzO0NwxNAqtEbqTRfNI0ZbVaI1bCmram24tV01ij1+D3mKHtAAxeg1dgTtSJJDKvWEBg3FmTkq81Rk3McL3OUNNeOw+hugaZUUWyzRKgQiZomVnhTx7flRlcuiKw5lQ4eChrz0RMRn9MD7DKIFUlfok8i+b3NTh4j9Vka6plpFLSK5HKzDW0M1wtnhQjJPveNJIJy/yrxCX6QAsntzdBfkU1GDnsFLMjZ+Ap0VwXaJIU9SNHtO2B0cDxwOuBTwIkFQCBQCePA/U+5mTuidwrOWJjbl/u1hzxTcOThlcNxEbDPsOtBgJdLWqOUUPKh5XPKF9XfqL8QjmlFChjyhjpTqQJHomjEs0iNSGvIruUszS4KEg+fwZyZwqd6mD1KNSPCdalgYCocKDjbVCNVlC4zJgJmwVoZji/+I0P3HtbGnxGtQ4M2uOtqZTPrRQlbuunzLKOvYtjluyqtp6VSa0AaksHeFKtnXvyN7fd9uE9vfkHf3GNjLeNiZoHyCpllcpksuoKj5jFStLU7cPx3hPvHR15ZHNtCnKntavJ53IPxTe+eGNv34lzNxy98I0BrJxreAryYRRby7R4S4GgsH+InS38jJ8ckI3IDskIv8wv4w9hn6AUPYV+xLlW5FBTIuUY8EJ96UeVamyyB52/GOOURRkTIQuWFORV4iOXPUy8jsJClR5OKXRUaY/ylFwsqCLG8VaJmyYzFW4swI5N7Sar2VjYTcxyZUoE0uliAEOna/JjbuAuRkT9YpHfZU4Le4TLhPuFtwvJ2nRben56V/pomiTTwpRSxhexAx0jIka0UnRe9KnoSxHfI/KIgDERJgDKhRaXrUAGKoK4aSsMsc04a32RLKO4nR5FHBUlWoBuBmLNGjfV6nhpyB9PFB75ibda0H0ip2rf1O3ed2uJReSFTUUW+eCevtzhF7bfPnq7WaIgl9yTAAskGiOujxpT+16/+dz51JojXdbOjNflXsEyRu8dP71u83M3zqtqyHG8Ab/4j7P9H7cxreX0gtwK3biMZkj+MHRXNHJNg99qi9gYG6GwAVsRuex+lTYR1aitDrPabhdGKxIMkAAp6MTE2WpnNr2QV5SVJTXGcskVCQYPBFVU4Hm5XQWBzMLTkH+qZIh92wtjuw9UmlQN62558Mn58596+Pb16cqEQs+mW82XHvsG/q7xjm2VYLT0np0L6qqr6xbsvGcpsqUem7qObGN7/XVCC7LOkguTzc2RBrmLduGuPg8XNe6LRLq5rJO0JtwXkoqVgZwljHlr3AFhIqEshs0nx8dicLmQHyBAIy0Y5gLmyhJLuIrG9oxd510RLa8IrvNYtqhT4rLGuTHN3Dte3WimO+/99IFvfnxna+3Sfbfd3QG0yfULmMq4Ofh3/9xdPYnFjLNx6YaljUK5Vr7ymvnAxSytG9yZozOHm1e/dPv8Zfe9vnbVcw/dvLlXXRFDx6v3vnZDu6t5SXxg++LepbsGdYn6Ov1C4C/hCf9nbE5qlJlL+ay+Qz7C56+3ySN0BI9ksuFkNjmaPJ58Jvl6ko+QBU/KkrKsYDQL/Fl/trlkf3+pBVpkeoflCF5SdRBekhXwggh3DuWnShpOMQ0zY4iyfxNqKmOMmq+JO8UQIzLMPF8Xg6aTU3+4PKaG8lRPQf0WxVYzTDnfEBYMCUYFxwXPCMgBx4jjkIMQOAQO/xDXIIdFXi5/Y692ivg2s8COhxIa1hRliTMb8o5x6ZhZ41Cz2KEz0+RXM0FnZr6vboGya+V8MKTL1zENzZmWGCcrGUHUhwla4HcnZShpHz3QU/GIOYqjsLLTK5Fgen5LgxeYMRRTnDiXLSaf2NhiKeKGgqxjF87CxZ5FEaPSfnMBjisMG+0sEcdK94wQsi4XCnaUIqp4dTGiGuyrt1bSpyJfybpfgK/TpkYe2yachpQdxw5YmLUd4E/TtPnrjzifjXaVbHPeBDmCdWNPMZuwRqoRx9JUGscaqAYcS1EpPN2gUqaVDUE2MtKgUinlv4AikpB30914dwZ8IvhCMCUgBIlEr1XOWLleLIGM1WV2QrqdVAGVErM6QRgDTsyJVYsT7UQkUc1yTUlVIQsHGeUAOrioHgCB0oX8mQlksaNajjcrIizI+UPWUGKmia0jK42b2SxzjytElJGNcGllSjHvum2JeUnT4CLwwI2juTt+ecfNH94/AM3xW7QKpRhPLN7ZWL+izVPl6Wws7O5Y10z33/rS+u1vHBsgHnfJ9SbpDTeZoq3ugdWup1PP7u0/uacrt/fhpRRNQSVikw6M5KzmRE/Ynk3XG5+w9K/YlFp426raxmue2j5t/6xj7Z9WxiVXAqUko6qujmO+IjP6MW/A7OcSY/7KcgpUSjFWEYabHMt/nYzY16iZ+JtVEj88dvDgsUvfqYATHJsLscQO1yHHlmD7mJ7YoeCXQRxVb1PQ35Un6SSezCxYsEyX486yZ1p05kOSLyU4LQESBzd0LqPrMLe3N2nNMSxBUd6BRJNImPASRRYJT6RS5xRs6BGqrPF8PkZ9UFw7vJ+HDyA/rcQN3NFkO/LV0AHmeKJi16/iwfEr2QQ/G+iIVW9YtGirubYzEFvYGhIXbtENXbM/nlzT7e+58eUtW1880unv2ZCZf+eGhgXfvnjLrf903wDrw5mVutSq7v51DVpF3XoiZssuSR4+cP1ocknWtgAXqZSuGptPJwD8aOfyWPeewWBw/r7e8PKeWgGQNeUP9O18YqS+ccd3WUcu5mKgGxdffqiv7+CSaKnmgodqr4JYjvHSHuDJyFFCKCwX6OmihaQTyr1Br5WPWlbj04YPmzGGDDPGZoBmJEOungOoUFK4+2rBftA8nTU99spVYvqlNDFGYHuhjh5n9U4j1oFtZBq8mZbGoMOMyZvoJrwp01if4ZSRSSvEGxu7Oi3VZlNHLME4tIdMeFNjggkK8UMYYcbZlRmpj8aMqECC/UVNsuFXuM6xsQtoMnMe3aIuoAnxLC/UQ18ygUy3EMGWh0JuKHKFw0IAGcFyjo0zgzwkb7KxqccrAwu+c2Lfomh00b4T31kAFP7uFD6W7Awo8Rt+/9zGjc/9/gYg93cX6nLXLohEFlybA7n2axdGwguu7XC5XEBsTYWN9fN23Llo0Z3b5yWM3phJ4nIJq+OB9HU/ueHITw40RhpoMa8ej60/NTJyan2CB+KbvotuxXDUf+DXECOmoGxlsLnYUWZeMlUM3bdFUWNiK0RdTD6HnoPPyVDoBE9YSAgtVBtos7RZBucx+hN63KaP6nG9LpWhsolg0BFFlQSUsCvhuKwgafLcO6xuuwAZZXzaMB5j63DgTwqJ3qy1SVziA6Wgp6UMFclpKi1HVVG6SkoQ/wViKcdklk2gHmb1GLAg66bnljd27fr5fQsH7jp7ILU+CM4ntw91KgvXIwvyzHhqcdpCNy5OpeaENWsqGC5SNBNd+KrtT+/N1m17fMeO748kFdQvS1l6MGBfcNf27ccHraGBLZnz1+9E9vVaiF0vkEOYCnNhbUy4GBc/bvuF7QvblI2HOktbbYTN5inmmzjmtCTEIjUX+kbuZr5o9LARtxgP6SGcVf4ALlmZAbqyIlIiISOIhwH23MoVz/zlwe8WTi9f+/wfH0LZc9fcw/nvfz+6ZD85tPbFqW8/UPjL61u2vA7IBx4E2Itruru/NfHdu373yGIQAU0/+dPxJFcnfMfUh/zfQ3mKQw7pwvYyPUXdUWvSNGSyQqrWWhupJWqFtcKekLydbsfbM7JQqaUBt9pMCJjj8awvJfKasvwGYcInYhIaswpHBg+ba5x8p5j4QSWUFOczcMwxOTbGxRlL3ZoUpdh9CUZKqIvo4eQ8i3oS8YEiQwBFkTB4l6PG9/i39p27f+GKb5/dhgsdCFuO/deza/NP/+F+d5//vcK5d1fxRFUi3n/65u7r79831ze5r3lxnU6XWIzvcg2u+cHrfCIliw3NnbsmoWRR5/Om/S9ft+UfDnQJcYIZffOwwh/wyJ/d8u3h6KUzvOjqk/gCsMAQavZ6M35N8Zwz/h64GcqaBrM+J4prXgE5RqLsITRvYWerulDWcPIPSAP9ATXGQytBrRyLI7XQ0B6tDqx56gf7FvWsnN8YNFeR2q0j+HvRz2695pbhTNOQQmBb8N0Q18MSvs878H108H14Pdz7gLgcsO+jLL3PH/4AYUvFtlvhGqWUmpmh99y2a6NAIOBXmQPpRWs7Fl73NP5eTezh+ZRIKFAsz7SsvXHX8Y/ZnNd7vBqwk7wZdcb4IbzfxoiIvTinLOD7Pj8KAMAQ/8K9nUCdeRwqsLPw4sJd5M2F74FlXN7sl/AaLfwfYDasjqGNULWIhGSV+SYMLMLWY3swYrFig2KvgsAUQqMQY8/Cs8Gqixc/GKfgf7gKhKhuT5wz0AQIZ7W6opu5IdDgpAR8j1wvtzcEKu+QT9OJkF8jtyiqc35TY4axWmvDvtL9dJZBn+178LMdJG+E60sy9AZiL3ELQaSILmIJQRAr8RH8EE6gwfDTC8YBXlzwxYvIcohGCJvKsQwI3nuOvLHweGm9E+QFzIw5GTmGSfUkSUtlmFkmVMkwFE25MA7YMhz0H66uwgx1VELgX6o91dLGjG9+qz+UzO/J1s6pNUI3t5a3QuMIaP0pV/taZvihLUlTtNkVX9BoR7zhJP+bt5z/c4zEjIyEJAWfEIDAcR7cpIvoTXew7wgg+mpsvOV//Vk/8Tvyvz+4kePfBNSt3cTb2CCWZRxtHXR7MEJnPELA44dC7VoDrdO1i53DEkl6mC+YR2N8Fr3i4YksahCkiKOE5gQ6CR6JAg17+o0rBmFtR/bUKpHgqozQgbm/9ZAnAZ6zNrd2eV5obrlv7oLhOkqo89AFp9OtJEilyxqY6+epA+6C1eZWkYTS7YgMOIRaj7VgcfrUPJHOYyEe3x9ocMifXNafXXeIKWxNMjYJz+nk0cEUDf7RnI5Yki0FsbOxxog7nbja3RgAT1k6mnxppiCOZ51yAj5qDqZtOFWXtVXxOF8nMfVbSKPHsWbsYWZjM50GaX84hTr4EBbUCWQqBo7HABUDMRsH+H4dRh2icMrvH/KCsDfr7fcSFmh1CSnblzbcamNsA7ZTttM20mZrbUl6tHTKq+PHbDYLEArDlmG+RMLQrOsIURSlGNB3No5OarCWSn5HfCyf3zFxIX92Ak05yu+AqhZl1ZEXyfZXqqg0R6cSiyXmV7+r0/DGrUx75zTdRVoPDWUE0XyeD9EcHC7T2wv/gmg9TenRZnAPR+nJTRyNwR85Gk/eyVEX/JGj7qSzgq7thW6iAHkvgC1hEmorai8tEgWdZhXGhaj8AQvmPOE85Tzv5DlFIpWfDvBNNG2RqY5oxUog5wlQp87YdOEb6iSHEp1jZ7mSFhTA1SCG1LKn1Yo8Z9Ow1eAz+e6tzpO9ew4VPhdpXNWeVS68cXKMp3TZCh63T0UQKp+beHzfnI5H7ilcB75tqg9UN2Umv7nsP9wNfgPpdJJGX4ObOONt8OrYuaOoLq3QzfsWXJsLi2ErmbQCmkBc4srvoTHXSteI65TrtIt0uWrFGuT2MFYxEJutNC1TH9GJ/W6VQi5wY5GjpITtzJWNj7HjkcZYw4HrKjLGGlkKFISrzH/r6uPceExuiQhoDEWHjo2W4OOO5ixj6zu6sq557/c3nFr6oP2llwSGiG/yt5F6s6C3ddGqgTnOZatdEXNV277H1177zp1ztm69dHLZFOapt1MA9TNM+sBr4I3Ro7/+/MUXuLrNXrje78L11kNvbo5CQFeBKr+KMZyH4mBIReoxP/BHrL6Ij/ERPkzuoB24w48allojJyJvRM5H+BGRN0D7hUckfrFCTatkdkAP8wR1JchhD29mL0ywYVi2pBn5/MUiLUSIyr2Gy9d8HbB5l930l15C+1vw2N0Korj9hMLlKHhcXjWvYusnzy37j5q0RwM3XGD0ptzEMY4RChJ3g89YYgOcKrIBwLCp3/IayDshf29gmglCo6X8ulPS01L8OCpEC9KQg2kezvP7MZqirfRp+g36PM2nNXqpeLhaIpPxNLROzDsC+D7aDy+XvThRdG2zbP6WWzeXeIRAwaE8NxS2KOG20pIRILi5VaMcj8DjAs/hGyZPFpcL9CwFjrDkAFD7CWK0Xi0Dt5N3FgzLJl/h1gneKWhddW4t6WLJgX8ebg5Wi6y0wDEyzfM/hjxgwnzYABNTmIxczZrfgplWmkZMp0ynTaTJFKCdwMnyu/GISaZQ2txygRnzlFl9YixWYSCjCLtyNh4v+hRX4+32/Y+vQbzN13hsuwqK3tahJTPYev87d/Rs3frXdbaojVqGXzPNzWjfFvH4cN+c7CpGJJ9KvpQQcgmQqFRuPck1cvM7MD2lt+oJPW6nHU5A0QryCLdbLL9+PAG3q3KPoNlwprQ/ZW3viSEjwHbZxsyf/MHhrfct92V2P75JemcsVrjpyj2RqxwRkzNKy+xttJOHV2wF1FdwHxrgPtRgw0wrpqUV0AFFLbX74ac9ZTltwY9bgMUSwrmckMcvRGM6rPhp/DxO4lDn68UeqPOlAgEt4geOABm7oKIIIoid5joohx+jWK2tqExKAjib8GnjNl700kbEaeAgy2k8lc81Q+xqIrgDfva7OQni8DZbKXLgQ44VL/XURTmeg2slPyHewZTQ172JWYDxAdeg3d/SgqljCX+nFYtg56Gphw3a4t5qm7/Ek5yXdt7Gs8U6jyRQqBqFGrCgxN0k8av6hoMCD+3lG0x0NVp/rEQAliVZMkCFO0Z9NFbE4mKdW34HGlFcdt3q6pHDcjnucGSCD0KcUpcPVrC5VXQMTIbz5o6YwzaV3hXU0jEpX8ADk6s4SCppI3Bwze927nz5SC9/xw6RTNO9ejez4N7tDLP9G/NHePVL93X4Fi+aC95XxwYZZm5Y4U4YMgPrQfDSgiJU8Q0VGmtfX3fTlm8sWta5N9K9Jm1wdF8zt2dzu7V9uMUmt4Y5Om+b+oz3fSgTMiyKLWYajFGZmfMa/WhMFCNbKRuRnZKdlglksjifoQLWAB6wWLEj5ihf4nZLDDSXaatGMJaf4EwbJB6lAypsQWAl5WagVVGjzchC/+Yub2u0Wu1vjfR3VsqH56WX5hx8aGDeo0fn9R16bMl3iN7g0luWjXx3U/z+p/Bj04ICpaiw++aXt4fr9/z4psPPbePiZRiSHbjOFLaFyRlpDdD4w6asqd9EmE7ZT9vx43Zgt6dTMRlXfOSPS1C025o6nTqfIlPRWjouM9NGkzgg8w4rBGJaUlUEbtQ2ZoIToHNIgs5Oi9A5rhRyerFfIUXlh745Y82sPF1FjSGeqUSIyVNfIVgzGITtpdONPw9tX+jEMHQVl+3yk5y4nMBOYaehfq46IpORNJ9fimycm15SgjtAorE9xXGtL/jNyT/jH3F899dlgdgyjub8bkjzHuwOZmlQy1VN+P16zHLIgluEPXQbaPOHW7Ot/a1EK6CaQFOtXxD3fykEViEjHBCeEp4WkkJhX28L3coPUtLhiABqzABAUCZrBKlhnqSbOxnLbgM0FosbMlG0pyfeh8b0GFuZCm2Ks+jzj7HGNKs2VVexHy7bLmJ2u7rznt591wtFGqfJs6xiQ2bu3t3l5yyHz3HbwS5ELhYAwa2z7QzvP6/Yzz1FLf3f3PMmjZyuhrK7FcquinwUs0Ou/hazpd4aw/k3y+6XPS4jhmXXyvDHJeA+CVjAB3yJjMCyVUNVeBWrNLAYOBE7FTsfI5qRg2ONRWJELJbGuHgiI68GVLW1OlJNVMuOSBxuKz/s1kowGhC0HKfxLFwicps5s+V9xBk7SsUo7FHafLEaNg8dHJRLViVcOq5JMzvIdmbdSX0IgGICme3jy27AE2C3NqLSXPNG68kdvpq2vY+tWfXYvvbmXd9d1fka1IONZr5YY4+2+Ftblc6EQ2blfem9I6IRUWpq8dhI5/wX117746O5vtveuGbNqZ0MvuChws/CnYs8yUOj1y6rO/5g/x0HR2pJfhkXopBH49hapjnA1df5g2Fn1tnvJJwYhsa+JVi4UG7nAzT5yMp/g3+eT/IDITooc9BOvoJWqoAZMw4TRUPnYtmk33GuaOyMIe16Dlk7V1hs8VkdN5Yd8deusNw8ZQhguanMd1eYbn+9dibf/HX7DARAa9dhGG8ui4m7mJ4h03bTqOlh0zOm1018U9QUtddUs+uGsIhNoyKDjXClNwgmzmMkFjUba2lTfFZgLOaB8zvOni0fRyi2ic7/v2Djs7Ngo9p7GTYqXXZo4vvUs2Njo0fDuwwby3Y+3+hLoTmvC6F9byHvwhogcl3LdCc6WnT+SKSFbPALrC2RFqaFaGnpo96xv2//zE68bAcuqDvcFnmaTuNpf4QaoHCqIwx9P12C76DtoFmYGZZISFpQRqqJbHw8H+dOGozH8vl80dY4h0wNVmRcFQZ+UU7YzvdEorYuC1hpsvB0SJJQGwMLoSFZO7m+WN9K/LBo+D+4LL0m52F2P7pWbMyOrme0+rc8XqU329/fqauPMImu2kU3Lg1Pvpiuzw45hMaoP9vpEr9Z9gYC864b2PH6o7c18kkBT2zxJ12qgOG0w6Om1HajWioEhFltbqFr/NVrbvzOkvVrt7Wk/rPr6JZBQ+P1d3y77D++zfbgXclkgihR5WfY8TA62iqPyBl0Ppg9DOi3KNAgCKvuhO4NHamzivjDDoGZtvDZqVU1RzBZ6SQc5yWxEYEzRYuVCwlc1SGstF+h0sIvzOoOFq1XzrHo5i25jDsIQyBd9gJZcbv0LdbJYO2oXZBnFrO5mX5sL9PrsFZnIQeQPdnG+hxlgT6RX2XNRXJM7o3c+RypyIFcbq48S2fxrN+GVSO4PV/Nq45hbi/osR0h7fx2VcuwVkLRyjLXjKHFj8OVnymmGKALco66gBqUjhePuqIkloVgs76XcY8jEZ8uXC09Cp0UMINv8HdC3amAfONb31gyg4GEKlq75Tbb0j33Lc8uS5tVzpjF6DdTfCHfUHiP5R1r6/qcRCYgSE/Txtv7QcuNZ2//6Qw2ilx/5wO9y5Y9eqDL6E9U67wWJco3S+VVVWK98pIWsc73hh+5ppnovPfW67BSfA7abJuxPuRn/9QH4twhe3+fwuAWCNoSWB/o6+tnrYiW7U0AjZ6zNr3RdL6JbEIWQ19d93BKEqcTYodbi1BpvOzuVEIz/HHxY1QVdw4NEallk4KVqSuOUCxnsVVOs/je08E3/DWDu8ZtCPWsqi0RqraJ4BFVKo3IVhfpnN8ZqXDJOa4rhaZ+k5iTrW/qiTfOr9WXaFRjI+QqrbhKUUXWBCIdmaaela2T5yu8dfBmoBGZe5N5jl1RzPqhQg68C227ALaASR1Sn4BuUdXt9O/pv9JEMTfsD3zhBKPO404cDQezQk3nDNawYTj3IQWwQhuBnbYC9XrJloIYPpFP7fiIrWhCLTBkFa0ItIhUnKeOKFUOw0iEhnv3Z5alTZTJpXHXAACsBp0NIpbIUGMnHr+UbF9rXbGzOpR1aDy0MhjkKxTIafK65J2rd6TwD2m/UVaMKXaxvHAH1oHdxawsmZKiIdl2GS5rk7V1GDAREIm6XHQH6PBb0XDsDIP5Ij7ct50bgm61vmE9byWtqeOhZyATAYOQHDZJtNApNrh8LtzVSnNjL2S0HBm8H+QnUvkiu+SR0O24kEflKBPsSDTENcV65nPoDOmsCrzEIFD6EtNldDoB5wuy7hBqSgSem6nSp9lDrPeYVy7ydg9nbXP6u81QlTmsYmPErbUnO1yZNsCb3TIs8kX7kia/WujYwoQ6YkY+5KAsFFecskatjga/PrBmLUtXUOgmzMS70JnOMxmdSGxAUPy8F+ARL+Md8J7wnvKSNi/gedXQMvTGJIpqRHhMbgEWh5zUHdHLuIq6ICmAav9MHjWRTYHwjlLtV36oWO1dRh8eV+mtKZ/NKB3r4QvMzhUjN3R07VkY7t15485eVaAtAnKT15sTXp2ra1N7aD7jcTT2+VOjcfxc3bI2d2ThtbnFD9xx9OitPeaYS7NMaQuZ7e3zNrQFN1x7Q+e8kTYLk0E6CNk5UAfFWTtHvl0+Kn9Y/oz8dTlf7pK7tLSUFgCBX6tN1MQgk3K1t36mZqQG51oxnKg5X0PWxOg430lJPbTcLbaA6mEUpS4bORykIH/3o6Kdc65s54Cvip7MHrr8Co+vMmY9q6s3bc4YKsOWkA426PMNQzrUIV38sA/4pBEpIx2QnpCel5I2KWDHr9VJ66RJdbXJpj4RAdze+vlyNWDUAxBHfNJqQV0xdIT2GYrFRD6PMnvlMS9c0WNxd3lFoyXDq48XSypY85/HlTriw4WUPujUNCxct7DB0XVNv1+qMujU/AQhEguMbdcsCbq8jR2NXnsiY9pb6FbZQiZ3f39fV6vFqovMmbMo6RhcONiZlMtC0YA4Oqd/aaOl3V2zfMXyhX3WQJ1FUtQj0A9thnjYgT3CbBLIsiSNhqeFc9lcf46wQFU8lQXHs4DKgmyo6AE4MfMhM26u9w8lQDiRTfQnCEsCJDRU6MsQbg0x7PRgXijU1dle66BzCSc/GwoFZBpNY2BYpZeQQlogw7h8+dfL9KBED1TmZ6MRsoIn/u6sD/nZNKf8fZmf/6jkGrDu/yEHxNpBOyCe/JL4GbT3OrDNTJvNowZqf2sGD0vT6dpIK9M60ErYWkFra9eu2qO1eK1YbqYhof3eEfGXYpwSW8URMQGgvZQJyW1H7LKwHIpZvIgqeZbduHplVCcYhpZPiisrtZVcxwrtzQaPy0DDU5XrlPkCDnPAIcrVvrIBx+fdcnpF1+GVydi8DVs3zIstXQTyk+tZ2Em2NgaXmWJunTWSiljN9lBfympKLaDN/oUL57pUTuWeHx1u8wzsm9t8/b5rtg6vWOhu7mJxCEpiY9xLrKDMPmNNX1dn34KYP18f2rTnhlxmZEEMq8ClWoi9iSQFrTeZyiQhmeMqMKICKlWdL+zwRWkTMPlHobSG6QjfJnPSUvERhzBWrR/Gigj027GSUTMNQJCfzqDfrFFT7nXCsdVXmcn4fy84OOAJzNnSDFKThWhXWEe5GvxXIBCylYm3a5fsbRv89h3Xhpb57Ftuf2RpaGln8GoABBGrbNNBWfRgy5lGdzHUGKazdD80TjBUcqv30XIg90u3CwEaZ2gVviE8LySFFilNy/h6oBnmSdwVUR8uaFvhaLMq+Srm2QwNXfSuZxhhlwdpLrOurgjClPCF9wPoR4ewFUw2WAy+O/UYOA9wACKXLec0uyC+0EFzxbEuIIULQ8sKFp0c9H0xP8NIHSt6OFdfVWU0Afk4syxuhvcs1Hos0M3Bw7OtkzBNu87/c7PJb5ItK+fL34aS/R1mU13UnxlKbU+Nph5OPZN6PcVPkSmyYyoD5JnjGTxj6+Cqw/022gAMft0hClAzU+ZQH3EpczZh3tVZR6ZoQVLc4W9DMXot7dXxbULLsLSUKGUHGHHqtgJEOQhFfD/GHjZmjbJzFQ40cXU2uLpeJs5yZpins6PDXaaiFlJxkavI/ndeqaYXuUqec7DBJp2Fe/74NxMgxT7n3bwe1l4ZZpqlNMqfh+VZeT/0lTWaRE3cXePEilbKSA24wkbx0G6ZlKLlM6wUrvCzZKWcK6JEUVr+Lgvl7a+yUFDc5W9aKOWQ5yz59VWFRuK3cO0UlsM2MbmsvIVuwVv8QSs7UHaEi0wrUAQB/utMMlZg1aLaYUaeHEpuTxLWJEhmhW6mSRDCZEfjEq+7WiHnXL9psGALhzmURCc3ULyFXdx0wpGobLNWcm7YRgWXZytlOH5WqLTqdW4uEXl+0bYmXclBhp6fTVm7uNl1Rfpyzh1vvwYOz1uXdalVbH5y8kVzKFmt9SG/2EqxXp9e65h387obSpnNrW/dvXDr1kv57c9f34YV9QcxALFUgdUxDitEGYmi1BabpEgreYI8RZKk7AhGK8QSuoqL43MZ2I/GkGVaPw39KH/ZO43u4OZLl2bmvS+9sKxkS6GY/iD0w/J0D+jxdx1qAS2Dxul8ypQdyO3H7bh9MBoofp6GuIQaBNigdZAZHBg8PUgODi6Y30l38QcbBoazEja9YjTTs6dXJljurYzrnzsbn8xfgOYSMpwm0e+z3Kn3vzegqJgVHvAXZsYZZxX1aX04G0j83XkZltZgzezAAeXCCTGhFspFBMtizzDX4hYP8DDWZCTJJAkF5Plksw6TUBKrhJDwaKwYWdKho+ThKqLKrFGd0IHjOsCF2AhdFIvXAM0RHqam1FY1oVZLh2q214zWEHNqAF0TrsnWELIaUJOlm47aBSbazBdL6SrOomU3hZ3nWEyQUuNsPA6K0rmPxriDTxfOlvs8oPYzpdKcOFe30gQcifjMlGkpKuXRxsu1wQLwLp6ffERiqQ9O/h4NSzx2TGII2MAtDYe65kBRSq65pd+eaWyyLlxtTziVak+jd13z9wofLqMDSbvM5ZI50kHDMmJDvNFWhbv2L2jJ7H58465n9jRKTOHbrrMP3LRm3c1zbXeXest8RvyeeAtTYX5sKdO8yLHescdBbNDv1eOLpOule6TEIhKQ/pXeEdYn5s31AtSTivESXi83J9ziH4Ai6HKLJdVu1jKrrAZmy4FRJeRlETgQIotxJW6IIe5b9b29bdm9p0c2PrE703bwH4CSVBjsgTprZ49Yaws3uTvn4MRbvTc8vXrbj2/tm3/nq8PD/zDaOfmr+MjmlZ2B+w7HD1y/Z3nyxBFNkKsJXlroJp8gcxgfokQHdiMjpnmA56+ri7h0r+AfMC1KZRN3AN8P9fTKCIhEAlYoz0xEwAhwgaCLDoAAE3EBF3CnMWnEbfV6sQ6rRGekDbKqqLsJlfGMccoFlYxTRSVTatAAf+6Mn42j2T3U/+Yy6ciMYWGWPTuogNtNVLJG8SQGyR3DmC4hVpQohx/cMLgY32xIr+7qWp02TEntDTWTHwbqaMnhs3d083jAzq9uWpXb8PSB9q7rf7AGiEZ/fqxn8O6f7SYeB0sH5y9fVFCveXBb+tKZ1MZ7J78XabRKnE6Zo6HmY+a60yP2pE4eDi2/b3OaaNAlhzo7lydUhVWto6/sWvv0aCdX+0Muh/jng/ZrWitX0kpc6Z8jB7QcqWhCnoWuizjgLRaTYGYKOjcqD+31Aa2IP2yQKI9oxHKa4k/XXnDlJBP5s2hQ/BnEKWNsiG2mxWq7SrVPSfsWUXty1eUZo4fJO8upoD+WoXyWSh82boi3QX0SwWiGAg4ez+twiy0aiTxcrNY6O87WiKI++2wp1hVRQP50ENBTlnHw7v79l0UCCRQHJPkCcO+9xVDgj1bbLgsGVnn4KBQobZy7KrYaf6oUC5yawp6Z+ndwiXiL4ktpVg9SYCf+Kf4o5PAaRqHAMJXIKsQgtDNCq+gQgYWNHxmbxo166uIZiFPwpjKlD6NDQtyH99Rz3XzxT9OnlqWv3bLc9ktNsqXbXbexBvwulTE1LM82x7tCWh98cyHWXpgviJMtmAGLYd3YGuwgdh/2D9hPMSMjNodC7x6++7m35wxh4fFwqSwYNf3hzpBYSBT4cNiLTYDhBk5H5F3FAYAykqMnQE1wEBB6pg8oqYoBlBDJHluJARngairqp40SkgsuCjIkd2VQOvqvmz74xHvM19vgCG58cn/uOw+d2N5CJ3uXro17wctWV2znD28++L30A48/0ZNa2eE1hNr+ogeGcHswuuf4E6v4nsb+oS3pxDUrs+CEfa4/uLDFp4ku7wiYs+u74lvWDOzmLvz9A/DCd21DF16yNu4rdHEXPvBY5YXJz3FDiL3w91eiC6/Ymq7dtTJbGJl54eFudOHCL674FI7ezpao+Wt9jrYdd/V9/U/BXXj2z7F7JuXa4YWvQrdKXtFDXunB1mHXYyexZ7GfI17pSibHn3nowGYteQWvlM+m1RUddeBOFE+Y67jddU3zRElfutFYLvYINq8Y21BNM0V98UhbHdByHBjieTh+I6e5Qlc6OwnQ0C72ZFQ9x3B4TjewZku8a33WHOhYHlH7WhYG/XMLi8XmaEtnryO9dUV/o0ew+onje6LB9pCRfM3fFjJ4O1amep54/IH09w7e/MOdMVdBaPPF1y7pTdIt2+566Du5/U9uDDoaetewl+4ennFp8ETp0luGKi4dNvyldcalHzvAXhr82eaNr12KLr39BLz0ge+zl+Ydu8rnmPHkr/c5uCWu+j63RMNf2q7yOWYssfg51nw19S5bIsIzMYbxR8jNkGfuZuan09Z20J7JaRTyTIMARS4zOpVQHs4BSg5y8py8L0y5rW7cLacBnZFDsxALg3CD7kiTWpXroY5kVC4v7VHBb2G1u5bgi2ih+LIOy2OT0Jb+mC3cyp/NF9tDcEe2x+Jx1A4nDv+MUh/hK898JeIJFum/ouEU6iFo08xowPxA5bH10/Drau2ngLrwn1dpxPyH/q5+cPRqvaj+vb9ruhszmGotdGCvTZ2FfiU6x4HjUomQz5cAAa9KIsPC8fGL56BuiIfHoTGL5FDlSNQ67Ga4vNr6RFyj1by2dvHStbevvb3QEfn2tyNrTrrWrXOdxIipCO9+7Md8E3uqJIwlfohZiTnPe71Vpp8QczA1xoM/q7Aaov85p174CtH/LIUmNEzGPkaHhz6eUEBtGo1AZxOFLZEhjGLjIH7ZfULNHSArPXZQ4zLoXDq9S6t1nYO3tS49vK3ypFQeA/sgusu7X+0u3oPPLd/WOI0gBn+UXo9osxWu4R64Bgn2OKMFhIQUCfhCsRwDNgI7xOfhQoHglalPmQViaS3q0P+6gEDnDXGB6AE+4JMPi58Rvy4mxJL5PIDxKPh0gscQGGZFT2fbWhHQzYAmNhjCR/GHcUKCV+O4UI078VpUSWQI51fk8/qx8fyOAEbpx4wXh+D9sYs7xi7myw/CvYkbx+EfYjHU8UslcNR74HdcoBPc8+qWV9EX+sn7bM6cvjnsF4ZPPQ3XNciuS4fZnsWqXiHmPCdQiX9M9GM8TAt/Ulh4Eu1EfCIGr6mePlalqLg96FYb7NGIo/ybfDdokEbtjkjhXPEG5IMcfK9X4XtVQbQ3YeHnjSYpBt/vBRXfYKDgxj+vNZnEiAEILRb+eIKdKRdm3xmNoFKhk2NujxvNLNIqinfQbdKhiL8adtojAASUOkck4kA34zb45l+uXUu+6wxH7cFqSaRQcESidlssci24kT2ntRDy+5OQ3yWY4kUJLpDAFYc/QnoGVfBZFbX1cT47eObJwg94a3mdresKHSBP6ZXxdU0N6PXXwPUcg+shsMU/hMt7g5HrTLUYQRF4FUFYoQC9Ah+zwMfwZwCQgzDIgiFwHJAA9YcYwAFuBYQhDHfTMJ4fz2N66LUbxrn9NaB9DKBN9NQfg1/k0rfffgu+Z+FD3v8GPvieVuzpH8KP8PnzCl0teGXqn5g1IqqWFBrNtVL0Q6GHjyu88DGdUKWt/UDwbwL8V8bfGXELLWJUxCGpzCAnwgROiKTgf6RgPbmHxG8hT5K4lDTxLeCPFvC5BWzSgA2avRrcoqFMDCqufgVgL0kwiqJwKpwfN36UN6JGKDt25tmwYn5HfgcGH78wbqQuGsfR4VewY0eA+wLcuT/u5J9OUJonouNMYU+9FvgWMx11DkdtcFFGN7yQ6Uh4YtawN8poN5JHmYWZukRuSVqXDa9mFmdSbbUxV8qQZeugQWE57/mp0/wku48ijBSJ8el9JNQCBzc6PWEd4C2Gu7gDzOf9Bu3i9qaGpaxtvAbu612QD0jszh9CkfgzkxVIankkIHBQRWAAMLrqWuSshAHhIADOkDiOHhrFjyNRlaNn4QyPIBiDrZZgeBgG9/1leBtDz4W3X4C3STw8HgDIwIa/KP0FI9xofbi40TsCCixuNFDspqP9j0aQfAeAA4kvuGv/88/vf77Q8dbbbyM/fCoH+fZHLN/qMCsjrariYxpKV0WIlEoRO/384sdo9R+Po1mkAnVRSnUWIODGyMe1GsqmjjgckRgUkhvXtXZC9i784AQSFHsMgPDnDU3r4ko9VXiEkxPI50+yGIHoy8MkfI6+55BU2tmqRYc7Qdme5K4E5pOvFC8A8oi+A7z7waNXeT2oeD14dLYL4IX/ga8XFDEKaqYqSiPiaTBMg1VJdHwlXPFHsXFWM1Efj1MXz838UGTlG+QiIXR9IeCXblW809rp9+QV+uF7PlvUWQGsHsSYjUKBj09ZnbUYH4hJku8jGIIxWmrZ7nlTBAgTWWKU+AXBIxwMGy4QE1KaSijYlyjgS5SKhJpRsy9BZfhTahBWZ9Wj6l+oeeowWyIuJoxWjEHswxirLbXnsU+xL1FhPoUNYKcwHmRGt5jhvzL1ORMXyWsFQnhlIfQQeWJzTMfoGPiST3Rf6KZ0BDpDNqR7RgdfoqsxMwo9fDr1CuRsEXwJrVRQPHNYFw+wDDk+xnIge5M6o4td+SgWhrfHx/I7dgYwdD8eR3wKWTauR38xzvonVPKBRB4CWPEYLinwVJ7JFbgqDq9U3gbPrsg1uRZ6l9lX5dqHCnbvQldTbsXKto6VdjCVDUQam8KhxsnPm8KBbDocbiJ3t6+yLXEtdqdzq1ZNuZbYVrW3r17ZkXavCjQ3RoKZTDDS2ByAv1nZyUBefovd12rsUSaNCYCIFAoM5Y3lk3zDVTdWVdpX6qt3SVvcJdnMXZqV5FcnLqQgvKm6jIqCCkq9VUmohhJpZhAkVyRCSY6fgmtXYF0I5z5njGJdrZTHE1JyUVbULxoS8QTQ9M0KcSH2Ck/6MhpOggvlQnj7WbEgPDZxYUV+AiL8xRVsRRiS3gBnEXg0UAdr4EdqAvGn3OGBhG7tWnFw4Vryvf5kk/gQuPHZqkNN2BU2JjIvpcjQlEklUBaRJF8cj4NwrGxjCuJoWBO8KuQXjSPhTpRszNpKExNe90BhIXaUxXDzszj5I54U4gzOkz7PgEM8NrqBjMkzEBqg3a2IHy38+dG1hYVrgRK9diP8TPf//xH/VSz+3z8D/i+zWy7HU6IC4p8sIXvhqQpAh3gK9Z2gqD+uwFPVLHhaeVFXxe0inhb+XPhL+db0W62dflMwtRd+5lvhe4qwXYwBIwBB49uhqUtg+AB+GieEBLSgGQGSKTWlrWVtZyibVYSAB+WTpejzJkhR9AS52lAbgWqFkJNgigQkNJvOjOehZOmpM9AcYQWqKEwXEHHHd8Jtl4NEvScLNIJbm1/efWfzy3sKby21rdXcmbetVV+u4y63BQmromxFPAmtB9YW5JsKj5RtwZm4cor5v7R9CXxcVb3/OXeZfbmz7/u+JDOZuZPJZL1pkjZN2qb7nu4UKEubgqWUrSBllUVkF8QFBZUnkDRtWlpArYg+irjxlAeIvIrCM8rzVf4qZPL/nXMnaVoBxf/nX5h779yZuTnnt3x/yznnd9ZAYKDmjciFKa5gQH8GuziJo7hCVj5OcjjHdXBXcT/iOM4iT+9lNXagAYVxuUIUWXKynuz3BXQQ9BImMI6mYBzkDnH6fw1TzkDixExMmQG3rimM5Y7MxNVTePr/T5/PBXreA/Tk0QOyThpm6CToGhEEGyjhDnYvezvLgkSBz01Vk3wSgE++CHL1LARPEiKuN6MGmfvkCgrEIjo6U0GHPkpDuXuohgIWcV9D19K2R2dikaSWuL20LaSEBNmi6O8gifsahSTiM4GOPjwzNuFPySOeEZvghz8sOMETr3F/QDkaJ3z99DjhrP+/cQLSkkhBOEQqUuZohCD80zGC5R/FCLl/JURgJj/FK9DNVLctaKWk5Zwav6giB5CV343AWUOMdRAudGDXJY1NhJBeMKiBYXCt3muWSUDa7X5B1iicew0uqbIRKzjV+GkbTXpQLNw80No6QF4tC+Ef/1n5zUDrwoWL5H1u56BHgcfEx2zr1CAOwm0dO4mscPayVeSEWFzIqiBElgQJnAsmj54gBwmRtUVDO8dPjqOOiffGG/I2kvWgKVGaBHHMSIyQ99M5D1vMxcxMgFxPUh12muawxL93WsoDBA5Ve5mdky/W8jYdaACdNepUZUHVSXogCy3tZgeG580TydtWaHAvNFiSks+wC1CQXVRL7DTBzXzee5jkethFo3mdpGN0ucH3JmhhwPfGWwXoBRwn3ptobRVaWxvy/KmekHROZEZPyHv+9M7yZ3Q2dsZ7XJnuuyVxfDoV5Ijh2+XeygSpPjLVd/IpXiWf5WNhmkZuoNHMnNESeJEP7VF47PPwZvohM67JGCPwmplNaWlBEdR5CAnskmGTievU1ZjuhHMQaOilOTEVu2AUSVo9wD276EmLkMu9lxn/mczuAsmHndlrvhSyOU4nDP6i3DO5GdUNeN5S+YZ83DeD3ZotW56piQLtiTwuStp8PcinHvhfh3Y8abCQJI3L5feMQeO9Xu5paLMG2h6Fc5qt7je4BEfiKOE+UsIRsYsktV8uYO9xEDHWIrK7X87f4Wf8ucFibhA6Myi8Ny7vJVLr3cSxYm68MtVFu81Oku1YOXVBso2kGFnEUfvcSm/jN6Az/hJuiDhi9j+lcUMYWJ15CN/8wP8Aw/ylPLl/PXwnm4jk7bElzoZIHgjR4OyX+y7flte7TcbR16heeo8iwh+OnU85MqV6RGD/TulmKtlpelXbKzmOPwPPNCA/6LoaHjcA9wnTBXg4aMqoTlLrRd1h0BsQgZG9VmwlTo9GL1pzmcFxYD/8UVKZjT9dG87UDrzgwxOf4kelOqd5Tdsn6/riJ5HQqYHGqaCJMn+zIJtJdsH+YNDq5cb+mfbSoWzCU7r7Fl/4+HZb/k5t/5kM7kf2qvriTDQjPF2Fb548Cj31PwX9XYIwu1jSCOAUyJVac4O5QZmrIFr45ke2bKnVVa7upL8zo+79SKcwGYnoGwzQ7wGkYKujZr3GZGKIbOs0yIANhrxGAleOCjdJX5qIWBOVJXPJGvIO+6k+18T4jxm5xVRW/+RskBWUyiUYbpqf5dtmyuLSD5FF9gzqLZmp6dw7VKmdlCLwzG/VnqlH1qNIQzO9CNRVCdzKTT9rSq8WA+j5SiXf1HMyyUTWEZvGh53TMrOZYNrAiNOZBcwakASVJHWJKqlQgkMgIqo6hdMliZoIK5y90K8F0C8Ai7xX8jKPe7E3NzT4HrUOpLgXWFda1BLId4bQ/N37M8kwA+4npqHQknhsJrqfJkPbpwEcqPXdmSCOwW87hh9ltkF/3UdkXpzBCdJEPKMJSiLHzPTfItZ32jrYsTUOvHgRfIAC0JBFoQOEigxijwB9GJBQFtQJLACbI6pPpqIpi6ZIYcsWsXqZLJurmOeY2zlSusE3DC7w0yy0g50NhptlexAnnBDeQh1FUnArZAqtYsoTP+CC1a/B32wB/j/HvT9TF5Z9qC6wIJ/fwzdz9xBtwOgPkw/gI9y1pK1PMtBMCX64HPyrZw8YTSLD8BzReNpYMjkjYsJHXuSufd/J/Q787Me5e9hlVObsT8syB3JMjUROlmA8NT0iUs8wjxPwrGE29w6QLJMMN2DZLuHJ87h7kcC3n/6sKQnu+DsJvmuGBP/3KQlm5DkSnAj89KF68L9U7Ap4jARivAI52E547IphXdY6xq4YETzYAxwmDtc4be2Z6EXf1+xTI16e78vG5xfhmO2vz/dnt7Wl+wobOLGuLwcXcMz11U2gur78wAr42uyNcr/+jR1HS7jPgZ/qOSL3h7iE+40aTLbsXkdmO4+fPgYzPd7CSVPDLES/wX4tnTwOz7Edpc9RgEQMQOidk5/gmJESXjqVBr5+OvtLZQsIymzlLgDNXg2UsbBzwRD0IhNQJ8DOgYd27Mes3+0bY/tGlUo7y2qPgswF4YvzQKf799sDCNkPgTCGhLcKuaLw53FyNtHKtOYKJeJbDfkUGban6QRybscduLFcJAGpATvsRhxitk78iasTjEmbfU7h7I1KT89/tjYqWZ7Dlfjmod8sahQL12VTiYyP12raBi/4nl2xaEN+bqOM23MobgtovqRmdGSkDiFityQNwWmVwaBhdBSnFirxDuUXlU8on1VySgMyHAKFMCLwQjoGh8hwbxEoT5BcXj7KR2yyXMVrAA6gnclHwg0Evh/Z5WwgZGxw7gLsRtnJ/2RPAg3b8KWjEQF0JEWGCM06o5hIAZwkAxq1KhhMYjzGrpQ8qqBVpQpmygm2IKmkIKPCmkAqqKjYo7lOLdC/AvQvAP0VIJkOILOd7ZA0QVKujg2XSy3k0QaLT2yppDJ1GnNA58sAc0YqlZKZ2GWrS6Rng4meDyo1otlcp8sfhifl2H7JaiSFuODTOkmtEevqdKUSqzgCH/JsP0jPbEnX4ZKiWdHl8tntZJRQUvukYFb0+cKxo/C1KHwtDCLQLrx3kgzZZsaLhN2Z2lsCDJmhk9QnADgnggCXpgo9ZOBgdlCp6Bg/2Uquh0yOyvWG+sz1hiuOKQ2tra1KA4QGrU8qmK6lKw+hFOlRWExAp8kZj8nvSVw/TM4kIFtFAzNMLK4y0hhPYIW8bwPhXqg0JXT0UFTYHSB69NIeIDNAQMXI19kd4U17PXwkU60vN7TPifUVq99foLA8uHD5XjcXjOEH9IFH4kHFxvlftrR3pJx4OLxp6MothYEkPpRpC/Z1zl0SairF9C35yLnZxy6Zt3jXlZtz/bHqnoGO0jdWbGzSqyyjUrvQP9CQJTKbAL26m9uCnGhrpxaAbS6ofy/SA8+toH1zgOsdI1aT3UZ66/KK5DyqNok2G3qG7QPd7EZupAVeaEABVU6HQ3UIGOIS3iMKeHIc3GxgS6ZoIn52a8c4qcpZIjsbhuV+t+CC3YetyiIbsjDDbTtO7NjY69cNjH/hyugX533wWj/e9NWN6/b0XbOy+/bXbx48p/oFvImsl5t8h/kpyHgcfXZ/wM+F1VRWSbt10O4wtDrEdiAf2ynpg6GA32/DPkmtEwE45klar6Q3iF6vyeQGFeg7YLMpjW7sHgNp0ybDIUlrEkMhpYaIlxrES8l2ocSUeBWFtwZN8lbXxOZk6Lb0BFkItJww0f0ZSPdo1UzKVeKpK6kMUIlgI9DPYgEc5udaGq5d0eVVbdxa6EsmDfkVDQsdd3DXVn8078nu1iQTi7fMMnxq5bYNrVot718WEy9vbC7P39qzatcuvLd6N95Utwro0Db5Dnsx8C6IVo+scmPUqQYyeIEMLGEfqKwN1FXt0HtYk9Vmc46xq0ZMpoAKvjYbhcGOknnq/YCtPYCY0EXhLejcRCFXMRG9IGoB3Rm0FO3FkMwlMq+NdEShTDSWEqQsN2HjPr92IT7ZX17X3afxXbBYsHJnl6t7d2zktnS3dC84N+1duLix/oZ5PZ922n0LX/nGaHBP3155bi9p/6u0/QV03XCDNwwM2h8KeTOIMnSqJxaI8zpBHDOkNxa7R8cJVivtjSDEVMC5ETEcjsF7SV2Xrstk6uoC+Oh057pQscY/gggC9G+qn7SbrR2tMu8IW8HQneqtYkZnQW9rvcU2hc0BXpYikiDbIYE9vN+vW8jMXtSQX+T0bFhuFlRKsWPi7Qs340gbg+sKAy2W4NC6DFBjVtuCOflFZ0kLVm7vusVht67Kf+aeZ+ZcMn/vxK9Cpiv3ti1yJe325kf3XE30smnyXfw3kHELkjodVC8VNb1EQAwM8g3foho4G9mmNBC8iR5kpbx8b0LmIWgcnzCJ9TgxhTSARiYrvt8ZTa9/sMuPL1y1vEsQmNSsDrs18831W8pmvX7zxom8XFcW2vF7ZjG1yefvt6tNTj0VMmKXzafaIhntVsSq3U6IE/FVSqykzPBLaq3o92utVOBCyACN1EMjtcRqTwtcZmKwQKqammrtldXIkZgCS9psP1OcBkjClN+bYmr34v/T5WeLDws/0s/ZEyxbrdbw/ELLt8TrLnX8+Py1npjFdnRW2Z7N5Y4vavwF7UsXyNsLIG8FdNUhIOfcYTWKQNt6QdMlgLEsdMaD6qA7ukgg5faFLZzD4wkQQXM4UgYqaDGUon3LZXN1dbkcpySCpoBOcdCp0wQNnI4pQSO9M9dkbaJVOEELb8ns+FDVkqVtpvzBDcypey7qBV1jZveXM4Wo07On1WpWKUvt1f55nP6mJdYEw8xnnltxwWXrieJ15iu9Le2L1m1d/Wmd3b2s4aZ7np4z97JYZl/z7n06e6r/gbt/TfkLPDwB/E2ge0YCAbvnMJAjzErDAmempFEBt7VAHrvsgUn6RMzh8pvtAmtAHMSgfcNWqwGMwgGtTjQYFH6CseoAseeBgMIFetyHYsD9FNB4HjysH4jVg5KyiJLt3WiUlQEygY/mkE0zsckn4D1ZXApefXFaCmRLWpMCsrCUrBqJCHRAQWBPVDJfaAvyQ1ctMFQGrVamYvx02yJ14Y6FG3ZufeXA/mtSB87Z0Gh17Jnd2uwZmD9/x2D7bzf34tDLv3up+uXqW5QWeIipB1o40KwR8NxUR6D/Bug/eKD7wXfScrQ7NuiOCxmhO4aaMDtPdQcaf4JAKLA4QacTY7r0lbiYRQfhtAJfEeyIBYNrrtrutQT0yx/+0ko8VKhb0B1J6jWGNbtSe0Nz9Po3tj14Q03/qg+zW6l9XjBitppQpw4aZK0ho4mdhUxg9PpAGTeN6PUOJVU19zS2O2RjPIXt49RWnTCdQrqa7FnsSpAzE0W4vQTPf3tdLOlJqSPuLn9114WbAL12XJpOhMXSxAO3rOlKgnQAbk35Dx3QPgea3WmB67ngjsuN04HEaAGnBGiektKs1qr9dp1Waz8kE67mJ9SCnBO0XeAVmG0CeEyWEEnCR2iz7gW/4Ouvfv3489Ur+vEPNnc/Un2L2pjq+Mnqj9/BmzYv/TdwFGhM86vJ37NJhRKV0YWSoRw0mkVtg6KR0yOUeqYGouAcQIPcoNqBQAacSULB2agC0tm3v6FBm8GH5bYONzZqn4JPM9DaJurNyP5kjd0yQWlVZjowXbRST85I/L6aaiuMZD44DX9ojSBiNaBHcITrkpgj4Yg/mN4wz+r0duJlO5YXFncXUlxDfMWyzq2LL61+8RZ3RB3r7lQoG4wRT2ei0jLbXbfr3lWX7144q2FWfl4qd97yXeKK2T2xcx5c2tMx32oOCX7f3C6wrwPQg38D3pgA1rYeQs7JdyWNwyUiAXQVOUCYewG25gJzJOQBZhmAWQ5w3xHymIlzpwfnzge++Dz4Vv8ww3gIIQxgUL3ALkKIGg1kfW2VXd9pWCNmJmQSyzytuKlU+DDWPEXwC6cfvaHrg6Mi8+UlG6t/OU9knnM+tnd1d+ud90/04eHzK38e3rjo2s6utTX5hz78D+hkFn1Z0kop7BK4aDIZVVBwIrog0NZLEAzMGY5E0BjbccDi8jgi0SyA00GEohqPJ8YdhqY7Jp+VTABMDocmSgAqGtWA30B1OgDMr4cOz4NH9oMl7UF1wknZitKIwlwDKlpCgkYQBM4FiB1OEBLAHbLH306AKqEsJsjs7nLROuXVA1g1lognCNGlJdQYj4QZk+1s7r+6F0tNnf5CZMEetUrz3Yu+dk7KP/GbBfiQ8KWrH6kWvLj3b/VGU3hD587VrqRCaxoK1WW1Ee0N/26/479v/MH3b8Gb7jtWfbw6HJzCCWqnw2j+iNKgsD4NpDEAiRw0eps1qlMqQpyK2DKWNXspTEQBymjkDLLfgyK0wxQmHDNgAltkG8TG5UJXjMxfB+mPgvQNf9CuXtIZ1OKgbs8WEECvcv0FK/r7zKILP1Z9tKF516hby/z37HNi5m69NrSx97zBTo0qvW1WffuGUluKtj0EzmAR2h6kcb+OimQvIKyEgiCWAYj7/V7EEnd91OnUeL3Wo9SBrbFrvyYYCGgOyV7sVNhB4/6J6bifmFywobVCBKe55tQzD1nw1ziFSu3JBj69ssej3Hh2Q18qaRTquIk/zcObGqWdlZSL1e9aecEg9ciXxvPXNObLC9/asTkOIQnoWu/kW+xe0DU7iqDlTyInlc8p7fJCNwS2c9QZQm5riKCNDnoQA/zpGwFLxR+VdQwx0IlozYmg2nXKHIJ6WWbqlsBAEEVNS4x4CgCZxNzEn93dT1TM+8Dl0uPfb+l/+LJW/OXqr9t+eMnC85vPZZ6L33fFpu4LP3iw+ofqr+a9dP/ZX4itWPqjxPI5WxZTLJ98mv0P4EMLxEtasgw8yPgDTDA4xq6W9AGfNQCE9hUT9SVNp54yaC51AktwnYHreplhw4EAcxg67COOlI9R6YsNiVIwFggB//a3tOgbYuSiVGpICQRkjYAten0DGUFXg1I2NKQ8HtVhdhV4HLP3twUCqSyhTgaokwLqtNaoM62ZlSlAnjqYKuaaftKy+SfI/+T99ar6jOEK4ZjQej0nHGs11OJ6SbMQLcQLgwtDHI3oLXJET86h2jlIInxLLcIfJCF+uR2XG2V9wKe8atmLUyh5S2yG6zod28uJAPyHTcVyXJ/UF7fMr7gMfWtnzy8l6/f8sBoAYFyzw70/41NtWvlFXf+aRFM5hRdpFdmzwgMBZ50hsGLJ9vXtekG3prVjfe+j39w1ai/js2M9dsc15WWxp85fUTHonaOdOXtDzGbtW1TzHb4CMplD10tGZ9YRDvtS2awjlXIg39PANB6YpgKmOQAffHEUqM+A93Ygm62Px10Bom319axDsAGzNyEXCK0ABqEB0GQqQdOD8rVYA7BRRsbcdJYFIASkFt7WYFN2Omr0KtJdZyAqdljoXBATyQmQOBnkGGwmiLYyAtR7ednc2UHNarygb1NPjGcwZhLaawPdt0+G2uLB3iUXFS1NJuY52862XVu6vS3z5wl3dXuqzVevunuxlq278vxKR2tjX+/CxLI1n6c4kwVbshTokUafl7znspeyDFL6fM5IImGKRExOySiITpIoOF15TVR5Ow4S5TWlhDjQaDiRcJPkQSrFhEKM7ZmaQmenjOUIAxEVQaQMQSJhylLSTbKmhZTq9TjNS02RqEID7unUCFHzGV7Q39Pn6W19oO2v3Hjd0he/X72gH/9yU88j1Ue0wWxiQeuerD5lYX5RugLCgZ2//Vb1pbfxpk3L/s3t8NqaynnPnORZU3aDmwc634SekLRpXzSLkcejRlmq4SEgQRRIoJ6h7YidJXl8QYtVTGeTvoKnjEEiXIzPlwy4XDYmTHQ6xPZL2gAZqwsEkjYbQ8xOuaxPUrPTDNSkag8A3oMqp8wOpUNGVmf5RaJCqswZIk01Tc7J+k0QXTZK8SmrNMPeyrpnreklRAzUC5O9M3xpzMDFdOn8uoXFDj+/dc3RbFpz/7e+1hI8e+PKzbbC1Rvmt6zrU6hU1YcF5rZbt0ftDUGlIbF84OzVHRq1+ebZa1dtbO09uFt8ePuqVr1Wc878BY2O2fNbN9zeEYi2luremPJbfg10LaLnJYda6VIyvOQIiP38Gp6pCyZzfj2b6xSArjGgaxLoSuhNUt52QmNQrjlgDToO1GVyPBdpIFlVvz+SI8gZDGYi6jF2w363O2KKE3LHgNy6CHFpQIwhUAE1nj1aYhnGZCXYaQFSm4DU4lR4Ss2kaZrW47XsB3nJgep4ZZraNVIPZtAgZkEUSwTyyo0zaA4UVgJhG8vTWHgqVGcPVz54fh7+5SX5OobJzVu2urXOp18xZ8U8vvni8NwtCxNB5fpNX9ZV+s9vxaHqr/Ambn2iKVFIp1Wq6PK+TVub1Cr1mpZL1tcN9q3x7NiwdEuLRmU8tDDq3ba2MU9zSF2AcTeBTkdQBp1/IGVORqPmAARJvTQWIXGIGVz9JARKBpC5VQeMVmy1xj3EH1RBQF8XTcYJcVOp8HTOiKSUs1NWGKL49+RtyGl+Qnb3Ts8UKYi7f8rBb8eyhw8SaCmaKLjdTGzys2evn7XgomV8Q3zl7A2XtcUurV5z4eabU+vCEMRse3jVjdvb13UvIu58366eNXVNvtg5EGJV0x/8z8qUlfnONXJOiJ0HfbXRnBARFj3tpwQ41Qnd6UBKOPYBCs2GeMw6g/X2M3NCgCmkBgNFXmhrjXV/xeUHr1oQadtRfaVzbbHXr+OCt74x8YMNGQOj3rguv6INsESWbb4PZHsOzkrajGC0ijZysJDhAHKhVqsrjDmQbORcoTmddmhnJ7STgXZm4boJrnM0ozAXgKIXLIsEmBADgdeBx2Bv0TaKTc3xZCgWYH3miKDVdnTwIhk+UBtFUexuQkTk5xCRv6r7oe5fdbPd3XxTHbmZhZsaYxqn00mfThchyQlB8JHkhMYo+nzWJsL1JBh1CIKS5LbVJiaTVp7C0tzaAEc/EK4H9Z7KT01lKMZlVBqUlaZ2IuhN75scFVl7plPd8v8mOTQcJMtRZNUAr5lRhk73EGbkNYqnxgRkFzWiUIaos0FDxcYy18P31d+QktYst35w2GsqfCUXElbP6prnnNVqFW/ZK92dCwhreoodHldna99KvKdxnj8bXCz6uQuyPnPps62LV11R/dMrA89sa77jysbhC5ZXDGr11gVzZ9tbVi2+6PGRhtELljeatKrmeXVw7z+vPPvcdDgVsFeuKVxF5jTYQQaPgAzG0LYnkZ14EQrgI0mghcD1C2ZNh2nI33nQHvCzJhR2EciKRDjBdJhGj92jiWAoNDNv1oXip4BpoiKP18kp6JNTgeXMdNmU2GYwQD3xIWzgvhcT8TI+1z60ca5PvwAPDp+3MLJ05U98BYb16jXVXQvu5ZT9zHN7+q5a0z18ZOIHG9Mg0VdJ4ppKpjRUaT+AN8077zy6hh10jBvkLhDi3GMImZTcY8xmwJmAZMWSF3/R+5KXQd68l/EiSYVVODdUIsXPSmj6t7vob5+o/fZy+MAhGfAXgy8FGRTMB5kg0uIc+dHUb/AQ940Zv3ni1G8iz0aYfOT2CBOZ+RvgwWfwt/Ew14tUKAFhOX+YAsCaYZalWQsGBBwsL0OHw8bl0XjMRiyNxQLYvvMfbzAovryD9VUfxs88f0mKtAGexy7jeqEN36Nt+B4ma3A8kgkv1L6kZXLaDi2jpYvHcG5wRjtmTwaUZfw20qOUZFAqORWHdJhRKXUMPsT+hMxmHi8eI1tiFXPHj79oqrigJXwoUQqBFDtIfeSisvw39d/4p5v6FpZMXu2Lv/6T/+tHl/6hzUfWadPnaxbjhagVPTRqVGNBoR+bfHe/Sifqi2PsnZLRmMPKXM6jYdwMw7D8UywpbRxm797vKQTSyjH2J5KngmyCLWhj1awtLaWJcwf4oGTTpboo+dzoklhG71RZRaOW0XMuRKY2k2m3TmE+qaZC58aTCZdw8bP548Jzz+HceA4+IQU01oFNyEDYD5/FrDRvGwmDsQ4npmeUKqlNKJPekqmZJGYoFuzFAplYSmaYxqJkrqlm8cFZg0H/xNsTv8yvXzj3gtmSMD8fzrXccuH3DIIrq7h/YO5qW1u2/t9Se4zttuzOBJNjUuWORGrgoqP27Unv5q1dXRXD2krn5//cvfzshDLhfKlriZB7YVthbuu67569NUtmeAAt2X8HXlkh7C+OIoslHjE9zd4FdkLJ3oMCYEm+O+KJWBFhnJkwrviqvBS2SBSTjEHTPtHeyDNkbSFbrHFq3zsSRzsamZcOfGbbbZFsuXnDrEpfyM/gb038jZPM1lkLUrd35Qy/dgQWn/PNRfMWpZw9s9f+1LfTZF7oVq4UPXGLiklSe054XsCvIB+Koz5JYw/7BauRZY3+Mfbzo+BkqjSeMfb5A0HBGFaSlMBPRuxadRjliseOTRSOCS/QFbykzRMvFFw54FxBHkIPAVuAHUT6GglDaKxWLHSQ9fkmMndWSfijKXzw7asrzWLL4Af6v/Hx84oZXRfL4BXbt72xfeuPbrl19ZH9eyvlX9+zOBj7k59Z2HOrpjlSMl9y9i/Orx6zzPqC1Ub1onvSrxGZ36MVaK8UX7FisdXEW8vltsbGhlSyM5Zsa7AmGxqSVnaVVt9YLnuSqdR86MiwJ1xPTu08gtP+FStMOg3pn8Ewux36VyQ8IZvACROFV0GzKV+gq2BfcrmccNxULMKBeMeuHFyTnhN1q2cTBpZ2uyB7aHLFArmqTa3EBq2CAZc2E1nfSusTcFOlcB3KOltLe6tDKEj96ff/MMmjhhar3uBp6F6yrhCpFOpzpWBjo0rZLgRTpZgnZHCGLKtdfpNiq7Q27q/PZN3lZV2lfM6dbM/YK4tWBX7Cmh1egynqt/wpELTZi77i9vM2zs1kpHlSplgONIdb28+dlwm5PXXpjPuCRJs0t1h9LBK0uw18XdeCrjp/tmRPt2fcitpcOYWN+6oSIzdgptpqsaiQQcmrUO544dXjhEL5BkuBlrVVknKTtAZHop0/Xr7wU3v78MmvVi9advnWtY2mTDqqsWv80WQiqsQ2p033OTiYXW6V2dqQr4vYqGw+iFjuTv4mFIQIcr90rt/n4p1OrRX+qt6gKoWXhZloGF8e+UyEmRvBsQgOR0LtWmzUBrQ5LavVhqKxZKopdU6KvS+Jb0jiSvJSUrsXp5LpRCIbSkci8OfBTbG67CoVz4bsHo/FrtdHE6Q3uRcAjoQXjtNjIVfIUWbL9SnkzRwHB4+TW/I+3eRf8bXjQAAiDc5c8TWynFleHWfASupvRMCJx4ky4BCxrAWSsYzhoiVki+AIZo8Xi+0WoRixOMwxncvQmM41zO41RlWFojbMTLTgbylewqrB6rONE6/y2dUDMYeFKWwpFc7/woL0lpY7Vm9ZskQdX/b+Y/hA38RG/vrT6KdGSfQtadOYEt+nxDco8aVK3KTESpVC7Xa5tBpNOG63G+I+36cxTpAZcGbM3MLgyxi8ljmfASsk14KNw9MUirQaAfYrFXaLy23QxpNhn9tiSSJ3UqtlFZRwr736AtEJM0kGmitOQrcZtJNpVqPYYDFH1IYQuEhCpClKkk03a4RRYyV1ltsxncbRWKZAIo/vExQEp2AGZZgftl62w68Ku3szq+4yt5YCsbmzOr/J3zRNlyp7vSIbzzYKhUjI7nJ8ZvMF9pReI+hdJqGry5U0UrqlJ89VzAZ734sWoZtH59aX5rezY+xdkrm+u7urC3XWw39LbII/QHJs9486ha7u7gqgpGTvH5jbPoDYPFvo7Byw+Z0uV8DvH3gKML4AiP/mk6kCWfROZhoBtAAl5A0modsCWQoP8PIiORGnlpSkAHGqEEwdB92iuWGQJNJtpVytjRIFbpE9nB3yxBdawIcYidrkJWI5/NgB3wPsIUTj4/KqhUbF7EUPL9dYl4aWb9vb/9d30wpBPffW1siWHRcXG+9pqvhaehYX191TvEWxvm7L9q7elRsrJiffdlmHfnlvj91dNWc7G+aZU/hkqc2QvT+5usudi1i/cv81FwoRs7USvsnTXMoaYq9+prw2YLTpFSlv/9qwVb159bXX3nJzZmOTJhVfetbLCwZWfXn11kIrB67LPuTihhTF2tz5IjrnCIqy16As8rLX7LeaLGbLGPtjSS+YrAJ5WQVzCWD7mhGVysyNsd8Y1ekESz4IVwecyaTTaTZRCC+Suh4Uy4lTNC6X87heyFx/xTEMdH2dzPKTFzdOUQtUEpTxjHv8Ge/xu/F4uTERh2NTLI6fmei6gDmYImUL4rFYDD5J4HUz3/GrG5OJRLKxMRqLRb/y17cU7r8dLcHPY+WmeCJJx5unrsmaDKAF/8gMWnShnc8gEajReoomo9bsGUTJClnB3DOTKAcIUaRgntCnCchSI8oxskPxRxIFxHPiX6XLP0WnttPotPSj330Cqp1OQYS4ycPVPzP3KlqRAmnAtwlh4RByTL4rtdqcojtotIgOD/4Pz289jNPT5GFe8eCvOQ44nnOwNv4s/lM8+3P+NzzzMI/38XfxzGwHDoVA2UG6rpScD/mxX6tRqyNhk7bdhgO2nI3J2bANkECykmV/HRyr5Ljahms2FpEP1NqILhgELADAeFSyBlwSIyVz4nYGB8DHZx4Cf3qM/YFkElx7XYyLLHxEJpNepdYfBujQsuehjvHXwby6cmBaBkmRtNqqv9fnjxP3A8DVmRNeGid1QYibPDg0RAfNcseFV4dq3wDHmUDrEB6CT3eSkUO6PzMbMRVjZMe+AI6fYpyNVSbKjDBvbeHTwVdfRZMT4f0N8fevaV7Y1HPetbMLm3a/cylz7EA2vfiDCD5yMRY4jy/TctFlVzzwf771OHvxG3vepL7CN7ETj7OfQSa0THKqVGqt+BvmzwzTpMOCwGols13UajVH2COIZbchDR2QsIsajVaLjEfASVawn4anBPblJkiiu5jLQKBfoBkA6MsQhPh4ao6mHN6Qmk3jCzvmb12ZWR5qCZR/ib9UWnr7eXftKLeVG5NzGhsJXf2To/htpgQ20TOs4NWEvog9b4RXqLXCs7njQGhaEo342MqEOVTEb/cuWLqme9YFONyKY2s3P+liziZrQQ/jGN/J/u+Uf2+1fkL/Hodm+Pc0M3+af0/vNHKzJ3pPOfhLHX6GfeL9v4CDb+laUNAZrwQXH8emfXyvSlciXv5Fspdf8UWMxMtnkFBdx5m57wCStOBOSW9TmW2i3uAzMFpOIDmkmGARjalAKpdan9qe4o20YrGZ0yqiXH1TsrlRyuc5R5jMw3R6xDBZR2fxBkVj0GASjWGObpalZpNj7JvDUSlK8jwGixiNNnvH2O8ccKBmrGabiaMtqQCUzpZsRlM4SMaUo8jlMqGmejGrUqvJU9U6j6jWKrR6cYy9+yDw3siiNtC6ByWNSTJJBrNoMmXH2HslnV7SSzpotB4r9SDwdJHefDL1Ub4QXgZNoNnVYgabqF9hIsXuyPzBXC1nVHTPJ/qSo5NiEP0ZvCW570wG0W+7j9d+WKELQcmfIfFpjIBcMEHmCZXJ+DP1SshcdEc4HonX0uEk2qYi6TCHQJ+UYiistBeDnHnfZU9Xj91SCYadLbn9Vy5Px69deOJa6zzz89ft/dkLf/Drhdg73/og/gKO3b9+7Yrq//zPt+78LS76fr5nx9jgGsvWK9fvxY3Dt1/Y/kqhruEYx0RCjYNrVpUGw+n5TZtu3d/diM/esunQV/79fFoHQc+/gv6sDIIVcaNN8grb+mRWVAp6stmMIAkq4KcgaKxII2gYP6tBesGl5iUlz0uAk7zdPIYb94FT9wJQhMToL772EgTkZBEyceXkpZEEZUyVqTIBGRymlCmV7S0k1KtFen9uEqXP+byxTk2fTZt27rp48epgedni1Yoj7ZmkqztuWXOpYvZDm+Ob6HySEn8QHVf6URRfcwgpibiJFdGsaukSNUK0KGqc/YvJYOFfRsrtop8MZAqJOlGh0+stak/AFTGhwBh7ndRskSyS2CxapGgODnoQVkvAcpXlNstDFt7BWixql0ty+USXhLC88pE1IqxkkTpAnhmFZ1oCRl8EQDkuwkONHklsET1SNC4+4/kRWe7mA2z/pqRhJKMqoGKirIr8rlupFVUcw3B6vcOoEKIZUcEZpY4e0UiWhicyIicFI3R9eI57iHuc41sHuPXcbXD9DPcjToE4rGFBT9444PBJqTrRd5h9DDlwH7BhPINASk+Qle8ghnKehDCmJq4gx8JzGZIdocJM3GxZkitkkTM9g5Wgq+V3PgdqQX5D5DlTU5paOpXw03UMEBbuy2teqU0HprbjEg1ealYCPFF5ES/cO77uIlvWDuyt89m0i+3m7lJLXYMjEO0sNThDij3JUMQCTC4P9Cg2qiLRQFN7gyPu9VudDiKn1Rf5Cq5X2pEesPQtupJZatcaxX34LvxVzDoUeJnyLCXDK3uUy5SsdakFs6S4Ss7KBnirAIJqNbhMEilB+kczK7Bmw14yQU4KAyOQ4V0DYzQYEAdGRaOS5F1/aHUugeXIJHkprjWIZt9eo8Pg82k5iWzsxzhZRqsJ2jyiJpjTbtdeBdEkWc1NCjc5BUJBN9mh7Nhrx9zCC4SoJFs16H7tOZJyo3StQdKrtHLKc+YKRQ6SugIUGZJNFx9PyFUWynZbQskpI43lMIH+WrqHZEdwffVtjXbl/LMKyey95uqDYsD/LXVMXb/aYoouja9u8CvrzArts+Z0yp+Yu751Y9enLlgS+OPRpay5ZIpoFTyDuOpBoG2vcjViwQrHUBabwOxq8GLtJi3DaGdpF2tZK2clugTAwBMQrgDled7Gx3gWBZk8I5H6DQLDeFmGMbvC4MN402EpTKAjHPbGJeQVvIAdXjOl5gAQ3WwwGjmDjpZAEDgVUF0RUABNFUYDoakhaDQOGNcbWS1rDIQzHofkcjgI3jiSUYnFLM5FB6JXRR+KPh7lozIADb58fEg4DYVoTZqZ/MC5n60blDngBDUAR/YYJf4ZOAVaQctFNOSJcpDLIVJ+6wx2fDSQ2aPzI3jvKbZ8/SOATVnoSfZUn5zJG//fQx3C1R/wd+AmxU+RCz06qnBavWSd+l8kgx0gQoEtvFUF4IWJkdbCZ5xB7TQYJSOhtOQLiUaJyLgRW1mjQ3KSUi5BI+vmjSqnk3wSdGInsgiWoIV1sxZG4oLWiMjtZW4Hd1NNcjbHBgvT6dbjgxQs4AoT03eMQoNcMOiYS/genW2G5JtWigcKPhEDYe3AdllagVK4aZs/5msaqP5eg+uW+nmLTcXrPQm7yaZVXPG4q95oY22zvRX1QkVeFygm6hQi1f93uTgWFCMgn/UYH0JR6K3RGRSzrM/lNtoMBp2NLIOQWpQm0eaWdBKcdVq35JaUVtHNYqVP8kk6g+jz4TiKCTEpxmpi2AZf4Ywu7GZdBokCgk2lA0DAWtaApYBgdIjKABOJEH8FaBVJS2laVUJpENN1DJawZHeKWILfBDBej6/CD+FnMIfH8B4ikEMy/r720ovTOEyBFq5fmJnEdlSoYJ4SQ1PlVAUK+kMCxCRbQh12QmVMqkaCVwieYA7LqWzwBYk7kaBTlylA2JSyo1gsYGHiDUkn2n1m7PIaA3Ymp43yGt5gcvGJhUnb3llRW7L1iise5OLXJATnWYu5LabZs9UKhcnBGxIBQ1RxUVphc/mK9ssLXq1yHeFHFvhhBTwOoia0VWooFvP5dDyRSKtUoXTQ7/UGArag1eV02u02m5U3WPPFotduC3B+pxXF1UqEcq8ff1F47bUXHBWaM5UzgySDKsg5j6JA6pbJ2wHl6DAFKye16S41cp6nsQWzCbHssAagLQmLg8z2oTaITALK4XZcJpkN+9bNa7t66pg7J86taPVm67m3BHIuhzKQ1ztyzxo5o16NWTWnVggat9aqhCve21Ao6pcoVYZYd/ArOK5rrfBevaU1qKr+oSMV0wTsvCGuFAdzW+uvsBcdDxRWJTcTX+oDLozvAhllURi1SR6/3xd2+XzgG7AYDIqLQSz2+QWTCZyp3HHo1uuF14+TrXqKOTgJLxSKNIFIugq9KBOjqqwNWyTKpMZxmfaslqXBSyJzwjelY6ViKBBxx4MBlU9yNbVWFtgEnytqsipu64xJ1c68WB8KqHmjTmdW6CLhLalI3B+aHQrHc3Ku9jx+B94j11Q7gPYqEKtWjOEkcehIlRG3nKAkZKUOLN5jtkUvWgTe+S6F15IxG+qDppRgqO1DfhHP4DsU61AE1aMmyRXiNCxC3jqjJprWWNKORDhUp1UbWY5kGI4XXisUSHm6114QXie7MtLpDxX5z5F0KKBriYwKTEecdOQVPnDYp8rUBHAjvoNnZlk9quZUa6IkuuxGwR+IahwWHc9oVG51j9+oUlkjCv56vc+YtPuUzawlk/YbzFa3mErqrF7BYFb57XZ1vy2mVZisHoHSZPI3eA/67MfQJPbhNPnsTJIw6IvYjt/k3gCr6kPbPzq6HWOPjBrBqLGeI+zXkQ3iXCe7d8RsRpqxfxzvmuh4IsS8g/8o7mVnFCbBb86MgT1d+fyc2Q0Ns5g/nxEMV8O5np5cvnsW8NdAmKxC/LcRD5GxHnrlIFkTQOQUyqEyakYSmo+xdGOhqdJc5BvEkjNtTDbkDfHWdmWwq7+7r4efO69jlsLPWufOKYFdSKaT+Xh7cJbfOmeO1T8r2B7PJ9MaXZ07lvVE7FjnQBrs6ekqt+lixSZtZH5fb7sk5iV73by5sabuiORpizVFpLo6KdIUa/MoDbmgNZX2mxNOBWvwqniByBkIWqEwdTbRcRnyrzaLhoBLkdRFknGHvIMXpvJZkI+nfgP/aMJa/qLw4nH4SP5Z7Q65QfICZDkoHyqFcASeRc6A1qUijtgiphCecZ8PmYo2uJ+IKCOWoiWh5MljbPDy4KIpYmIjrEmFtvwKd018u3oEdzMdW7a8/2lyxV1RPfqrLX/t+tUW3MVdSe787StbtrABcjXxbPUo/ObQbvE/cp96+WLL/AF83znvLnj87HMfP//ioSHuije2bNnywZW4G7+y5W8dW37Fud+An3dswf+Juz+4Ygs88Vc4e+edzDnVT1er/81snHh/LVzPwk9P3ItPVL3kRfM2LvZ9finEROYDEeT1FJsA0o/TtXf5BrIxQYIus5A3tCP7FpKaW6AycmbezxJglutq17bEZLsyrRnQzHqbc11/Yk5jUGUJue0d/UvTJ462bE1UOnLp4oL2BpsrYuT1ei1vMDpTydmLXPlu7HKmK+Hs/GC0r+DK19c7U13Nossa9ru0bQMd1pTFlbGYUoF4Wynn9EphvddpDCZCy7pT/ZUwrV/gR//LBtgvwZUSdP7hQwiBr6t2ityYfFbVzurama+dMXHDLHChJSWC1HpRrVby4GvwY+x5IyqNRPR3ROoRqR57AlHQY4ZTyK5ugFVIOqeoAMOg19GA6jkaAMj2P1dzq1DHcbpboJx9qJUYInNeiYHg4UUKAuLbnnx2hFkABz+88NcPHBi7Dl7L4SXjchd2Mg/wT6IEKqJHJHM82hjttc4JckYIKRmOc+nH2KeHpZjrKPsS+JgN7I9Qht026vW67HbnGHvnqOTCLlf9GHu1FP5REieTKEx2qBJuD+OwRtOhHFAySsnmEpWSLyAqydc0ZAeiHaQyRGkMx/YBRg1OZDKDpEw2XMq7EFdyQxN0RjigV/+ilU/sda/6Q85NUI0EQYN4enV7qYb2DnlAJyF2YFFOixEkm4lqzAPRlFSYdaEkdi5JS4a0pg3zfVfq+vfv2/3ogbliQ+9csTibO9SeK83Kdnfbw+m5pYZ5F4fP3TNrMTZrxKZZOwyrtl8/fOMH5xfn9hXEuX2Tk+ieaoa7j33SHAc4QYKSd+Hn/jIK969E69gNnBWM6jCdM6JAb+A3FF8V4twfEDIpeDf6X2SS1BiFrTqjhB0oV8KZksyPdfDdi5UM+E4i7jiE/JOTIxDzuyGyOgDnH6axd2xyUrJn60S7lGuBQzAu2u3ISWJ9J4n1BRZ8fT6gIlmHgEqJjrDfRBz7K6Rkvym5eMklirxE5JTfkX8DojM4vJtn80QaTVYxP8b+bjgWi46xJ0YCKuQ9zF6HtGQZRiIlaiUtSDM8mmyph55iXwdM5+Fn4SgR+mclg8khBvk8z/D8s3lMnijpglExnw/VSXqrWPcU+18gZVH2zpFgLJY4zH4ehdj/kNSN2xuvamSMjeAZN+8bGhTeA867XeNO4WTGRYR9sOAkiQg33B4y16Z3kfRbriMzOEQWK4+fJJsaZnLCxESGagfKkAlcJP8Axs1IPD15SZdcyE6hpAlSJSlkZ6mt35NXWzaWLSBGeKfWqHX8wupPeF2CvlOyONSGgtls1mk22PRt6dZWp9Uf1rU3tYb0GsVmn1GrnBX1aM0Boz4krHBZBYfDpVZo9I3vn1z1ucudexe2/f63X2yyBe7aVv3CD+/cSTFFMXkh+wDfhzwoinrwwkPIMPnuiEYnOsYm35UCoCg/U51QMWqXHcfxSv05+kuZPXrlfxh/Y/yri3XRRCc4C2an3iTaSXEys0OUyDlTR87PSvZEWmwhwtFChKOlJdZGhKONCEeJCEe6u05wBcTuumyMCEcKhCMLwmGU0mmn0dThxeChm7DpMHs+uBRPS+qgUqmVNAZRO8Z+9wDb4R/wM/4x9vn9zq66WCeRkDxNoaXA/IKE5PMBso1Seox9fSQWsyqfYu8ABbCy9x+8DQxcyGj0HmHvAyq8jOYAw4WTE2RwfHA85zpBxr3Hi7mhaSbnxgdzExlZHDooOhB/3/0hDM/I6Dc4hGh8ici8iHItriyfGsu025RTRQzZfyQb7APVV29d8r0X0uf3VHo3rt+xO+3d/Kme/g0Ld+z2Lg/EBjpfVctyEvsQOcHbHqs+se2B5l6ntVG6VXH19rtvvueV+8tfavBFc8yuoCw0hr8XmhoGTPbjnfx/UQzgR0Dn3cSoAA/JWXInkqfpvvOUrj99StcRz74xKqPCGPuYpEMClotyC9GPUnL9KSW3WMBOvS7pJSSR2pQo9P+i0SfP1GjC6IwbWH2aOgNrhwbHMxNT7J3B2kH+X9LkHR/DoTM0ufDRPGFu/HBFZtA9k/u4+7j14OdswOskuzevNohxR7l5TvOKyl/s/N2ukxnGPDb5iqSzJsHjtTrEvwzi1YSXoKqrCeSm0uT8F1DZpLic8HQ54eny5dJKwrmVRGUXEpXtWd9LVHZ97xyJqGw38HgO+83hnp7wGHtgfyjU5imCckougxRNigFDzkA29OYMhgQraQSRZRWH2edQG3uBpE1I/qCYkDR6MTHGHtvvWdcrrSUC0F/T4X4iAP39gSV4yZIeosOSFFaPsfcNl8t5MnSilqysFYz3ptAYe8NIMByOHYbQwwecJroLbKazV4qunDNHOEznZJ+u05nM1DDckFz/y3WCKP6HKDWZrDcEWi2HLEqyBY9c0LIZlwvyDA6lgouQSpcQycgTxEhYSKcwxCO1RAAt8xP7RwLE3WePemKRxqNxT8XoM14QDSQL6y+pTm6v/iCSuLK+r+/nC2/vy7dvVtRttN4vplvyc++Y3dw9IX6MiLG6cm/LnMxlabtage2W8vmbryh1LcaOW7bu/K7/iu/OPepzmzxZ1mnR8NnoxvrP9Jx7/upzPx4bMLoB/AOCDRa0eeSHamwkusxxLNHlZ43YOKWjRiPSER3VER0lpX1ARzlOQXQUER21GW14u+0qGzM49PcWFzmJPhK9wx9qIE9XHab3o/SjMrmTL7Dv0DjwiGTgneAGP8/jaDQWDkeeYh8FByLGvjSMXIYx9uCwXu99hh0D0POxF0KUS8dVRyORMCDVYfZKFJ589qDOIIbDSuQbY28a9ZJqBd5OHXs7fPkealASSM/egAzsrcjE3juqlNQmUXmI/QWZr5yZIIuWJ6CHJ5zUZ55w0bVP0NXxDuh8q1M40b945ROS20O8TaHqrn2BzgXHoXC8ti6c5I1qcQouhuLTGRficxc+OHTpQP3ibSqdKV1qygTmtkSG2pmfes223Op+h7V66e7f7cYxlcn72LZUZ7ZzZX9yYG1dZY1BrZkXjLf87rxVC+6tmt+48gTxERoxw1yo8EDU4Ucp7DwETsNfJK/ZLTb6Zvt+GWIf0R/UMy4BQMXPfl/3cx+jAOdhxGgivti7kgkuMKkmxJCDguHB9X5kRMIYH2Z/CabhEUlgWVc4YZMsdtEmAW7ZAEgkndRhH7AzdgmcETvAw2jwIXDvE0eAGUb2bTAtlw8zDBpjL5dMCoVZZQQnP6q1ZWyMzR4YYz8P9iKowipV5lnXSy7GNcbeIxmDdimdAVOlNoKpUgEn70Vm7N5H16+AV+cap9Zg0A3aP0T+J8taaNpinAyYTGSG3M4PyJorgiMn6ZhsrZbq4E5EShkrSZTjKBP8V0xFBeUE4RLhkFKMJ2o1i5nWC29dePicO5f+zmL0Xrh19YK1ubaoqdmxSWpe3H7nzV1SKVa4hh99YeEXtn6n78sfXN16WWJec+P5qxd/Ybez/tN1zYm69gu+ZNmdOasrWJ+T7XQFx/gCLwGPUugNyqERYNBpjPCcxgg90YDdnuf1zIewZL/EsjE70QSbLdqpoaoQA1UIAvVV7HlT1D/MXg5/CXRBLyoURlWM6EKU6EKU6kIQdEEFupBBNtAFO+iCC3TBSHTBSHQhXdOFP8/QhRrBp/RA9rGmaD1Iy+6iaUr/Y11gf1yjNOP4eIXgXqlR+/3ffKxSEH1oxXG+oAjBlRb0/H8PIY1MbU2N2mpCbTshO5V4chAo3pgwgOMjoxhrFGotJTmPeUJyNSG5Uhl2EJLbs6EaycNAcj+QXAckZ9grRhAiy7AvH1YoOEJ6jUx6jcaiCxPShwjpQ5T0fiC9DkifArLfgBxAejeQ3kJIbyGkT34E6afW5BMMPjmT+rSI60wGlD+ECTIHiiEyNdTP2lj9liNb8eVTHHB9MHzdtWKhqTK3Ke1/6HHmZXustDIZiuj4b7+05YXqyBQDfh9MZ29YvO5Ln4ouX5XauGLOnFlvlaWLzj+HyrlY3cDt5ZoAicLo24eQa/IXUtggiCqXxZZhW+w3co8qFEuVW5VM3H6Qfc7OBgLBUChMZiqpg2QKfzDothIHxMK+NmLQ6VRPsc+TjCF7dNjvdx9mv48we/ZoMBgIh0NkipRpYQAHAo6sqlXFWFU6hCxj7H+O8Dqd4wh7P2jKKyiCbftocQeBpgkqpMrT4ClEh5vjpI6LcJJOzphGcgAMoKYeBxNxk2guE9NvDhVImKDkkM3KhSBaKBIyc3urV1YfePSxh4cvWRP6VB4X6n+y8N47W6tXVy/A/bisum1Aqr68+53Lh/9ww2dw9ke47cqIvhFfbOM17+Wrf/z58z9T8/h3b11zAuz1KdpdL1PO93GU+4dkkrQfQ5bAmWRBM0nxT/b/n+j7x3T7lLzw/4eOdTx3CPmm5MVncWWULe4bVY9qFEu1W7VM3H1Q+ZwbvEkwdqzsEGB2dNjschI6OIAOZkHQETqYAf6ODofDfkIHHsQFY3BqGCIu5tvQQ2RQPqtr1TFOncBxDkIYtSB4CGHUU/JycgZhPkpcaskmMP/jpwsNVT7+YwnHPL/7nd3Ml/8h9fjL3tjz5l9XfCwNMToXx5inuZeRHS0+cNCKjRCQj7H/vj9oVqn0nQbZO0Jm9kZwdT4Lbo/sADmht3ccVKl4SakW+VyGVCUAp8d1Qu4l8fIGqVtXGyTrwFPATRw7G/N0tWVWJKNWx1XlBF7pqOSW9l7TWMAxb3h+dqvIRIKfWzm3hJs23nfL24TPtI2K7wKf3eg6SX3QCWzE0BDQ/ANg2Ix0ViO02a7TmchEOQ4cOpZslkH4th+AVW0H0L0RLNVnoRv3wOcvIy905o6DOp2adEE9owsUL8dnMo12p0jijFOuGuXTR/TOsvudK/DtH9pFxRzgyd82fWg/MWD++ewu9gno5faDjzJfFw4yrJGYHXBHITQiGRKNZrv+Kj2jH2O/PSzx9qPsYbAkDvYCpGHvOEA2TWHUIJQ3DNvt5iPsXZRXXuzcB6agAOEP+D+URcQA5NykvhZcETeH+t/yMB8d5JPnZkN//NjG7vrMunP6Vp618qn06gulnpsu+Rq4/U3dfdjQ9oO+xYXM1e2t6QXb7lyY7OxrwIbZBy6WfRbaF/5mmtn+5sFHFV+3HlSwFmI81dCdaf7tB/559HLnDIbtpqtMjIl2Tu1+inbOw15Q4yVxztHkswfUVhFYCq489Fi/HojhIT12u+2kx4S1wTN6TNMApzh6Wu9Np/M1IzP2Y6jRtfudS7D/w0nCG4G773/6Y+iCkTR5pbLAfgO1Y6MUUOsVYZc+Hubu02O90+URWTL9i40pGsRsNtZCdoMA/6JFJLMSEYodBdkmVVvOA+g+OGI2awOyAARBAFzsmwe1LJvLZhuSh9m7UQ6i/kSdmCOBmsbqEckmk7ly8Ah7EwqAD+Fl75bsSiGaizJPRF+KvhFlo1FDSwsql0XwMe5FEpUdskj6BlpJ9TbwNe4bNRD32jCGvfuAoBM0lvszSZi6QGWcdI1JkagQ9bQhDq9M0TwnOx00BgcGEGeE1s6hA2A0pzaIBjFZY4QzJOkeCkdL07G2vbYmiSoXvaYaB1G5HzvEKQW0KQsXrtvbvGbNV+68uvrB/1b/mq6/rnVz268P7n8vM2flHId17T2XGL05hhHqB1MFpX6dx4Hj1vqU+3dbVz35lZsvuurf01+/d9G5+27a0r7nOmzYvaD7vDlrkzFryNKpKa8xuhTRcwSd3Xxdx9nzaW6V8lHRQP3EPnwb9RMlPTiKapei3uWK13Mf4zHeB9EOZfdHeoySSalsMtLJgA3mNqmpqWFOTRrmSEQadLoGWRrMIA0BkAa/35HpVFNxyII4xNg3keNMv5IEVALSBDWMRpPXGY0tTU1tIhGWFllYWqaFpQW3tHRlibBkQFiSRFgsQj6XZ57Iv5R/I8/m8+45c3RdXVJNWIg7Og8cUyIsARCWMAiLmwiL+5MKC4XfwWl39eMl51SwJruwGerDosHTfdj/N7lS+Gc6ulj1SaWM//FpDvCr/7LMMUTmVHs5FcqiEvqZFIw6NVpRpVT44r57C9zu2A2x+5SskshVWnC4xTTN4GsMYkf+mTyTH2OfH92bxMmAKAsOset6EBydjnfJMOIGubGwb47yxWBdwE2Y7wLm24H5GmwM5AJMIKCqkzM7Lw+XJd1Rym49sFsAdqsIu1Uz2O0GfpPou8ZmkpQ7EwgmWskagVpOnbAt9DFMAl6QLDuuTTy0yZuPKUNB1d73f3rn3ur7Z7KjrPQ5OkuKQbx1abq5ZYfUd+3lK2Z99UGswItw7O2tKz+EBduEtm1LQ9wsjFps3oE1h9Xx5mVDU/qu2sv/FK7yEI+rpGCSUl+rCMVD9zZyu1M3pO7TslpC/XpC/fop6k+bOklrhCAcd4jPiIxIuZHF2UiTzA1wWcA1OTgiCGqfzA0/cMPBvnlAPe3JHARVLkcbIn7CGh+wxk1YwxsjuQgTiegaQBc/Tx/1MmoBlhDmmIA5VmCOjjBHd4Yuns4cwpSJjwBsmU9ki4xTlrLGMeoH/StcU+whizP++IlZx68gRnbxJ+MfXQfB5RV7UR1qRMdGeZXeIGbo7lVwodDENYyPwLTO6RV1Xr3DIeiJW/FrSSMoI0xHwzMNTANlWQqnmFJtMYYUF+s5TskIkt4mCoKjUdfoZbw6j17f4cAOh8cTeUn5hpJRjrH3jwSDuP6orDqoCfip25cD7SAQN1iRl8sMFel6TRctHkHhjXiflPBk4VONNfL0pMxQBnTFJE+/i5P5dyRFYlVOT8DzY1J/RNlY/juyc/n3b9rn3B6bbbbyDc0Of6ae2xyapbFrfdGAjVWKpUXS0uyuOQtvvrNJJngfjmFhiady2TfW2r8bPXfNJrPCGskLrgXd4V7drdeXtL5QJB6vROrbeq45N9JGyY3YaXqzqAE1Y+WomlA8N01xQ9zAhKg3CBQ/pSJGqiJ1QtDk8VhNpgBlgVWbUHSUnikxJcqCOlynqJxy8xmI0Eh4JjJ74cEMyQMwDBdoKqhAOa2ENVarp1FoDDJBIWAydXiwxxMIJF7SvqFltIQ10ShfIKwhetOK+H+KNXJSZUZy98MYRS3bDI0ZytTU5V9iHHsn6Ave90m5V1OXT8hCkk9Yx/Vy3wHu7R9Nq5pVDFmBc0CwiOdyOFBbYhMgGGfyBkU1WWKjDtQW4B4G3yMsr64Jh3POp9jvQFhN0gsNDTnCN4Y9W7KqdQFPOB4Ph5HNpkMNDQgVQeEePKgjy2d0utQYe+8oT9bO8DR5lZHr58plnk4tjpFDaloutrYkhgTSGTyox8qgDEhTKcQixNHgCdRmcQDZCb1JVO2wh4iPz/VWr9tafbv6X4nsxsK85enwjQMXHpb8jf4fTWbFi2+68wGv0RypvlR94L7H8S5nS7n3wDvMH397186rN1TuzlXehAjyrPUMM6sxnS4UWnORFcn6ub3V6h03zl3KKmmuAuip+BzoQwn9eTSta9YxVjJdWkdIqjoV0AJQ4wAGobZHalSOTFFZT6isjyjosqc0oXJcpnI8XvQSKttp8qJUKhIqK9izZ2hH4BkGMyT/zjAuvRAJxNPpeJxzuQSuVOK4coCQXiCkF4Q6Qno1Ib36o0lPxP/vUhsz+UBGWWfkNjK1kJn/pGxhVhAz8con5I3CAVL/l4OfgENk/kwKxxQGpdIc57eTeie6QdanyNKaK6hSdEcl3ChpdWIjymVq82jIb6oXKwz8N6Z/s5F5CT6wSVpgaLnCFSQGN6NcifygRL4vj+XeKs/lMSkNf8GW6o/lWTqdneWyhLtrs3Smv/udqe/qBvFG9rfyd2fNIt/tOuO7/Femv7seD3DP19rR1wdfZvCc6XYgTPAZ382UQB6dRxFby/OAdXqSxznhpLwLSsgUwndXo/hVYgLgmznMKQRFK1zF4brhEKonPo5gEpMCHKjHY7HZ4R0cdgWvCzJ6p8NJVkD9bsTjJXL8kiTYwMCSfHlSPy3yIxiHzWR82WRyhhNkuNqRJdspPHugrl5MJDxpkpgLIw37g2Gn00MGieKnJXmeYq8k/ixJDRhEhOKmo+yd4PuY2VuJ7yMJELXaRIOnw4/9ZPMf/2H2QVQHf8VoFuvIX3P76Xk0mRXr6hJH2AeoKWjAe+QsAgjzRGYnnCdO1hIGGfepbMI4FX2a/83Ig8x0esk06jfJg0i0RiTVADISzE2NGcuT5ouN0SItHkAh35SoDUDb+e/sfmc3brru8devqy4Vfr5+ZXbhrN5Fq1+7D4f3pQIr1g1ty2ceiNTHLL7l/LMksfS2irf2z/7czm887f/mwNl1BbXe2pC77db77ryu+t9XbWr3OQKNxJdNVN/j3uK7kRLVgy9bnh5RolsPGgxG0egUzGLMScLVmYNMwdMGmVRGp/He1L3ZR42Pph7NKj9s8E/LSq60yJKRCfYw+z8ozT4vqQuSwyUWCmXbGHtwv9Wa1pcJXEWAncgjeEg14TeRfmoU6in2cpLyILNGPCFRIZEmKVRxK50UQPcuuF/SC5LaJeYFLORC/vgYsNyASvj2Ei6R1Ralkp8khshYVcs0S/8vdW8eGEdx5Y9XdXX33NM9931f0oxGM5rpmdGtlizJtyzAXIaxbDCHMWDLQCAEYoU7gcTekHCFxN5sElgS1od8yBCwkwUCBGEnIeTC4GSzbLIbB2++LFfQ6FtV3SPJxhzJfn9//Aya7unprq7jvVfvvXrvU9VRYjRiu1OJJVCnc2pekmignmOzQ5mZeovEfp24TDV3oYouCUbCJ6q/caL+zgE3cDrqo4qFGvt91Zo82nTGntqe2n/WXm4u3tl53tL3f/8i7ITc2uKVNywavuDynvY9vtaUJ7A86GdfrRuQzzy9qe9Lex+5+7pbfpC+Ze9Z19+x7WKT36a/cs3dX/761770sxu6pZCnD1F7EcszdjlfABHQDy8neZUHZRHbAYk85r+kG49CsVCYQJ+Sjf3z7P3987Y5dzgZ5wTascvjIamF41iVwhPDD/cpbh8zHt7v7UU8H0aQbHm612KXECpkHkP7QJoWbZLS6dZCcZ7U09MqSX0H0G9BK7oG9IMCHuAoWjfu8ZA19Xtlzypxg8gocUK8bBTwwFpseGBFrJB9ba9MIjcZirZqd1PU1X0aC2bsZmzSojt2h1dlIH7pl0AzHulIisSRpFplq1tqbe2ZV+wr5CQo9YU1BqlP6uvp6X8MD/wgjOOBL9B4kQxWygiSBdXmyPC+WZ2lgFFMAiTWL1cdnVLCQjt7ZhU65SaVLLBSKJLZkQSO/b56O6egyCqWkRL4nqqoZlBUXcTEtKHk2hacdd/xzLIaySEp11VBkkFiY6a+/sVUrmy0XviQPbgql/G3tzNMOR7u7y7As6dW/3LkzLaBzpTrS8/C335atroqzWw6cZou5oxfwZpv/SqrlysJswEt77x7cXOTNXV+TPC5rQ5d4f3fLOq7szp+Q3rp4vSq+cxD6Y7OJWvdvDcS8kfl6/Pmqa9SP2Vsei96kM+DHPi1LHJuTAqc2+aQzobQ6/djotmbztrT6SwesH2yoNeHvFlL2h9IJkOBQOP38cCH8MBb0E/lCAqRsQlhjcPfmAXeXAAGGsnorMemVKAxmXQ8ie5X3Y0tWMbfsTe8w3CQqOZYImP2NRjMRB/hZb0fCyM8jopOUq3bsEU6qKPqqNbHlVqwx2Y1ccW89fz+dnOzuz5ONIKPnUlQmLFbOwleMlHNpXpOExkOu5WsOD9YOzj53R/EG6/tHuq7/TM7XjH5MpnC+c1sY1fZ4IwF2+x+2P3Anx/92j9cfv3O9DXfO/O8C++40ubkUyvvPvbn+AXPO83WBk80dNaiRUah9tzoN2OKTzhSG2J+hzaCGHhKTkfDWADb3SZBCjbYnNL1tmsjt0ceiDwf+VXkD8HXI1rOBq913OZg9AESSaHzy66A5Pe7wnTeDEjhCfS0bPWQqx6Pi0helwvPs7HHqZsBYiZ0uQAewC/vCwcCQNTrMVfft8toZPFhryjrg5II9uOxSIivK6vGHtUn5/VMuSlLkD6n8TvUrZ5RWMKt5HyM0jTdVJR10L2NNMkZ7AAC7UIMmZSi8jG/u2lf7fVUly9hSJqksNfhC2/9p+FOb7OUb/rc0nnfuhyrHN0N1/10Zf/ywi3/UPzWRZHcYFtTod26oaHfff+3HyB7h4Pu6c+yy9l/V9b/5KDe4DZcorlWw+4JPxPGs9H9mIqIP2ZWt9bLkCyjQxi0THyMs2XvegJuYQz2GmadLapzJU6cK7vDYRq7OuNfEWf9K3XinHrT86b7hCXjuX6VEzQJ6rwcBeryg5mJfainEhmIQlwof+bYZ0/2mgyKQXYt1gPeH/3CQxf3nsI9sil/9m24384hMT9sEtsLEbBPTpQdg45fedBD3D6O8WjdRpcT/Yj9uYPxhkwkbMdEzAaTGrZjXmZmzCRsx6yE7eA+CJHpW4P+KJvIhkl+gyljYkxmlxqnQ3oxdtBymK7rkDgdM4nTUWcUEhN6H9B/RJzOB+JzCOOSiBz48YE4V35EAA7z4CeIu6Hx0+gojZ9+4n8ZPY1tK5f0SaOen8QKrxv36YdFNCfrK1xqRDMhrA+EMP/tocofF4n8UdHGRI5RGwTtBD3gBx8VpaqrR6n+b4JKH0dP4XHRfTBgtPekgNHghwSMnjpClOIJ/L8IBP374jz/nlBOhVbvrW1U+34+XPJRvW+r937fYO8A1voGZHn+Y+hboBfPt/hqb+8A+TaPrAR5/VJ+3tg8Zt7fO1BGJfpX9gs+6JP1BsnX2yvPm9fXP3++PDgwMNb/Rj/TP4Gu3zc4uFk+KjMyPt/d1xewnyoSeOEnHFi6fo9ZYKraNYMwT1eWsN0+eqoxdyt2QGZKvd+tQKn8PyKEupnw9xFE7e1FDyx6YMk9i/4eyvjrr+4YuuX0LwyNEfxM7lPwQf4VbPMJ4LY9gig4aEibbC5UJKRNEbQVfIkh5h6+AibQo+OAIYvu27GYenSXzGIFYfcuc7OW/qKH+ifxL2b0KDCi9fjvm7u0BDXnm7sAECdg7FYlHHsKi29sOc1EuygRZ7RrqZaMexF3oEs9wgeL5z3bdMYvCufjT/6V5kxiONMQ684rR7UN/86/i3XSdmgmOUtHx0Nx4nc4Pp7NEefycdmFT+6N359iErqstg0VObfbdIBsB40eJZG8ZslP9CSHWzk6g/S4NxrHKpSp2GtG38VzfBa9D8aw/fovQIvN0kex6TgFTGi9rE/oGvm2EsoDN7VJtBIuPGYhUe0hEg6dyGE119Qoa2xS4wS6fU9JFu1SibwHV6p0AL0N8ogAHprQW7hP38Fd1TEBc6Sr3iTbC2fIzoHEg0ZiUDP1HSnJxlHHxGPeKa8yQ2YyU6MK1LiK+AM2EvwTQqV07ZKimdbJUMNr6jHo9HQmj9lJ3coKOCv8dyfWSzVnNbfPP7uBNdptdqvGrjHYm6NJVoMGeiyiN5Up+ZLz3XanlQua+P2J3qjeZco1zisH4306n9udcOtjg6FKX9rhCAj2nGgJhHM5KXmmK+m32nmfjYxd7Q34IFhO6W/bfqCbfmc8nqTZi+TI0YUBTIUfR5gz5EcI00gI02x+HO0GzYRKxwUWsoQuGTxqAP2fD6VLupPzDF1ispyaQ5b4X+IDlCmtIJRJP5fnmmKnNTVEO3LZ2OmZtKrDK/w1gNs3fz/gyMLGh/LUkwpPYV1yPf4jVdOqVVP5RakJnHk5ZojGs/gBzBCnZVMxRd4vwO97VNMIAqABPCKLZjEQl/aZIGtCdm8KRMi7DqrboJvMkv0x9B7xkI03NkmAZHsg9O5enaQxSzrco+tlgTUBSyruDbosMr6IVbXb9sQJ+cZV8o0T8g1i8iW7gryD5923xscAaJyAyVuVQFKvSsCzZNuZeXMKW8fVKcsMqSrSlJBoBs7k1ddzJJwnJtU/yqMzCtZFhYWl+XIkJNqXZr1pg120GBYnrXqDp0nL+y1xa6FiXeBpLaZsDm+o76LWBltjxWwyVH3NZo3THbXX8ahvVWmva88JQ8JPnIJoThwSlVTokCROJIfl+aYYlkzRmfHfyU/g0XiAeFqOj9u9JI3qONZ4o5KVdKrVaghoIsleHZ6lx0AEv5GYE/8DAriH8c+BA/S6G183YMKwolvGD1M98U0sZv8y7tdo/E+gW7Ap8hf8vgS6ZXcySQfAdSt1z5PoNWKqiW++OUqifL3HMm96jxGhQZ0WpP5KDATRA2cU5x48HlRbPgEfJQjhTm+gaA3aHNZwLJ02mxys1ZrxGq0OLWf0J51WB6vh1yzOl42muDXcVvAWwjpt3OiMtXoX8y2GUKEhw9tyCm4z7pfT+O8BA1ZobyY9cxSbSi6JDftiZBjwt3ha0obxh55+y7dI+jAmON1jeDgE3DVanUSyTfZoBEkQnGSgEO2eW6lX0CDaJJEP8wzPG7HMxQPnmYAVlc2rGQWWABOmGsyfmcEkmBGCyrxeKMPTzp9XLg93lBd1Dvm88Yi3xRPlnd0XdJaXXrvibH9/1h0zG8x0rHk+DI/yu4AXpGWbF5jMwOt1IbPJdAgPmFaLAEHTGCXwIZMULLX4QoGComK9gGgSFGqYWsFKdBk8mrxycaLiCpsMgmATMNelxZTLm3O2nB3hv9XfYeQ4xBs0xpY8x3F82EvrsJKbhhs1QRCG58pGVlsoS06/jWTZEUixrEE2EAgvbFi4JcEAW5HBwNlssjcg2V4DbwCG4EttBkiPACfTpFoB372Bg4ALc4wBcWRWlNOprGTwa9S8v7XaT2uZkFbjJOhiToIuJjgJigtyOt0EX2wXK7NEWFhpzvpBOYSrNMyuYhmCYnWQPcweZbk8xVoqIJYVNQSSrBG/ndSTo1BjXIjLcVu57RzXOcKtp2eHuNc4XuQgNzGTZUhzj1Wcsd/PIowRXLAcRb8brV9QMJSI0dg2mpkBFiNYSgqyDTk7AWBsLr4YZZiPS+b6yBxeftOHJ+0qcmnltAluBE14DFf//3YM93IzyZ+7RFkkT+NqkKMcxoNKfLxhcYu4TeQ6h8VV9OygeFjkQyIUH8O2NUdxik4YyIz4/8FYfmxm50eO5VUfMZRw+ke1s0AF7AcmUNwPDNjW9+ibJIOOAWgZGMEykNMBAzSgDXjuB7lqcbJagLnJjc9Y2l6axILZZdfMbGrrclZa/IYGvjXgq82/yNjR8PknA9rgZf/8dRrDsoz7FNiN53wviINDZN/GP5CttxmiOxnx9O9kHFpz0BoDE9Mv7MYzCvA+jt4FDuBQ5n0Hyc/VAatoHbMik5VoBFi7xeYV0K7SMhZEFQG9k7GywbDZZ6SEgEvB2tNtu3yyj+LAYNnkk7F09hF1IEzVASNWBwB6a+eYNef9E1YDXq/3PR0NVRlw9xBYiaXH3lxZVdAB3zyoIFHRkaSgjFgBcMzC8lLNoAe6yEghKQeVWWr3ppXzwvFyyG4JYUUA8VhBWNxyC9YFok6HprFzfWNrW7EjGogEz8RKgN1ijRP1oLaHaAJaV4FiNn4D9+Fq/jPAAlr3Irc7iSl0Ak+1gobFysAtmOU0FEdC1BgY3B+g58irTxFK8y6delp8eeppBT+SVHIuntjqy07jGQMFESOTo4FP7bwwtJSAhxUa0wQ8DE63c3bwFHcG0AGXrAdjHJCzeYlshTFJi59syeMeiBK1qFB8SuwLlX5vqdiC3BmNzoydPL+A/QWY4J4APFggpxmOzSPIYrM4jhDC4pHvAdAAfCADsDTgsUbzBjvNMiyH6e3IkeroQejJHaludE9a2zyieoJfqImliq7KxB2r7rhm3jzuiddfv+462kcL8bv219/FMSiPNSTWzsZZxDI8A+e8i+EEBr7BTDMMA/G0dxC/a/LU74qlNLFKcT9+0TV3rGJ/cd11r1MZOP3Z6YfBzQDrPMA4jnSAz03iLmnJV+ZM0zcvrVQWLS63LklXFi+uVIaWzuUFHeaFV2RblOi/lRgUYmLgEg10aWx4+B7FbCGDgBxYFUAWFFB14cDjmPJtwKZwhe1xPJ/IQETvyiaDXhRskp6oxXoD5QYhZotogIvzRFRuiBBuwPfXuQEQbiDbkr+NDUbCDh7MDnps4I0BG9aNP5IlDmYUVvCqgJlzMTHbqorKXM0gSdFRKmUbDUnXqA712ZVFu8bpcTij2ibP5MLCInP5DB4ZLGLIYg+V4+F5K/kfOAourT3qrv14gamzELda7AaT+cxgJBDtKLa1Nq6n8VqL2EnwLM/QeGYB7CEW2h/kRKJZqujn68/Wo5AAgQADSCCQtq6M4hUWTHC+SU86Wi9o39AyTkStrUdlPy/zsist8QSRhg8hSGDHEIJG2ayl6KMufB1oRSx5NmhZi5Ydw9MZHAQsXeEhQHRecZKAU7rFl7yYIlT5rk4GRSLip56ZARclP7bkN2ZsmlRP3WqqaFKVr8SXxm6SLvhD02oRn3HWgYaBR1uzzWvKDbkqPifxG9P/M30JvBJ80aoxvwXAu6QvILwDfof5HXoYmMGyvRqNAQDWQPOd9SbJYMixPQSwhlywm70SywKDbLbjHzQjxNetwbqfGimmrENVsTHvsdad/MRp3QxTxPjB4oP5XZQ32dacf3rAYI2fk8gwv7/FW76s1D3/hmT3pYsDUVyXYdjEHOUO4jGR9843Q50OYdP3KqwDr9ut12M7jGx4Y2B0OmYZBeMWafh0sZjLHfOQU0xmPeTtSpK1JibRvR1IXCbDHG3oDmUT56y+4ax448IG5nu3/vW7E5vW3ftZWLiyo//F31H+hCxMoBXcATzn3LofsCSSI0RmnD/IZr1Ruh3di55FaDNZEEY/loXNjq0OxuHQuywWvctlJRXVkzANKw+AawLdvcdttfIWPamzXmfRWdyI5/0+Uk/XTI0pNgfdba5HWWdSI8Kr9SU7xdHBK21hSFZGsVAq2p1oxWVjCY/J0upwcCPVtauWbBx6pJ1n377rruBNX17RfsuGNf8gi3996G4YvuKMiU7SXd/AbXuR2wMS4DmC5np4XCcSj8ThcV9QokDPDtxY3v6sluG1Ti3DeRgSf4AFyzf3hsPRzVqoJa0WPbJglTwev8MhOKN+v5M0W0Dr9nJcTOs0YGXu7vFAwBnFR9mMrfcYWYKKOZ0Gh/kx9BV85337DI6Yw2BIJUlLiyR7rN4VGfJF3TrTow5nMdep/FoPt8pNKesiyuKbSPdqgXM7CSqdVC4VKYIf/kQvvpApxRPlDq/dHS+bvaGzL13TuWFw4Rl5XUthpTWNOC5be9DfJMWN1c8sOHvL5+6/f9Ute+6GhSuq60ZO77/HN0RoIwsbUAf3LyAC7tyPbbXjcsDplm4T4D4BnmuArGgwS7qwgUBSYQMJWIh3WESj40T1fQw9RxYjZZsuiH8SZXyrKNq3EhoOTqBv7OI4+wTauidkCpNsJ7JARHMCMG9ZlW2XLUVs5FZ7piiF1C1cJYUO1dcc6dFa34mDdAg5czlRx+lHk18KxW8cSl796u5413mr50vRz194dwuzoHY0ZkivWFjpvdkhtnSeCb2b3zK3OATJZXOYQzd/zhX16RT/y3/CX6N7OCtWr2JgYBzQtLnn9ogkujTyOG6cFjjRA7IhDw6CwwSEKhEkW3CMGN4gS9vYaM+NkrC66jFAMgJHKXXbFWwydUlLsRCxjToTDoRHEN0TdzaL6QPLrvxSW0VaN9D11fLwLSsuXNqQ69q0/vSV6MHly7vOEvILrl4x8KOxa9ae2XvB79L5tkhbtmPAp9gcP4cFtJZ7EtsOt8kGY97qk4B+s57RE0o2OmWPx0n89E6n9QC6HM8LL4AwGSfgIfIPK5uYzCEEGg2W8vfIpq1+KJAFLWwWR2yEv63WETM0E5lHWkf4dnSqjXIxXe0EdPUTUzCma6+oRP5DpGjk1Dwm4yZViopdrA7WWukLy81s7zmxq5vLHMobB64qnXGTVwwmmU/Vvj/yw58MfTFnMgRjq5vu9mYXNRg8ay5avO3cDaStD2L+fhjrMW6wVnbobTDlarWUHAssA46H9D/Sa8xmOIEmx4EgAMKyWrQOE64AzDablm4jFtLkNIxGY6YrwV7zBLTdmrMoFKis6JIQIoUjSb4nBYOqQqRAqsfo0jddsrVZyboAelh7YUNHoiHU19VWml+4PL7uvJHVZ1QkKcY9UfvW7fPX3v7lPx2765aL5l8LL1/81GTtDnjZo98apOtq38dj9iz3PHCCm2UPx1m4CIcatBXUppmPFmketj1r0wBgIG3RQ+IZXYfZ7Kp9EGtpenw3bQuxwhhR1G8AkEg+4vR246EHbooPZ8FaD20eCdvMjNI052Mf3kLcMKSHuJE23C5rpUj2AHCiZ5UWrZNiS0lLl6oNZR6pfQW3B15Xu6e2fTCXh+fjtkKP0laFl/4Mm9BleI5zYqq8bN8C9Gn9NSZijjy3JxjMeaCnV4eexaqVGa2dpchdPO8iwV82mw3IrW1SDuChW0bycyN+EtV9GFtcuBFkvEYzdBNZlfi8U6M0WUhpCKY9RdG00h1oKMEl1TgtdNmC/kw8dF5p7eefuPb8eIM16N5rvbhp0ZZm5pzaS7ZzFh69zr3+zH0wIbV9+SePL+2E39iYt5LoyFvB99BuvpVqUj6wSXY4TQnTgOkiE3uJCWqNGhMjGE2mCfSTvWbBbjYLePJ8ZLdOZxQ85MRmM5nME+jS3YLJaHZOoJv2iKLRSDDcb9rH83nzUTODaTF0a53L1K1RQE8n8XrlOvEHiUa6/UYa5DK6ca7Hi2yOYpuLwbl7SaW8dEmlsoQBU91XMN/vX9JKdO3yELe/MrSsXFq0YP57t3HXv/d2ecmScnnZEJUhB0EFvsxEcduCshG3xOHzcQ6T0UvQF18gtm0xp24eEUTKPkAUEbfSjeiOYiX4iEE08Mlwu6Ujnow1GiweUYsLMTNRfSyVMi1f1FWxNLry/gaTLV8oOJ3pmE+bIniPIAePMf+EZa5X1pvMZi2wmk2sXX3rC5P0nbZZtZi8Vk3e/G5DQ8/SYvEcp5yJdAYrl1/BeMuN6QUL1n11g78tVKmkBitltxuTzzhqR2u4N8El4CrwX7LtWnRt/nZ0e5691nfdabf77jiNpWHZelEyEXdlGp+cG8YffeSjqY1fza7TCJZgOhQzad2jHYOrzlw+/9w+7dA69wH0MzCKXgLr8HEIJPHDZvyInjx3PvnoUcudT8z5WDgqWbThmDR/edAyGDpT0F65SrOaP1/Pg0vbmtIdPUm++AQu6ErMED8Dl6KXZF34yvyVzJVXXnM1oQ2qMr11TDzmaiMbjeL/1ajF3BTZPf6Eq0RzAKOUSnIE2dZhV3D0neqpEmBRdxnTaXXGf0ymqFk3PhYDJ7r0XXNWn9RzTkrOzmZrmiKlRYv0nzor4Zcu0xmdOkskHIrErb5opDnvj5+lHdWieZGOTCSTjjatKyJtV+dZcX+uucHvYVy+SCgcSVh8Pai5ORA/c2GzvjfSmYmla4ecVovTabG42HsCcY832J4r+1OHeNQf7WwKNqRC2SuLOrlnOBkoN7MV0ezSW2PBUDxhFa3+QLYcaBheIml1805rCWbSoewVBf313GkNgVI27oy6DfZY2IonR9HtwvRIcVko7tBtsriQg26ugWvlnuVYHQcJdhAeFMEf8uf8yP+YAh+0C8RMT85iBwEN+qVsif6XGf7aDDeZN5sPmA+ZWYpSJJ+MUgTp7jpEhh32uo9Vq1Uo1vBgioen3qrSNG5y6WMxUz4OO+hjYIMUeU3jh9FekAQt4E05DRzQxmvcok26L/5wnLkv8nCEWRv4dODzAaTXeDWMLsmUGSblcQZJbK5lVfZwlhGyoWwui4wom8Ui7qvjMiga6fK+ySRSsa6VtbLJI5EdK3JapE3l0iYSaugJAyPcYtxmZDYbITCKxrxRNrJGIxcl+5oZhTR8Iz2dZtJpD0018ZGoYptoY2wkXULxNZLw3rYCnhbo1hPV6igJIbC2QRIGUN+fBV8SSTfTnT7V0N/qSrIvETXS4d8e8vv6Jw71hfpPFuELp3/MJkEH/3k8y5y5H5iwvdKib5JMhlm/owGYoA6ZGBkxDIGJZyhMPANHmE3MVuYAwzIqRDzdr4DY0Sd4Jm11z6Tqm+xo8RssWoF4J9mfUvdk780dC/w66qCcnsb1OAq3a8JWFX/U/D+YWqRdDCTOE9miM0pbItsiOyIIRAgeKcUQ05ksZGMABnpAc6mEByBTzZRKxC4n+GOa4ExZ2DoHjbIAX2t8o3G6EYHGRqNRKUKvs0tHheMCA724DFqEmpsRmF4O7+H+TS2DWPgN756v5E/Qx+kDav7EHeAocwH3l/q9nA8cr71E97rd5tnhYYY9HkGQoeghFa2WZt9BYsTe50g+h6A8x3yhtgHbeG5GTkCQgKsSCQBkJpQeSY+lt6bZtPr46AnP/1x5Xkwpz+NynOC92vfARbtYNKiGYpPjLquLbHkttw0Out3yCa9gUW4I9gwdGnptaHqIDQ31DK0aGhvaNrRjiB866fXNWCsoKZXA8n8mLwVLL9KOLyvtQHtxO1I74QCJdbA6JHEgPIAN/3dl/cBAV5cMQ8NwWG1LPReGykN+HJdRovsFv8LswT+EMQXE1GDuGB1zMx7zWFQDZKi8fvbZSP1Z48VwCzeIR9zAwOH4WHxLfFucJcuppngKP8hAoWFrA9NAKkAHg7ahrfZNIo/nlPEmfr9TxqSRT8mpbSk0nIrT11YJjYE2IBNcLTzm/03b7GGs7z0PUruFCkS4qf+9L59mAeadNjoCgtQ2gTSgJ6Mk0VTBKeu9mta7WzYxECTl5HByR/J4kpuYPrIvGaUVz5AusDq8kpyBQiafkTPDma0ZLoObUs3UG4NwW65W55ZGkAXTe+Jaq5dsTk6zMVJ1SIEYScSIk4866F2GQApks/GGWIJkYyxLwdQT6Fcghh7CGnTjCSh4vcaTYfBAE7qRxPLvxQWm09EkwQ2Ix7FovWF3QwPQfBgeXu5D8PCaxTdPxsNTE/szc3HATsTDOzUm1ScBxlOyMT4JQN53Lv3K8r1Xfmn4nosfW/NxQHmlHy765sUvDH+jdtELqw7PHfN5M2N+IR7zS0EvpvMkXYfTmyURj/yqJBrDg48p6S/7klk6+BTb1GA0S0Jezm/NozwedWXQRzN1Gj79BBq+EL5AQob2MbBAy6jnkSnYR69i2n1T4Ve4pXYQpPfBfFyO74ijien/kO3xkChiTo3n4hviW+NvxKfjfLwuvupl8C/Vy8D8wnLvgpwsMlCbTGJ5x8CEbLVLCVJrE6l1IpRYn3gtwSZIvTP1bLKZ+rCtM2VV4Q2wCSSJX+2/ZWcs5MJVj8reoBSVBacUHdPppShoJvyPyzjF8xfj5xfhukQwH0XirqBSF4cUSuQShxJISEClMohUhfbeSXXRMDNljcDlfApkdjJwYvqlfamU2SyrQ0UbhYfqQPJoEk+m6mDQcjAPzmJqJUEasvtBQmG/OI1PwidhwnkR8uGZ+DiwsojCwJg70+lIIhyl3BmHcZIrlUQP7Q2H4Ufilz2pAHNhHr4RpBQWTaVCMcKikUiIQHuYE4mPAjPLnALMbA47zqJTEYfj6NQcNlQda+Tfx4B6oTlc+AkAvt6aw4cfAfbFXPFBHjyZXi6E34JbQFFOYlUilqb0kpXtTomomT3ZbdlDWY7onHJ2OLs5y2XxUJ9IM8sIxpQGy3HzE8rcBUewddUuZxi4yr3BzQC3a5BwsFuWS4I7517mHnGz5OSQ+w03ux0fGDcpdGNdhuMy1+IHnmRfxnV8S5lfwCt4fklg0oljjccecHFAJUQyuyRPnF3I89Ob5j5vPA/chStr2AsFD3l0Jgd1GbmvXncxpdR95v55cmG2DYvwfCYsGOQ+eVNKdEKi77mY4nD9eKY+VTDMHQepcZj3Yc765V4frZWXzvGYsULeMS/jpUw1qy+tnT7vhDZVZ9rkO6FNFPNL46uPh3EErOFl0IFlLFmJ3mMwS2PkpT+U/T4fUbAgCIrBseCWICsEQ0E5OBw8HuSCpBklRUVRy82dVO5qEMTl9tI8WZ/oG/Ft92E942dy3OeK0WLDYjgX7gmPhMfCW8IaIRwKy+Hh8KHw8TAfnilekcnRk8q+EAzjsttkHQPDWD77aNVlP/GI+6IpWnpCTDBEkMmJ4cTxBJeol0h0M1omxdEiOhX7jqpT9eOGFNV+2KUzY33wVdmtdoLgh8Af9g/7N/i3+Hf4ef9MefX2K7hcxnp55rfhpdPLQG6nWpwTF/cX2UWLw6XJfoZYsD24vNf8nFIaKaxeVhn9M9pRLwvrT+e8exDIu1Qlx0JiszIHMwzIZLD9wUC6cZWdzI7po2lmA9ZID6YP41MuPcOO1bo+qK9tZg2zZRvPY/qnRdC2E9JlXCz8yFEOOGPSqgAMBAIIydBPlmdG/Ov9TNif9zN+pVSY2ZhRdHx9bT16c7ZM3PY3370PNIzDVUG6jYYjGCTF5AJQDhwIvBY4Gjge4AJqo6unqJeYUupFee1ZeAP4zE5mNnOS5ERinVcObQkxphCdik+ofHlu5e/FRlBY9kWlMGlET3hZmAljOmPCH9Kq5ippVVVpHIGWmDO+d3MPzPRbFV7LHgB5ZXzlEKYX0QcD6vhiTglTXtkQ3B48FNQGFeVglBaGlLL4zwEvnQH/ROY/miecmJgzDzpOmAdPgq0LkvnO709E4kmaG4znODLfxdFD+2SC6ht1fRywXQDdOO7zzZ3nxvE0p5/4ULy7hlOgv82in34A/K3qPRWCVOajIODmYEt9GDjet0/AjPowpDz027nQUHPGj/+nmfG7EJa5Z0FrXbeMkgFMwgAJ/sQcJTbC4UYYagw35hvlxuHGDY18I9WHSsowKjRLsco4Gy7zPYVmWS/bSmiW3UHmBxKV+a6cG5hH1MseAqCS64GHemCsp6ehAbOD3CMvk9fLrCCH8GGTvFk+JGO5prIFfkud9uTa1QTbTnkPka20fCuRrbl5EMzrmWN70Xv5FnzvX0+8F9uxyyBYtthmnL13+jyCe4XvfV+hae46OmcwqfYynDNnUIwmfsvMfSPsDm4PkHYSY+4VOdLdHmrA1hzoErtyXUjogkJXqCvfNdy1vmtT1/EuTddMzyn9pmLYEB27ppTH2HkESnIKF9IhdmzvQFs7jnfg8w5AzMRcNxS6891y93D3+u7t3Xz3zPQwWtfZV7ILyDxNoDfpnDbID4IRPLbtZGw97Z1Su6w1S+H2He2M0B5qz7Vva2cPtEMikxPt7UYjHvKS3F4qyRaLVJJ9IfwRS0pbS1AohUrDJVQCVC5kVJtioyr3AaNgN7BrQBTTtmE/CE0flk9z+KW4G6vkcXfzPOmnGXhz5l8zzNUZ6I2n48wj8ffizK/j8Mdx+Pk4vD4OP+W/zc+0aRdq/6h9V8vqtV5tWot0oBE2IZfXS5AVvBPo67swHRIh15CR6NEbosc9glVqbMRc/OC4DLImBaGBWIwiun9c3yTT7Q1dFSkWc2FJ8eyuoIyt1L17wiaTPchPoOfG7fao63HFSiVevJ5jBaKv0rxUgjRGtVhIdxqfemvWe5eZE3lTpFubUice8fptJM48/PPfgMfAi58EigEblJ8AhYHqItObyJhgerhEmeMQplvgkfWM2BRuyjftaMKqyPjupiag8M3MM3yn8gzhZfKMSJ79K7ea6jcEo+PdmTJH0EEei3XKAy/I/nyekqrQIrcMt6xv2dRyoOVQi6ZF9gWkFmyOVRXqJ+XUrj6hbqvRu9QOxaSv1kehafo+jWXmvgvRLXwZlOn7fiLHKhXlfa35VrkVCa1hfBhu3dR6qPW1Vk0reW0ree3ozHsVbIprcXlldd4fYx8E/URGPSi3FKRoVGaKcktRKsrpLP7wBPGHziTlij3FTcXtRVYorscnW4uHim8U+SKdLFUrk/Y5LZ/PzJQ/woxxw2AJre+9+9rLuHzEVAg7Njo8UmUsVqqM+fCfrlQhaa89lWWVTZUDFXZ9ZSs+HKq8UeEq9ZfMGhRQwZLhHgEFcFB2IwK2cK8IGZJH3xqEpeBDTRNRssS5TzZoNA7HZid0OoUEMf7iaHRXS4tAvNcFtE4OOkg4osOBf/YuS4wkmERCysjhKP7A82umV0RbgRcdAwJ6EMj4iZeBBDQU+02LucuA7t/DynQbMUyoKoQJzZufOkYxeqo0lITsWU9BfHoUTLhcQUmFJNG1VbLD7AlQBcrKtmZmV3j6nyOq7iNOFoMtcM8sPAG6OpUIFttaw+daCmZ7b3ufdFbD57hlF7Qvn7+674p+mJiLR5CL+RuamuLn2NoWXdTYnm2IeGNi4c/esDtq0Q2sHPrcWO2PShxDAbPZO9w60AyG9mMh8uA4yEcSWLzs1mt13vCTuPciIIU/nSCDfrrX6jTq9HojESBaCqDaU8TSoSi++tIxcerVYzD3QqEw9aL4MlEBRA3PsZFoClXYSJjsdB+LcqqAIC1NKBgOxUIiTqSD9p3f3Df137W1tZ89/ocjPPTDUdQDJ28bHK71T930dFss5PbGvgrP2nXTJReOw/+ALzy6pCGKYrXjq+elwy6YNLZVfR2JcHPIn+irXpr85o0/bl/UkY7Eo+0tYAaTyDGLL8R52KdqC8Bpco8gYxuySKLwNhU3Y3pHumKxUJC/1Ywvj5Q3lw+VUa68vjxW3o5PuUNl2FMeLm8ob8XfXitjFiVz3cYS0SCrdXuT4oXQ+Umv8B7m7UGwbidDXdCYVwfptk9YlI8NwlWDGwYPDyIwKA6GBw8OYkn1zN7BQYdDpnfLbmlayg32DDLCYAgflg0eGnyNzHYUOcTbKQEEETUNVR1dmaxm2swu54/W6yFcA5s0WnDaOIuYhTSoHVvLWxZuW3hwIeIXLnRKMv4BDO0YOjiElg2NDW2lTvDjQ/yQ8jZ/+IS3lep2RknFbyIYKTNtXg1X4kq4ZQti5IUbFo7hl7CFhQOpqKKN1HFVeDP/H5i3uwkSZJ27f9T5i07mJBbf2gbbHkcHgQ20ojf2DBdXFZkiSV2WgYT27Ip7PkoEfF8RAfjJu+SIJCU+KAnkj5YE8t8lCUTikwUnSwM1V85NPLTVN9Vvx0YVIVH9+6QEIqykoTuslv8GiXH2L76+5czomReu//zfLDu4H762bFF/2wPR9nmdi2b5i/8PPP7XnMRfSyBieih/9Wzu2dqDdD09Cn8hZqRvc9+hPpTrW9831rcdn3KH+mBP33Dfhr6t+NtrfXzfh/AXb6b8Rd8lXI0k/gnw9i7E9BIG6xqQ8HFsvFCW6HeXnx5lt9EqgV6xN9w71suC3m29DOgd7l3Vi4n7fTnZ29vZKUta0Sp9p2Nvx7/G/7XjR12/kd4qvitpUT/B1tneD5l+Ut7yaYkc9w0tk/rlhSVyvqubHsY7OulPsq1QkkA/XNYPQf9w/6p+1A8lUqUV0xJZdxofPFc5Sj3K0ZMixz/IZvx6UYI/lH4qvSkhqa6FUn5TzjIlzOZ0cW5UVVBVXp8+j/BSvU+MVSap6PaxeT1sQZ6Ds/bNE+67mN5H9JFgb79yY+lUfXwN845mIdQS2UFWsnbJpQGqlgakARrTa3ZJRwfg8QHYM0C8w3sGBnB3dpI2lTx+SWoQnZKtq9g1r+u3XX/p4kCXsd+44Ftdr3dx91S+0n5P97vS+/3vL+Bx6a/1w6P9kHbqRUqnnnOu0qm6wQW4w/v61W+dXfhbMKx+c/vxN6uTfttjFqVP1OGHZTN+RJRiEnMr7nBmbofXc1gzhPpKtLfrnV5S7UGK7UP7yKD6QWS4BmzdCVuoD8iB3/DHPS0toZCs+Can6QoAOcbVY0w9RtVjRD2G1WNIsVWnJRgq5otjxW1FVsQnMj7dgjUzflVxQ/FgERXJ++aVipT6uyV61BmkIl0YIOxTb8usz+mkuqtz1PNq3eeVWqjxkZboMZykR7pNUR6rvGMtW1rYVQTNdWL6KG5hIPC/auFu0kD6ouHT6It2zafvl8O4MS0kU2tZy46Wgy1oPVayX2tBQkuoZTM+ZVtAnS/mtFA13D7YRjz/fUuzEDw/jhhYpkRrFCVQ3lI+WD5cZslYlcv/27Ey4RNc/GsleLQESwoRl1QiLtWJuESIuFQn4hIh4lKdiEuEiOkTmIhL4CQynNNKQoWkjbWHCb7UTBuvA7+abiVrT7gWoD3PE6sBhpS6jFvUorE0o0Urc3ipLkO6a0MEBwiXZVJporN2CJT3MZ5ETKcjtuXYeNe0hDtoTLbgE5iP5ZOMThamJR0Tn0D/BXpKuQyhNiJuoIIrhB4BQXC1bNAhqNN4NPdrkPcJ9AU8m6qg2NiODRspHlnYBE2PKSjY49qQTOJUKKr2gbmo2oCD/ltVOHOSpOY5Rq3VYxR9jFir1Gwl02n1o/F/2OUfAv0Dz/oo1B/aT6Rd/IW4n8ZUX/I50ztA2y4GUlpINlKakH0Gk7QlDFeFx8JHw0gIh7RkNQWEwiEmVF9wH63HDXTX7p/b95wHLn83Bvp3C3m6hv4z2dQYM7J4MDcUxgpMQeXOAiUbT0AqyA4X/TZuMEsFhWxGZxbY63XmjtfrbByBZc4B8mRdMJyCfCpGK5cc05eSsmAjvjGynncoiZKKVVZ3z1NMYnAc5TkWhEATKIMfypbG5oXNa5s/3cyWnYPOZx1EHh2XHUQCNXbEFseYWDgQllyxPCq5J9DxfWM+6AsTkkTP72JZMzHRTNhEI1uluNw+2RORfD63G9iKdJtbgp4ygUkiHM6mSOCTCdgO2d6wTdtYm82UpcgmgFiuALSaSLxkhmpbZPFtKkOTtglYnaWowkwWCcIP/tXVlqkqGNBVErSnOilpRr2F+Ckp1ZBgS0wr1oQCAoH1LaxhcRLNCyBbjuYDsXx69YZPz1u5aOmKFcEBWzS5KG90+O658aqbap8K+LIh7/lOQwTaz+7hLaGbK1b43sKzL2toXtLhd0LRaop/esVFzfHTzj9z7b131v7jpmJbxB9oSOs1zn8MfqYjX2hfMGeNjnsbj90SlS8h5wfl/Xgo3pST2YzRJqMm4t3ONfU0jTRtanqtiROaQk35puGmQ/jLdJOmqe7DJzKD4lbRGJWvqTE6nbUNoHUnQ8BCd2HrfGL6PTmorO+mxqylFAlVEFJwWWoktT61PXU4xaVUqlAnFAi84E7kRQg4sOwxWzlRx5qBy2Q2m4BIkNl1wKGGRvQce+WY+CKJjxIPqnusR6mKq6SQpkgAsbMDIu+C+eWGdr8vER1aFT297Y1/blu+srcTJmLu3lAwdl/54Rhz5uoraP/Qd7PP4PbcrrbnrqmHQUr2wyVOJ1ku8BFnbMgHR3xjvq2+7b7DPnxPvUPAbBnEt6uUYayCNWwrSI/jlmF95kXZ5aUl5TxQ8IQ8smfMs9Wz3cN7ZlY11BikB9HRmRgmDzS/dweWfWahsNS80FY1X2HmEEMnOotbmVEDJrMUboFiCwQtLSaT3CF0iB2WDusl5E6yj8SunlIHZXZlW4nxWFI5+kLK0e2ROtRZgirJiq+yegLuVh60Q+1+kCZYWlaXZEpCHcqSsNskgZpMticXJZEh6Usyep6BpiYBGgSf8F0BCULU5XZrG0ggoV4WytCCyuUWPP8d32P1SNFoC2FLGXTqJtCXZX1YKxRDRcaIuR89K4eb3F6XwytYgnI4GA/KeosUDJriPS2wpSUaouv1l2OD6knZHG7RQaATdWEd0unwBPCvgIVuIuILuWpVxeFSdxqnua4kwq7w0pFnMEMvPUaCCOdEGRLmpYnLXprqXLS2raySLchJDnSV7smemeF1FcSLfsGkl6JOyjqqV2o2+lAzA26AHrzjSw9e8kD3tymy111f9If6l7YGzE3m5s54z3BvvtvmSfsvaa8MLF51QbnhOv9ZwWS5oQAv2/bIrtWpzxK4r418xGs2L/VGPI4AP9i79p477/2HKz5V+cdcKOOyzMSxPcidWachrFOunL4PhInf7neypSFh98mMnII9mBW3pVBKJb/S7LN82wz9OeGWaZFgF2OzvtxpJ6pAloQH1nV85f7Pz9xfYfDcALzkXS/LxnQCP8GAVDjFpJT1rNIp6vfOCfVrVOqXhD3JkeQ2dfI4sX7cvfVnjVV4Kft90LaTIarWHrIik4DEYvArsX5J2RtSJqJQMpyUk5uS00k+SVV0dXFtpg13zJQ5Ai/lHgULsC3YWC+0kRS6r7GRelDTysxM1k4hSOfSPemRNEuQwDfRRVRlCVVZsZ9Z91Hx2Kw8wYTGsq5PxWcrQ1FOeCT8jkuL1xXvKCJXMVWsFNHDkYnILyOId0ADEuzQzYsEMMxlb5ByBDBsTQoi4IRWzh8KBOUgmSv1JrsUDIdCJXeWIIMFSXJovEESTCET2ZuJ9SKTKcUzBB6MYfjH0TNABiUCEBYnymOcILnFn0RPATfQo/tBC8jgWdEkT1uhlQmDVn+IhMncK+u92wNwQ2AswAQmCOxXdfTVY08V2sSXvZ5J90tV77EjCpob2dxpKeEmMIMDoKIHkNl0UkkWJaly+JcRkktIjmRBYJRwlyrJiWuvUlYxvhSIL00p4VKv90DqEKyzGXt/u1vnTherF14fc58dam8ojNTeOlJ77uZfwnDmKz//0oPFjrXZax6Q0uu+8sXPIuN5I93mZHtXcwJCvX3eujU3lr4KXf/20yu77hHf2/xExerNuW1CU3z1RQ/8fBb/O1uPyTS/DZ7F8110L9w8D8rzIAnxMs6TIxUZCn2hPqZvJrR0hmZ/PENf58Hl7HGQkcNMTyJBYkdFQuyvJRmFRoeT6zGdbktqKOVvnJ1f7q3dRGlIrYNwLVw+zYMyjaV6dl9fn9eL1S9qUot2xaQ2YbtZHIA7BmB+AA6QAOONdc84Le8rJ5R3HZSn46BNNmF1X6DFIaU8WdfRKQ3IkZhSqs7olNYPTA8wpETFllUtAAj6pyf5TegHIAFWyBFdOJmX2vVwUDxLZJxudxSkopwh5AtlQijkNcW9E+insph3byFRLnYo2LfaGXt8P9mXABMRru0kWQ62tFWVmb7NQ5JKRkczCU2Ezvczviyaz4CpRJn/FadwhN809df1V3v8EPn9YdvnOz+VvjMYzMTONXR1nX6eK1O4/7qV3FkH/49ZDJ/77X9OexaHZdfXorH0H69pvuEback71OUMKP1O20R1g/vU+D4W6wbFnXQZeI/RIoEkHoFfyO5kkszvQiaU6cmMZDZltma2Z97IaDNzY3NxHzXABByjeO+OcWyLoMdmUgpgTnxRBXsfqz0Mz6Fg77QOKk4olh8E94apNbJJ+GuNk+7oMbAf5Kf/MO6PSDYi+jI2l2TTGs0SSrU2NYEUJikCiZpMgqjXE3S5ZI1VcjkjeE6NBMlwFjQ2CQShGwUjcoTEGE5HYMQBomI0HN0RZXXRKMBWbgHPryAH4ygnyTTuOW+0SViNbQ3istjwQQ8c9kDgET15rNkMe8h2wBoD8kAEM1FHq8xBSB6KO10S2VQhB5EeQSORUU63FDLBHiyiNpm2mg6YONMEzQ3AkoAKiaeo7BAPet1HDh48aG0TXyE55htfcLWJL7Q9NZN1jknkpUklt3tldfIZJX9gks7WyoR/ZJKe0S1DlPVJLH9ykx7xaRUoGtMU1txpkkDEQQisUu6AFHqY+EjtmpSrUJJmcDsxvWkkSm7FAvx17aKoLzZwYccVWeacqbXDEDXeflGow+OyhISMydXRpwk4GUfWuWFF+xVD5VRmsekbfZwnGBwMmm4KLJQPvWfsrnB+Eyt0RLSvF1yxwJlc7rKzvgZbAgWe0AxbuwuP97V4vBHQAAl0MrxsSGptYcmsDUYkMxl2I7bezFqjXeIV5BhZtnkllsFSXm5uwZbNUXAcIB8C2RJWptrkNjkYlYS2XFtP20gba0JtWYfdY7US4rBa/LLP4/fQqBlNSPL4ZT+hC78YkGnUTHNRiZqpEtoPiAHmTKBOCuRbOLAtsCPA6QKBrGQQgrlgTxCZUDArZ4kHNyu0QHeLgSzahztQA+qIylHZEpSEKAyjaLQSqMiNzVKlQW4gzBVLSQ2chryrE2utGoJR5PZKHIJkrR0iq8XjZ30H7XDYDoFdtOftsn3YftB+mILmibhWbhRolptnSK851JxrxqTXLJGkFkJ6WtijHdFu0m7VHtBy2lORnoppc1B8RaW7w5MEJEIlvRNOT5jrVKpcWX1qhhZFQqGklDoszuQzyuFkIsVlUtIlv+Gvs9+OqA+oIFokuFOA6v6XH6DXokSSYOpaaADfRIkbUbzBYqEWXxoLxZfGYfEUJPsbfTp4fija0hNy1G6hdD3hTAbSDv6djmDHQvw31fEByg0n/H3hSnlF2/xtmLLhp5NxK5FVz7JW8Db3b8AHkqAgO33+KGs0mjQ6U9QRTgCdRmMysgDkCvgflvNHXp2EOfyBze2i+CoBY4k1Q2Itx0rYlKa5i5Cmr5Ec0ZRENQUSF/Rja3xeY2RZ+75L7887OZtOiLlSfnPMZhNXOl1WuynVyBnYuzmns21FyBlf2WuxtzjCkiOeTDWeFcsZQ+Gs3ULjM6ZjbBIc4Xdg2VoGT8qf8xm2hw6EGBQSBQ4a+awouqRGLoveyMDMYcxWDCgVbSkN12NYZmAMotbn9jHv+OCPfb/x/ZcP+a5PfSH1fArdp3lYM6FBxH/FpGxYaBgsmlKEawSIBVliTJVEWSQUKdLEIBGOiJvEreIBkRVniFIhq5cwLUy62p7Blu/oaLWNpJXmjlRdbS9VJ/En1aQI+VSJdmUjmlPKThIIA9RqKdEUwRRfR/ehmYJOV7lE04pIyi3+rXyEh6Zoq0Nn1J79+YWFlqDLDxk9F6qERFtrKt/aFwv67GZDhyuQKfMXJYJ8s+naSxJWlyhoVjR+IdHXFfN5GdZW8F/XXEpUetf0jZldHV2aoF5bW5yMB3lME+9hecbzf6b7yB6RNz/v+LWDwfOh6Ag7ZAer53gZz2KNfBvPrOVhju/hmXe1sFFLYl7Qd1wQa7+AERlGixjGqTPZbKzJqQEMRDIiDwIkIkaPEHLb7TqbYCKrdSYdEMLCsLBBOCwcFXgdEtxEnOAe52iPc3CE28Rt5Q5wLHeKHn/pGZKahf87gcXb2jCHP/MU2Y5HwcmapOlp1VGiyAKq29pojBrRXSkGaDFKw7Qd9kihcmXn5Z2Qnajt+afWJkvF9WXvY0t7/bUvwJbMau7uyzsvrz1/FbT+4CoL7x03ctfkDv2Qp/R5PabPO7n5FB/m2j1antXLero45UpIeirwXVEJ8HqO+EsNKiJZ0JeQOJ1G1pAWa2iLNXBEs0mzVXNAw2pOavEzykF8eZJII5g7QVj9nDAliblTI+8Czec1P9e8An+uaOY85zWft+28lrOb8R+AtXPxOD/ER0EeGmRJ546n8IfFKQEz9PIed0NGQqENcQjiYpyxoHimuRlkGkgLLHbcAqMpbCJ1z5qdkknYrj+AW6cX9YxO7+e9Xp54TxgPL7tMRqPWEwZeqEdejvjW5RK2zrDe0iw2M7pmxDUEACfYQracDbmRTRX9WtoJWliX/qz2pE4go/7UkacsxadWVimAjEgIARs61Gk8SbGinqkStdQtPv0SNl6ocPaIk2RGoML6KeXHl/FjGycVHDsFEY0AP2JDhwpnNdCpQOMaK2T/SwK3RbGE6N6X5Bw+1JqUswND0/99mX/J/PLAvI6l5XS5aczhZLRS1K1vcrPHta7wc9+85h/tN3V3Bl3ucFvh4rHzzloaEkSb19Vs4USJ1wtyayeRcTyQan7tpOazYAA8Dv4NGqAHpkBy7/dLpV89U6g8Dg3ACqwQ7vqzYAe5Iv6XK6qHfAu0M8R36SLatpmJUXyFaDND/R+VZoYpSVaywwBuSrHQzRTLBJSgEGRwA128JshYOXuQJV+IO51cVjag6mbIVvZ2M0OFeTdDnOy0BLYkNbOk8G5IUtbJxgUUPoTRNCOyyK3AOJIkJFohFioZSQpQtMYRhFi8FWmuUkm5RAtKpizKQY0pxb9hsRij+fEO5ZKa2mSjvlpSVVc3RHayMRZNnTdD7eSaR357Q8VhSMeyQ2dfvphv87Xxiy8/eygbSxsclRuPPrJmzSNHb8Q3NEVOuiHShG+44bePrHn7Zx0XjN35xe7evMDrzS6/Odrmcqb8qbTJ3JDwGqxOvastYva7zHpeyPd2f/HOsQs6Tnoihp9orD+RcnzwfnRE70YcxwUslrjV0yyknUZnWmj2WKJ2SwBfR279x95QjIvmiN5s4YXEhbOnzI931H7xp+8WvXmz0Rfx9TY09OKD0Zz3Fr/7J9i4YydM/+l7RW+LyYAv96VSffhgMLV4i9/7U+3lndcfeuSmc7JuizkoWjyCpsEvtER82bhXq/XEmv1i0OPU+JIawWMRg2aLO3vOTY8cuv6kZ1J+MR+tP5MNhCXx5CfQa/q0y+fSI60NMQFGNIQaGkIGEZ9iQYD0+Ke0/u2hj79HE3NF9dq4y+SyCbwh9d5tJ3zFPGUEhdpz2s9obEAABIvGTTAZQATEQRPIgQ4wHyblAaPP72vyIaPb725yo5QRG3jwORE+54V2b9zLPOOEPmfGyTzjgNoA1nigLitig1FgcrLH2QSawk2MiJpowLrGLDXlA6wxxnb2hQUttCCtjo/IDktjo6wxSY3lvphoxBaWPi677SnqghMRcc7LRfxoqi0Lwlq2ZyAgsPhRlmOCsseayZBHM0UwAAfDA1AkboNtA0cH0EBdMmLF9ciLxBpTzDGapiy+6mojF4l+W79OkpfxNXiqG+GJN1LXav0fxH86aInosA1cP+KD8h+0QM6F51IXTGnwD/gr/j1lSZwCRpYs02k/U3u+tgD/PVdbWHsOVuA+/FeGE++th5Haa9xg7VUYrb06tWvyhfcHJyfRYy9Mog21q6d+UrsG3snk4F3Q9cLUf21asWJsbMWKTYuXd3QsJ3/Mn08oj36SK1PzaZmvwch7j5HyF+MiH1f+aml4Z+2aqcOkYOierF08qZS5aUXHGWeQYvGcfgd6F1zH/hHP6CHg2GcETt6HLDqQmyTa8CRVg+c0rUKXJZsZIjaLWLYubgqFmshf1hbJeDyZiK1+ZEeVH5pCc6/iI37ndvQmOI3989/5zkab02m1Op22Br0t5HCEbPr6Eb+TRCzgP082ZrfHsh5PNupwRLMATvewOfAWtwHzRVIWDQZXBFj8LrsdaA0RC7EBJl+ZJHglpAKFFwnMjY0CMSlYyYrur0jxbkQq4XpWG/H4JGMJ67IWV3vYuyhfvqLsDblMXq/bED/j3HPT7GOMzWZPaKM2E8ebDZW4QWMTOuYnDBqjRU9xD7GOAh7m78Pc+g/7QYBAfvgjWEXS2T1A8ITXezd5N3uxYiEIACsYICh7PfYg9ZykrR4p6JSBX/Sv8m/wszrk1+mIaqGjqoUOjug26bbqDuhY3RzVQlUjjjxFTp9+yfP0HA8G0S6w9oDVhpe81MazUT8oUQbU/XsoVjedxohR93B3a++afIiz8h7BZfTflfSb7F5XZknXGm5MZ/J+pVxOy/2uZTmLq9uWFUqWmPHee4g/qXZubTl8CAzbNNw3AXivGeh2Au0Euh30KD6qaQcbBE+z38MyLCybCHaOz40Es9mqQyD3yiQxzSYLliLMvUBHKEZTgj8Ip/x09MJ5lkaPI2DQm00Ws93anBRidnfanl0aZL/aVeKxro14ncaRTbMcywfcdM0JYJ1xN98PXHhEfqQgeOtNkp3ksTj8koM4uy/D+qFXn9YzZTSIzkJIEEJCTkAaRPKkZKMo+Q1uGWjCvGAIGXIG5EWGoBwkbrBgkPXKNpYPA42oYWxIg0fMHZJ0rMySkWPpyLFwhN3EbmUPsCx7klJIBu1lRQ2kgIgUWnBmBKkX3Hvk6WdmTH7qsMzUl4wq6nLRCStD2BaHu+X+RfP+yX5G9+q1DuMl/qiU89jaTI3hfs69dPjMG32VG9DGznlnDBTbvEsSKcWPiPuJeZvXYu69dq/NBvwyS/e37yAGkA76WJ1X9ob1NsnrFYKbbVttjM0hCJiEhSAjfwgGxSkMnyPPqOtmM/40ovdOYsUW06cmElVI8iQfrACpp4F5+9NTL53uFfWyv802L2/JcIFgKmOwr27LMl9gH7g6mP6GwxQTgoZFpfVtjo7Fdk9LwGAi9HkrpoEbeK2o4b5XuxUodrkG8+m7/H5s9wTB+7JB545ha6JZcNKdEfcK2GLA7SJ8mbI5SbNWMRsY/I/Ve73sds8BbCu4ZIqYrEOsvm5bBKltoYdyniBj5tEGhAwIaalJ4Q3TBMqygQD4irg3kQ15tTYZmy1/lzVBfUWK7egRVStCkQajXuL0mDEfFAGh2BbU4BzdONftQ01KSlAfNB8wTZ1PzEpdpf82aiyUBgfasLEQ1pn5G4lNOfSZ5lZqJnR1BZ2uUEfLxZ/r8DTK2CYoYIr6Gn8X0AIL1l5CIAmy4GfyZ8KpVCQkWACvE61ha96KrB6PTUNg9nptp9kY0Ra25W3IBkIwFMk2JBob/XGzEbKGkCvn6nEhl8/nRAJWRULOHucyJ3KuJEh1OT/jj6eTXreea2hIejlRH9YP65He7dUyoomFmVjAYYYTMI278MjLR7Ad6mrDJ1VikkIP9RUVXnbjC9UjVXwVcyE+HjlIAV2JU5f+dqR6it9a8o3QZkE6iCw2HXRZNJGUpaLB+kVKh1z4oJxXXCmNC1v77Nf+eu/vf89ITOn399Q8Ne9Pt6G12y69p1a8B94ApdoLtcnPwnWJc2p/PefX3/nOtxfthRxDglVbp56tTU3tRsvgf9acx6bu2LePue7Yd9//NUp+F95Yu5k8edf7f0Hmu1ZPuZk/rH7ttUceOW2qwLxIc53Oqf0LeHi6ZtFwO7FsvgNYdkEaPT2u1UuI7Hir5BFNn0PmLe5T1Cf8FVmPNBxkeVZFxLVEUxKBJc8BZEKAp5wxLZudPokBLMOzGg7JiDILuRGFUA7hG5EGypCQM6TkDOEI3AS3wgOQhSeR84xvlIxM3UEw67SkYRnUSYD78WH871L8j31RPVPmmGvQ6+BO9n1gA6ZxoBc4rHlAMj62kzSNO52JYiBQTDjrR3Z07jd8pGsk03hOAw+DZ/Cc9nB9TtPNzGn1PGb+/Hq+s/kdLEe2Av8euN63yYe758t7fS6rVYZuijY9J8/0pDzdd2iebquSxznujUh/S76uGuvybZhAT3OvY9vgX2S9VnZHJM4OXUTc7NUmsMQ2BSfQ8/tcLhGABmgkO76ZTHJTi7TNtMPEmExirw4dBDr0BwDRVaABrQN2dLes47gIjGPR5Z1AX97jgzAOUgTXtAHdJxviBGzQB+Lx5qyKbVqdBTclezdShMFjoKeHxJtXM8dmkE2PqZut01AnH6T+QsUDS41sDa+ZMZiJIlBHO2VSyW9fl29KnG6sSItaRwc8gcHoUK4Sa2lvPqNaCAs7brPFwjqNO1GS+prZe2B6dUtD5ZYl8+UFca0YSZ5n1Te0a3cdglxpQeaC797/P1C85jSqHzyB+24ndxDLqEbwdTno1CQ1K8SzndsdnLMRepzAGDb7JWNUNAtSNDGBfrpLpwuRLBSBbqtM1tqukn0eZwpAPIdah7FoMnLW4eiW6LYoikb9qQl07zjHZfwT6Bt7D1vhFiu0TkDxVgpTRXZhJFhVFNWNdI4KzQjcPX8ikWFThUyRIOPTLRirkIYJqjt9qHCidMPtmVhC6n4oSUn46PC/r1/VPXB+QIq2ndG06gsLencaMleet6Kv2Lig2V+ODd7PboPhX/9i/0NXXzVmdqUit628/tbrfqNvWrvhsYHSYKIlGupt/SWlrVdx/3yN+zmI4d4R3Qxcbb/a/h07Yt06sxQgi41+Em2q7L+015OX/H4Ce/i7fcAN3W5gNU+gJ/YJsj8mCYL1APoBMKCradgVAjH0VRlTpJ8TzAFzIE/wRhMOkki4jOwLQVArFZhHAnpM6Al3B6DkpOzvNarsm6TAWODekSh0dh1fVTMLror7SMXuhNclO98fXtTx2ebSdcvcfWcVr75r9WnnL6yu7x7tP7vcGYCJnxy9zXtb70PnzD/97NUpt9AlpQs2t1z7n9ae0z518/MzObdz8luVXFvDXgSWKqmtc3NWuZ/h+6aU+7jl6n2d7Rw7e5+6f7w1yUF1PX8LuAe0yDEGtMqtTLa1nGXl5zKQqZC8uIrsS+IPwSKFsLlIwVposjgRLgh8tvZLtIq1gyjBNQGHZVchBNFLlt9bGMESsjBmtjEhp5MaJ9m6zekKu2RtTnK5vJjGdUYpbNRigT2Bnq7DoOux0AZAc8gLsQT4kWywaRrw8/E40BKAzt1hpzOAb/+q7MwR9bFJqw09YnzMyOgwC4AADOxHW4GQOzZaHK0WKG4kWX7PKZhsROl7eRLk8M91lXfp/2XtPeDcqK798bnTpNFIUyTNjPqoty3qq+2adVmvy3rXBWNsZBswpmOv6abYBEINNZQQQuw02iOBUGwS8sLmxSHV2HnhT0jBkDzikDwM5IUQIKz2d+8daXcN5L33+/x/4JVGo6uR5pxzT7n3nO85imALzU0v7NKMHoW+8aTv5UmoKFAyx8Y6MLfjLalWn3ln1zGs1gYBkGPQ4MZkatP4vaecOFo8qT/qm7eh//Nbly46y7gmtzKhF1adcsUVjd9cDE6/mHzwSDLfsbBjqzpvfvm4DWuy3UDd0r/8cKUQ08ILS/2xqX9vnAbuQX8mbsxsP9cU0QZGjZ5mT1dbs6frDZFvR34SobZELoy8GKFeCoG/uYDNdaaLtOHdCDLMZJNGW4owW7zaA+FWk1fvMV1eFa/R6vM6p9GrubFveSKTNVDO0BNt+XK2WfGAc4h0yEN4eQQ6kUtQtkSCsIgacpugJf7E1rCGHW2K8s6y2STWsKE9Iwn1ie2QJnMzkHnNg5bziBhoblrIePvRd+C5ZjHuAaKGxiM3E+1ueFp8/QhTcy2uohhno7la879sLtvi7v/YZLbxn4i//1Or2UZ/i72oJhzlECN7zlzdtOcEtOehfZTRO967qRd6Ny/v7e31+w2qd9aiI1yn6avm4jpJJfJN+MmQAXmWHk9vS+9K0+jgsTTVmzah0cw8nv7pnSa+GP1fzXl/BGOaSVQeMnhTdluWXphNN4vlMX7U+cfgR23EGGi4Bl+PA2s8Ohf/DI2dxT+bHUuRejuwtmdF6+zY6fVw7AnmdVHdMfgGfQXOhXsVfgbh5ISzefh7qHB2PEsOQfUBvycfB3vib8dJ0fxaMbY1tjNGxZooE9srzXvsmf7a3N8MfZ2vfvA8MWB4AUpMIo3kpuS25K3JPUmmC4OoAbyk6LTw5VxqZ4qUUkZqW2p3ik5hV7GJrtfC6cK5sZVmTuJXp9dgTL9xBB/V/E0bY2TsWEw/ExfLPwfLajVjEIu+iWHsjKKVKy+J6XYXArTqr0QNr16OGhaunIuCXdGDUTIfNaLj0W3R3dFHo89GX4lao61yjznYKR/FL9oIvgq2Q30eJcHuFPCnYhrCd4gafoSYJavoG2zl8eh0lIw21fks7sxY48ufiP+zhfgR/LLFRhdNGSNgychSDPvTggJa/n8FZ9T6rjOmvzYXvwfK/2cgr8pNfBGec5QNE8gnMMOjwM4AKUHXdFtgd4AOtHjU9Elt02upC6nHoFf8FcMelA0wLQBB0OyzuCD2nXYSOqPf22cQDOAoRjPBQTwIHGT6bcOT6ysDCSq1IPBzaaFbIGXBJYou2zPU7QQHh133RFjTXNACPU74w08jdJBDk0fNTrk5U0m12m2YGYRepHxQLHy0iRKCtFLd1EWJ2AwsCPIYIpVIExdEVWS3pURdWFt00llLjt+y7lvZe7au3tP4I5jYk0lku2/2eK47f93JxfZdg1t2LLljbXHxUBoItx9uvBHvmvEDoL+wagY74xR6GXMxkcN5dgf3LV8SR9waRTQVeaE8akAhzI2C3aNgdLbOoXKMr3D6DM5EndjK3IRq6MH0141CV9GuGCBXGauQYqVWebTySoUer2yt7KzshodvVdgKEroKSr6pIKGrzFRjtfJhzes/3bq+eCGxlTWIlOGhSJCrAqpahRENPK4aVkd5d9MBwQl7E5VjfuMcLIwtxMXsMPQd7SQQe8Dunkd7nu2ByvQNI9iDrtZj9Fa64V9P2KmVuw34UEVHuCoIPpcReLITV5K8avTBAziLusGj3WC8e0/3Y91UN7qRboQ8141uDl6pHz4MDcOHkTH4sGYtfNg8jcEImv/h6s05dUtNDI/c9Hq2fQ4uQp2WzHrFGViEJrZD43zWmDNuIx1H2A6PUyTaSnkcqounp89tQTscU7toadV629dTI2w7sfKbAOe+8aK7vK0MDpVfRQ04XjE6yuVIxABlw2Itw0kHPefyGBzwSvmtMqOXc+Wt5Z3lW8p7ygfhKWt5pu4Bzb7Wd7GXtb5LvIA6k/0q0Y1qzAZabsLkACAGBsyUzH5U39WPCiq29u/uJ/txFuacUupmLTXCPJj5/RvJGwgTu/DavuqcGk3sH2FbYm/imrnpK4g+gwMbk1uT5CaU2fiaEU4mg0EoqImdiVcS0wlaTGyFh5TpuGw1MQibEDRNmjf9rjnX/a2JLWZJmrCfM/ViJ86tWRLPB6c3XieWG26KHM9syjyWeTtDe5tlS7iqzsqj4rHJvZKz/HayiRw4WEkCkQPTHOCgGuvEleWdbbMVR63aJcsCs3YJ28yTqaubGF63EXcbzht937d/30FRZDhuxDfF30IQp/+5Nx6TVMMEzV3fX5Ei4UgeYeZK8MmIIAjdycjbEase0eGwq3wAGuvCWOHRwsHCq4W3C2wBhA2LXA7vslVqYaA3wcueDb8SZsXwzvCj4YPw8K0meNl2XKJrVilPmFBvTVxTs1ZscYtGwt+JBvEZYvE3MUEeV3xQJN/Ym4yhzA+8/BlGGBwkgJGy22eQKPV9a/KW5MEkkyTGqI0USZnAs6a8YOUPzDpHNk+UQKfhZVHhPOtxKeUUAJ1tmULGGwh6gh7P09SFhruQcRfgmU4jQLRJbWRbm5zGeNAKwoO2U3Z72FOQM8FQMhkOhdLfoX5HhKkLCBnG4QaN11OzFgGvSYcNp6ccDiczwXSB8ChiCPBUKB2GdqqWBulQOpmEseU9TxodRAVV9xlymHBIjrBjl+NWB2OnHA4R+sD70PqrLVC24nZFMy4wXqE/Cs2Lz4PWNkre3ESzSx3K1IEGxol8XtB0c1FTsaM17DCjDNIeGb3vaV5k1uhcy0htl0v7r92/X4J/rSY4M43STMwaBL44AMo5EKuUcDYejnNQFpZWUmIo20qhvrB3z76vbjo9nrlo8FZA3nbOzen2578XLJ7YSY8vk8ohYf1ykuoIgMGvX7BlxfF7bjt7xzezL33xu6V5V+b6Xv7rki/GT/6JKjgznW2XnWu3ji+xCtN7EjP4dJfO4FVtgb7SHqL2OPRdUNigeMp7onA6n204olFVhTYsYlhtuAbVcKSz5TAU6fHIoxE6MoMoOvERrLryDL6cH/ysoRID38Tlik9BcZHC8NI7jHAYBpkGkntbWYTivgnK+bNhBkn+VijwdLhVM9WsvTBtrTZja7dAW9tPLDGcJBhGFVevDr89TO4eBgeH4eXX7BseTqebSe6GAo3vQmx8F4Lcwt0LH1347EJ64ZxSQ+wxfdy/kw/gGhU/wlYlwrrmhhcMo+8K47XVf4KjKqXg575DbMY66mminygaYZoijl8R1g3zOi6DptagS0HtHEbaGV0PXixnXrOtiZ8F79cSmMH/qtOb6JXoNzEE4yaiSO8RIyPz5xsIoyuNMLJGwDwi17yIeQ3Ei0l8DRP3rg6+al6DvGPmGvG4HobX0P0wHqXIOAh95BomLuuqFk2gHswTe1CdD74X6FDDGyFyM3U+0z9DGODsghYmt/w8UYTUcCE/5shetxsheKOvaOn16SN4/MKZ8QfxeIz3bY6ONUfP1Ma80apDkJ8nk8Rmc+yYEa0aCHz22LFHZ8YenB27Go8dmzO2UZ5b3yAfIg/9421z7AknVOHYNbNjcY0G9hFE8zeAa6DFcuE6pr2JhBsKSW7O/TXHnzoz/iAeD69NEubo8uy1zfqB/lb9ALz26cST5u+oJFk4W/IfHTswM/bg7NhePLYyO/ajcn2IfLBRNsd2I3GcOxbLHf1Ka57Jh5iLwWpz7AoMLXfcR8f+rTVWeI+OT3ebYw0DjZ0/O9bEqcnNYLbUQTu7mggaLpJYuBD6QuSI4RDLI2g6jODp0Pxcz/Te2ThTQvHgFz54BZ/fzhRphIP8FjoP9czbU3tn6lcRfvxfMcZWHfCMdQYXbpeJC4fP/5VxzmBzvT+DzYWxt6QmrhfCnpo6mz7CIH+AMzG7wKenjs6xg33EVUan6vUFaXe4yw9nkUtyW3ibzQIAw1hZiuyjuyyWrq7MQEdnZz7T2dFRRMUsckLibW6rxaUG+0ifl2JVIld6ufhy8UBROlwswqciKkosofQGc4W0lHNqPegF7tMivYxGlHLNDRRQKaXmmBEdoDYqph3BtiT4z6xPMgdI8BtH06ikz7dGfciqCEZJC+z90l5ke9IXI9tz67k3u90ytXnJEmhWNv1Mtbuz6rza+VU7uxKeuvKLqVdbNujiJ1o2KPiZrRtnfcc/mT6ehDD0DEbA8247fQ9DwfOyyUMyNfWHmfMDrfP29WSKPhl6Kd7p+VQPjDvzxDximRErRAKEp8cfsHGcyATg/wt6MpzNRnQWyoP+QCDiiQ8SkHxFDBqFKYrIiTYvINlwp2dsviH5EihTvAUWqaG4kLUIlAUeWzopvB7f2mRSLa00QpSROEiS+Wg1MBwOd3fHynIyHrW4VYUTAtZVpJUXLMUN3f2f3joS6V2R33wHX7hoVE5GlGTXoEft6Gj7kb8UW9xf6hoYBEJ2LFvf1ng+OdZh9/s0LrSqmLBFEgmhoyOy4PSR7HDB33dpWzuv6Iovodkkf2RWt7RqgBGdCAVEUX/S6X9QZ9HXESViPrGIWEqcZ7QNlQcjC4aHl4zkqRAV6ShHRsrlkQjlHiWIUVEQeLcgiouXLl24iEhD8XyyZygfKqEdEZYinkYVR8XiFCTkb49KhyHlDswKJmr7p0GCmoKIyHrALNdDmasWgTEzLCmctjlImQmcNNqrU3BPwFKqk8LZIJDUg6BVpECddd7Xjf7IvFo17ckUBpIDWU1NlEPejmxGU+O+3ODI8lR0IBcoZsMrK8+Ssj8qOzuyOuOYly4OXLD4K8uWLPnKcpAYyAdE0WZTkuHIxvlt1frq8bbcSCXKWVmWs6lD+dKW+or+aOH4i4YHz+t0+w9w7Z0xlz/saBv0BdqmvnjLyltX3bzqFjjXr5teCGhwD6EQ9ifsTmg0czi/lTFbbXSSaFrB+ytpIQDoQoDnJaeFtUmanfMLDnHxKfaBpGfZ8WsiAc4SSHZ47hu7qrnP2DiZ/HFrXUZCuMaPT79p4mzOYmei8xg7s4lhxewlBglo6Pb5/J1Q8gdcaPF4kDrryflLFizOISiqTmqCqE0hiceIiyUo5fmCCfWEkfibaE6lSCdIdYIcQM0tW4BPuONTVWnmUrVAn0jIoQo6jxGfAkIh1p908ItGfkid7064xLRvItxRsRYF17ye+b6FbbZs1Qi7+tKF5UET/WlFbajm8w4ODfkx+tPG4zvOrGWXplPpTfGYlpWFqHttvKNs6128OdvTmY44dJmWFK/9TYvTIQXsMQlBQe26svEn8qjkdFpGbR6Pwm02MTJ7pneSX6deJRJQK6S/BSOIf38qTZFkIgml9wk3R2vfos4mBCJXK5VKUITl0uGj+QIBdaAiUDGUHBwbpCqtGd6qfzEzltEOE+k8vYP1VCp5pxTMeJbaVYlTqkJxrCe0cOmmFdXui4PHiV6nbfk8supQ2D8Lko2KnHbJp/prOy/YkqSoSG1t952fufucc++pkF9yqAExnpvxv0+YxSOGftkOCa2hjhFfaK2z0P9mrrNIFvFCcDpwY9yl8VncM2yLtk//HNvCnUyRuX3OOu+fsD59kDza+GBmzXjmffM8kivwvdneCPS/t2ys80LycfIPzd+5i+1s/k6L82LySdo1o5+/0dLP8Hyd+mwLVxL6RiyypS3cRmovfN01G59SD8PXyK+mp/483Uuq5DDRS0wQtxJ3EKuM1B23377ihFNOWTG4fP4NN8yf79OdBWubzZlIOJ3nnqu3tfWvANXqRStQrjnSNEWkhZp2EFfslfBxD9RLKD3wQL4gtjDOIEuhbpltNIabZfUBnM6N2+EFETgEriBq7rgmSlQK5yxpUFehmYCMqkuJ4Q+z5uBWlV/TfMALKQl3s3daxezjif+hX1DSULobA5Xcuvtvmz9vcAHjstC8Egh3F6IRh+hToh75y6SNtXqi1iDvODiYUdJyqeumz2llFQSvrAYoxupXAHBJCUa0SYV9fl88FUgmnfmULeV2B70+f/ugKMMYsh+s4Rin4GdYkqQYmuKtJOX1MD4Rvp76RdvqtoFTu7suXHl1f4S207VMZyDYFtB8dq9glby8I7A5lkwfd4FXKMajx3WMjwLwFVB0OXxCuMiTFkaC8XSwqrCNP+2wBTo6I3HZ6tG8HEU7nbkFMWcw5r6gdjKdjsjtAT7Y6RTSfl/F5xuMO2TGUev4XH3IV1i2on0FQTbOmX4PfA68RAwQiwndcLhciUTPUMciYAkEANKxB6SXi4exy5MvJCKtRptze4pQzV3gJvGhFQkBBfFuENSAWf6FcufKzVwz+A74XON0Wg0GxnqyNc0Xkn2sBtWNR2CHarVSTeCcSdYqUIyDVT0uKSLXBB/vD+c92uKYx+2TA5mr/JGnO/uCgZDsVmv55LISn9aEUC6piwNGIN6fa4+E18t+QR1IcJzVK/fBu7YnYzXOpTis7oCI81nmT/8NeMkfElXCvY/s0kIdCVsWSfSBwweQyCagzDZ1dcty4i0yBd67iQ6hoVuraiJoqvI+UAXehzuv2OW0daiiz8lzktsuDcQ7xoO8Yq9vd6ldek7WBznZc+Py8YXLHyp01E8Dp59mVIJ9is0X8NucmXTM7tJSCR6AoMfpUjRBZjjR0lkJd/cM9UfiNEFNy9PTIESi3jG90AOLGWK8WprX328MtpUkqWTxQW8LTb+XsY8APQV4K2YnwZn2qCbLWlloc1IdZntvKe5SL0DNKHDJEAjZuGRmYtGFl9t5eyocEP2Ko6ty8rp5CwCpxfliNRJvzwd9w0LQHWiz8vRobl5yZdGIv3VC0K+HwytHo4OB0LIOKCWlTmc1pMfjnawDzoZix7x5wwsHTyqH/cEoAD1ro4s718dNDJxpy/Rh4n1qqTPFfIMgPrxdstC/m5am3zffmzqDeJ940Xzvg6D53tTV8IPWqfr0M+RXyJ8Sa4mLiJ3EtcQtxGeJu4mHiXOMrgc+//mJiaWZ8k033njL9Z+97bbLL7105yV333nnp6+66torrw8MXHLllZcMBK5nqmvKVnleTK0SGxwOlOecK8JJAD0vSFnT0TKdV6T5jnmWkH9bROKTQRovB5DIm3rIBLnBughPEVVBig0JUADM6rVSc4DafN9k11zNV/3vFVsLX535yHMCdfeBf1AWZj7b/BRp//CLEc3t8UpStN3qc3ZWNlV9ibbgp2mBkuxRi+hm7U9Vg5zV7wZOZxxrvUfM91jd5nisK0gxjOxAOlFM4nfvxnqPZWb1nk8z9d6Hj7T3hpdm+6Ok0WEeTM1v64su6eiJAC49miXnZZZlGn9XNZJCuaAaT7OsZA/4pQWOQtJzzRXtBV1h3eJmOeHKjEF96PO31KEgmOoQv39qIpFaYapLOeMxB9glcwD33ypFEFsVMTJjoaFM83kHPg7X7lidXpWCf2woxwi8jQu4ea+dCYrZDoL9sDS9hnoe2tBriK8S/0b8hHie+C2xzuj4zncuuTrf9ZP9+3/03At33xdfu+jMrvvu6zpz0do4O371z57nf3XzzRMnD7Xr4w87AY8rtw7gVElz4uZaogZlrWjOZmxs84UIUsBN7KqoWR4aMQ1sDYQAkrKmHkZVxBidg7W0Er2xlGhYOVc0s1FwH8CKAH4YSoMbxQSqVm5ernkVLKsfFcWEm7XMdLecrfY1v0Rl5gpq8p/JKUAyiTo1p1q5RFR1rxIT9ZjPrWQWh2KCL+hNTlV0wU3TMu2V7+W9SlK3+RK8BgZ62jMpu8vlHUiGqlEh6Q27OL/TE5UUKQmAKLm74ewSbDwLAEVHc3bewkasjIVkz+sKWmdElpagyL7/D6tFyOdTsQzPuASZ5lkLz3QIfkdCENgvzMgzYzHNuMZicX5/OdRyqzrnJ8k/FjYUph6Lu2JyJODyxKI0ZZGcLKsnkpLgEOLuTg3IwvxU2HuNUgnPO03t1VTA9HQFw46UP+5gbLRDkCsxWoxrmihJzhIvWjmXlSMdYUVmJY/XanNwHQ6F90TzUK49wY+JdZe/W455vYVMNOns8Nt4ryB6bT7Oyft8npVzRb5caUr8QPudWOIvPTG+qPP4yOKpc9cXTvwap0t+vhSXNd6Baw8/XDb9O+pJKNtbiZuIe4j7iC8R/0IsMmJn3f6l3cseuO9e9va1D7B9fewDa29ngl/etGIhT3zu/GzkmmucQRT353ItoS7KLc15GJeNS8gylZItx0/7JHWoREzxbiOjbNOGNcO8Zh41lOoZvHnodFSLpsK0sO6m+9g1xwNhcHn1XM2ZNAUSeywJszgdfm+piGJgpDFdaAzOfQLnvMTakU8YsPPkBdWg1eZzky4n5BgUng/PCyeEkNeX0Ptjyzu6VrV1UMcl4tDOS8FwSF/ZfUbeKaSypbzCc7ovJkgikyKBT+PdNlfqS4JijQZLoRi5yMb5obMIFR9L0TYr69UsPouNIqmpHWFPLBxzdcUuvGMKytmHm/IbC1+wyYzg5qUduoJ9RazvPMFIAYmFKMx4h+F4WnQgXUqR0chQpJQv6sLyaKei0iynqLWhhfNDJ9aAXRDLSdonejhfgKG54Hk2gXHHM6szWT1aPUZXem1IcDqXR30FQbHbXFzMB7qh4LStL65vnOmPc07ZEScIaqof2uEfkBy2wHcTS4z4Lddff9ON6zxMet26NOOhN12y4+7bbrvzs4vGjwsLYFNt2bLuXA0rwRw2ttDaYqWXO9DUg+aqR75QxX7LsboLu5ol7SO6CymaIIh+gqr8JMucbNldJBsUVE8zKVLmP6UVjWP91lJgMJzBz3frneFMCJCSqFS7tYCFtLIOmkRqh4e6JMrykAFlXY8FXG6o1uKCFvYkp16Ya3dzXRu7kd29BwuaBZrWDzjZStlculfIq6w1JPhFu+7iksGkCpVdWIuLhVDjMWhDF0Oj+r1sf2QJfN7hjy5CakSVsBqxklbG5nZhNSJ6VR6qkU6f2x6UH7ZYJBcDFVRCFmYt7LWXIwvrCGADyjutFCdCDzzvi3Q6vSonWVjBSov8WXarnZFZJqQmnb09YE3TXN7WNJVIbzANevov4EPyXKIPr3+tIjYQGcO5aGHM6YydcMKKoVp1aX5FIAWwkjhwGENIoEPssULvae58NxdMPjbhVSXSjwLHY/1XatbzqTKzSapdzMxcVsGHjYn02lLfyfkSvaktZWM0OQTnyeaFn+o3J6rqAmmSsgsFf7wYgd5qW3ZRm0nexg/h3APPQ9GXvC7R7m283JyHeZIEDJxj+vxywj3Q9pE51rvTHbB63cFgIVZeMr5y1YlgZ5NoO+C8ec/jDrjskrDdnD6yjvzYe6fXk1vIM2BctpE4DWrf84jLoH9xO7HCSJ43Edu169b1F66+7LLCrTecdtJJp57Sc8P85cTWM8445yyrfLmaJpp+K5pJzXmEPIqZoACRHBH85cP/3FftBTpoLUo1EUmwJZ/hSkurzsbhaGa0APVmR8yx9TO+KGiVKiaaLNLUxBxmgcVTez5pbmR5l21bJOfwh8PpzkgM2AFgbGI+EPd4w5hPIBgK9veFonJXwi37eLc7lWwvuu0dZT3alvB4G1+C0wV5m1PfbzIUXAcZSv5K6BBd6ejUd90FLy8n4mBQdEMD6pLsnmMnB3BYXQ5PbkFv99jYuXyTqR5PvLQUcfX8jrXJZU6oEmM2O814wmNUb3HhwIJCYSGAfuS87Mqw0XijOUtuXVc4sXHaKq/o8nD5LoH3quoFTTnAmFEw0gEeYCecRIQQnuS1sAQ5+jLkZr5QMgE0MYHxmklEQdYrhYsPkXrq2vPTecV5srLBG9ZtIhhv3E5xoXjCSRqi3263iclCbHGKIwOxzAqmSxADTFYTJAuJGgHj7z4NfvcXiSnCR0RRVxXobshBFxdmAN4fQaWeUlNuoFpNVSLNQBKldtVAC2wJRfrgi42H9ISv9MuLwXjAoVCk4B/Mto925hYtS3n06tmZUGiUsdgiUCEFrmtf1X6xIxeqmmuKb4LvUgJDE34Y6XoN3u8JUECyJaIZ+COwUwHNQr5gOqhzk/ZTraz91GzafsnM24cyCn4ujJ2fWthRnKckPNm+8HC+WO7cZdWF+jwjlwgWdasr4S11Bxcz9LK7ll5z0arVJ9rkoJYvzlu76bjdbJhfs+LTxWTJC4UzlxxPrzFre1Y1jieeJmxEkEgTfoN3RwIOjqOplC9AmP4PDCAR4ywI5r8LIf+wlo/0iYf81Jp4xTnAfp2lVhWdS4qLK4uMiC65Rzt8Wd4tyfzSpBP6du3WL8hxZ7HqHPF2l6Cb5NPnndqddmWqgoOv+zsFi+qJugkwHZqeJF4i/kAkCfkpC+F3MR4i9zOQO/DbA4V8FTKsUsLd5s2FZhNAQYnNrOzgf0+SVJjzeNQV+b41PrdEkmGS9ava0q6FS72y67usy8pqvnBVsMPrWCxWRUJn+KDqywmCyLAOC+MxaTQy/RfibXA+0UZ0ETUjxLGsjSIqkfaC5vQkChUqYqO5TM6jhThODEGrAN2An0Fpd6J6Jaim8I6cuY+Eao5MWAnozs2sbCCn0N0qZU21jIRZY46Xa7reVlXBSdFrcj2x+e3hBAV9LRey0Hp+bSIi2FNtFX9ykcetOqmwA5QTQ1Gb5tA63POrQadzQc2hB71WizutBbPt/oigS7lcOXmclgy4XEzAZa5ZhKYrkN7rnBY2AF9fgOfSHxEPwJ2QB6NE2pDn9fa6OlMpxI2a0b7Lw0CO+H7rM7nSXDD9XzMn9f+Ch9X//xye/F+JAT09Nv1fxBFyHpEhKsRJxDnEmUal1t/fpSpOZ9fJp61fPjoyAuWCyOZisfVn9Rxv0KfWagtXj6bKlA6lo6Pj1I1QOALKRiL3PLJkKBp2IpQC9AILCrZoUETgPxxkoGe0U/vJItP130oM0qOJslkIgactDqExlkmqbFZQsxYUdZjKp4pmL14CFcARRRFkil7ZUY0a2XDMzjihnEWCHWtiYYFPZkq++AIYaMukU7A3vq6aYzu74Fg9RjEMZY7uPC6mC3wiW/QlFqLRdMjCgHTMCHOaXcu6hyoBWe6taBXBIoVcWiTr04WQ2N5ZjK/U4n7ZTYkOZy5WC9tUh5p1G+WA7Oyt8D6vasHjo1lfWAiKuXY4XoXjXYzfJqNa3vcbnyb+jGVYJ5yNH+C10qem3yGWENcTFKr9IynQqv2rQku+ZGj10MjqodVojq+E4x7B4yxEwOBpliQoVOgIGCJnsqsJVZBqLkd5h1bPA57mFYbwVdB1Fk1/SHwb/goN2r52wyU6HBy/i4BRLU95QoLDoZgK4oAZEsBr+n5mKoYUwpUIkVq1pFjgNEg1sQiqrUql5Lf68q5UMiqeRy9ZQm92JN2lZL7vbLfX604tGj4nPyAoHn7N0upAbrnNx4eMk1VF0drb0Nx+ano7pIEF0iUK5/YVeL6vhOcewediM+cWTcfgb5fhORgGTafwOTD9PODAec4UozSe+WCtZGGU6XP+0Ylr++8nADEFnoTvqdPjH9wI31MbGz640fxc4y7AEX3m594Pm597/138XowYI35JngPP/ct07MMMxmmPT/8V6hqFiEEtW4ExVyIWZayJzrjqlL2FeDQRV2klxnQWZNpJxmLBdBlOPHu5SUtT/Wg9sjmTXi7+rCShZIjizwr5Lqxg3E1Di3w9C4q45sTe0OE2sR4UrasCx6JZ9WLYydgY0Jbt788yFnoL8LgiALSnB+BLG72x8bOvOBJKsuu+YGyswxF1pn7dJpE0yXDMYLqtjeaYjC8jOywOa3+2rY3h2eTl8wS5nDT8cSHoEgRIg+Onf0d8HWiIPtPyB2fB+CQ6/TfiZkyf4xv/IL5OLG2+x6L3CH3aguX59ul3iXPBGYSViBsOq5WlLITVgkJvC+GFBvtlzwGvBB+gYB1AqBZaLFXBEnUu94tfcF/8ou3G+o2DF11MfPxaLGsl//trUTBKtcQq1VTzWuCM1sXgb769cTtxLsFA2ckRROMLHzmXnzmXg9/5MjjDmWTz9xESy+a3YvvT+CU83zDPf5eQUvATt6K9QUiVKHEa/FwZvn+d+b7PPL8Tny9Af+sh8BSSwcaHH3wGv3MZcSW+v+eJUWAD7xAu6IXCCQifc2Yc7jIRoBDQH95/r2RH+2LltdsHzzs3UuwPgHf4bO+StsqSTih9qzp9uUTAgvw6hiDoCPVthLcDWGNgaxCcEQDnBMCFIYCwRknAorxR0kI7uICFDbIhKxfkgmyQYzdoqluD7i7HDbsVt9utKAhJ82xRKWtpzVe2auAl7XWNtGk+jVREFSwTVV3NqZRV9ahplRKtCuh+TwFXKYBVhpUtCmW90H2Nm1zjBm4YpgVZzSL5w5KbY7Ugo0iBUNKSswKrVVQVi4P0U5IORCI3eVQr1iZRPenk1KQ5VSQE7lefMJEiN9TxA0prvJbxSKM4BdUjtVnhs3QtYyajmj0V5VK9kN9e317PgEoRuX0RvLygRHBjJ1DCtbuAB3SkAc505xrPJF2XNp4dzHpiYGwRWBF2J3oajus/neh05c5dnY10cYkEVwmNkX+eAou9OQYEQUfjF0ST5sy91ANElegFOSPgcQu9nM1t67ENu9xuF/qzUbKnd5gzOJSrudPmKEsc4DivlE+A8cSmBJnoqKXBWHpjemuaotLR4Y4OKRAZFj3Ao6s9oMfLFocpgZCBhZZ1gyAlG75kj4U0LPbybvJRkiQJC7BZsp2JtK6nQCpFRMKd4NVOIHYCB9XZScgB3W/4USsKsyCGF8r+/qpuAIJ42uxbTfTLkNZtwCP9wDd6VNrfalEpm2B+9QnMlqlJaWpDfX8dwRlBvhCe2uR+H8aNLxbfqB2oH60f3Y9qXfdvrE9I++sTuDZ4Bu5a60Fpw9devl+CXCrJ0KQAKlLBaVpzuIOxrCsROQa9dtw+olpqHbfWpKoJGTD3tn14x3meUOOnV7RtbfxwfCG4NHc5dbs/cmbh/MXe60Jer3MklvFS/AnV28Zjvqn2xtug0DiYkNVTfvWjBeEKCRl6DrluqSuXaLx6f8rZuPM3Dcfnclrjvwbt7Vvzx90JHm6sQXWT66ZfYz5DfZ/oIRbA2dqzD5Wykxzbg4o77G6Ugv+6URLd5QzZQ5KWJPhjEnBJYMuCoeSz9EGa3ERvo3fRFEXSwErTdKhWHhgxuiwaYkTGIZUJTdJISXtMIzU+GeLTwwbqXkdaqOHhYryzo6Pbwpc72p4GISNWtCxJxvnoQiIjZUiOyhSNcq2THhoi0h1hu1bu6EzjLncub7RMDG8b3jV86zDNU8NnmBCyhmIXyofSIC2KLt/uXtBbFKF5HJMOTxytv3CgJ5erN3mOoQukyWIzKbzk7OlpMrmHqB2tTZn4j620cJQuvh9hPJo450VTYDbW66htIUJ/RDgJqFwSrRCb+TatDe2mU6jMNAzBj5EmgB6yfXiRg8G726qC2oVEWEVCH2c+85MVb1kc+Wy5LxOKxKO53u6Vt1921akrC/lzbv3Xk8atZCD1p5s2RFauPOmeyQt+sXfNwPzGG0tLC87tvSJyfAM0XgQ3rc7qlHjLVZWzR1cEu4NeXfM6oonOjlBmrHrJigVJreu8Wy76Cdhxj/bZ/pEvfamz9FhpQf+OX60Ojf85IjVev2QtlI35UN/m4dwPwli+g3jTGPN7BGe51DG/gzyl47MdX+n4fge9OAG2JMBwFIzo4Ec64Gk//Qz9GxoyhqDDNKkwATEyDOypFCvFw8NuXWH5eNuwRTdYWwA11SoH4+UAuDW0J/RYiApt9G317fY96qN90P+MkbEsQeUi6awh8g43xvHhKEuM53GTi2IZPwfi+NmwIbRJXuJJC5/bgKtWIbPfRWx9Tpr0wal9+DkoCPUD9Z6eJjOPvlaDfxgiATLWRKhHumCiPoHQ6WOQc1C9otQQOVYpYf+8EjGTTyKJckruQsvFMRmH3nT+0WsbSxrMApe4Y4fVuQy8e+umXTcBovHZN99sX1/bFcmt3Q5+OHDzhwlLQF0MwrXnT1bzbKKjb9cVfd/8BtX4oqWxLRtqHMgnLzExf5ZMv0b9Gc7LMHGiMXC8eppKetSL1evUz6n0xc7rnJ9zUncF7g+QAaAzSY+FdQCLg08KEu9A8CxEVOR0juSMcWigclBvSYchAZ7DHTg31GtHJ/cj+wHgvYJYC4JfihSryjHdLPDyB/Vnv390xfm7Vy0ExcdvvPPFP9/xwCP3vbLtpAEYN9B+cuf2+Yuu3fZAY+WXxr+w9Yo337rt6qQnEoR2YxjKzmooO25CJ3YYnd5hUZfY0DCrM7acAiQFKAaanxHRp/tIX5Y3JIKVWMhf9qP8TZrPsqvJZ4utLPHgEA/4nNkCtsXoSZ+E7hTO9zqcyHDeoimKJh/WwhUZcQszkIFHFhmnMdCrH77jL43IOs1V9VTAK+/d8ZXGrwYXT9rEyvvg52/uOCPhU9eQKyYES2LbpW//ct1ZYGqgT/bNuT8PkSI+a/SFHMMRu50JDrt0N5vEtxkOR3NeIHmBF99pJiRG9SgZhbfqts/cq/B/fbPSpMe8W3i7U/VJ835RwyLzlqE4Q+/i2BtvSu/cmy8psY8S4OqrjyHBV75yDBFAoPbuHDI0dtcaLyNKIFmFtKAOQVpkiDeMtXoA5AK1wFiACqjD8O7DGCie8kYipCRBxg/bdWvcAWlE6bvgZy1x0uYN6KJ/o3+rn+L8fiIq6aKgCzmBEoUM9AgA8FCmJTdCVrl8CH6oTWnS0mrYMQQwR1Exq7VJSfzsT5rPkoKfISX5smQFh6Bb9nGxQXRESPLQPTB1/osb6kfNGvqpSaL22v46pO1rR6EhgOegNZiCfzPmvSVYx5p0vGVgbjOFq9Sh7Id7TtDc3d4SNewLjPTdtsm5W/X5rNV02LBKQ93E9AJQafzUlLbtAguN9mc6E407fttwjJ/uEv4+5oq/a+ac+qdfI6ep7ztZKoT9s2xjmIxB2juJEPFVY4mDjHOsbmGFuFMHtmcDBwOvBKhwYA/UFIYqPus66HrFRSFMK9JleDOAE526k3TGEMFJIWvMyCVG8X/CrZUxmr8OPTHIh0ECbALbwGOAlsAe+DQJ3gYwQg/rGPPDxDqHRD2CaDhVfxcS9Z2j9e1QMOvbsXAWXysiUCbZ1KS4py8SQo2aA+xIxhoXi+oy8P5gyC2qS09eZxjr1xvGOvIPawIpJh4no9opU4ePC6SZxnfMd9ZhGfRO/5mcgnSIEVcYKxmLYklYfmChmUA8SkT0KCuJYZEUNSsfIfySH96iH90sa6TzZdaAJog1ZKUssjqbY6nBaRaILGDZRFyRnMCJMK1yEwcmemZvE93nc77RKXinUKse2F+vQf2K7g7UMVCOIkvNtArsADQbmWBJaQOVCDmlL3TbGw+ePrqqpzPd1zk6z20V3fNTZJb6VEJb0hhqfL3at7GzVoHi4SgenzwT/GmJN5ZozjX6P+B9lsDXjdPuL+4tkjwL0vHFAAA2ny9YLKw1HosNW3NuqzXHhnk7eVwbC/KQ1hsKeXehkF9j3WK90EqRVqc1aqU4mi1YrPlYPGeVQuk2yu8PQ5Xj141MVI0HWAdZoiQJFfg6kCaCLjWnxEVbDsHPXSI6y8O5NbktOWpN7kiOvNByjYX8tQUstgBLPp6jsy8UgB/9ayuQCwvHFU4tUHcWQLUAHir8qkAWWKuYBW9lAYJUILNZK7wjorSp9GqJspYqwbAj7yAdsZho1a2kNasYfkKURMg3MYZiNzzP8XM4aT7LbvxseOHvHFPAbuVRhXwbGZqwkleoQ9DeIFRTswEkEtJ3IOv2o5m//936fuk5GIEhtB/02IPM/8T27dChr2NPAHoLo68V9/uOtsmEVjrmBRyDXAYzXIOuP6i3XUt7cPGgZN1v3S+DUh1FAhMoUENOIYV9xBIMBY4RCAXLDIoNmhNDBEAt0f8x9Quj+nTMqS6degtJjOCer5P8YlUAY7WN4JLBgm/hf4B59TMSbFwaB47gOys8wUQCShC5AslLIqYta7wD7MVwgUok6IBYfapRu5KY0dm/ph4kksRfjfkhzha0+e18kA/ww7ag22YL8nYu5A9CJy3gtNkonyOuOHUXC1U3QUjEJmIbQUsUEYNKnLQldcJAauIpT6DcVNQpATpj6UBQVHSFVGJ+MaSHyFCWM3ibc0Zh2zmuyUmuqbG5psbmZjQ2Bw7BaPJjtu+QqbRfq7882Qzrms49soIInOy1IlY3TgTYjtZ3r21FZs2CTspkwACwVKozTEAzN4h265uhmIv6dezDW/Rhp+3KK+0uSPpU+4jTumeP6Fq/7MUFYKTxdCKtjt184uoTwYblnmQ2m3atuHP76u2NvWudKuCwvl4M4+cU9QDU1zH8Gs3f4/BrHb9Gft4+pM8Jm8kX+PoI9vvWGr1r9dN1UtMv0q/V79bpi8hrybtJ6i7v/V7S61LEZBDhJlksXJKledatQtcDO8C8AW3o4aP13D/z+cyApKKWwnK52UovJuONLtPxo448cMefX7zzxsdBceGq3eevGPX7/XREcw2ctO2V+x4Bz755xdYvjH8JfOOBbdcumr8dLAhGPMmrbzP33pYQQTpD3QCFJEw8ZPCUJMhl0gMfLDCSfAI+8yiiPB0eiGH4wJGAJcElLLwNYIU3wwMrDy6xQ8MELCKw/sgDfuQDGKBHMSQHEB0bHQcdrzjecjCPwgcSNb1CHWVohxjUg2TQYORh5GxFvcPj3CHoAUPnF3lIBO7kCOf/UZMGG5pe/oQpWG3AzVqO8X0t5VZnKk2NhKtddObKiQuu/+E1X779hoMHb/rcou+ec/DsE2+7eCOIAFu/Al684mCleuqOX/50x/ZtO56/wMUL6llbvO6lpn+0hKAhTb4KKXKBsfw6DVzrAh4XWKedqZF/1oCmXaTdrVEXucFFrrtd5F3B++GNkASbhN6jN8oKqkBaBHtSHJcPyaQsgjCpA4yObzMUFhlXzGeQq2NGo7s1WU3g5gQIaDmBl4WwCxiGoh2b3V93W3DRMp1pfOcTHXm65fw3nv+Y82/iLiF+z6fuInzQ8rYT732LsE6/h9jMITbvhgcqYrPXeomV/JUVWNDSEOBUYFHBS0nwUhrcnQH7KHCaE/iiEUkkRDKecAgAwKNhAbgFAZA+hyQQUCEmUFU+GTFE3b3V/Yr7Lfe0m3kWPpC6O+ceg+d2uxl3NK635drINoMD3wKkFbCiQ0rAAJr0AZtA+PGyU2dqWBjnD8GJkqtPYvFAq3BEbhJ6e/Xn9iM5eQ4qF3lGbVwr7Gf27xeg7kAHAlIgxASGsK6bsWJbW8KSauUyQOKmqiZwHqawq4xbVoIuBjQRPOn57VedMDh+zvUTuy679NL2T60cGN/488/ctUVfnd8l/wUMTzZ+1/j2G+es+BfbaH5iSPHnu//9ot23nJXbWnF6JnYcuOsywK+MKywgG0edGvBwO9eHPYgXUHcwN0PdoRMFogeo3yJskAeLRaX8eRI8TAKVBJoN/N0GvDbgEUFa6pbIB0NADYEHI8DDqtbOJM3HkwGLfdggSlKJtFClkmp1u1xokcYlo0WabtXSlbTyVXYRS1Y8Cz0XeCgPW8TLro6iMZ0FqD1eLTuWpTkqmyXsLrRy43LbcZtpbxS3mzYcTqUMzT1Plc4wka4MV65YftX+tp08BH2tMI6X+hBjcvXtc1Zt5i7bYCzV0aP1IrTX9X+yblM72gQzxOs0zWYdQMJ8ai7GmNEvbiTa5BgjNVUiDInNtZxEzILdN+bm3551yf2Xbf/sY5vGAXjDkZ9/8fmbwrf9x03bF3bXTnj90nrjN6O+jprukd3LAtmTE+rUgX+AC0bDPvDbxsFrhm688Z5dz9x08nX3QpZdOt8XeuRTXwKVQSURWLBqqvHSoHbT6tOXfXjmcVCHLoY24Ns4tkwS5xoZjQsmJYl2OtgYZBDnEDTswPMuETqnThxdeikibWCYW4Wzlx23CkAQIzqaLeOWQxbSkoOS/UL9AKblYUie0akXNtQPbKgjlxYRDy1/HsWkcreyclGWSAneN3xACQegpRDx+hT17fMvev7Q60c2VYvvPHD/O8WuTX9s/FoKn7JZF2/frEtg9YOnnLr/kcZoaPmi4w4fPmF4aWhJY/rqnomJ6jWN/++sKtKJ4CC1F8qqTCx6SkpDV9KOvMwUPHhdek8i/2j/u50ENiYpWAAWB1drRcN2CGo+c01jApn7FyaxRkd9vVo/MdJUb9Texm/E8OZTdEfjNxM7fvzjy84DBx9d+cgjy556/qZ77rlpZp1lL3gJ/w4S/Q525neQ75HkH9m/s6RsdUDCy8f+Dush6Jh+4u9olepGWoUS1N7zLvvxj3dMgIRDP2VzWAQv4e9//qlljzyy8lHTbo7CCfwh5Lkf6tF9hkMkdZI0QxXGj7ztpOIpPxAD0STB7GFIK8Uwdj2p6hrLynG7zaHbbQGjCQ7YjiAZCGBgN40iEggam+RjERTekGxWNlTCLtmhC2aPyTL6gAA/YMjgVnmPPClTMvK2Wi5yy8+C4fHEjIuFYx1zrQEOOQrdW7wEitdA23BuZXMnoiLPLJrhVU5FDlMf7rv02yOCYjSig4okuIfAPx7cel/j12etGQUC+dA9Q+2vLNXbbImELRFcSFaWBNJcotO4a822zY2XcS966D+x2H/qwnRrviaiRDs491uEAEkVRa1+RLBLBNS7AuA58A8OvG8FDmvQSnJkCsh0BkOMe9DKwNvGuKKVFU+8ozxiBd30CE1m6V56CU1xgihssHHQGeaCcXdcsNkZTuFICyfGh0XXmGuji7JSLpfQNhzVQ3HC5lXtuqEJrO3p6ZcMvzdeJmxg0W02sNoGfiACkRNstD22UQXq0yRq8EnEpBjkQSwbMjzRKALoiMZMtPkq1LbIYZ4OURtDu0OvhN4K0a+GABEyQqREhYxqbzm0vDNtoB4/gqtsscAAdRrFqPWJGUhA6QhuvzDRZOURpDrRGyhiPXSkjmxbfft2jFRdm8QL22h9o8nQUgmhp0hHXmtuaCBfYjuOejeaG1TbJzbCC+PkP+wyUYjJLjTnZgIYHNmXEjJOiEA2j21oX8vvMLpfOLvzHLB9d1hk4qeAl+fBoEapNa5R+LfWr0hb5EWDax+ZB2KXgkRjHUn+6itMIsH0R1dP/edIsD0NLgI/X7HZXAeBwTD1YywHmabf/Cd6CMpBknjK2NKrgxv0z8PQxIaw4x+2fdvGWFiNTbEPsPtYxhuhKAfkKEHJesLJhqx8LlFLjCWoRCw8jFB0yGRsEw0epQGdRpDXhotyxZrrlAYhSzJkmxyz23HQUizjZ1nFzwYPp9JW+7P2g3bKnptoO2ZBBM6iF+sTr9WnXoMG60ANbQe+puE1A7wQG0VwZqbmQNPG0gxITEIWvaCMFpnoIfe2JWsO7T19q1NdSfo8K1z2RPu5v+9eDpZTn7ql8eCvNl8wvuZr4Nl1nhCA8Z9yfGPo0t6FYBHYvnLAXD+YPgBN87Nw3txljJB5m6MczXlr3jEv5Y25RV3XSb11r9vcwHCDW9zAbcdxBcfHoKTZKHuWNVjDLpdZf1zXI64oViIq5yCPk7eg5bmEx6b73GzcXDg5Wtx/tCgdrh9tKxZfOApd8eaOGYrSNiCS1Cem6kfq0mv1/bhxktvMtMZBiZkemJrzCq2tqTS3bmToy42bTvC2cQly561B8bKG3Xzx23Xedmv88ntAcunlmsI7R8DlKcW/eC0+srlGGlftIkxf6QCzFdMB9WzZa2zFtOhIlaDn1NPjY/8fUGULpLdKEQNNakBXB4Hl2O0D8Xy2Kzf5MjK6zelanEQkQnPvf6LRJN50xJkw/ztaze2aIs85ZraeOPzPaHiCtwPR8B+/W16tLh/tri5vPYPkkis+RlX4AKn6CBrVPbq8sap50FxnaDxPc/S7xEKAMWQmjW7OUWaBCu4Hz4EXASMO6DVCWaAZ7Ux2yzzTlVkkeWId3QwTtwf0QpnhdKMYtOHpdRIvlXfZb7XvsVPo4TE4y2KipEukBGcmJ0HDHDMBCz3iAn1BbgHFMws8AQN+KhDzZGOG0VFALwoxokPqIDuy3caAWNbLZDkmdsOPdcd09C1u9C36rfoenUIPj+mUHoNycgSvBWHM/tF3Tct4xGxYCvXqEeR94o58+P0jaMIfwdo3VypBBYvnOmbxIXgsvQCtJtS+Cfcs/1A+bulYJs6c+uSTiL2oexjN3Td8Z+PKE7V2Lh5nUr6Twe2Ph6UrGrbN/gQdj9O9vnFw+yZxkd+5s2FbE8hZ4nE2rJ5NSpjdl9798MPlvWXN5lwM/qPH78wqwTUnyB4DvLbYaSUtMY9v1TrePQx+3+eVMatvuOPJobuQDnZB3+lNpIMda7FOlmH88Th+fQJ+rcCJdjZ+fSKWhRwc74I6OkB81ShxpJckT/Gd57vKR0l+H+XZJgJadItxEXX5oDV52MOyFnPTj7FwBs1jP6jq1cuMH/zB/zc/eYZ8iUxeL98jk36ZlJxSVKKskqT5zHAki9y1kIVV9UMwyIae2nNFvFkyiTvHmst8eCfwQBFnVNRGj6KunRvrdWQcC/n63FYeeGXO1VwqiSiUSrkuP/OOD7bq5120rlL+6wvnfrHgC8TIA3/6EwA3LZ/3b86Jgd4T/1WOgJMWp04Bkr9xefvsvt5Z0O8tEHcYm1eHNodIlld58l0edIdAxLrRBmwbY1tjZCxGvwJ/tpAMWg7lQT4FHdB2Qn82AhAoHRkJ2/N20p7N6UAvPWYFeJnUYkU4fWQiy7q8eaiMxtlDLM3m6i8cgJIKnX3kqcID+PzCAQLtatfMDY36gQnk+m8HkCJYIMPQpFdQRiK23UqrAUVXKQyPFbOnaKXcXEWgzrqufllj6YcXXv+Nz9gT4eQ58CV4avblzZvaQ4d/abvxaw8X4G+OK66TPnoC00Wcfo1eCulSgnRZzYUAGwVuipAkiYyyWVVl2TTUGzzrZ/tYykDP/8lSfexSdj1LsdawpShY290GbeVVNksF4lBzBBBWDREm9hC0nULActOTe5FjjG0SXr9HXMd9hCG/iRrCfZNenqw5e+rYL5LNFI7mpnDCPRs1ms00SzgpcCaZvgVKAEMleB4vpNFLTxo55aJ7773olJGT1vR1RICSmX/16Pldknr26Vd+6vRzVKmr57qr52cUEOnoW/OpNRn9m9/UM2s2rqkF71104VCqe8vO+rp19Z1bulNDlevuDdbWwDk1AufUFdjvMdeWGPj6VUi3APE9QwVWWjhfIK2EIAmkjRZsnJWz4e2vM2wV6waP5vZ4NM5mG1ZUt6KonE2xehhZUy0CGYDOkAEkm0eKpsqKlMyUM1qPRi7WTtCu1+7RHtJ+pbE/9rzvIRV4UY+qWWR/APw+AAIhvwxoOS6XZcqKeoXk0OIaChdkvH7e1vIwce6TmSPTzGvCiU1mPtMGvEqOkpnwTOPBx7OZqFcbYqfT0/75SytbGs8PpO1toDsH+rojnvaErAVTm8HGxs+vqiygEwmr4TqVPDzV9qm4jzt2zTWJ9VIz1nKy7DimIQ3ff456HI47aNT6O5Kcx1OWCX24HNGjfZ3xrpJeZm1aXHTqhmxTGHAn8zWGvI4BNgN8YAADssAgxgnKQhG2Cm7IDO1HRYr1i3AyU7asZpTRmbIc62RS4G8p4AuAzwceDpDXBkAqIEbHohujVJTQDG1coyyaNrLI3Hrcj5QU2oqYfGfS9BOQ945fmO1lenomtsMBBM5Maa54v3AU2hZ5ZhcYF/DC/yPmVqTSWvYOp8w0ZEsF47Sb/x+zEK7IM81+NPo5noy7ASn1Nb4rK4u0qVfdy1Sh8WyfRAJ3EvCx5St3OmiG1aNdsrrUSYadY4pwCUOxjqHBlcuj1NUgv+L86g//OOqNxOMRbeyPP6yevyIPEtyJo0uXnRpNAFAd94bi8ag61vgx+djW2GiugzP9fPv023QR8y5q5qORIepU5kQ4sWPgeKPjTyT4l8gzkZ9G/hGhfxr9TZR0kEGSJDnCKTlJjnbaIzYuysV4e9QeiT1NM0bEsPG8wUNdwrv1aC5KilHgYbx2LhBlfPCXU8rTNP24AdzP0FYYjPtom/E5O9I9dmt3X9mLHqISfNkTBe9HwQmBMwKXBCj0cH2A8gS6AyPo6fUAyQRANQBQj+C0n0r7u/0j/ov91/l/5H/Jb3ndD2x+n3+Jf53/TP/n/Q/7P/Bbh33gh16gecHrXrDY/ic7OcKBNDfCXcxdx/2Ie4lj3+MA/pU+Px+zRXg3kXA/Dbo+3Uoh3D4xAWM0HJttr6M/vLCN5l5z9sl4q2oCd3hCPssojOIv/4SsQmgEQKRi5qO38grVj8zFBA+oUxsXymMUKbU1Xo3KAclo/KUr7oyCGA8SmYCSaFx5yeVkSM3wvDVx6ljKF5M4RlWtJe9S8vqpUzd4XVQDeBqvt3hKP8gsg374IFhh+Dolf6icRg+EFJbyEsXR0qCNH+AHnp5+7wlPtDyAlmhcFq2sKvwA7QodbH+l/a12qj2JGCwjTPTJ7KHsq1kmWyiEnIPorC1sy9tgPBgiuuDLxynJ9QxNw6920ta9hA7slJ74V5ohAjRqqxOCTI/wVvhNfBh+Sze/lr+Y/xH/Ev86zw7aVF5hXAOZdignBgd9cEtbWyhRfJoW9g3gVRuOfJoWDYGwbrPuslIeymp1EWH0bSGij6afaGYlGlwoUn4VKh/DlWvlHqDEg1ZKInT74QxupiCgcN3UpChtCXWYgtFjsfgGykY0ExX216f246i+rc3kKijhnmQARqAze10RXOQxm4eI0xaUj2ciKnMyESn6wcRUV+dxDrLx/nk+/qTGe8Y8sDgTc3WRv/cETmzfbKgX+RTF6o2NqpRtNH/FcFCb+vYbVGiaUMvWgYP7MiGpm1RVy5mkY0iK8qz6l1sjUmPfs401C0sjf6/YE5vSS28A5zc+Y+4nhOD8dkBZCMAIv0Dc/y3CP/26kfZHyv5cW64vR/0xANz+uL/sp4aVNSgTd6H7OPepbmoYbAGk9gwtEEEiSQsGVyPGIH9L0TbImcdtEouYIk/aoIkDNotX86a8lMUbhcLwRDYrdQ7xkPssZBIDp30EHovwWKJts1k1R3tQ37f69ncnpakfwHB2CrnwE/i/tk/MMtLMzr4qhRNu4HtoI8BCsSZUgeO8dVc3Tj7eaU2oXeCasypr2qPfOy8//62VqbU3d6iBUzrqAETDZ7Wr5PRF/Z1qUp5HSutdvOpQh4rVXQV/qgraTk84QWNycazxjZ0pePSyHl2VadEwBmmIdmS6ieeNylldl3bd2EUxlEIlKKpKAyaiREj0kIhQTjakhpIhigkqwUSQogg2zJJ+1F75pSeiGZQA8upe9Bxlwoi8caIDktdG5JgaQzK9mRKir+zhEX3trsdE6MoBq+iKZiBpnwJSseitYOLykKA2SNw0PPbAY+9c4uIMPABlffvkkWIR0/c5SGCMD990wpqbdnUQa7Xa+aTsJvxWKTGX5HACsJjksc+ltfktsk9MxNVqk/A3Ptf4B6T7LR1K4JT2VTwgF5zZrlKPSq7qmibtAZl75URnk/pbi19uUj7aeHRnSm68PIToTmK6r4R090DKn2+E9sV+GCPv1h7QyKTapT6nHlHpu9T7VfIu8n6SDA5Bg0m4ICHckBBReGyFxxZIIC8tPFVDqyghRFmHy4Ioy5uIyG87aIsDkumdSekoWlKZzXPDuxvARLb6SHJBGDp40kzGG7XyR/3jibHGHf6aC7oFUT84GyTO6v7VnW2nKnLod9QTjVNCokXNOgZJzxqXXX3m5CtByHCBqU8v4DkzhkH3CeB9Zok3DZeOFLUPPeihXKgWokIepHDdkj/sz/upTf5t/l1+yh+NSkT6O/A2KaR3odYdl1+VSVl7Fp4SmnPNDzUv0qlBYAkGJS2G7t8qtNQpIKyvWt+2UvB/J9a9qCeKUylLWfwKJYoFmoliT0DdipWsQ9TKTe/MSrSjNI+2OVlezzVXX/BmEiTpjL5FZD1QR6kErXyviWNU6WzexkeVZ6ylOykQnxry16Df4ljkJx/SgufE1q+WbnCpqjAc6vNL0cLhPirSmFKzwgDp6eaL6l/ujPKNpyYba26MiX9YJ9te/AitX/kW4Zh++wlIaBcKhO2I4lJOqkmUpJgUl8NyXqY2ydvkXTIl83yQZBDFM5C8AFE88GqADKiI4jo8FYQUdyI9Z3CiBCySFFRtiOKJEIHncrNbjUol2v3IJwoaQUjSJyHFgxSiuMsAJGlASpMGpHKNHIN+V65J3znElX67Ecvrx4l74CPEjVAl0+wMgNZKRx+QzZh77mJoH6DA1FBc7Ttc6HWwp6U8FlV13SCtXh87J6iRD/kXOSjWWfOTIUC9GJXm/2Fp5wLw8CRYykfv/Ita5LunXh8QsiZtHdS9zEnQznzHSIiSlS8TCSDdGL83Tt4YuTdCSiIQRSATPHASNhBiiBy6b3veyBu8UNZRWP5tSEyOthq2MTOB0e/RkR+BpNlD+BFtfWwtP5Yn81BKBdRTC2XY4QdoCkpIxPc5DIdhi5QdM2v3qO3oxHPQoEuHMLn2m6G6uSY41Wy6hFfikVJswxXBbBA0g9N4qdjMQm+KZHRmK7PSFFvq3qTotTP3Pfncpz4N2Gd7y86hfnvSrarxJSvP2Nflu2DguL6hqDukgBupjRTD+fiOh4a3X/D0v75nozW1t/H7M4xF399YnybGMp6HFrp4bVYvPARldYj42r4iAAZ0k8EztEhkoF4THu8tYblyT/aCg71guhf0zo8g986AAoxGpaF5EB7XdBmNch7UwKQGUPVAWHtboy1aGsr4Po6To4UypSN3qkiEaduTIjlEOdFLQMhQedbMIhv4gEw2tijmzH6nPvl/OHsTOKmuKn/83Xtfvdrrvdpe7fVq37uruupVV+/1uoFmh4ZAQ4CmSUggITHQZF8MmGAWjYbBJBqXAZdo4vgLGBKyaKT9iXEZkXYG0agJmRET44jBmRjXLn733vequyDR+fz/Grr27ezn3O85RzjZvHGGHIdgMs4ERhdkR+qpVSskKFq98B4VtkgE8YnGWj+2o43/iLmjgcYaovCA8+Pr4AliX4FEbsX84HHyLPU6joqxcf3b31a7LKKq/bJe4sl168Abb8xen/41va7SFXwH0zXELPtqCGLHQfVZVV4qag6cwPLYq9oO6xWBklzP6NV6h14vhelaV3qiR4qWb0+SE7z69CwBLv7BmpaB71z0gwacevIzyQ9o/dpC7/Sv8Y9pyoAZ7sDfNct86FnOJJqg4AwN2rBKWPA3Zpg0/sYZ/I0z+DtGcTSRxbzOabjLwTp3lDvBIZ7bxT3I7edYnjuP1YTLM6IgRkTkQOJzLIdTaWz3+ahcFIDwHFj0wdbGDuGU2kp1ZvoM/ZFnCdZrYxOT2Zz7OIPLpPHwhcjMHX7FoefFeX2rVs9ZWk4nyiyMLq5a9TFnPA6+qqtmhb7GzitKw9lEvrwi09mWcJj1RXOhM7gLHB51EU1Q9eAHmAbdYL/SluiUOyEiVebl8ri8XdbZdGXB7Zf5DvBWx/kOyMiCDAWdrDdUCIL518q1Fl6+pfLdCryv8lwFbqvcVoHZCuAqYiVVGa6wZi4pJmG9MwluSt6ThH9Mgm8lgTkZSOaT6InUn1Pw0dQTKdiZAutxYp4KpPIpZHjYAJ4xgKThGQPkqnqDnExVDI5IoYhCRHPaSMKDFam7RZGUq43c1dyt3PMc280t5GAPB77EgfXcNRxkOWAcrX6xClPVzuo7VfTBKvhxFXBVI3OfHvxJD2z6sB7a2JQrlUghtuKqJCpo8HEZiDJ4WgaVlIyDnCLTKxFIbolHPBHXJI5+sO6HiO4foS1DBk9RcxsEn3nqGE5fJ8iBJT1/JLAOUr7dqCJwWrRezYU3qmkwDs1pRx25JGmRityhPR55NabECkCnJjQ7d94LlxkCyc7qLGSZIDPxM9EPGmuV2tfCpOE939iC9YTqBnh4nlMP2ut+WwX0l9uNi34Hwr3t0RjWGS7kn/df/lcrxrCmNdBLTUCW72/8oRL2WPU4TWLDur6jjU8uCro0OeKxHEWY93/VbnsB84bHmamRbHuFRsQEvjEbTmFbyD6lwTD9kSYM02jzyQKBwwkvYCJ7ZsMpI2MQcDSFc1ONymeaOehFOErVTLw77Jm1EnSHIy9Nt8+Q4KkENhQJa+/c2/rDIdTX+M+WH0uMxZ/X23TjxctnfAZ7M/6NHWCMnN5PHc4PyCJRAyO+ElewT46TVjR/iFz+WglGszJpDVoeR/QAXcDOOaozG+LIkaJJdgKbFdPTAuxAzudotm1yvIDJk8DvYbKT9zh32OGTE9plbPa96WWCVBjwZYw8jj+KPF/pxFcuNV5thJwJTMTAJbHNMXhJfHP8+jjSxd3xeXFkQkwChLmYyRhP6Axm1fMRkmOpPlxQksTxPcsUQBwVKgKJT/HjAr7vabNfiTiIAvgZP9kIa5YP+oG/ODFjrV95nVylR0rUeJ8h8CdayVHX801MNNclMd66dtBEagPqczbS9X3kpDA/Y+pBnHYaNkW9hasBcAFj2Zux+cecbHyXbxxD9ssbvzH0+a0cwDz2gyW/egUsxj4Nc1z1aJjD66f98D+mvzVgmSuKMXuA7YZoNU4gpt+APizkfdNv4HSi6SPQVZjnUZB9Bsf1HgKZOEQY7yDQCRu+gjKZATnkxX/8z2GZiGfJ5fcPSzFy+ZoS9AblmhEI/oi/5D/nZxH0AxvrN7qQxyoQKTBgTTE8xUgeWsyLeF/ALseHWYxf5yOKkZKycs0Htvpu9sFzPsD69vigDfocvpgP8cjnN0YICyPfIJxhddS7Gog0cXGbxj4bYa+R1R12KV4avrgYF35ji94iH3CBSdeUC7qaQJp3NM55hVOYQa+rTNT401IhL5frL53V6nTjtH5HOafCLtQgz20n3KORygCo2qlRAhpaAF2V5wMWk3v6Z9ucjdNDnfYcDmzAP7mDc4FVV+V05pC3e3od/OL0X28RRVAdggNuGXoaerBxoT8GPJq9OUL9lh5nTkYQ4UChQAhRID8wRW203E6juOB++aB8QkZHZcDLb8nnZST3SsSeKzMW3YhlX1SCNJwT94oHxEkRqZ78NfGcqNMjMUloWZ0vJwlPKxFZThoVg4LvMETwDUPKlAK/Sf0lBR9JAZ0R/Mr4ByN81AgeNIKU0S7l21GQsLpAEpmnbdh72b9OvZfAGnBU0OoTuruJB8D/Cce1pdZ5bUfQTpU3WnQ4sbM1OqRdnTNa864AscUOgvcIntCRxuJAv8PW+A+boy+kXrcIgwHwTKjHSbrVrc4+cqPPabM5+0JYhcLiEHihMVB3+0VyHXoWOAKiKHnqjSHwfwfd+HpIHJp+c0gMq7UGK7pTdynD46hwm5KDNoctZttnY62mkKnN9BkTa+VCXBv3GY59AuI8zQFjcB/2E6x/EAstw2KT6KJBmQnTy4Y1RSSZCF2xFJUNM5nIq8QR1M9qa17HxsZa91BQnDRFS9o1pBu6c/0tP//5LeO33/D1715/28vbin0vL6xs2FMNoRc+ddOnH77ps8/cunPnrUeBZ3G0cdePNg8/egmj/hYBcVjufEyU+bgSOuUFP+VABnUheAu6D8E0qAF4M7gXQNEQJAU7nrdESJZF/J6d/IYjL4jfF6HoIPUpO9ZYm+KgTlKPnQRpdIEO1mAhD1pxqGN7llVwFheVWe1nTp88S4ql9HCeXB/DslM/O4OIpBjfMSBEI3YyHeoiXCQhASaAUCkjrvFA44FLlJWXd7VP3XvvVHvX5SuVS372Sfw/NK/xr6B659Jeo23l3FWvvbZq7kqbsXfpXQA0zjf+otEgDL9Ha0cR5ihBSmBfZ+bllyNvRuDP/L/xw5oXJL0AMSACYEAXItU1lvWYjZZBUlkzY1IEMUnc+LqHGDvCVBUO6MBZwA5mNzPJTDEsE8OZrIkoaJDRsbYjgps3AyMt3nkZYa9wQDgksF3nBECOXl8TzmFlEop0MMHbG8eocozRSGEmSKhPU0TK2ZkqHXY5VEiafS4tRdGIXsaWD0sK/N7zPR9Oip20EkfqcJvBgu9+xifYPsFOfKnN9p+k1KaWPMm1Vw82DoBmfe1+ta4JupWM3gfSfqDzA0+oFoJsCCRCcgii80nw1zyQzLTnxKwLk8TxMEKmNKmFuDB93KzpqbjBrJ7zmJ7Dwe5GqGAXA8ifiAR+Ir0hQZ3klq6UUFwCpDjaGUakSgrN58LgCfg8hBIswjpEZoj9DnCBBEC1OlgOxsFBcBTodoEHwX6AJBCGJCQhmb9HYYJkMDpLTqUh/WNATDvteDFaZKOaAbOYbbzLRKNg0u9k4JtR8JnmkfUEhS/41YkDJATWygA7L/YlatW6Qjeh0QLh+BitVmOn8F7MaRZPnXR0hKwWtTrR/eeZxl86Ca82acXq227t2lwpPHMsJfgija8/Oxj/WM6LE9Trz5Dy9Gyh2uxWuhbub2v8ttPihLDzSOPTwxnVx8A/0lz2I4odkXNmaIgl5fsgAAHOPWiihzAmxkJzWxuWasCyzzJYdMmSO1J+MSt84HQAW4yAniLvjGbZQnyxHiu2S7GRBUQ2TL/DLpea+J7RlHwmkCIDIE7S0ik5MaU7rEnVqnUIw4ydbxaf4B/dkcWe7l7OPhhojOLMXt+7MiXbRPgyu+POhHn6AcWWVmP6G+Idl/6C/k4LugL/ziLzDaWc9BY6ZFTCgU3ei/+YeGAyAuu1yTuSDyS/kvx68gdJzsgD2xYb1m8jiHEJC5bKp71tjHYa2Y6ts+mZdhzPy+0vEkHBVFKYIlZaEwX1YtvT4dEkyfN1/IQQtnUiKeKdsAOCWIzYkcFOk2UsKGe0WIQElWf8+MbsCf1xTY1JZsWo0eO7cud3gRM1lLMmR+gK+zy3weJetnDXtu4H444q+IJ7kWAw2DqSvR/s8GQCZeDXddbcpca/7imt6a4Gh78BPrrJaQKimHTObey8ROqVPNvlu8CSS902UcU4QDP7IqZlGXz+eSZHcoNkVvZEDFY1U0jjW0wOnMsBRgTnRMDrccBjcnuzedajF3MmY9geLTE6G80HOiQcnpgYjlbtzGzEZJF1EYOFwL7/pBixOBq8+Jab5AP4bbNa01JWu50jt/El/dzv4Su6vDu/On9l/sa8ztCZG87B4dxobksODWdHs5DLitlU9ovZI1ndJ7Kgkp2Thf5wLtwTRp/wPu59zotu8d7nhZwXdIrDIhwWR8WbxHtE9hY3qLjnuKHe7XHD1W6wxX7E/pId3WIC15huN33YhLaRo+EuI3zB8H0DvNYArtbfqr9fj9JcjYO3cR/iYEYHvDrwhg68rAPX6G7XfViHvCy4jf0QC2fpYjRwOntY4Msy3zxEVjtadlJPT7slJiaajVIknaadrzPZxmQz31AjVq0RBgsQiVRR3IwTjZSWNWNzEwC0C4aeOKrdFeQ+Mv8nXa2wLxZEU/C893uvio23EzBQBJfND+/fHXWaPD5nGnwoYgqY9IGHPigaVpzUVVHOsXh6E7RO/w98dC3bwXo8MONe3LgRyGs63G1WE77N2kxW23DjTjDWE3XiKFfFEuCYCXaxaxwcXKX5XHobh5AV5p3nmTzmqTcQloNeh0d+Lvjd4E+DiKB/odNpLJMKOz/FAsSzEovdCsvmjKT468dixCfiUSWVywhOn5zpKOaeY41PJ+IZtoOUqwLbpV0SJBjS5dK4xOpLEpiUgNTG2wEOjbkjIt8GHKiNPDWLlZosFaTeQYkwe5kDDDrEAJ4ZZ7YzuxiWXJxnEFN9Dlz1QeGHY7S+MVv9Onl2TPgFYdPOs2TSJlM/Xi7nGWHK78VX6ks1ePf4BLlCzoYn1GYF/exGBxXcNDOypB/IdFiJOqpEJKM59e5O2LU991Forqd9gt2zPN55V//Qw0mjnxcc3cs2WbauKNW/MBDK3I1+PbowONhVNvfZzTar0++Zn4ttLriv9V/6s7mibfX69fWtg7GvLdX48DC7iQlgD/hzsokP5+YiGT3zUyVY65FtAg6ETKSR0CiEYzIDBQi9OskR/Ro5QcPxq/GZgMGXZg1fx+7CSR0890xYcXAUTk/OgiisXsBxUDEMImGwKQzCYQs51FDE5Zi2+5mjBAOEY4xJBtoRk4sTbrgJYNcVki0K/uS6BeyynLZAS5G0ELfW6VVq0nvtWCGIq8G+ZfKVY8IxekivWlSty7AVREYD6FpFi5312LBq4yZxfPRwLLNwfaA+cn1PuT58S8+cmzzIEMoZpmGhNmYPj0rwW0vKXfPmrV9y652j4/l849ay0Hap4sqCjnlfub13Kz0DtqI+TNMKM8DMByufZ8rEUmLpNkcD0XwUIdofZOMTuxInEqcTbyV0fqYNhLlMOp0kQJmn6kqdUA+n3ORS8WAenKiDej1SIDox5XzNyWK96KWQiwv0ouQPzyXReYSkx1Q/rEmlUGon2tHeXSth7XgqHK8TEjvZ7nYU6QVML7D39jIxnpR0MfNEXgYOmTyjg8Txu/DvWZjOMApwIyWG/+/xy0IsEoN7Ywdih2KoHlseg7ti+2MnYihGVKNININyiWAlpo4Lr04sPUv1Q0VWTXgqZ8m0n1n9wNoxhXPvCzSE3NqZb8536iZDAklKSCKu8YmLNWe2pjwz7AdFUxeN+tG3jPqJa0MBUN+txX/K+qSE15GVpWh57aLl/R2h0NDoSQuY63lgdZero6N3/Q3Du95XTma/2BbODsUXu+TGDw+D1RWfA729Zpk02D7m5R02Xp8PhjOl6MJS1mOLzAOe/1xvXZMsXHZZULo6nE0svKvsKD1gFR5fIGs6d5tuMePGGcH3nmecWDoC4bjMOl3OhBMhqmQ2kqcWAfJy1hdoNGY67Be8DsJAziB9XcsjRZbTUo3DbVV67HrYrR6/Ho4m1GNY0WCXVTQmSUJ0AcQkOGOAxww+rFhpF7hij+DnGktG2B3BfxUjMhbp2ZY6Z2HS3k2DX6pFzdxjskIY2MxOSfLR1DB9XG08qtg1shO7pbEK3nZP//JRZczNWsq/nr/qA33Br26Si6x10aCXR0u/NZru74ff7zBHoNj414V39V96sucvC73LR6ua/7hTtxj7j3VNfwLeZjfh26ub/oTcxjSVmMeU9lPO151Q7/K44Hch+JnuNzqIJslkCRyw2XjzLvMJ82nzW2adnxN43mokOudRPJrO0flZJqxzb5EGYUdwJmu3Mg7WyBgJ1RUnE+WFSS+mkSFigAcMh0hH2sTO41TizxL7T9PYi2RYa+IZb03nZxohVXpV4xqxwNuD82+6qreDBbKuM9czt8+96p/er8j7P5+3uiVXHCm3rb1s3ZLtE0p5zPovm5Yddz+SNEtV7WwVvIFpUWTeUhJGg5SUkdflkZEh1yabzH4zFBGlRIAzGHIl2SARQxJQmCxYgLJZG3QoWCAcCn4J7wBtyOF7kca8Npa01b+mmImb5IvAW2yDJIMTEok84xKKPAOSiOlQDPSo2iMbcK7LYceSx+Tyk7wfv05ix9nt7C5Wu3iLZdlis7uN5P8zXZLlqePEBpABH/iGBr86RsWQaWk07c7P4ITxA3mgoaVrmo13u8jtThVNrZ7LkvvKaRVIXQNvzPn8L5d0LXt2jbLha4OKvm+1ReiwJBzRCMi7Vl81MhfedeP+oVzYIl23IhnY0tNmCHHhnZ3uMPKK6M5r5zTr6E16//czeUJuQEJVdYDLnxQvprou684SqrdL7ZjqBUL1glujuhlT3WxOwRiheoxSPYapHguoVE9hqrOY6hZMPZbHwSXS6SnZ84JgZCNKgsV2n5CWOIEii9SL/ewJVmdDbEHBjCjkCCN82CdwT5/A37eDgNEpsdVeXuI9qSVuUnz8/wvJXRpOv4rzVq6Cyd0LNLusQdgJCzSMNs5XwBu//Pwcx9yRq1a78iASdSQsHYJldZ9eGfzamDL67LKuJfAr+280zbn2TiR6UdjduTPMhQxtPVsCyRXXSZZwTsOqATdUMM2zTAfTD4JKbi0Huvi1PFzgWOuAw8HRIBwNbgneFEQo6AxCm+gTSHs0dCAcInLPkpmFW7apMwuLeod8OgAC3k3lHWVY3s8cVIsEI/hj8AVBsOzA0eAh5hxjsDD1duIbXYLBFrf0KIYRw6QBnTCcx+pfIgz1K2ZbwAZtjCRI0IYkKeUydaYUHDulmoHQ0RRIjXdu74SdnWyBFEhcPtH1ImZzH7UzeuxESeXvx8cF6gqPU/rPdFdXCA8AVprjJ4+Xhamz9Nh14vjYsWMzwREtO3STJhdaP2upGzb/EVNTccdVl4nNj9tVB50ELqfqhXNmAgOOh5SJJVuf6AlcvmzPJxbP29Td8+I1tTt6Ctbe+vBVd3TMPbVi5fJVN/SE9w44Y48fBsd35ENd/mC/PzVvrNa1Z6y76hmqzbm50wcgHCgDAIJpsOPgM59uPJGycCZHZAW13cAFlrLL6RylyacYI84WuaeA4qTjj7BcnXOC3c69zgNOFKHBD3IqPh5bc8Spo5Kw3oDmsvLdYC+AuwFggAAws4GRGzRRcJcRG28CMCWn90H8Ivy+QfIir90lM0EwgP+VgkrwteC5IBucJK2irJ6pjx1Xhw6pylA/WwZUY3bmmyWhk/7jY1q8s3T6FCloxN81Y0nf0voFlv6X0dYGikmHxWht6+tMpmqdmDUwDL4uC14kisBt6208X7F70bFUZ2cK/2ue1cGv4Dy8HexRpGjICMDL4E0AtSjBzAIum82RCUShIKnTKkZDxmUwZPQcRxKdXNaVy2UNxByFBKf8JQPQGzyGtAGZP2YAoUxWHzRwOYOQiJJjzRimlQ/Tys+anrbCdiQQ96gAnhid0atzb+agKefPLcqty7E2LsfoM/MzWzM3Z9h7Mz/JvJFB+gzw6zLuDAwZs75sNovmvJwFz2e/l4WLs+Bfs0Cf9WShkMmGCOAuAVwowWiBCi9HmN1E94iyTTIsTgdKtLHeaBflKSuwBg1E97wu3w6e7ImKuOBe1wHXIRcquRT1zGfnSVopfWnnTMmuCdjHmTJhnFq1I9ewimyk59dq+YUwlyTi5CWzI2BbBwqpQO2xCdqbElVnv+rf3XFdsasdSxX1xJqi++FXGq8mfdsTnLnQeDXOm/Xm/K/u6hv8a7Hd1t+/5xKzW4Jh0cMnPhe/spP360SRddrqsKfK+zlx+s1dvVLcIIowYe7r++atZjek8U8YTbHjOP5R+7uIPRzA9rAKBkm+ce5woSgjcoLqxvyuofloKw4sjYIxYkROZBRosU+HJbxAlaINs7x4/k9HUlk5UPR1EGMUYeL4oRjmuUVv4V2S64QLOZCLMMBKcuWhYZlRuutqkEma93mmzsCFR5kTNE1mQAk/64BqQslV1oiYWoT26To98u7I3giMFIPk7WxppbA9BpgYEFAsnSYajU0zvVy+Sr3s7qOXijuWlHenAZMGQ0I6koaltJKG6SKpkTfnypEy485JPwFrtUjBzjF1dFizk+PUcVqDpEmIptrHVNC2mpiTUfPEa4WAmirIVW1cj/3d/HarHUhwwChcvuDh/g4QC3DIlK7mOXOq8au8meNMhTPL1l0e56F5ZaJ/ztbBqsOiy2VRH3hrQCguapwsC2HC8yDfCfpqNsz/BZdemrpupm7SRuPcNTOxxh8wn8PMU88zfpyl9wtumQuJoZdCaE14a/jmMHocPgchB0WcRPzcDbJucKv7TTccMQGCw580TZlYxrTXdMCEeJPtBTW0fdrnFRWclBsVM7SAELI4vD4600/x+aLybIg7ZThngOOG7djb4VSE+yoTwcEuGd2lUrpMT1aZuv+Vl0jN4zghPD3FmaCuaHY8g9rFpZU9ZmJf8If+RXfN71QWLzVxhaBbcrdt6xpwLtt3/bw6Uq5fc3U8M2fxNXOl9vFFc/YO8R+7dAWhB5JhAdPDylytxDgD4AyiAb5jALcYgNGC//NZ4J8t4GYL2A8OAgiI7yeVHMjwOpoFCwRxfYA7xMFd3Fsc5ACHCE1MWAPIXAniaHdSuC9pzxijPT87QZwcO8W1YzhYOLR29NDchbfeumgeksmx0h2rNmxYrfIKFlC39t3IVDuRg+9w4BYOGCGgTZh/huBmCPZbD1qhteW7GdXvNkP3XYa3MMmtBrPGr3/w3ZokrgiVsh0W5i269daFcw+NrkXdt6/esGHVHY3z2DkSn+uB78d0izI55s3nGQnnoFGSg0ouKSEhPRkNJcIURDY0m4gK36AwGL3mHYyHU8FEGAvN4bQhyxKkR6wlHZXVNNT1v6ajBUMqQKz80xZetgZICcKt8D46aU7NTN0lN85M8V/FjdzNzPQUVfFjtPDjfVd+SnJTmp9iJZ+JVlsEMN08hHmXGtN8lZ6Tvf8aud6eDUdDQqYxSdy1pf2/BjZ+sCvw1fH+tNy7CnV/bUnSLSR/NMRj4wxc1l44Ql34ovUfG173m7WNHy+i+iuCh3RBrL8bNX22wTvY5fj2Wk2fjXCc3cokmEOK5yZ4D6Rkx/8DXtan2D2yL+4mwpCSIiDCB44GTgROB9jzAXAgAMiMkkhgKvBaQMcH1Kl9FKTH64GgZywgjOhZhivuYCLPsezTMSblM6vw4YDVqjj88rh1u3WXFW3HvpWmYbQ5ibTDnzxLlqIydRLhbMQCdpLOs3hpDBtVLfxXZ5nRBW3qOU1r93RV7ZHGESYcD8Z6pRWnO20+TgS71tiNixsnqzy58Sx1dYvXw592JPIWjrPkf+Wx2PNVzpw/gx3lr5YQ+pAg+kc4NpwHNiqhS7O3Zu/PIrTduMv4IPYnEJBljVBmQ2UDSyqQ81jST2g44kqku/t0dnrq0JN0vIC12UkmRcRlGlSaKr2ykwxHhT5CsJLC2LHvsVssCnaWmHDL6pb9FshbJAspPLIiskR6FPziHgW/sAdUyYuig0rvdvwFRwZBaXDv4LlBxAxuGtwxODk4NagzocE8ifefxgxM5cnTByIKJ+BcjIskCFcTTGRTBDKRcxHYFYmU8I0dEZY4xckIwkY1okRGIgcihyKvRfSGSGT+sFY7I37uJSLzmic71vR4NPChTu9YvhnxTGg1HJq2TY8duwCndLY++cqkp6z6vDFmHBu16kyBtB/MhrAhoCbO9ovuuvhObZzoj361ct216fUb3ifZMA9BLGo3A32x0mmyJUGszawDOpfVXu7UW3IgluBNOBCC4UXrtmzZmF/7es0W0LndyCv0/L7LNLwEtPUJHuh2w7hQ+n23KS+Y8F0Ve4h1u1mndbDxLVnw64hOmbBOrac6Na6dWVnhg9i25ZjbFFvUbme/xv4r+3MWsRxmt/HZrImL8wrkSDzrsLNR5CZdDygUMrjdjIFaKS8xV+QkoIdYKhihEQwxVUXhJbXuT9MxOy1ZXtzCrHUvu1RqUl9H5/td3K6sLT/HpubBz84fG5v/2UoiYPJ4s8uL82qD/cuWDQzVYiuXZ71WkymQqMBrx7dtG++WnYmx/Pw565Z0dXZ2LVk3J7JyzO7EQstoNr1Lt5HxMxXmNVLL/7VSMguykMF/jkBwn/AJAT4uPCfAx9zgMfEZEYaSPhRnJEUakTZJrF6S2PwLtDPGdLjElalJN7F6xR6NlpIhH2I8YAj/cyAPdU849lJy7TKPgzH8L30Up9DkfgspGy9nkJ6plvTkDp9gAYxlxLLJssPCHrJMWqYs5yzsLjo1BwsuGQ9Opr8du+A8ZeOYp0KrEaodp+J/3NMcKDY76glTMk5MeG126BsZINgkfDPAwOJJbHpXT33rYJ/ni26La6BrbLOy7M79Xyr4guWOsNdhtHdXbVysdAWybluwrLjuptVL9sENY7l5MSlTGruqd9l9HyvY4jFrx+iiQKXXu3T6dInIGo67e7GsxZgfK0EouDzy0RA1zNDGsZEuo1PmUYRlo4YXsN+M4gDLKCpWuyy6FCKLisTwwKqLCEa7jCI8IsOhCH1es+gcyMIpHJ28bLTKDAde487h+ITzsFFwJvp2FD4b/U70J1EUpRG5wsRKMSWGrCiWEAlsT48/43kCSCmebR44k5FttAlVK7iR+rynmyLc6CiGY8Q+1EkfI+MtqvX2CdLggMiyJDVsq9OTREzPuKx2OkjAWYG9ucwXTLpVMdHZE036TbHyYovnxuG01YdY3+rn2YVLL2k8OVirPhwJJsp7Fj+8zbvu+t9elXi/XXgfuKd5FtiP5TaMNfY/FafF6w3JEvsWC7+mB1g1eZ2fJDISpi3nBwu+6Adb/Df5If0D/HZ/1I8MyB8lWa9TIeBaaNMZDFbkJLU0p0hSWitrYrIUsWs4HDVItEvKutcMzGaG9M3bOYlK9CZy3kfOPB5kSGq0NwmS5H5e4MABDizngBoj0iMOMnwM21j1tIK0guJ8kgK2jl9QLVNTRiLaTSAXmRyjjnlrBsKEus11Z2FApFevTSuE/Z+9ZedD0+sWPDG/e0V/4triinuuiinzn1o9V+QNDuUKVLzly5+5/gcD87sHbnUGu7t2DvV0FzzZD+9+6H2hwfzYlakNTbvwIpZRP472vq2ERMHrl7e5b3PDI96XvKe8SO8D1mHLqGWLBdkGSUOYlQlhYnloFuggESdtjuOwKQhFeB0I6zibg+FGONiP5dLKccKDAbBcU38zRX/ZEBNXBFrx6uyWdwuTAlQBTqSaQPoITBETPGA6RObJEVpOzI7HOzu2k8JsNo5NvSS8snFsEtuASdJPMEWaPsHGJspJ745X1SVf9JDbPjM9lExz6oQv3j935RV3HPj4zVff7IpfevX8OV8ajd2C5h9c3wb/+EfTE3fc8gT0RN76vRtsGc0sWLfqA7/5dOMZrZeG6PQguwaLXofiZhBw6IwGl5vV+bw6g9vLinriI5614EA2oEBs4vSKzUqmD1lHzACZFUEkmp0krxlhAcMKLNTr8KsFhyj7vPjdYzqvzsO5DaJeJOjLfDgqs6JLhA5Rud/zhOd5DzJ6rvZAD+MpeXZ4dnvYGPIwoQhW6RCJ3hwKPS9VmNeYcwxrRYxkJRAJ/LBVfdim5yL4PT/F/QsW1l/rgV49lzs+1oTBNi3CRMt1cuu45tnIaMJu2pSeV4seE8SnYetw0v/KOA5A1GvHiKB7uslDswM7SAUeZwtxp2omKEuIkUA0XoCD8LqlufzeR9+OhuetNHgM76uG7c7Y+x89nYkOLdODV7934GONE2B6Yuv6lzoC824HbKN41y3rSNx8fhNYAg849XCUYaaHGPNTgME/V2Dq1SqjPX4efBY/PkYfN36VEdSHNfzB+RF4B/gn/Pja5uOg9XETfnw9fXy8+Th3wesbl8Iu8vncwzOfz7Z8vq6xBvaCz+HHH2m+Hlsku/p6ooONdbANfJYJMUXm44pNFIwWWSTu4hEIEiqYwa54OD97wAAM/LgLHHWBEddrrnMu5CJF4mfoGS/5xCO2o+ETYRimdr/FXHVkXmA5rKQ6RRC8ES884D3khbu8b3mhVzuX3Xn2LLFZZ8eOMfUxmra/dHwnZjU9xsMuVRu0QpZPkMEUcTLAIh7DOiZEtbG8s4N56XFe27yFt31oqf05a6dVucHgEmVr2fqBB5YBw53zhw4BLuCKDNl1esdAj9N0yx2r1n3sd+zGugldce5+sHntihc+4Lg26tsi3Xxd7polmSaNX6Q0/MQMjfUX0XgQPIoff7RJY7GVxvXzZ3T/hr6Fg7Ue5g5luMREsiB7dalD6TjQcaiD7eACuTjfI/XAnlwgEnEHHLacezlJo0CAKXUM53Lt1VQ8qY9IMYfk4gK+LZzB3P4cCH8VmollrxDQ2hS5xPbp7A/LOP8ee3X6hyQ0J4MacbjyKg5jJknCCZvn0CkNtIWDZPuFcTTVDE9UjaORFqWEgO7fPvzfU9d4hfv+jUz7InOh3p9x+xeupdeWjT45vkw/fd64bt5l128+afatXp6VANM4cyCRfHP9/MHPgevXefPG5PQHyEgx8Da9Eex65I6vv3DtJZ8EsQe6P3jD6o1xsqvv9fNn2ADtba2B4PNMBseKBbtLvgreQhaZAzbjykDDSBaMFrYU4OoqMCesgZDk2kemPkMzsj6H3MqVQmhfQkkogaSc0HslH1NMtu1R0nqDYLLKBpOcUnAqp5iYboO5GHlSEaSIBMm5SERCUjKQLObMRuHJImn0lPgij504r7jMXsXIy7y36IV25I2bFbqLg/SHTpoBYz5nhvqDdCPHxuax4W/HN2ojHIj7mFh6dvGKtYd2+y8VzpbLBFjuJ0MahFe1e88ydf/ZY+WZnUKYr9oJ7Ukyc3P6mIMYP3Uw4Kyr0Q621chHBSITHtIDReqKtPG1WoGQKAcb6OzdvvWuB6/9VCxgV2w92dJaCJ2rwZ6Arxyu5krjNz1w6opS46f7R5dz4u3XZr3gLx+99Z75Q1uuZCvGDVsWrcJRRydKvmRYf83CUfPtt7181T5w2WWNTbvie/aq+xaZ5ZiHezAP80wXAEqBFzADzUJAyAvI7Aq48i7s2dlAOpuP7cMy/lrgXADyASmA2Rcg7MuEs/tYha0HJJklodJpFjzIHsRGRkxISabNW0yJet3njJLpObBeqZgLltoemzn8pBQqhiAZ+V0MIUMoES94YzRuhZacjnmSyQt5SP/k8et+p4RTOGDYgdO+HqkCKgrvGHdsd5x2sHUHmHIABzFCOJLCbJr8Lf5zFiuSp/zbX5DAihRoy1N/IJuCCJvI0q/mYfrU2zTlnWXWxiaj1PKsrqrWwAQaElRn2RbXmAbsLa257J5McT0njDVuvO2uw1et+tb6rXdsC7owyzJtq/3jYL9HLIcb1yy6ZmXae5kns5b949ULRq3T1W2eAX106UMPHbjrRaDc3X/jG6YNVyy4xNGe+zK3/q9vgd9+9AMj+xtTK5xqTMEzDBrSXcPMATjynzPnkjnQMPCJgecGkLEtUvT4Ap37pCIoErbEy7599QiIRAuJZEZKmyQSQwAzYgUF1MS7lR4np2LLfQGZIV0DvqBsEINPBhR6mrkB31QLQygQcZ52A/cpdTRZnOzVg0Yk5mrlJ7FNVLxBuYM0eXVMdYGuU4VeJi2kYTou1CK1Uu1A7VBtssYxNaG2F9+YqulqtXlz6QDEiTNjlcrZiR/MYLFIQf3M2NmJSmUGni4cU1MMDd+Kw7fjJN2YoHOScLA89fYYaUqf4V5rb4OasnmcZE/OrIZhxtbUgl0/mGFolQygSKe0kcND+XQ1F01xrMUuzgPwQx8inKti5roio9MvX+02hd2Yq4Xy2H33AfS+bYfXDq1lfyJLQdGXMWFn4DLzVzZ+dnnjP7j1hMP/Mu5JokQClr1L/mbecPWi1ZbvXz6v+JHNm8IZBjEiw3Bfwb5mMbOauQx8Q2n7wyD48xygm1edB6vz5s27cR5ih13DiWFUjDhZ1h5buGq0k12yeNO+egzECJ/v61iyj7eftr9lR/a45BJ0uvZEOuC1GHU5yezPmmqJXqmPu2R81fgV4zeMPzT+hfGnx7mBoXG0YmzLXEXPPKlEFpcWQ2axsDiyGBnRYtZMRl09aAb7zQfNR83IHF9KJ6bac4o6ONkYX4glqSfCgv1Ez3kWGBHrGqI4Xr1VHmK8JHBAZmx3V7lykiolWED4DqkDBlBHUaGHMAvNVjkdHx/g4xJZE1ZU+ujWuGy8s1TcWzxQREwRv3FRCpCvczAA1JolCsRHSalhk7RbOifp9JK0+XK1qjWpzmpU61iTS99WxzuWy69TEfrh+ExZQJieJONcK7NFL/zipa/TAa+TZ1rexE9qwJPTxzxkA0gdWxAsr3QIJJa8k28TI6/uS52Z3cE1F8jNSFj6H93kcGBLpK/FlVMJDIHOmk6rOLjFZLUZMblF7ithf7JOZqCGugOO6/7Z7lUawUUO/Zcvs7jmNcK9Pvt6bybsT9SpnydTHj/+6WdlcYO3cUPWHR5d96XGINTHPMFL1m2DS24ozw/evM7XnDi5xeje05w26bnky6Lxe6uDJW3O5P/1L7yxPBx8nEYCZNrkZ+Z84nL/wm13HJaEO78p9tXGhQV+x673G4k/0TMMezOWaZkZAJ9RsrWB+QOwqACuKBZTReRqT7TL7Te0s7Ad8HYYrvaX5fi+ehiEiTRvipT30YWRPDwBT8O3IGtEkM+TjQDIxOX7era04a+UkbKcw4ZQKCGa9MgnKUavyUil1gj2Gw8ajxqRMV4VbMCWo2MVjcgQLyPmSVmRieRdS2ybLMgRGcu7jBBBzPBoOTqKTqDTSNezHe1CDyLEIwmdR6iIDtJHWKTs9oAITqYUD/LE8/3q4qVcKEMEHn+GNx4PRZ+MKBEi7BFiTyPqwI3Dkbgcam62EULk3k2h10LnQtze0FQI7gqBEHZgGu7ihzP2cJJO7yYxIZFKMo9vpxqiHGuR5ckzJNxQ5XamCeAMqcxSh4cfpEiDsyffoUFJtzZOnyDHGCKw/6t8tkrnRZLJ3mz+JJHFdNUjjHzJ6BhspLEEjocy4kdV+fvosyVhU6hxTdodGF00ApecLm9fR+bSJvRJ3+br/e1fW+XvMKoS9l33qv8oHaDydevDh3oPrHav2nDH58LC7ff7SZz5amMR68cyVcUytZicTP9JSeIw5eMDQFd2lyFHJ/IgQ0AI6Y1mJiEkoBcl9qnkfzZbkPkQsISIgFklOmTWi4z7BLWyUChXZUGRUrLgSSayUo4r9HTtKel7uf4Ua3Z5JNHGdAIT6lQYRXGRF8zB7HXFud6CgDjLk3SCMPkTwaaS4uGMiMsFFJFIQVaMBxKRJ7G9ogaQTCH2IQkHu3RGLYlGE4BJnEtA/a7EwcTRBErMRqQ/aOHy1N9axgeewuy0eyrCb9ViB61zaq0w2r8zZD3qzPjhk69vbA4eIQLV4i7HmqsUZkNQceZAqzbjHmdyDdVBNiNUEvP4v7pm20ev8bixg0y1rTFK3uHp/6qHnCBIXGS+vIEXF4P7SvKi1deNLssVGj/bf+Xg6OUfAT9tfPfOgdv/wK3fsmCVEOctySSMukdN2D2usqIkWROWvH1+tDh/8NqdnwT37GtYb2PA+b/h2Oc6LANdoP15puv8OcXpk2TRCmxCW8KTcrTtq6dAivC4mhH2KbxH8hQ9WME9VYPBIlcTJtkETTT9tSC2XNO3J8pShfPGE0FJUsImGgxFraIsqOARgYF6pkfdpYqCcZvsdT7pUBxEnXHEQy6VHGagg/dKODXOxctMWAjjp4bjbfHskxklQwxAhrA9E1fi5GUOkTSjq+AtJg52xHfH98bPxdn4DCD9PXT/2Oxd1GvRPVfNtOOMqub47uMUaacVC6feoQPnND5PzB5XqlsxLgiGPO8OhmYVHl3nD9cqsYJdbwj51+j9JA7KFscM4lhDv8RpDDkIkzvWGxzLwJ2f3Hs7qnen26Q0B8WFJ/Xrty0YtVxdc5R1WMGr/s13mzZctWi1dXJErBiSJ8+R9kjMTxHzswY6lBhXFsvD5VNl1lj2lbPlR8tPlJ8vcylfRnC4ivvqGZAhnE3nHPt4n+Qr+pDRp/KStcp6fzIRjkoRE28AVmTQmibJFrQHGbCbwoBI32Q3bSckHPK7n3RRXSaspDqdJTotaPPByckZfl4kXkzmn8wpOcUflHOEk7mkktROoZNUXAgnk0ISDjDJTckdydeS55K6KfwHHkpOJqeSKFkc05bqXchdzWjPMldlbUtFnamr/D1+HFvwjWOUp7NJ5cRsoKsCJO3/K1O14FbMpzpxcGuqDAUpN0sbeXFJQz8QdnmdmJu50qU3Xvs4jmhRUY1oLW2W9isajxvWb8Pp4+K1/uYCv/2GDVsXruIXPTa2BgeyNDcxnz+DiI0eAi/iSDEB7EibCiNypPlKedUoyHQGsNh3Ux98tv077W+0I1MCfMkP3nCC583fM7+M0xPwBQANvYFQYGN/r6u/vzcWYvp1/e7+1f0o1T/av6X/pn7W3B/oh8ZVoStCcG5oT+jpEBJDo6GbQohsXjoSej3Ebg6BBaG1IdjbHwqw7mq9crAC+cquyoOV05W3KrpKqZrK6Q8IgEwv2k2bZkmnrJ4RNgk7BFJnnsJ36E1IcKd4gzkQ8qb7e9kuXrLZJUVId9HiQpfUha15Vywdf1JRAUeKN1WQaf5jTXdIpYqk8GXgRmXWSx/EL6Khgg95YywOvIdYVskVZJaOOSODjVlQwpk0ZOdSUaBxKGl1PKuVJtTWx+kfny1qty94kD7SrLoy9WMUiTSxs3725HEybsWjLcVToWf2yr3NvRAbtV4xdUjBON2DLLpdBLqkFl8RHVdeVieoNM9taioQUQVDO2mNTx3Aohai/CstIw+MDk2ELFExKsRiQyMb2pQex9pie18bFrPV/BfuXDocFMKxGB/b9vF0nyvysVy2ki+H4SWfWZRuW/HQ8py5DEauWLSuq62nU+hPJHIbPrUkX3z/Pyf5cuOb78jpgC9zRSSaWE9l7/x/n/8f+Ag7zbQxP1fcl7JXYyJ6gN6YMoekqGOfZAZmYj7MVok6CWfwbs9z4Iji9nFkinykDScrbTvzV0JzG1MMPAdsz/rSwdiTUSWq2QhyqcSxBYg2HULOdavDYHuSDP7C1sFKrIPVQDHrare2YbdhrwEdMkwapgzI0DwrazUBdPPk7O3KWeGlMlOfJpagfnZ6kuQYrTqPTcJYUjPjF6auZIr8u5JcUiV/ZMWRJYNzXSYPTwpH7WtuO/eB6KuvhmnhqLwp5uIHew5P5tsWxB/eod9w5cJL7D+If/m3jS9vbpwxrr924Rrj5Tf4+c2qbmtz4Jk0eEzpzfBgaxzEWV1M5+VtPh++3GjzuWw2XzU2LwbX2ECPbZENxmxRK8tDe9ybTIs4RwUWZCdcuMSZ3AcVqDg9cgkCBm6COyBq5yHoVluy99PA/zzUk1ms2+EuyBoQlJQOWX5LAuclYJVCUpv0fukjks6CJN+wEiXTRyYVORSRY6YyORCi29U2mXaYdpteM3EmZNINK1aTMeIJyEadKegL4+9sY55M00z0MOZdWt0/7ZPTMVNIqxamrXZZItVCGtsZkDnretKpOGkkR7Y38cgZxqGDREFHgizZis2hC60BuoYeVWuDM/zW9BT/1wKQnxhruUG9fFHFX1CXr5asyO5EUvLobmr6GNldqe44m1mNiFNRUjpGFBlQQdGqKi9kRVbrAHyiqNfyv6jIX1G+uvKK9mDwb/9GtiN92p8JvlzuPfAIHYiPnL8TTPv8cKJx2tr4ZVvt041JETzO7gRRARgXpq4gk/FvQjvJlqLGMDqM7X8704N9gOd5JoljtCtwVval9mfb4Zrc1hzUZ8G90Y9HYVcA3G951ELhhffgyP0I1JHehmQWGbNKbaQ2WZuqscXag7X9tYM1trbXd8B3yId8vri+DZja+skurY5UXD9pnDK+hnO951BQcXH5wRTLc0amXubNII7MmjrOw9GfQEZPCmT05AjZHlwBFa3yeALnXvUiYIpCMVJExTTzQNun22CbNq5MzDO9Qi/sVZi5ZBsjNqTlMWHq+NhOgpsfO9ZEbKvnjerB7R/OjqmDJ+gCHnJaNlFWwTFqQ25ep3ruaLWiwjhixGRi28oDTq1bkSH9KgCB/ENyNNI8KEHNMRWH77zhn8c2N759eMOJjYtBLNteGLjx/xxfNdFZWbX7CRAcb/v8Xa80Hm+80Th1We2/tka6Jz74wL0fuurRTZemr9tw3XfWZSEEoC97CYCwNLhnzfw5kY4N+Y4r88rOT20Yg3ff85G6y2wP/+0twDb+p/GLGdz4A+xyrP/rn2dYzFdj9xI5KXT3y77nWPZZg8EqhiLIqc5IdrHGp80wjWzqfAYrQcgEAJkzCRRPUA4BoDhFGfhptuRABFr+dFyJqPhtd0cXjo7jyuZtclxZuhL/qfWocXPIH5JpsWjoYBzsjgMyPSqCQ2hsHuJZt9YnSi6fwR/iplu5n8GfY/ZSGKRdUJxWq0Le3QoEZBXoFCf8KfQSfxC9rPXTS0WMJmW6umBIECICbA45pBBhDSGsKrm2O2TyJXJ1FjM1Mfu01r1Nk8fUp7UM1NfmHGrzM9WwLe520dEOVbtMSs1cCFSq9FpMhUfBBxq/TJr0Bzobv6zXQajzQCeWYpM1A8MiEG2FJx5bLYqrwaVrRBEuf+ihFaK4uPGpNsEDtP2eWE//Hdtyickx+5TLHk2Dq6O3Ru+PIp8EDOGfhuE9gUcC0BAAei8wPOx4zPGMA0VTkmT2WXXYkJq5TArH3taolANkeimcEoAgmKw5RSwYJROfkBIwoYyESG0DLVdrG1h3yCSaYwThMHHcji2XBnKgDSn0149pbSZjDFaCZHMFjlsbXo51gVFr8UkxTUdgY42wgwOrsYzep9qp5afnjE4MK423v/uN998GDnzzoZVrLNK2x6G9e1R+RDVUH85lXJs/cNdND3+/8foH7zoKVmx55xvxR771RP1RsEr1c6nzv+fu0y1hRuElyraupQuWwuwyMG/Z6mWQrQE9YlLAxy0MhvKFBYXhgf72tvnz8bVM23xXW9v8BfPnK8tWyPx8af7y+ePz2cH58+caFnkXZRYh0yLeumWJvp6YI81lBG4lCiRccBR5JCCaKn1310gwEuzmSOEiksDBSGJn7Mq00lZoz6fNhfltCxYQmRx1e2V+gbQAdgsLlAW7F6CRBTvIBb8ALF+wf8HRBciwwLsgswAtWLBytxs0oa7x4YV0v44RCbmgMkcxWuQ5dD4fTo3jA0HavXJDsSwzQSEYCe4NskxwR/BA8LUg60DB4MoyIF1hgFTXgIITHxDnckpzfl185UpaPFu5fOXRladXsj3LV25fuWvlgytZfqW08sTK8yvZoyvBjpVg5dp8e5lNgIcSIMEkAYHE9OI4S/GHuvv5PqkPGvtyCtO2u+1cG/KgNvnWcpkuldSb5e1lsKO8u7y3jCbLU2VYJrAZdScXhSROY62qTE5PYjtLVz/j0HmmULb0DH3GGaKJMysnW3YQt6xkIAU0B10frQIeaRBNcI4qQrgZlTVXfmnlNWrjSXVFmJxZIH2v7Rh77BjdNEouZxeQTEyQDdIzszov7gLQhLrmUYM8fZwi/eyz8V1z67q9VgFudeeDag64+xqpitcB9JI7uGI57+pppHp99saLNMILrziydsBoX7jjAaQzqREgmEPLcz/b0TjykQ+O3O1xmR0LEvqobwv47Bp+yCvc0TBv9scMtDB3DdjbeMFBAkFxsqznF31Eb4s/DP6sBYpDYB44Qot2jUd/0Xh6+KENi4c+1/gYWT6l6pMHG5wuamvuUuaEhRTgeYNPlEKOhIfjjBK0JgwmKkyMr8jVOcjFwyQEhDBnVej4HD0vUiwWKeHarVZ1QZtFPmSdtE5ZkbU4prKTlktewswm5dJ38FWcQJ8pny3TP2Q6OR2CGL8gOdamjs+gUSuw655mMnz33a7wAPjzEpG/B0w2ZtPexqKfb/bEIKmYB9b8XPuN58/AG/FvDDPfVAKcQAA9aApBt85lTnlMJsmawEmjQz1tS5EJxUHWLIqMkzEBg0k9WolbjOruK+R15owKHSlU6FCXaUtJ9RJrIW2zDpttMn1yTTCeM0J6VW80SmGJLG6LCKfGVJjjzhYs+/QkqS9Mvj12bOOY2p35yjEt1jwzQx3qz2bGRsxShwhfM6W4sXvw9k/nnHv3On3LwUf37dPZOubagHP3io231m57atGpNVIWJRubF923KrD4YRwTehqL2KtwTJhjSkwn86PnGXT+3GG7l5RP/qRcSSq4neCRAvh4+ktpqEu6kw8nH0uyHBIRZFPAIGZLwFUut1W9iaAU4qRi2564vqKvpnRmCy8ZnAmbLS90gA7Sc9xliVekEuL1kh6TUZ9zuoO2uOJxOmdKrU4c3J5zQv0u50HnUSdyaqVWClb/2+RL9PzRU/6d8Oq3j0+PfVuTn9maqp0OuT9OxkFsVDcH05lDkBLM3toI0CJYMyVTTyUKSdFcR0+O2auWGZ4gldOiWjB17d59QaU0rh9pfNj6T1cOgnmNr5GC6WTjZ7cM3N74woSH1krFy+Czi37WWiddvw3U9/2fRX+7TfXx1fNvsouwTGaZMvOGcndPeVEZfrL85TIMGgqGPsPXDT8w6EQ2xXayR9iXWF3NADK2oBkUCs6OQDiN+IQYTSCnFHNxHZy5ru23iYfyw4Cs5JLiRbLeKrMDgKMAAJk4mhHiaoJSW5EsZTMpjAUYLIxTcGJmOOM2k0lbtWjSVi2aZlYtmo6aTuAMTV212NTlY5oqqwsXieCO0cllLVsXW/gxoe1fdF8svfrW+c/qqowYVnRyt7rGedFHFo1OfXXrjR/+8MwyRvDZ2nKwzLXjIz9qjMcLO/4TTCZ/cuVNi0e//MCiN7WdjOLom2+uGEgmH3zz/voDt3QvVGnuOf8aewrTvJ2pgMXP2DJY5vJkAAoRPt4KmAKw6toswZJiBKUSPWO3uGWhBJgSMKBSyV6W/EpWEBRs3gR7nBdxvixm7BEvV8bybvcJmUh2WIngjLOtQ5ZK2I3zEnhQOigdlc5LLCNtknZIyI6kojCs+Px+2j3TQYdvKoP4yRG/4h/x7/Uf8OtomZNMKS3FpWgoUiwVYVFpY0iv6zmA9KAqSt4gX5JKmHclxWJSDdIRo03mjcBY1IqUFXq4QLYVndo4drxyll49RseZavPjBS2Pbd62z+wqfmXyFK1v/1BdZPPKpDa2Y4K0KJMJLMebU1eojmlzq9KYq1ih6qCZwyJOH02lUVRbeqLqmS6K81z21FrusX3f++7HHuPWb3JftX637i9DIStIgJ94Jizgp9YdHvCTBMzYqn/RfWDdVe6xxt5G0vCrN8DKQ1vXb9h6cNGNS+eIXVE+D5yN35e/f6IN8I2zfR5Dl2do6Y2LGv9G+Z1vDFPsU4HpZn75jNng9NLhUsq1LQCo+YY1hq0GxOZcOWgYyYPR9i3tcHUNMPxuHpoRL5J4Ocl0pIt7lKw+RBBPIakzpfMFzBa7Yie1Brs3o6gTJxDHdbQpJqZXCXWkcsZEPKJEZmBNEUDbQPQHIyDSAmv6XROwVO72z6KXVGr7p9UJ/8cZHOcsvQjORIEWswAmDSrPg+YuOToWgXY12qutAzui9vcEMfVdZ6p23/v0nPI6R/mOxaMEz6QnMKZ3w5c+ctv9c/Uf+crSS/a3Lx4XKsY8sF4b2nIl+9gKZydKTk9fBGGCzHLMh3mYD21MD/bAA16CX9IOCbQsX8/qCHc8MA1rEH3CDhjjbiMmv1Fg+ZSUZorRjpSkz36uTXISkJLkand37/GYObNiJhwwOzNtqXi0nXELbujOtRFAUojPgh1ZkO2TqqCq8HR1wOkAWw+AqQAIzOKRfkcgCL8VZim99AI4UguZ86q4696DvhcCkbQpbTT0S16AQJo3S+LG4VkUktGzFeynyKQZ9NF1F9B37+As/gj4rxG7c3/9AcElPdQCPwLMEM4bCfZoiHldGYgSgtbC88NrwmjO0CVD0ND/if7n+pGRSe5OwmQhwnuqiUCHVGoBHtVBp3i30q0Bj9a1Ao+cvBukkPuUGCPtIKQgV8wQkFkxgAwBFXIk5qZqoHaqhykJJViKC52RzhLOfA91TnZyTKfQuRffmOrUdXbOnTODLzo7MT32zsaxJvXV89DKPwIV4etjM4ejfwdNRDFE78GmFvf/98FErshoC5c8V7tN/xBGNH0zwQ/tu4Bd11A0Eby/BUe0FOvAj3GcNYdZzKwBX1HM3cQotAkmmwxJqGW3uWRjt68bIr5T6oROLkEslQubm4Mi4N2SG1q4IcXlUvw01sTeksaaC/whmYzyGTEeMk4adVhf/B25jp4O1LF9ZNfIWyPnR1hl5MDIoZHJEXbkaOxE7DQOE2L56qKU3987msrzu5QHlf0KUkiFbkF/fjjVq39W+Y7yEwX1K7X6XDC37JocmhqCO4YODB0aQkN8vViHfF2qL6+P19l6ZElpCVyiKCmcmQspaECpVG0OXSN7Ke8iLXZttL1FyVZlTsFqXyTtFae5t7jzHMs5M5E5ypyROWjOpaVVQFpVXAVXFWvOarx6d/VjVbYqSUUJShVpAVigKDUwUttUm6qhWnFsZ2upj8TTFDPYPJlrSSX9x8dOju18dWJneelZMitjjBYAd2oFwGb5D7/Z8ZnhJ/7jtCVmTJtePzNS7CJJIh6vTLJETpup4aZ7giPvGr+BIxrRE9VplcHZiRvRCPvjFjn7ZeRLly0klcJ8nVYKt12y+4nGrzbRQuGd1+8f2wx6D68HYNX05+790Acf+Oam2m+3RrqBD+TAUxeK3kMLcqR62JPXqoejH450jOVLWvHwlU9uWpu+bv01epBo/Hvjb9PHFKfZHu68h+ZJc7GM3kN2i4AnFZ4aZDKiKgIxC7tJZ84feK+8pg/45KwM5dICN3D7+vr6/X5foLcXxyjDgV5XINDb5/P7Nvb3ufr7+2asuMLypYjeLJd6+/zFQL/PEJcziYLUxtSwO8VvJlW5iHsQwbgDh+soLrmC6UTM0GLeB28n3UDgpdKpEuwsDZfgPaUvlo6U0PdKfy7BzaXrS7CjNFiCyRIw99/e/+H+v/aza/uBrz/bD7v7F/bD2/pBb6nPz9Z8/QG+BrbXHqzBWi0gDILBOaQvU4mQ02SKmg3kmJgQw5FVLF6IawcQUlydT+AU1YMIG/4tm9I70rvTSEiDNMUHaO5cOzl+fUz4Nu0XIiUPB13TSTZrkerFzrGxVndzpjx5liY2dRyh0TTGo545UKN3r04rWpAJFeRSm1ChLRKkUvqeLokOrkij9xhcEdUGV2irFugwWvaeFllc3597vs9MMGy9PjutRLx8xbXg88uXiFdt+cW9nnjluousXcozAPjexy/1F7SaBFJrDn/b8+PL5W5bMsn22rdc0fjGtz0xMj0cx2UwgeUsyXxWWd7q+Fu8ftItRX0Jl8mfCEsS0yIJ2sokQzJOp+tFcz4lTP2+Eac3Pjp53o0DdMYHBjb5dpBTiSkf8PnSKepzmnUnWl0iCUyL8yGu/4yaVM44/b9D2lZi0npvooV88wbCLpos8p7FF1OKlCjQd0cDOC/8600kPSR6t6QxzN2IfcNasFt5jNKjBufDNRD9YQnQjYDqyLyRG0cQu8K1IrEC++9ZInUWor5VusFETybpXqvrl1zpPtNQYliaz0WqTFWoRqpKdaS6qcrZ2IVLqyhc2bJ8sb6FlmsVFykb7neBg66jZPCHKy74Ij7oyyn8WmltcS0yrI0zq0BPZBXYv+rgKsivAka0KrqU+ia9VV5KwBWRJDKjZDyaKyg9hPzDZqvcE19I/VhnblCZz/QL/bA/TtqnD5D2afweg4UM/eQMOJg5mjmRQZk4UygVRgo7Cq8VdIZCYd2lKmi0FTPa3AiuIUbVot8FKFENJHpmZtTYDGsnlxKYKO11agWKznCaFrf/N3a/11yQ9x4W0gIW1UqAN7YqWHfAQeGeTXiohvlsYkQvBIeanAsuFiN1ATnBds4uIPdcAvapKM+GaRYYCoVWSGjjAwROqu6MH2ZrWObqYLXyw1aZKw4CrkvsSnUhQw24aomaXLuhxsIaMArGvUZI5Y5s2inKyMTJkfCWTn1bokMqc1FfLyokku46ymBBNLWIWV0VswddYL+LCBoVM0CEDMcRWG/r8d5eWqXuXd57tPdE7+leXc/23l29D/YivlfqPd+Lir0H6SNs7+DuFIikSiklhVJxWTMBBaWDgjqMKB0vFDRAZ2EG0FmIFJTCJixY5wrc3sJUAe4qgIIG6CQ7QJq24CIU59LXx/++NF0M4iSCNCtH/38EqQnhVOWFrbXIy5VVj0Ahmk0I5yx68z2Eg2A3wQECzWyYZ/GbmiBQ7GbjoXVqARgyaSwHBBNUYxTmL88zuvN/OmwRZJmEpOOk+qcAneyWoYF0fkQsuy3nLDqzxann04m8VODa+3r2lPX9/nrKaw6kElJMitrIYuwDtkM2lkc2HJkqhpBsNEpiZhJOQQiZLmBCXQozRI/lDxtcskRHn0YzshRv76eVDyPy51L5aBwzeaY2SALMcymo35U6mDqKed+SQf9tklYGy+Xf5VsAlz8eI+1b74JrzZYLKXJL6ykhMZ797+TNF1QO/wHQMj/LsCu/8NFrov6B6fP1kOvvASw/dH3j2QsY9+97bm98YW00oJYP0c/fE2RJ47TFOM8jOMtu5h2F99M4je5wa8Zpik+S37ECJrybbIEJJxUf30kglp0EdAFtrIktd+mLCbJyW2hPuHJS1hRooqIzGZeKzitdhLTsJbOhii5kcMU76XGVkGtXKrQjwIiy8fZ2rQTePoOgbAc72ne3720/1862FycuVrZjrzexkhfp1ixskvCtPBsKUX/cUgRvwiU5Nw1h/kHCdxFgsn0gbLKG/Fl3BABOHGt13UucxgvAkiUvJ8YHLrux8fs+a1l3cZZHYJNQ1wRMUt6swLHNyf/H3pvHyVVVi8Jn73Nqnk7N8zxXdXdVV53qrurxJOkpTTrdgUBCoJOAyCBo0s0ggpAWCegVSFRk8OpLnMDxkZARUGl/hgSvNEQNAdRAVBSuGok+FURS/dbe51R1VRK41/u9Pz9+oauHc/Zee6957bXXAtwMomdOt6FzJMcup+GFO4X7hX0Ce3kafTiJ9oXQolQmtXbJItuSJYsaLeZBa7c9Q278tuZJ3OpF8duhuGDLxDI4kZFKoD+UUSQyHZmjmd9l/p5RLM18JPPJzIMZTrnEseShJezQkhuW3LHkviV/X6IQlly35PYlLLcEqbRLPEuwZtGSTIqLdPdXkKmyqbKl8krljYqi0tGdyKvyfsT41/s3+mf8s/7D/uN+lZb1+yIJe2O4hUll4q0Abp8v6A0ERX9rH8246wv2YTfbF2kVWwkZeEi2XSvfurWVNbR2BjsqQdFURna2zNDsTCvJtyPZmW42HmEYkmrH1FPtpMJimBmup9rRw8Iz0+xqWdRn5tg1BXUOHJBCCLVkO5q0QwuwT0uuX6VucksWd3uekTptvJuFrXy3/LuzJ96Rym1HFmjt/G1nJt890Lb49LS79Gc+Ndks4J+6oTnz7qrKue9rzLoT1l10F60hNr8Z5MQ2ehctLb6P0uJl+Dp8L2Z1Ld4WfNh13HXSxUonzYrFNlDsIkeabm7hEKdhOpCuo7+NCSXdJpJglddt14FE1xFnvrUDnHly1q1cp9ykZCMscGBKTurVaY0CzK1mmUF6QCy4vcJsATGFfEEssFq20CV2kYBS12Ia1NDYM2mTH2n9opQswrrZaDoti5K05GoZhY3pmfTWNJtOt9GbaRI50FIXIMJBdkh5G7Kkn6oVw6kleNGbRQ2KYO6AlLQ7JyXdz/FH5+rNd+S70adJEftCMm/91yVzQ42XpkzfMLutQaRM9ozNXto/3p09l62Up69+ePXi1fUMX/QroVmiPH5o/c2x1jXZxWu0Cc3gckXvV9euDqSWN2T6vuOT5IwVcPsn9mGmHeXENXrqQ2mSmk4N++EMiqRz2Uw6k02LGq2QXuvz2nw+byabHeIUNo50Tp3hQcbwTp0pw2XTPgWj8Opy0RDLBCPtSoNFtBAmt3hScl0SHfykZDi+vYNkwp7cFUqQz7d2GXhSV/XkLpBoPvIJf/cRx6ACD3zdhx7wkfr+rMZ3le8jvk/6OLXSO+S9wXuH9yHvQa9Sq0AWLptReNM+VQgW5GCZIomVk36aEzRCXkMjLeg4KZ1TyCk7B89qj/XPAVv317xmWtYRfOasGr5BUuECZhLJrVxR+KzqotZNISL3TpD8ZPZPvSl9tvoauqgBr5+rPlUOu1rQn9ssrpbP31y6HBXY29Si9f2nPvD5JqSO4+dvi3k08bjZ6U9eVv0Syn28NMDFAYc5wOErgMMRbBELlD9VmHjCrF7d5mrDI92ruzE7aB3EJtYWiiwTfmR7yYYNNr8Nazibm/TTE9MkZTuK/h5FtBM2jqKolyRfZ3tZXS9woak32Iujyt6uIlEkMEaRWHZX+YLCQ8W9RTxQXFnExSWdA4u95a5M54DHu7jFnc10tbhXdl7WiVcOXDaAOwcG1rpbbG53y2KvdyjTZctkuhp80JbOrsUZr3tAnSj2imw+2NeujNpH2ERQtMW1GWKODFsdQmcXgn//3oUU5N/furCa67J1XdZ1XRfnyEjq7L6Mgnb3UGTsmfMzmzOfyyg0OIN0bMbbtZgT4y1krAlPSPhGy2Mt+KoWJJB/R1qwqSUIXyrupW5scCMz19LpHuBG8g3aShwRRcSIyGASg2K/+Ij4pKgwseJonB7z7XIEhHyOHm3WKmQc9dSJS24FSEuJgsdQaw0Iv5mWuqVPn5YsZj4LERISnJoywX8Fam3SYhvwb9pcpJndcslRuXbM1OS7xnSkTpq1ujFSd6F+xC40AQmienBHDu2wrzRQbWlNaMVgXqGOWTLVz1w8nhwf+1KXvTKIlavCSxMTE+icj2y89MsX5Dz5M5yKpK/ngfcP6S18K6+OxZYnr59GmWu85yjjcTbp6v1Ex3SqDWic+9Z91We+knZimpMM9E1ykhPMX8QPG6iPqR3WrtKyOr/XjznGxmBNADForT9g8/sDvHmrGZtdetP5zPuZ6xl2gEEf9qM1/g/4MeP3xQJDCWVeiUhf5/VK0CRKNOTTGuV8X6s3pRIVJH1YgZThQDSA/IzSrxJVNFeQ5AmrEKPiVSEVq2ZVqah8xYukBcf89bTgplzgg+Z6BvAZFqpsSxyQ0nuJ81fL8ZXy9UHMaJCU3Hs2tyJcWjghvaaKpeTeBSy981eMa7m97F3v7CY5vec248PBrqQZc9SHu7g6pFgKNucYsxrFSV+zt8QtsNlyoXC90hzS24QOG9prO2jDpRLiSshWipWE0l9LHFsiuvp8/nwcUK4OWZ3CtyaQooRcbak2nB/dMYpHl2DTeGKHY9aBNzg2ObY4WNbgQA6HriD2916uMy1PGAwGpOYMq0ZEky4lglYwpZAp9UgKq9mUP1FQMSMiTY9rAzyNqFJiOBxvOa+w1YJClrxlwsJaDOMknRc7Mv3i+graVEFPVlBlDTmcmzpQOAGOXY7cj5yr5PgTp+OgdiBKsmdO8IdPHaRZB6Tw/gnpoKhmwa2THPOpmgMhZSEoa81CpMTe+kVeyl52W/1wqebu2eUDU6edJ4XQ5bpOyFwv5KRYuvvOSslm7xjYbvvWJyY+8PjQCVaTDaYXZTy+xFhnpSU32L368g9dee7aoNGmNXi8gY8WLGsK0dAp5iPdybC7tVD97bbzxr79Fashcv/9V43fc3PbB9eeby55bX6Lyx7MpkqLIvHyyiWVQDSdX5N+oPq5C3l13PWH6v/Jaor8umQMzaLK8IqOzraot04bv6Y5390oItGGpZE2jCGzR6gQ9IiBuMBU+Ap+oUKu+2isbivWmjymDEjK7GwWZ2PY5HI7UdApJOwqegVLxYYCGl2uy6Bj0iK11rzkTqUqFRZ1vMUqOHVMO98O/mF7xiOShAexCAxn8uQ8eN6DHvEghnYXZT2h4IbwlvC2MMuEZ8PHw6w63GuS7nSaRTN5zwR26VbzdjM+bEbjZmTOTdX5dJ3ckvrEwal6hW6a+FCoMXKNZuYKhcPHCIvTM97JWfkokXDwdPY0wni3HjJFcxPmpY4y0t8Uvya4X3TD/a1X3fHdS8+/8rofrZt6KkETsOIylt/5MTcy+XlfYauM5m+suvbae2ee+dk9/2tk5NT1JCWretsCKj+X6kOnpqu/mrvkO1IdEMBlCez5CjMEEvWDKXKOrk170pk0q2v1tmZbWdU3i+hB4RvCYwL7iT7UGUCaiDuSjrAvhl8PvxVmt7i3uXHIjdyWkKm7vTeRU3GGDtQVH7w9qYu1M118F9Z0ZXgfvZuJ56Xe8FjLOnmp5YhXkEMDvFQ1UcvWz4dNPNrII34kuAgtEk3ZddkN2VeyXH8WHc6irHzafpQWtayd0tVseHJKx5PWMaQOKQnNzM1JHwcm62n5k2ubTntlQ9tWx0RDN6WmiiCyid5UBkRRqtvf5Qp7bkvXeP+l3x9ftHAaL92vO7V5oRLICwsG+Nq3meWDYJyvWdSypjV2wyWHFg7mf/jVdasCqX/+oOFMXsp9eBr4r4Upow6J/1YB/63mruRu5NhcV38XtnnQXz3oNQ9y2dED9q/b37KzNttu2wEb+zszesKAvmV4wvBjA/t1/X49FtOzaZyOACcOifR+m4otl60qXTBIGjE9vVulEwK+/SgganW6YsKqYqQDLNFBTuxVqaAqWKb3YTWsq2ASTTRWk8wLJJNzo2mriTOwpgCxK716pxAIOltFd0QwtQZbN7VuaeV0bOtVUvsU0aizCTmZPlTOroZAzgk5674gd51oYEhLpUmA94NGlRoemOtl9OosOSV3R5us8WTJrFQ1cmS9ppKzmSPrItyPuKcJQ7ZXJm88fPUFV3/4qUcumagXVYrU5O42palojxYj3RJHIjycWrT9Y08+8+kvy+WUHGDq11iSjX+k9Yqspbjm81GwbxYBbh8mtUGQVbSZdEHdvI59zv6KHdPzKJ2CtgU5H7Dt4lJcmWMf7toHDGZDadt/2v5hYz9hecDydQvLjMyMgC09sgibVJo+c0dbJiEWOjqcGq/oDQreWMKp6iMnKKFeVsP2dmt0zJA4RHBQAJwOqVJ9O/KI5oLl84agu7MX9Zr6UN+Y2ZQIJjD5kktsS3AaNmGVOi2YnB7BSmmnLB6mBYFPTDZ4zwX+5anC5OE5mmvdKD2p5CTlvg/IJ+UHwEiWbr81JMkQhNH275ONolRSojGKulCtyGRjuxa5h0uSlkc8E6vcwwST04e/eMktMxd9vPrcp6/8Aqp8MB5K6C+7x+ZbYe/WmztL+orRds/FK26/NijjVsLoD6dKA1s/NFSwFvd/srflm5dYHVF9Xt/+/Yui7QqUinPoZ+deOmWpvlFHMvWviW+WITYVigNucRDj54ZeGcLMED8UGmJ1Cnsdt66Uq+xivx7aH8LKYZQY/t3w34fZO5fev/ThpWzN1dY4TErOOxrN5hJiMhod4PoIbvtKiQGVV0rrB9z6ApzOZhRJ92txOeDWqEp5n0yjWog1zXSJotfkQ3qlz+sVebtAEplGmSJfxORLqLi1CGgugrVFmneNMGE+jMMiSQcdB5w2I5m419TnoP1gpGyzyUYb91/FtlxTrskukhFt7pSCY4Qpaz1imhrHqORuPtI7CmBrNnPLJV88PC3jkeA+eO3tKy6+x2as6EudZn23/Vyv7Z7L9EABH7x+xbVfvHJr9bmPXzRzYutAaWq2jsg2ytA2y9Sl5/4McfEUUrTH1ny/HbAfs1svuSQbaOn95P6itTAEcroMvPwa4LuV6UTLJTl92YKctqqR04DeNKCvGfYYnjKwbgPSWjwW/HsLAult8/zVgx/y7PUc9LBO78Pefd5DXi5X6a9gMTObwZkoNgVNQ6KKJkap2HzerXM6HGWQ1Q4bldVulZDQ6ZiUmKqdd6RCKVWO3m/SsHxBrlISz0pVSlxgDOVIlJb3w3D+iiME0trhNNGcVStIbDLRxvxMHiR2/ipJzO/q7BfoZzxPP0Wd3SFsMG0ybTGxply9Z0Kj9JYuSjX8ofD8qbOKbyq8a4laNZ09VRPhp8vveh8sixw9O82kKoVrSYmvEcR7Pnj9V75z6blKjGTBTermXYDLNfm9qnpypFF+H3toww33b9pPJTfygSS3Bk79pk4SuBL9Z6+leCG1pzLA4/cormF0TIF5/THGADjvIBzNp/gyzzK5mRzW5VJGE8+G2DwpN4OsLCtqUFNuglIvB7s7SD5XY35CeIdyVnlYyRKPFStFJv1uCQu7VHqBftqc9FN0k6r6btQH//P0ZuWs+6Rb4XYL9DKWVLCgOY3hrycmp/m/r508cWYuA8HcdO2wa6EqLW1SI4voMxMamv2bH6xZJK65cNGiNWiOoKQpw0HGA/eTRReuERetWfOPnxE0fIhmOuAIPcQ65SUfWxoELGLaYO/7gd8KzJHHGDvs/EWw8yOu1a4rXayq/f72h9vZ/emn0/ia9EfTd6VZKTD2JubUqzFJ3WVD/HYeU7ka4FqDLbkW3JIZyalIjY8dAVZjCiAjG4gkFiSqTZaoNE8NtGGBEaRCao5MQWC8G70zXtbIeltFk0043IpaaQCybsBIZ4pNBwpzNAoEXDBZkITipHxJriEz8azisH460NwVg+2//OYXt61rkHmD5Y/x2qX5iBBdtmPtFcHb/jo7fRX6zZOffuTib50m4/rKg49OFce23bzhzx9y/e3eO6QYMQN7/AXwF/qZo+Su71uigXh+qWAqlwLPz0JitZ2kL3aXuyvd9VgXp9lrPWg9amXdCROpS781tD3EhZg2vg3r2ko2E4f0LGfoYWIBkTb71MCOBhyprNQIwi07B63SAUCi0TWgp4WmzmBnrpMlRedwJ59HeYZ6BsdIuZxTk02OQXO4haqbHOkP9+wU7Z5MW0M0XoZZ8Ajebdd70dlC9+wX6q5Az9jsxsUNe98Yr2+0/y9757ZD62/OjTQj4FAtYs8+TyP20v73g7/2BfZh0Ci2PYay2iD1iSstGISMMCOAeSC0goIwx6IWe1CMOZSBkNEmBDTey3W6TDARU2uZgkjPUs6BDS+oUplctD86HmWjUQ0taRPIiLTlmYbNRBMJMRQVcokNifkEa0qgiQTamECJStCJnBmxLnaku7WhmHSn1uqQ7tT6QCMx/AQ/y7MVcp1WKrWh4PmTgL9GsUMTI07QeihSR5haqkThd5NNJj7py1GoxUfNxVcbM6uyC9LnvQqonimOFF+gQugHM19YuumM0qk6y0iT9fehWx68eOjsBVNPxcg1uC3Ndp8XeOZaeq6y5DHGBegKA7oq3qXeC73sPgWyK+IKzMpHuhqFXnSbNORoNqW2ChpVgEMoOTSSujL1idQDqRdTb6WUKRNCahahtCqXHmonrHJYNKt4wckgzIA+YdqVoETI7gcBu8Fo3oqOk0tQVhKtxPSylJZVOeUwCGE5syYVEBEJhrvsLgHswxRKpXIMPUjVsHGRE2m9Er+aJ/VKnuTQDm6Ww1yxLZgLglh8IzAPJJObnCoePcEfbAqjHCT5ipXTw500kfbZqeljVN27+qVItVTt4IB8LaQ4Sdu+Smf18oVKIgY1iNSUfw/DkN4SFhrjoddWD255+NhTf9vUwIz+xHmrLv179RkUe7oeFq3+0LHj1t2Hnv7haaLwUuOaHhEZ/hxDvqXJ9yH+tN7Hv95j4XkfUbMnxSjY4LR/UtLT6Rn2sEn4ssrDKj0ODzaypiDqUCoBuXvUZiGuTEptGklTHjVplmWCf4LJ4IiEXLb9IDpp3RELbXSlY5g8g1NMxqGkdeV9jAYtzmsmNOs1tDcX6bxq0vRrsBM+yRV8udCZJhIX6G12PleLY70snUeAYi8UaE1ncoB5+FihcIRW55Yug2QbrrAudEyQ7nvIZUgWuuMmpfa4tE3C5+TGx1gdyKgd0dSI3A/5y6T/cYA0QmZF2vwY3dmpb7nwnEKF9EM+enP3FQ5buvrcoNyf9W+0b5VkUwXRz2l/1giTYX7+GBOZP7zLEREoubqjWSGJ0Aum10y4Ylpqwsq4jguGk+k4KdOfyIX7w5g4LaEwqwuH0+ucKOfsdz7nfMXJmZzbnI84WZOTNss0cxomTTAh2pPBqF+nNDAGN/Kzbrs/ythb/KStoEGkV1HtgZDAG0IGvN2ww4BJG5w3DKxhPyrTOtm1sP8vj5CWmOvo1Uu5Os9cv9TWSurHcsJcIVEKuWDw9EKbadJ6uKHbR82DJZtNOwzBLqO/Dvece/lg3OpXC5WBc24a7uwnja+yKxyVwS90XdpTaFl+Af7mWDY23NNvjlyx4qpbVq2NkA5YS749PhS6qte3vtY7oVWxlvEzbUglmjS6tK4CjiXLmJCTVFc5KQ5E44LbijS2tA3P2dB9HnSO/yL/1X72n270mBv904cO+pDPzTkTZnSBGT1kRiZz0IxjNkQye7COM9sckUV62F8jo4cddjBOTstka1Qvhnxuxmm2BRxO3hsQnDxwBXgxKXA1VzmQQ22UCpVLja3yWxPbEzhBfsOf3t2KFiifJO2sCuYKPfrKLhSjl5u0FfuLJ6TS9LTZFS2jMjU11Z4njf2mGuogNUaE2lBSlexMJEGqdDpVNVIngXnalqUDt97St+zLg+FC3/WJgj3gvd+2tXWxYcXY3dZbj+1KWj0Vm06vTnm6eD27+vnx5NbBFR9Yfom51BlbGVmRz9mDpYno0K43dwRMS+JXfakzGhkSZPp/jdC/8vZaHQ70e8U6JsE8KNoifCAsRF1qk6COuqKY5/2GEOnsjLXx78He2hkX6dzBqXcFnCEqOXzmWWK3gdCyM7R2K2dgHCjOOkyyArCTnrxmJJq3m3eYj5tPmhVmcyopeQVSASPitM0emSTES9sEHWT6qV9G7vTRbDdJ8VKTCfYniOoXZhovx5INRb9fsURpMWQQOu88vVWo7u0zKFesGF506acVyiWC1qvQ8T07u6o3VYwO7HCggLEN3dE1tK5cJLknDyEbmib1SJid0p3iQIRkDbwu6mE37uTu53DCjRyLdCBOw0wAtiEIJKdnrEBuSk61K8xILTmCnm1a9Ir2DS3WrjduNGKjyYnUTtEBiizOBqRLlGq94JHLQNEzBhNsusmD3vDMe7DHk07Ju1Nv5TnreWbt5JFpcnVE3qATc2SPpA2i9xkXcjoWjEZyudEsX1mlfZCKaHpF36KrSykB9imYlnYJjfbrlStwQFxV7rY480sElU/l7flWF7pjYZuq8h1gkhEUA1kZYrLMIRJzOLkrSFucHhf9Rl6wu4IRQWvP2Lvsj9v/w/5zuxLY3YMCpImJZl8gBAwYCcSeoAzq4zS7wpZMhqqRUFw4nEEZtY20yjJJzWYfDYTNtKEtYdA3GJZp1SrBOFzgUxupCZx3saSdwKyLlRoKSLw6dWSOsiuJz/c/OzdN74DKFxGJFmroE1y/LFPft4YAID1HYc2JWtQPx9YPf/Anw0tMF2woLZ/ubu8dvIloo69lyxeDAnKhX2woxG9b2qdPqtKr9vZfNHbjppXrs9lqFG0Y+PZN3VfK/TBdpM8a+BIe0aQI2TyCSYFaFHwwwhpIsZsQaWe9y4Nd3PdgM7Jya1iVaAiS8lZbgtuCOOgh7QJFISlGTAyCPU4mSc/gpEi6UoqLB+FLpZ+0P1rDkJaU25M7krNJzswmWyW1bbJGBVKiDvMhW96GaetMjSgVsaGN10mbS/oJA9JbW+FIQgCb4HO0GTuxCGY0bBfp2ZnXsOQ2F9bQmwp1g7vW2uvgdL3w6EL9miNSDICQ8nStySXppURyEWpFA6LmM/t94bM29sIf/e3KiQ8F9KSply9o1Crb2nMafQT5pG6myIWWr74sdckvSPtKu52zGfv+2ds/ilp7TDbys9XYf+oJ2q8L6NsCsvBC0Fk6kIa7xVjcJxq83oidpRfBwPsfZ19hObmWLyngCxb1Ii3IxQhgKUoa+TJ2+M4GuidIak+Qi2PcBuUm5RYla1I+qXxOyZpZJWON60kj4X3uiC3gdYtu2bOhgRS9zijwbkTKU2F3rl7Bd/bILOzXs7MHjtBo6LRUnLWfdviVop2kzRfp7bUQK7G+S22Kor2ILB3JeEdHPNkxPKExtlR/Grfox8c1htY/TChQolRKJDs6qvgB0jTQbid9fx9o/bjAO1nnW7W+4kZ0C9Cwg5nZo3Q5/fRGIEmAMzwO6wf63bMVNKyN9ulycJxoJq2qt5KWqxMMVrOMi/Ta2SXKxNZRkYgtIJWlEA1ag0BS97drdmg4Ta4mCMn1b9obhrRRPDDZLxc4qgm+Wo9byRdDt0SSo2vdOr0p9warDqTV+Idj+fJIaBS5ilY3dlQ/VeRbL6zpv2WwFidzyU6j7kmAn9gSTgbDd4hT7zGSeLSVWsnEUEbIxCJiZVOcKes4U6Ktyu20BdN0M5EfIX2CaNkH2py3Mb23TsNoWfWnCbNeb06gtlbYFUMrqbtkM3ajpd1GG3I4WCcvVPcRFND9p3QKMAeZK/cFeGQyadyOJ6lm1jBKRgPfqUnrVFWAwYTQDA61xSTZlwRoQx1oA9pq2G7AhjMJ7YgENKkLl5PUzH9R6QRdOAFg02WMj9cWMsFmHyRAO+hiHmy5fWE1tzO0F68TPUP5LcKkkVZ0mNWukGBTF/tBl/AhwWRELkWYNMUCYonSkl1mnUmIRv1yUGiETZm+x6lAmxAx6ec0ou+9mHU/pxXj78aZSibop8XALGzURQqIBUHm0pz/7n4p59/tiQk7grOkVwiS24Wog0GrPpugzenQys058FDNUkNEmjRF/VKS63GAPzInMa7Es7LUIxZ8JSeVLBirl0zJZpv5uK6PupFZkIhcVVRJHdHR5lIyWSolU8Lw6s7vF2JpYOyVnvTvFSv/vnLNwOUKFlg5mRSK7/z7I25fvhTyYy7j5hynfmFPpkZ7pP7M6HHFOYyb2SbynAL9VYFMiqAip2AtCnJyutvqANuZtmUGrczo6E7rQegxJEYJfzxM2z2xDG8n9aFYu0FWJzpEsm8pp5S6hSaOMVKOCSlxA880qI2jpCNUvftxU1tP0NR1Rl84TEePr3YHf0TkVySCC54ounmZTfkP/CNKe+8Ec2mlU9khx7jIepfBeiPMF6VTE4PFLpBCFSHEZpQqumK7oDJSxwLLtOUnQh5sPY6xAGNxGo3TTHuZR8QISSOPkC5te5yiz+J0yut01pnMibY6tzuxcz8a3VyXDlQ0HKyVbqzk5mSJfmIuW6+b05yE1Rz0huUTsfGZa1KBDl1gtPqm1Lb9D/4E+uWhdb7Wijag9HxZpMIbDxbNsA+nhruiuCa/A3gU5EeEuWNvSJ1sEVCENOjyk/bZRjtJZVczsR3mWfNhM5sHQ37CzJppa0Wv2jiO12GMJ9Tr1Zg6SmpTBG2IoIifkggLW4RB6psZI23Jq6HG/Aly35l0BaZN0A+Cof9s/Zz9KSLGkSpcovFlsroskmusSMLR0Y1IXhoetZ/6T2uLnkMqwYqWu1sMCszZdMn0BRm7Df/2kMOnaUHviypTDodPl6l+JahzqbjFoUEZ5+xnwW4dRbdLVms4JoU2vbxVeMD3dd9+H3vF8IeH7xxmZaOG1fCPS/gXeZKDiS1KsWUAfNHM0OLvwqp6YXV9nGZ3ezjACrQoYai4n1M/Kra275f6uZLP3cVuob2VbFxbuY8pIr7IlNHyYHlTGa8rP1nGW8rbym+U58tcOW5SIrVSJzUAYEkLa7lfMQVxgtwt2Eq5jHYnZrVgVw94qFDS8U6BCCPcHvSQmbrjoimE1rAh0eIUQtLhzro41xOMPxJ/Ms6+EkeheD6OZ+Jb45iE4MT4RPx4XKGOx5edU2vmSiKnB6jTKjVzpVfUi/L52nRjs/K1tCTFNG3GS1BLpR6pcrbQzFW6xUjamNMw6nQtjnpabvrpd8yo6fcefc2lAAb72R9VkvmYpx1HIm69WejQGpPVl1t0QCV50sw1XX0lZtKSpr3nrb4medHkh4IGbHrb4e3wJDuUDmUmh0NXWzXnVH/WS/L5HDhqKNIWr9WfkX6upN29YZHc+nz0ossvX5ucpL1/ketf7v2r+v97//5Pev+a/9/0/l1x0Rm9f9uE9+j9S92G/0nz31Pfpc4Emv8m+Mqkj3kRXUq6S5zc1ZIj59gnxSjom0OmF0xvmtj7snuzB7PsBdnLszdkWflOnJV1Bqgs5UH5xKm6TQCppObf2ptIC4aULvN9+LFIDVTiGqpFMxLBo9uCtiGMpJp3BLl+UXIOczniHOaIc5gjzmGOOIc56tWRMlI5tGY8ty73JO2Ow+S253bkZnPgLOZypZSRhnhCoo0kbzxne8X2ho21ie4NccTEYeh4KCQ7i7RoUAhmYEjRID40EwL3MBQK4a2UYFhSrwCHpNL103VVP33UMzdZKyfHH2gsc1ojF0ojNXuJtk5fMAxkMqER5NNExlnlS72VukQq+Jbqq+AvOg18sW1BiFBRccEH/URmgBHOOfjuf1xi0Y5WR5ukxtVUJIxc+IH42p8TApH0qh9w/meK89WPMTHAtQ+Q/uEYGLEpxdOKFxVvKRQkvzTUDkhuz9RtqgDFJIknhWUkh3XR7zX6k/saCts+mpIUQxxwIjWsZ30sI+ZSKYLnFMFziuA5JXb1CynpZEVHUpzXrEs9mcJMCjGp7akdqdkUYDlVon0ndFanMGPZCronTHFudIuBDTbE2ADLNunIH8Z2yyEB+lnpljxWeyQuzLgR40aL6VX8PHi01HVdK91/kWXBtCQIDk6fXtBWav0515R4R42hs+G6doL67neSi/U7yQvmIf4zMQ+dBrPQqtAlq6/KGuHcVRv8GjAY2z0x9NFzHMq30ccppo8IxoCiSfQDnsOXnnozlwHkdyRrNhSPb6Q+2NtigOeLXcJL7H+y+Kj3d15ccS114X+okUttYe16EwnrqMAgUj/K+O3UWAjQTqyhU050nRNxznudu5019jdyTpc6IBpsQoA4Po8qJGxr9bzAXKH6sIr0dSUe9RsKFFLkFZhRIDWrCBvo5QCbYFATw1RvER0mE01tt9AGI94YbTBCrj5ZcrUrSXIV4QO1xNbpadjs6YMLYlw6Y5ianpYPRAuF/oMnyH2R6SnAxvQ0uZpkRHZzFJlt3cgeLQEWKBKQVCqviG9MaS28s3rXqPa5lXp/9kWkNNoKh7kKx6njyWoRzVW/cZ7djs5Ft5riyFHdf1Qwu5CD+Ib0/AB4yQSeSZSZEi0vhF8L4xeDrwfxw459jkMO1k38Qq/XHvo+5SM1MIuCOO97Pdv4R3hM+/lqpPB+3O1919D+qad42h6Tlg82S6WDp6amTovVO1S1ht0qZ3Shz2jv0o/dtHRwYOlHvjIY3tlq8gzqFeg7/1tjEHtNWrbjwysuWX3uLR9defFnhkqW7TH9dNvieKq3e9VIO6EhlvQ/ZnvAFwkzGRDo/9jpdS2yAa24wdtIMC2wmhD4HBomSQ81MJjTaqAjLTyhAXPCFAlGsCVC1pUjcgDMwj6eQSTUsp7ZznCSbNjIzIDlKPloGi3DelWhBEuCAkaXxmjNGvPk/SXkYOUVM9sXJMnq68wbzI+YOfK7nHkTbQQ3b1ZpwaRHE6JxwohnjIjcmZ81HjZyGvDRzzEaS4JkDKytGYPk44S5WARXhz9VKByd5Wu/JOwNPgFpWlqkIQbYb17RFF2Imfl4U3iBI31Ik2b4o6J2dYHtqT5Vi11Vn0LdekucxhxQ9yP20KrVQXv1mVUhuz3ElqpvBzcvhLI2B5AKqYM3dxvhR6LWhZuD1b9dUhxzVG2OZcXPoT86xoqXrC8uk33FbUCDXeire+whkLckiXJXooU4D4d38TYS9zophu1uIR6Cn0AiuwVNu7s93c6Cgc57cAKswZQyQetlZdqEfYlDCUyT5GzgaEjnszZQAKH513cFYkKZPDfaLgirQleE7gyx2pAnhP8j9PPQ2yGW5ctoa3m2fLx8sswxZb48UZ4pc3pFqOwr5EWYPC/mBYGk1ebyb+Q5L5tvLUgTJEk4C1jfZJOcUq3HL0geqe9xiXEAqRa03YIs40ZkVDpbibxqY/IgZnhxS25bDoORoAODIMbQNBqtxS0ENsH29LiIKAqKsuTSsM6YIMIfBVJzGm+NbY/tIP2npqbnFi5BnwBmm2sseDV24vkT/LGj5HQDOPDAVLbWsYBWQ5cuOlMhtE66+Ez/KOVkSOdqctGreig/aV8Q/eSAsxdJt52luzINV51pH2H5pjPatiZbaI8lg8qBFXfts9uT+c6Rqy72Ji9dlkubNVabTWMTL+rWu1afV8YHP1R0mb/Z61N5VcLiCw//tbelo7dtSX8k33vOOocmMHtvJ28KVjql+t/zjyMHelWxjokxD+4J82DKG8nVU+nzddEUTQpUsEk1ijUEI1FOK2pq0RSKI7AE90muoZMeWpr1hLnJdXPOAqqf09MCZjZA7DY9Wq/fqJ/Ry51PEzTlZUHHglw/Okf0Kwmgzsl5LQvna/WUpLNcHEavrhhQBlLxtumtUTCVouFB8bJPK5SLBdgHX88p/saupZd7UpJ9xMYvLZcW4i33Knwg0L5DfO/jogn4yBpqLwkk1xArDbKfvdvrd4b8RC3qE6SYtzUajeKohVT6t7/CIW6jGqn5OJMAbZcI+kMuEo94VC5XGYKVP0ksT+KxsF0MeCgnJaMTDNFQSDpvJBZJzdqc42fniMYrUMJj+o9NHpws9B+b5efkXantyRmnQlL1bDs9gyRZ3+je/Z+i++J2XhSyLd06Ztu8OZ2MWtCrz10obU3vN9WL05ehNvsVd8/1VB9a22OQztKwkZ4DxZk25CV1TE6KukxOULhsHsFv04Fu2xtKabWtHjOJ7HoZC7BxXIpJ707gVpEjO6P1EL/Ng+wJeiIUlCx+f5AUxyBmOTEGQ8QYDBGjn+4V6TlDAgTrQhtCz4VYPoR4sNBnQ4dDXChvC6XyKZyi0W5tzQFtOhKSrHwNajwEwlKsvn4SVLPy+VkXteHnwIifpYVcayYfydOZJX8bO3UY/iKl4RRI9nb/LDllzxVBNRQkPERLp9ePhu2vfyMVknYmS7JSxh/97bK1l4f0vb3ExLtXqcu+2tsLDt1v73Xp+SwOnHPRJfH3Ca23dhC77k35o/WzRbNXccPHLlpl1ki2nRZ/F3CTRkPi0hd0r+ne1LEV3VIdJqkg4LfRZJA71ferH1azd6qRyoSIO4eTwaCKFAnI2Vmd3YFMPmT1KWmlSR/rSPlJ3CgKxG7g1HscAbsypSKmmlNMJZMiKIfnkmhdErE4iQxcMm6nQW8504qHP88G0UQQ6UizmjAgm9sLgGZYhhw6PyqV0xUdaoMgSqgg6AlpWJ7VZL1EnPuYMDwnncnvcoUF8rkXjP7t9GpaLWX6aPOFUsIhJ8hNmcnpegHegzRTqv5zQwFeeoxPokAvk/r5PFHrJPmB1qRAtXK69garqlZ1txRWSXJGyKEw/q4duTSh+9ifXrH6xg9feIVYuZC9L2lRgxTxGM+5Z8syI/Kw34waFeHE16fEjrK44fxywRS2adxf+0r4cz+c/XzwK5LccWEz/hiNcb4t6rzqYETQhHgHiT9T6UtrWHq7ReEJ74+9v/CyMxpEetHmNGxUYQGXyrSIHKOEQfRqGA/Vo2pOvTckGjwCyXxQPMpRu3yPwSSACqW1Q1x+YYbbymGG4+FjljvMHeeUapaLEct7t8EhWMixgqjVimCZmwQTrWAtOrUGIUTaC6GRrVo0QXsMbddy2v3oo5tpCuPUaQUEZN+5+beyo7RwhDolnbaS4tQLHpNqIbBKJBqpX13EH9MvaRFu+ZPW2ImGTK161bV3htsOcZULnr2tZ+gg0gsmcmRjNwjVv9534OV8wkH5w4AvArsozOx9jMGwoTantKEB2Oavh9FjdpSyl+0v2llybwjfgNEjJJMnBB6vBix0DlhAw1ipze4kLABmK0guI8tExYCYLggBEbydgJEeEurV6v1SIxbae8cK2zWrRtSGn1GTblismm7VpFyw5yC9CV/vojNNOu7O9dfuaZHsnKmapVALKdUODakClJMB8EVLV37sfdPk/FDNl1aNFcb1i13tVz/EbrrjQ7dufN9bBRs5RfzkgEf48PiN93YVxwnNaXEA9mUd40GtosOtTqsxa1KhJKNCxHNUW1UKknm3G+tNrIf6gQYGpPgeO29xkKaBr+9SaUks8KR4p84kqFO8RVC7rA5BzTv9gipkdAgqlzMiqK0uK37RipRWhxUnbffbcKdt2IZTdvSWHb3gQFc4kMbhdqQdH3FwOo0SlV9Sok8qH1R+Q8n+hxI9pEQvKl9X4rJyRLlayR5Uo8fUP1K/pGZJX9sc7CbrUKrUNrsVPFZGPsxgauZFSEr2IZbHYUbB+Iz7UcfmHNgY9LhLKjRAM56mibalHSrITzSZhf63UHmAPkvze9ZNIlr7kdQJACFO3MjOjk5rkRYDwBdVny95JpeGevfHXSrPE77vhe1GLw440u7un+6dCKSxw6FI6HvQ/urYMievqJ9vBIH3rcwuUasA0YF1OsRQFRnW6mxara5V26vFNzAoSgJpjFZDmiaEzCAvzbonyVkePUhF8J0G1K0OaRklwZd0PZ8Um6fX9I0gb2nW60kVUtl56pdL3Rd4bYg0DduhxVrg4aNTJ+SaQPV7+sQCk8IaJFNseuEyPuxH7SK+qp5lWgrjYPXZxNXt3T6zuepCwpq1AZPZjl7k+qsKb3jtrAHNtzh6viLZWzb8R1h7lHlVNLHEaVFY7BasU1vMFprwBshVqdRiZCKCI97aIYenVdWrwjeYUdRcBPhVSuLghYwsb1Q/SQ1QciRuoblOatG2g5ABsjNgR+TYkEJtUZHjIe5Rl+iS98dV3x/SnvCkC7niBml/YFxsJHUN8HbVDhVWyftzoHl/niG6h5yYyhtV2ydinjXuFTXTyNFYfafs9TIGdS8A//GufdXrkXDh2oCZh12rPpv8ANlKau2jD154uIvsn7vrq+aqEnaz+rkeMNtUQi3n6Rl8G+ynmwmhLtGlUJCManbUucZ5k5NV2O12oC27zU621iPRlkHr1+ILbIi1WW3Ywtq0Vg2N5PhE2hknpLYKeR9a79vowzO+rb7tPtbnszcQID15JBQYoBENltAgCRaApIw5RLUD/jcKjpTJKmwBIwPMi5xjm4Ozsw6PHSDR0u6jFntAmCABPN4WIiXQbFoQOIo9hH8jlFCtC4QqalmJVPejoc0yOo5Oyy0/6pmO8tUq6Uz7RIG0MZ+tUTAVvky9DR3NgmzEEhgByEaCRcmOzmZU1dJOAUm3PXSnnY+bdNV/LNB39dlzLrz21raJ8WXX3oj/7Zpskk+7jYTWe7/CV5XfuVy8k6nRfIjG4p4nuXtviTGjWdBo3Vr8Dy1Sm11m/JYZJZWdSpxAHQjr7T5SyIlsg4+0J8Y6hwkFETYi5FSTS2ohPyDC7yT+M1OLzT6qp71i9gBNG0zq/cAzeici5SVAAAVogsieTQqkCPukjmUGGNxEKhAe17Nb9dv1O/SsHvaWmFgvT56QE9fJrUUpRx1kIt1LKYpSpGESIh3JpTQwAFhHvbpDsrOmqkrWunQI/ejcUv99N1w0KFotPR+cyCZ/8sQ1NRHRVz1sLS9+//WfHRQn1Xf1dJz3AwfywQ5+VY5BgS7vUaxlTIwD9PmdYjIZ7AwOB1mnHz1tfNH4upE9pH1B+5qWPaR8Qfmakn0avYheB4CIfep2WwO14JuVBt+0u13beNQYeos63O8eeps9M/RGr+JNyV2kG6JvpB613VlaiL31/Js4uH00Xhr+7GeHSzvXTX73u0rLcK9dx36n+rfLc0+svfOh6QcfvPb2FFpUfTK1Mp2+J3vX1RW65mqAC6KXFTcxOli1lzn/McYENow7KJ3P6HRmwbrZbdJsNrD78edFntlMaoiFCoJS79jM86DzBvYwJmS6UZ/72+SJAsn5kCUXYYqXD9cSkxZSOBRRFFY0XmN7eazcuXx5Z+fy6q/Pr+5GrdVfkh/I/9zXysvHyfffQxdt7hyn354F5pWi1cQTiHmAlt2sMbmN7s1WAHc3gChl+WkBYt4IwCv1BGITgdh4JsQnAAdnATmOolZVE8gShOWx6nx19/nXfYJ8O95RHuP+JkE5Nlb9Grro+c7x5eWO8TEp9nFtdQVz7jzp1fTAHszHs8TIOSlaWjoFxqt0BViRFVW8wGpoprDW7BLMGpdd1CvprSOzW3Cp4YvernEpvWxAbYRNR53zCE0gtBHNkusoh9Fx0l7EaNxi3WZ9xMpa96PcZiY3OddPw9agQszOCjELc565I8ekVnlS3f4jxw7SNVtV0mWs2pUsereN+vwO+vVc7bevvvpqIV5ULxIuX7t2bfX6GOpwJTVc3G1t09jsicSQN6dQBAP2jNIMa65+l1uCRhQjgCVwFkwatdr4GaQzcUjNAXYYgGvul6dmUW6OSEZqbQKRF0FXdXQjNDJd+Wnlg+X2c6Z8b49Mc1+7dHxw6t/+je5l9SD3Y9Si+DFYXSHR9KLidRL5Z2cQxyg4xOSOHZtDuaJnbg7M/0mQQqVwJ2qp/rn6DdT1R8W6e2dm6BhHYIyu2hgvcK9xGLMKGAOzZ44Rjnc6w6ir+o3qn8U/oi7ux/deM3MmHPh1DGgAQMhXzOTmyBieuaI0hioJgKAW8Y/Vg2iVovMaCsYZcKDXEGYxx8yA80vgaB4jrErGCRwH/ygiE4xyzsw195Ix1sEYX4IxSLWe1H+qEBi5rynQ8wp0CIN8AtMN7DcVnmGVnOI4mGcAn5IFAI/NHZ7jj00epks9Vpgr8HQa+h/Aq4JVd6Ivicf/Xj0i/vEPAPNNN91bh3thzsViHOaUReJrLDrKIrDylRw7A7ugUmCOPa5ESkQnnCQzShPOFciU0nxIkYSlkdmqz/8BFtfy9+MUU9fcexPpTW+rDjF/m/8jqJIBMWmUu4+4bR7GQK6HsIZ+0Hsqr16B/X6PSZ83IqPLA3v3y8ljs+Zibm7OUkG5ZyafmZw99stJ8MWdYCclqDfYnGEhn5j9bbG/03ChwlCu/qRNp1Do2n57weTS961s+0YirAuwdjsXMvb+e84YUDiv+ajE2zezp5jbFd8GMzkiGpUcVigQrBojJalFcAxWfIxcUQFCJ9mD1ngpblc5b6++iTTbt7OnbnrippZvfpvYV9VHq0Poxvm/wTgGpkf06jRa2D4yCoym0um1BpVGrVJySKFickdgMJ6MXSEkcnTumDQJzAVzKNgoW3R2GlCpM1lSoBulOaobq29u344009LUz97U+u1vttw0P8/w1WHFDsWVloQhwTBmFXbgywEeq6hncVZUl5hsPBoVQUCUSBwTnr+4Osy+zP4Qnh+SnkekWZthHxDVkl5FHB6FJ+G5LMMojMq34Lkkec7wEvKh7Yx/N2sqo/J+/CBYW1u6EdNditnhnckS0z8pvTf/KudVrIb3huX3RmF8n2jBm9q3tOO17e0MI+JHUijFkFdQdqpE4cpWxxRGxbLafMZnWbKvRmIHvbG7uzuRIJBJz5HeQrXx4bkReM4mGvHW9u3tO9pZpj3rjkggSeMeahwXR8BdYhjdXlZfKrW1kUGZ2nON48JzpOCjYyfOPDE/C5xSmn9qdybLq+hewvMrqrcqVqm88DwshE8afoF+RNd7F/op+hLTtw+buoJduMtPdIBmJIvoNcE4Pd00C3H7/vkTu0eyGFVgK/ekEYqr0wwI+CyADf9g/OXVW9l1iptg/BFpfOaT0vjMAwDXiMhjvhKq4C1AmqTgQUW3f/6PohkmeqXwRgFvKzxSeLLAFjj4LZ0HUPZ5Mk9MnmeSzDMp770XcD1FcZ1uwLVrNzYVUAEA3IuZUs5kopvVL+/rOOB5kOJ5KbyjNLwEUFV24nYaC1KphfH2de2Yb59oX9++sV1CDTibe0Vde7vfDwTQhtpkAgDjXMaBF2hgiuIg3UwDeP4vu0sleE+igXGggUH63FLpOfwngqu92NSGnmxD++d/t7utLZslRDBVouMeahwXcLu6Nu7vd7flVIn6uIcax4XngKcYi6jHpvyWPLbk2xOtlLLomMNNYzrxq+TZXVisAACv7q5UvN7as+PV4aZxnZg4ZbyoJdvAtLW1ti7Qq7c62jRuAH8XnvXIO2sAjoY9xUx7weshL8lwjzaNH6DjAywmcsL3m92C0FqHG0bl3laF4dkMeZYPYLLHQdGEEdPJd+Y7xc71nRs7lYRwOjvCGfqejB/AOTup/DK8CzzNJwwvTBNqGWS+Acy8aidLawubNEaBic/G8Q74cjjO7p9/aW88GYuKOFZjpD+LjliUZ0Q2Jaq0Qn9qXWpjik1hFHsMLAsgzxysinAZYC9LZcrpMAf/P8N8F4X5vJ1sQgo4l0h1glBiNsH5EgkCrCmGzoQ3SeFNrktuTLLJM+CdKmVr8AI+3qb4yMj4ILTh2ok6pbKupVAn4jrLZouEQQnO6ig7SeXyqPQOepnKKcwkkrxmQU6dPnYYk55r7p2oh2bqqrXCTA9iepaGnPLgZxk7jJ6Rx86Wm8e+FfbZYkmgCJUDL6IL0MNMZidaSnMudAL5fNRgF/bPv7Zv6RJXWERo6DH8INkE2ACZFm9lJxVXwxhRKhdeBD3rEQ14vhNw1W7ziRgJ8r7VaR4kAfcQlT/ZBvnTshuZiqhIdI0RdZC6x+s6NnTgUAfQ9Ld3d3SAHkESidRk0mJwMBbTcc6RxmGehnE8MI6AhMcBTjT/LDCD3V6TZPDOefPHlTHlnfBOC33nBfQXkN8uUQ/gdhAZYuoEtMG7VFZJ84xVh9hfcL+Dd5ZJ7zCfhg0MiDxrmkCPTCBmYrxFJbJoYmGhVA7B6pQ2Cl+rvM4fUTmLTKNolMhZxIwNmwtNcha0NFem74w16eH63mjRjg7kq23Hgh6ujiltlE5aJRnJWSnOyRRo8QLOh0CWlulzY7LMLcrPdeR91gb9SGH/ZR32uwH22xnfHoxMF6ALAJB9wIwXytBTKBrhP1mH/27AyQNMnLzXj/qpckETi9cvxvvnX9m9OJ9Sy8xLB6DruLVxHaBnI5LsRvM/3j04qFLJsnsIaHdhHUrDL86tP9XWFg6LNdxlq6ON4+EgG5TXu2ygeV9GG/cFB3G//FypNdnMj/hP9Lk2mbfukp/LdGq99efmfw3PXam4Bp5bLj8Xl3XAFnK5TXAaFnQAyDv8Jyrv6JjGk+hT9FkN2KVMR0znoXtcksaFZ99P5dsRKt/ufub7RL7NHwf59hVxBZsV+xYJWTFXhC/BFviSygrZmUAAvvh88MXtgd+By5qdMRrhi14PXzRa4Y3sfBbnsuNZ/EoWkc8NWTaLMI6CHbE3zW7M7sgCxl7cl82GQsDS5Ej20a5SSNIAZmFjCG0nB9kePaFKEjcvlYilRysS1qPoRGTI/K+cIHLHkJdtqB1AI+GdqJcQuAXxfaG+V/re6JvvU1zS11fTlv303QGgrzvIu4xGto+OwLuOnahdYvg3d1OLk7IUoZM24IsJiq+8TO+/IvpVtKJBImI2DG4a3DLI2gYHeb6uXweAR+4g70hzwDsZql/R1jLIoud2l8vBYE2/tlUPNY6PI6yD2OM7UR/szT5QNH39vI4akRL9DIDN0TC2bJsQ+mknbU/rdJYA28hAx21vsI3Ic7m0N9xox46RHk/w3IRsG3nl5zw2HTptPOWt0nh8UhqPyr8ryd6LVrD5BDKwND42lVBpQQxSvM2/BnNdRceYkMYgc5Ex5n8GYxTFGCZJtBM0nUE6m1czoSCBQgIGm0JAOQuDTtZhO9S4VtiTx+U1pBrXOv+76iHgqfpacQTF5Ocs5ua1jjaNJ+lj8ly2Jdgw3h+BRz/UMF4A5eTnHM7G8YA/VVdSei1INIcHYL2pnWBlkwMmVUkso43lmfK2MlsolwMgBSp0lSVZX5ExQHMor6f2/Qp5DGJrBnciWrJXDxY0MzLSBo4MWlrXIk3zU50gzf8SToBOCAEN50VR3CSyBbGLzGrqpRwkm9mN866uz/sS1hLbGdQIMzFK5xurz0ftxeqYStrjgqxHFku2jEhtGVXpDVLhu8vva7BllgGPXU/tjRXyO+fJ+zgx2hpZ2Ef//K8U99N1FGXdtoXoQ6J7s3EfCEQTuImn6V6iTzop/OfKOv4/a/CXcl7Q7KjQBL8f6Px+Cn9R5puXariPm3GzHuykMJ8rP1eoyXs6bB1moM2G8YA2ifyw70QxegWctwhMLO41SBxOxz3UOC483yOP25ZLaBvHHW0aN4BPyM8lU3S4Br3UOF4AD9flhc+28NwE7O1JqkMEajOH2FDNz89HdWzdzx8F+3if8lmQP1rqZx5ldspy9FG0khkDm4bp68uBRczkojpOZHtp8k0kLvQSY9jUm+vFpNb9G71sf++63o2923qP9yp6MWqrG8dU+tdkxhlwhSlcoNs4gGygU4ZMwrUE2+1nwHY3WO8tzPmih2OZ0QEC3CzJ+SfwceyYmM4KYzRfPBoXxkSNVdg2hkxjwbH1Y2+McRvHTo7hsdPhgykJh8h7cjqMAdZZ27vYmXv35Tp8LzDfYiSP6Negfcdk78JAuq2Aa4F3JA4nQGm+tCeRisdE+A4ci3iMbOppjlC8ybFY8INOhyv4L8J1F4Vr0U6WpNPvARETSiEChT+VBCgw898CRoYFIOC+RmVgSdbZgyADbaIGM8kkuL44WRN5Ei6TQLceKu/Ok59XETlCfPCn9hXao2mwIho4l6nPQeVDqcH29ZJ3/ixq21JWK6gQeLpRRCzMtbo+10vMO/AH/05M623rdLB9lWIOZuygsexSjVdBAiteovN1yvN1wHzRfXhD56bONzpZslfaznY6LXgUTaKVvA9eB/shMi+jk+e9i9oWRkSLhbqLrcT1yNcmpT4B0cMvUb7vlOXOX2qxiRd3d7ajiGzfnlMdI72namODrp2R+N5cbI34m/X6S1Qnd8p6/S+yXl8L+IntY529PWQBpHiWlo7PNqmJkrz3dD7i45D5qG6fkX0dEo/wizxmKuUoWN/S/LC18qpkPic6vGFdIPcOSz7nOfl2fYMOOKd6qHFdoMO/Kq0r29K0rg/MH+fCFDflBt+O+E4iqCLqOy3pVSiafKcV86/iI5QOzpdiVGC2xfeiHtFkFiR3mTSs7Okgr6HKgpqtzwk6IUx8WWlO2EsR/hDaiZbQs2lViV+CckvGl7yxhIXJu7rEBv2+AmyjI1ROn9+ALwvotsM9J3swzBoI1GxGujbK13QePoKHaMzUhtGwCGy6aXjL8LZhlhkebm+X1GzD+pTPSHOA7X9XTNoZP7oOJLcZg16mHqyQE/qFbaQMzB/EsCDA73DvjMUKIhxYAbBPm5Vs7D3Zi3sRKp0uuCdLTThogDNKbRYbePeof2R8BDMjw+2KWvAFni+fBt/L0QX4hsQ8iThT+IobSSXdCoFLnLGWRFFnFgCt5MLqOpHdCAhGW6m3+3mC2jpgUzVapXiq0QbIu5eYA2h7HV89sOdbl8jkgcfpDXhA3TjKjefHJ8bXj3PM+FLCmDIlyTw9JRukNVzW6AjW8ZJfwiipPJQUXfjwyEmy+MUEoyYSfaGBg8oCn2cln3wU5IuewlmR5ctKmYaTKCnRcCbmVjfRcGL+/+D76DsXSO/MH4V3wDeiTXt0RkG2oeHdqN+G5HclHhwFWaCnPFiR6feLNd805tI0yQx8H3eqNseCbGE8HqNx4blR4OmG8YCnH5afi5423iH8k4XxgKfvlp/z+ZvHG20aL4AflZ9LJJvHG8W/aRgvUJMRTDDUOF6+eqXiq3S8Lvqcndr5BhKZ6C7FYnX92F+9kmtnH4bnVsnPddWey6Xt/vpzeYCvcbywFOMl9FTZXgEBOBTT13i4H3RO45hhXJJhbO0yokYYm8dc8EUEGUTpudPHC+DldR/I3iAX8/PHFV+lPNnVYOc5SGw0JBJ3gO0VixnJPaVwzr/KtRN7j4xLbapXZNvgONh7q4j+7u/Px4iaIrrS4hSYfMzEgMT4bxl+COVOlx/Z0rvBGsN/p/JDT+IaI8g2MkwBnarZfxKsoTqsLzC/ke2/3zBPM5vFLIsrpG5BRXQH4EsiK0zU+uptq+yozFaUG+GbRypsBSVoKeaykACmfJQFxU/yuow2YUsHCXTB+ugToltnFUggWExMJNYnFLPEYmMScVMt1CjJ3v5sqW42Ejh5sMseVf4F4Oym8B1FdxFbaCd1XoiHHtXXIhB0XVawz/6kWAPPr5aeZ75e82EyAaUTlFG0yYfhgY8fpTTTLfOxFBtG2mxcpVygBSvo7D9RmlktP6en4/JIKkefT3CtiZAcKITnLfO/Uv1J1QbP90h2K/4W2i3BUSzy8BhRBg8uwGGefxXgIDbchdLz6B4p7oly9OCFaWvTJOGt/Glxz9PnuYvO4xENyFQC/6pEpxLqU02eba676FwR0YZ4UnZ/Q35TnmXyeTpf7mzzKX9en+9ufAjdxmRFL0YbhxE/vG4Ybx1+ZPhJolLp5BgPLMw+NV07O5BgWF2H4W4KQ7sYBnJdPL543WKWXywufmUxa4KP+cUss5jCg3F/A0DTEo1IML1Vh+kl/F2Q446dqCzFqV7b3V0KhhbiVKfP/RLaSnC5ExUfh7HR/GO7O/JO18LzFvDTpThkj4R7BSvLi+6SVr1AI2ZCS5RGLpRp5Of1eC9mFp4zgq56jMLbK89/p6yrhtCQRNZLlyQqTboqB/bvKxTmNbKN9r8YejaxiCQgaRE/gJiBvmhHY/xOmudkfZ67YZ4HpLjyuehcOa48vlSaqSGufPpcd9O5/I9iNEYm02HEjyLwDuXZyHQSHmC+HXRdffK6PiWvS7Lo95JjCh/TtC5zdYg9Qee6SF7XN4nc2omI/wAvVIoKeyN/h2GOgioLz/fT559H18Ga2nYizxME14yH1JInacievEf0rPds9Gz37PCoGI/DxshhFIpTO6zxGsVnYZyLpXGoP1HYiVxPEBpgXCRdP54SRNeEa4eLJYXkNrrYHS74i02royJrujZWGPBeoPTRL+P9NhnvARduiIPYQYZcQ+nj4gZbgEbSf7Xb50CM7I+EwRZoGA9sgU/J4zldWk3jeIcaxwNb4Bvyc3Z5sFpc41BTvH0hTpLLN8bbHdQeOlm3h8CyIOcJgPeWmkHUAt9KdJOOShaRZBKVFnj6i3W++jn6EgzshfeLZFMxrPNHu4tFibUkqmmggS/WaeDnlAZc8B4hAjJZjQrkl+Cdi+f/D/syfYfmWqD99B3HTiwSHsbzx3aLvTRyLOMIPGJWS9bG3CTT2Q9gbSHJPpRIJzk/u09VAheb2j01GoU/0LMvxdVMF3OzuKQrnWJSOJFECJHMz/ZKPp9KJRMB3pOm3UkSmS4lpj2nKuhFkgSdKuSC7drIbXY9SiWT3MeVSnJ3PTfXP0cqSZMszzmUmywWi6cmCy/PFfm5Qq6Q458hX4u5W+7kDhzg7zxwoD1vLXVKdSz7sFSY1YijkTZM0h+le8dKu7nTTu67BxDpoteHOmkGzwXXfeITfVffPfHRrh5rrBDwZPy8ktObHf74hg02vidz6qVQi8Gj06KLV06i8qXXrbjlgpa2XKczFbCYXEGz2m8y23SmXEc1sGblmmp80m01xWJIqTK4nWOnmvanwpwntrW0MJ2lbDYSc+vsYVMsGMOxTBkzJb6ES62ZYIu29PFyJfbxMOb9t6kQbMWxXxZOFY6RvaDbALvwS2kX4P9Cjqy72Me+y4r9cqXPxhVL1T4Xf1Kx6KpPjp256Lvvblz0Jz7B/uTSc64fT59txZ+/9J0/NC0XX37pGKw3CzbJz2G9SeZSscMci/K80hCNBuEvY7wBGQy+tEpJO8Ha+5y+aDhmMvO8xloKsy6/Q63SlJSk5lFRKuYE+K/MFWkm1qnJZ6VObycmCznyjaVCavNK16HklF4+XkKJaMiNwiUHLWhAms9YSYay4ucP3fPS3k2Bc1fdOSJWv4ySlz5Y/W1Ve4ffsOWz/0R3/O9XH73mOrT5ZxsvWVHOv3/NFjSp7kKr7qx2vPNUHIv+6/DwOw98ofrUO4EPXl+PD/4M/HMl/nf6M7GTGnKhQMaRXBnbHry1bXsb3j9/YHdbSmtfOGe7GGRdQy4UyDrZvsemoSDpOSN2Fmq2Ek/0hipUGxu9zSmleAaTTpn4Bfkk8fx19TF/Ru3xjOjDzCJ+Ef2ycdHMou2LdixSMotEb0zEaNFp9os0V1iai08a5/Cf6VgHuB0wVttOlva94D0+gWltjSdEvJ0cx2VpANrmEphskkJEHE8qqylMdLwhakc/T+xNGO8gSwohLt/JDtN4htsriMNbh7fTSAN4DliU783QUL/W6hAYkYffBkmexZVZjPqIGEuj9s0U9KxkHr8H/D/glsF8WdHKtol2twDmYuK/AL5hT88C/w85Ev9ctpc1DQYH8SB1WDRmgRkc/J9Bn52W6OLd4D/EfQbm69rJDlBfQWMQZgaQOIBmiF1zznsjgqri+lpCZ6zlaY70lOwVNSyzev2S3v8J+KX3gv3Hiu/D+HHRyDKdA+8Naqm+58rfnA4n+iv7OowzAT7bphWIWTH4X4Aqmq7MsivEgQHhyRVoRRPUuWkaXSKQ1/ad8K9y5RmwS3zctofdWtpeInws6ks5YOT32u5Sjb+p/dS81xKfx0Qdy4wNA4tjJG9r8rRtzZ6dHp6p8yPIHSYnOliShESjxJjp7MwIIt6RQVJNYCPQY0aQ4CI5d1PvQtMvMrtknvw7lRc8a1oeXI6Z5csH+oiIAABf2z0CAC5qAnDybPz2TJ3f3g9j5XezsxVUkTxegKZSeS8A67LxXeD7IQdWKdO6k10mnW1oBWbZsvcE8ex0+UwTT/WLZvbwGNo6tn0Mz4ztGJsdY+kRjlFrEJix898b4Knppj0NnQHz0+zJGr7XX/GesL43viUeatnJLqrDtmh5tvgesDXsZQMvyXDJvEThWr1ssPe/hovyxwVnwCXxRwvwR//2fsof2v4K4Y93pcIG/Ufj2837JfEHpcGVwZWYWbmcMsl70mC6OtaYlwYwbaz7ny7Hgn4chzkbctFgru/KejQT0+ubzti5tykuM5K+pXtF/dRSuKVhPJLfR/XtqKxvSb5FFOzyOAn1pGnOraiHDdhByn3F+JqHlW2Yh+Y1ZeTYzWZ0mxQD6S+SiVB/UwxEmu/i2nyGo8x94DTA85hpi8DgCyeL8vl5Y+4ilWl7ZNlxHQCweCfuomqL6PKurkJRlHIIQnqgrXKonC9PlNeXFXz5ZBnPlLeWj5dZpixIGY5EoWQXYKJzjMpy7vOyLPk9zDGwk6UiMgv6fUMWLMNsDIyOkwlEglwzia0JTkwcThxPnExwTCJCzoZQpCl+UT/Xf7e1/IArSWtpOF/rLv+/XcsPwR5lGHEnS9vdpnRA0On0v7qQ/2Idh6h9MrQTr6D8Dfp9K9Fxq/51tEw2rCV0xlqeZt+hMq+V3dCzsWemh2V6BpLhfxEnTXxy5lp+rLiR2hN6HCLWyYqFNWj+u2so1fmLyq6mNYDsOgLjj4kVtkS0+5bSIyXqQG0ozZY4ppT+l9czXcudBTlCbYDm9UjypELi04t7iED51xBSqsseag8040OSQZ1iglweACH0LwG+gAf8J4rrNkle4a/L8qrUo2vI44JV4SiVV0ckeYUH4A+pnci+X2rmZafyipixdhsJGyN788GktEeNOYcN5zXpaEPOIZOB56ILOYfwnEWWtYmQsyGnZAL0ykmqBwTpOWqLkudSESnBsnZeM8buo2e1Wnm8P8nPZePqhhijlKcQqo0HvlJMfi4cYRpiPjRPgeyFPJ7kKwVBdick2Z2QcmpsApOI0xcX5HZTLgShE/IulauvkDjxTpa237USuZpMBkMizhHxH6ZZEpOyrKHzkzHkPInnmYdlufkm0aein+VbHmnBYsuGljdaWKalJR4H/McZNTEUF0L02do9ineD6QfcdhIHBRtHTCAmkYqHSLKFBEv9bPBdYPkh56A2goMVM9syoCUz7wbEe8NwiHtc2pc+ui/Ed+lDTN9AsAmW6YZ9CZ0Bi+SjEFg29u7oxUzvYCryP4HlxwpijwVFJ8u359vF9o3tHNPeFzx9VxpygH5zOiyy7SSCDM11bOrATAff8X+pexPAtoprYXhm7tVuSVe7d22WZFnWYi22ZcvW9RovceyE7ESxs5CQBMjCviUpbSCsSVdKW0hKactWspkk8EpJg4G2jxDTpgHahtCW0r72d8n3l1KWWP5n5l7J8hJIoLy/X8DSlTRz5syZM+ecOefMTF/1+upd1XuqpaC6YhwxppquPqph9TiKwtIDy5zYOP9TmTMRT2EemMiaKejFEyEHvVh2PhB5MolOwrwoxeMNwpV4YkxHophAH+lisodIkEPqu+DP4XdptjyIQ2ynE1EEa7Pmx0ZxbNhHSFwEfFuM2/0MkFwBLSJ3FeOXBr0e10pkWxrnzQlttY23RTLza2hb8YkxmMlttQHiu7XuQ/XCqeCYXPX1tLmGKTmKQnu2THtYBgREGdA1J9fOE9q4KtNGjgxoFGRAY1YGNJKuTZIB0sXEdhP7dBK+JNhuCLQIHWqZYLsJbS3J9uckGMzYbjOEfsyYYLthvpAulvwpAz9HLibjLDtBLrKPsKZsH8blYkuDMifHL4T5LCf2i3XaCVFu14Ynxn57cmO/uJxNLFfpnhr7tWXgYRv5bbFcS3eFNQceiaNSnbNApDHZMxfYD0nWAaYxJLLygIaLUpmp0RujIQ/vQcDjNpIclY2U5EJ70n2Uhx4R+fUOzEMkJre+Cz7bdbprrIsBXV06VshavS/Xp0Vw+BflpUdFviUyIEByo5JcMpQcSLJ9ZEMAYSxypWUyiRdWEDbmCJVNsWlwaIM7MA6VfB4MdsCdHbs73ulgOrLs2dFRim0A2DW+SSUjqyfj00bnUeUgHCDZUJgcpvxoQ1YVNzRQbJI5qliUHQI+tgw+mM+vEsegu4u0nTsG/6J8/uikMeCFMeDFMeCzY8CTMeApHSaNAeX5R0Sevz2zXpnbQSk/dwLPC+0uyfaTxPsRjb2e6YSgs8EVn5BiTOc95lPcxppMGzl82telUk3k038xv8j2aZxP25KV4fFyNOZG47+N4ph9Fw6C0ichFzoTwuvVPx4KhaRSjEfVpBgwjbnckI25tJE8RuDmLbC/CmqrIKh6tuo42fFZJZmY+EsMMyEmKtlL51ujiN8vRPxqqsw5dg1th863iyfMc8jH44WFk/thy8DD8y2Tu9HSVQwmwaPz7WJxrImvuBiPdZTEJtVeGGrlWxFonSkRvdG+cfh0Ldooju32zNjWB0kDsH5iPJ62syRLn5PgB4I8g6BBIElDTkYlonnjd0tmAhdoxJa7T68ttBaiwsZqF8Cravwfz+johaYVjUoDlyjRISZUAoGtHMpBcvQljt7+EobBkdRLYX08HgzqItwxbjT1UlUIMsLFB9TdH4DZqw/oGV3C3QeNsAYKn0uhcBUCKev2uD1OqezuyPvH/fVlhRqVuSXul/TV42etKt9ZMLDxsp1rgh+m8SdLS1wvFHGUVnkj8HfpMpdJ48hfxdx0adTjEp7P7r40rlHMfGg3U00/fgn/lC1k0CNEYkGY2uxcTAcfuJyvN6sqKlRmxs3J5QwLKzwc59eJQbKSsrL8fKsNlMCSEpb7og26K5xWTL18k1xlVZqVIBn5ezgcTkZGw78LhyltUhEhNDaSwiQK4h+OkTCJBRMriKkknLc4ftSzPfeDMxaJ0qNi7eSN+ePGjYGWtKyx1Jj+i/iwYUOgGbNEfqBZMvOnc8/euaKGLaP3PTNXT/gwd1kN6/opecFsR47RH/s9lv8zQRA08k4gCQYr8gsKyO0oSNJTUVGlLbWWotIeXQFyxZSKIJCBJAn7kIHGfRhJRYLHdJEgvYOxlBEDXGws2sjWRDT4cykbCTeiWDSAPExLdGHSOWPznjW9d1y5qNHeuHLz5qvKZzVeOtPHqMye+oqKcLHCYKswM4diW+7Y0XrJD65r9veuu2l76w0vP3zbqg7L3B+9+Ned1qXr1s2rblq+MdS2ddNyt9CHmdgOfBb3wQvaeS9gvN5Ct9FkYvgQzdVh3G6fwM18nxqqTcDulqu84z1J0a6kRkhXaNAK98WsHw/WTe6L24PeWb2m5rJda9Y/elV9zaINV11W3ip2o5x0o0jRGGMOXZMe2X7J969tWnb/z1ZN6MHAussX1LRccmXozjfp+akIlGFb2EjHoAns4uc2yK2xmA/CvV643Atne2HU2+pFUq/P65dLjXI5Fhg+n1yjUZoNSrlZriw3mI0Gg5njDAa5V64pawjVFip8waBBp5MipNSUaCES2DEYEf5PnnojfEwXj8OCYCQ/GAnexvk48NPbJDdzQzqIv8FDSr+87eYhck70xjD96hghjcFuIgeHWIpgIzkBG7OkBsqghhFphQiNamAA4rkLHRqEi9JvNEwZevjLBtWp78i1m+Ej3esr0s+Hrrjm5oaWRTGzuzVV6161cq4pvaYwbAl2w2J7sFST8FXM7W0vcvTNapXMdEk7CoPG9BVwk7G+eJbe5VIsXzZqXf+d5ZXWcH2Jt7HCLDG4bOhPwaTBrf7oWa7IrvNVOOp7KvI0MghIwnS6nU2Qe59BN7ibb/f7PbDa44IuT3s1NFZXw2CwunqGS9nQYC4udhqdLudSs9FoNhuLisxmV3Uo5CwpMRcWuoxaj98aKJZqZ9Q2S7SAEpKQFhMzS90cqmICZgiKqReehtRVIckU4jEeKiJFOpNYcQA6hXOiZYTalK6lSCQsurxyzcZr6vh5UXNZ08Koc83aRYb0fm2pK2RHVpPfb9B8/5BOJnf4oM2jN+ZLOPWoyRa0ag2lLn3lotkzihwXzZnhu/yb/b4MKRlDuQv9H2ekzCJzuTwlxpgzfSkcqvAY5Cq1yyVRqW0yt+3sRVyBQ28py8/zJOdU5GnlDNVTC7BN0U30Mvom0TvyA9R2Mh/Cq1OuwlbBHB77aLCi3J7NM5tcfoSWt+1DMRowUuRFt8ZIaIch/uVY2J5x0U7X1lFa18irGdQX3BBE0mA5zfHI5AVNLn+cluf2MdjO+J/BeHkmIWS6ss/RvaUFZJ8lqOQqbZUk43+wslLsSWy6OsPQna2T6f3/GayomFJHuitbZ4ji5N7PIBJIJMd4kvcnMR36WiEhXmuTSANfLDZN/Vey9WeJ9Wdl6s8iGzoGZ3VPqE/jGdSOIrFrKR4vAEoGUYyhzvH9MnX08Jh60OWiRzyIaUxgmnpkR1I1Xi3hiqHgQBAFqZ1cRG/hOKAx0Pf9MlX0cPrDwaBwYIRgKIt5UYDs85TcgFfKbrCbQjyKv5rJGxkUZxh6jQ/qcw24Nrh2utjDY95DAkqAHjBqlMesyl3K00omqOxV9iuZHUqohAHq3iPuw5y8m6ntHP+82pH8AbeD6RMmrTyHv2jMtMK5ILm1aK/rTdeYS3J47F7eJDaTxHC3KHco9yifVUoJ6BiNC54b7jD1dJhzsP8UkDPjSfhIHM8hDNd+EHMRBkuW2fvlAic0NoqckJP/NLnuK/jrOpK5SyqHOgY6UIfIDR0iN3RQiAI3dHSMc8N4P5uwTu+hc+k7Al9eIVjTM5NI8CZOU2bkE8sQGUH8oTSfu08sNm254x9Trjen3HPg+0Dc50Aj23gwJLn7HCaXH/6E8oQ/1ZQ/K6BBkKBjZBe6HlvuzQwexmRbW24+4dTyI59UXnaPUB59LTvPEgSfdgbB42FyRgyWUyMHw+Hych4I27blMRvP6aO9tmdt79gYG+YemtExkS8nwT1OuUA1DhddENRpYZJZFHlSAHl+0HL5dCq84c8ET5/uYgvo2D6Qq+v2QYeQh/vyoN9mkubm4U4sP5Ip7zu/8qJ+G0RQ68bovjjoFopneGdy+ePj5atw+aODVR9f/jk4Vyzf66DlHQ6D+mPKD59PeaqbHsjRbeaDmPXb17djdnh5sD2ewWia8q9k8QftcGLp7Hh66Hj6J8yVEO+Acxm4iwToZi9YwGMdD7WclVvPMb1cP7eF28GxHLmrbxM9eCAZmxaWMI+ivJvA4mfvmo0mQuMxPPbj4MkfFuDlzDPCawspr/2NL2ptNZt5QEAhG9dHwezhnuXOcDKO6JQpvDsJHplftbxCAPhm63nCnDRnJ8F87nOAOfyZYZoITOmuHJhDGZiXZ2D+li+6+OLPBPOVzwyzcuwtRPftI8GyOPALQR/ZjRzM6KPJZUamlhn7JS5zU06Zo78UNVGRWEjgiSnljv+SWLOEu94bdGWKkjHB5R7NKfccyJT7aDDfdO5yw9OXGztN+kDnqVBu6BdCdn2dEBrPi+6s212HQJ2fVkll8Z1c75Xzq0d4ioWUpwIT5nkVXwZDWMf5/ZEID5S8DFtngpnDEvtsh/K4ckwpUZKZScMyyXPCG/ms8CS3CPBy5nqS8FIU89JpG9EtvM1m4zgB7FYl7FX2YbhblSxQ2vDjDiWbMSTHWWp62Mc/R9iEM+YfFEDbhEOW88mFdxw9oeOMjb3g9qhpPK7PJ7U3/Lm2ZyLt0TkeyJEbdVgGd1IZfIq31dScH9yPgfnKZ4YpxLpvyMS6sR2xBwgxoqBDlRtLmlRu5DzLHaV7yOhZAOViwdh05Y5TeLRc5OPKPTe+zraVhcroCQNsjl6eXH5Y0Pu8Vii/o4zJqYHLS8Z+Lz1M+SJKStL5TbICPAdQkKzNP+T1VisJLgCt6ohqWMXYVFBFZmFMnIXTwhi5YBhg7PfyqACDZF6I8zjMOxgUwSuZM1ZozsKwCjD2qt5UnVGxKqoMJtiuU2Adp9ZEmQDrTesZKzpPaEDETfaAAA8+kZ2r3QcFcPQKlUK9Mfq4CNKmCqm2qI6rWE61U4VU4g5H8n4wEVNh1sRtkBUXWQVOtDOmtDM8pR3tv6EdJeaRX1Nd83iO7aw/APkgnkW/Gww68tiMj2hiWawzryOZ+9BP9r8fHvvroN8vJoBMA/co2EtXQ3gdspMkWDjyx/e7Ti57/ALKPgfzcVkbzUfBnTaYokJCCtZi9W53fj5d0YpjN7nuMK3rnVSXBPimgSHOQQqD6s7Hc2xpYhvzHZRgHfV5uXNwYnkspa4jJzPkEVOaa0ftGdK1twukS+XoBOmrdPwboSdHN24YhI0MDBA8Pd4ofTcX0XdeIzdENwS2BtBAAPaTIzZP8JWBQFERD5LmXeY9Zua4GfaaoZmXK6Nmcr6CmTfn45dSO36pi5lhkB73JaR6CVtnx23oVgGXCWvKCoSXtgjuSsItyePJ08l3kqywzgWkOWQz95rJqfXvmCUYdmrTBD/HVJiCferJwjyehLnQrGY4CeDGTZN8MsSWbKU6oTFHJyR4H4ILyPblWthbu6V2Ry2TX1u7ePH5w+0de0tyJ+WbvcIcgbcCei4c7CM4hmHx+H6VyWVHLqDsUbp/lFqY8bBKl5X7k8sdz5bTNDUJwd5pyz0HnwKCZRfNWHZRcoAaiEYodN856g1fSD3K20K9IdpXiv/CbtrR6cu9co5yhOdfIjyBdhINmLUvHXweYXpQX9/UxAN6NYIs1quGakgOvJnog5lYf+RC68t7hPoolNU7Nt4g8CQIBNRqvAhRb1UjNXHc5e4jnFr3+IXUlf23UDdHp3TwIaEuF9gSQCDABWyB4cCbAcmXBFg29YB6g3qv+ohaEsJgh9WMmnrzYhi+jy6JNn5sG8P/9jZMpA0y/7JtEDuv56Aw/WYIe38MUTCDm4HOzMAC6md8wYwZ59lOhmDTtkPmeXNOO/sVRdELAT9uA06KHajbwD2ifvHRGxq8yMcXlESBD5b7fJbMAa6+6WIV6rvAC7iuCdetIPtPvajc66VVSIWpvk7cFjmjtHA/hM10f7QXgmb8f7PomKS5JZPr3AW+iutU4jpN4zkqvIqcTUdOS7GRU4R+MZhxbm7M4jrJh4Tb/lCE4xTg2Kmr2BK1ZxN17Hh17NSrxaDFOeDcRXWqCcNx0D5n6wh9Hvtg4rpb3fYrskMXQst/0SwIOPbmoNkMhSW4b+o6XX3XHwXoZgG6zWzmOBH6dDYv7hfZ/2OdtNdAgftjczkn5atOrnsXzWWx7hP3JxQURaUukuM6fqzweC7dJNsCt0tyOfPJnuyXDrnKiAWTPaYrc3bW5Dp30TokV6vfud6JOOdOJ1I6ncQAyUlLFHK1JslsNTnZC5BzgCNiYlSEToM8PA3ShyIRshU551DfbB7/BBh3URjOQdhHDpIUu8zEYpMrZ/I+F+Cxz/I75xFsR50MVaMWKvu0DOCbdDp+2phjJnY4CcbIBBgVZK+dAOPj45C0P5NhHZ0Aq4Q3sqC1DcOaGpYUfEKT6x+fUL+QV2TrT4hTTtv2c8L5zGJdB89l604btpwWBo1bTg9jujDmOIxMHBLDGJrQhxCPF8CLFlMY5xHXzB2jHJivnBPmecQ6s/ukusbjlpxbfkCESLL8/QdRjGH4BlL3YEOjwsJPHwQVT6iYFt5IDrz2HHh8ngDwgoKjmYaIHk135cYtcUtHhZaYObilJYdIAJDlm2hTpqZm3NRnD2YKzZ+r/eP/2+2Pxz1x68+JdCZZdrOmbf3Cg6wf195wTnt9E9qz5Pb207WY4aNMDBW3N5TDR1WHSCiV5eeT9g7NX0Cbmz4om+0CmAbmKzkj1pULk1eLQC8sWJtLrwn6OFcmw02AnotH1TJS1tYajTwN5mRiXeN28GQYI5Nh+C4cxtEJMEr5PEaZSODq08TQfFNibrmyeGr9yTG1aevTmNq09afEzKatP/xp6mdiaLlyWKAhr2GUs2fT+tPE4HzTxO1y5e44DlkYcDIEYe7kxtIIN5D1EIHArsQQFgzCuQxaQthLb4wuoQpWw0W5JcNLzixhyM7wsiUpcuC6EMFbsYL/+AieYBeKPrwpbY9MaPviT2y7XGg7E/HLaf1cEb9J7efGv8bltORPuPXFNP7HDIjND2SbHxgeODNAmj84sAy3fv4RwkzbsWnbPp7Tdv8nts0rxcYvJEqXRQCA6fv/3H8ADsP/6ziYCA7j8cVxiZ7F4XKGuVrE4eosDlcPX33magGHq68Zx+E8I5GfiMMr/+s49GIdlLX1iSQgPhiqhWyA7KvUWogrUkpe0E5y1QW5RYTDWu0tXtvVTdw+E/xXdBHg800Pe+RzhE19ZFnYsVzYzM5ZcFYObPWsXgw715mWgTwN3OMXDnfc+fYxcKkPLgu39WPgHhLBntvnliXMNO0Mf57tZHx3RI9NGNtJdFoBV+TSacVKgf5ZJ99kOuXAfeXfBJfYxzk+wAk6j/gC2/h82IiN0nbItYfa+faB9q3tO9uPtJ9pl5OZpmmfAfFSHdTX9/RM5yqke5OS4/JtUlsjn2dbuf7FHH2GVwGghS8gfjyG64JcV6iL7xro2tq1s+tI15ku2pSxqxs3Nb0bUmzmnO0c/7zayfVH5uinUlxg3Se0UyW281nclp+Ez/D/r/iYCD7jPs4cvUXw2UDwWYDx6Ydcf6if7x/o39q/s/9I/5l+gs+h/gGKzmd3uY4jNS1Or+TgdMn54/Qp3LNZRLJ+1nVZP+trNAZXSs8XJFffoL7g1iA2qf8wGPSKzhHqS6T1yHnpYr1XaT1nxrer8iLg43w7fM/6WFLZV5GtPK2/S/ANZ/0g3gwci5cBVWHis5rGVZzx/VJYZJ++gIsIg+QQ+AM63XgOweQ2qU85W94q+pZ5bbbNrI953K8p0Gtxtt8nab89uG6A1NV4kTbWH0O22OnYO8Sx9ofBmEi3jZP6vjiLx8mJPqAMLBPGo30GwePcILO+Y+EMH5A5r039GrwTfh2vjfTIy8tiXl5vjnq1SnI1ojf3BrOcXOfbsnVfhffA79I91nw5BOXklCk04WqSVE698Xx5PIY0z97FIA91/sjx8vrtQY/nE/Ls1eSUzwitR1xTB2SKKHUSq/WFUZsL8tTZgvv9UMZbldo4vjYRfFXj94EK3gVyL2EFdZdV+BQWgfEg+D3zFvy75AagB528EkE9dEDGwmL+/AuvdXujxJmBlEqOY6yI8rBEEiKHRaoRUgcjZL9LKhwEyRGykShVFcIU7F+agkZZjN5AnHPn8t8/fFCL/HpvojPQOof93U/qSuKXFXLxcn9iESB7u36S7oJ/HfsaUIEwb2Xk5qKoAq2XwKSkl9wOzElsEkYCVFIggTJJcGnq1AthQO6ROnWMXH0McUMNMGIyRsI18K/hgW/dFy8oTm9wP/zgPb0aQOH/p/TTxDajb0sWg3zQtc+sOQyth2S8jJfnRWWHGdOgwvgVVkHa15uPWngLr7dEtRarBVkUTyiDI0Op7FXXJ0a4t4Vr6keHMmcvup0OmdMtXDJOLxaPmNG3a+qX179cymvqmGj9ZSWmwvZV/nBpDEqqV7Z1L12yYdZCqcwevNgIyP3pJnYW+rZ0F8atDITAdbxzChJBJVQWbNNaoYKxvu/b5prSA16Hu8CzCgWvMkYVjsC24nJ6BP6R0SMv+EA+d6KwJwdzGBx5D9NxJJga79vH9IbJvYc85/ncvcxe9H1H5kl648SOp7uEy8ozt5j3TPXNCLGrrF+kWoxh8UovUnq9xEX1SbEsMdZE4VKZ/EAOPHKGt8tlzLm3Z3L7NOaVLW8VY19YJmfaz8bAxmWyAGNxNm52EpL9x2W4rluQoxD4OX/Iz/sH/Bv8UuC369UT9iHn1ifymNTP4uDPwCnGODQ2UhymB5fRR/ifdKW4f2GtIBl/A0D7IIwwMEzIpzNGyTvvUmiiXHggfCTMHA9DEA5XV/NgD7lIjrP12vptW2y7bFIbzegSLpXL5pBIbxHhbxeiTWPk9t7+QRgWW8i3Cy1otbrocPjN8JkwcyQ8TLYrnOHzwmGvF1sKZCcATVA0y2Na0uiADQHc7m7bO7YzNgltd5N4L+m4LwgA2WbRFzXet+ZB2MZAGgUp9tIoCG9XmaNc60DrkVbmODmRqbWjgyyz13PDHDOAl9iIm65fsu+IsHP7NXMQtorQLUUU+oFSO30/VFYeDbbuasX9+jtvybg0iE+LSXK9eDF/RvRp0SV8pp3JdyJWM7OJzSHe+6k30ns/Bb9B53DnmU7iNxjs7KLXJVJPAEBYhNC8YixJzOABLGUleolDgqWsnEhZBZayNhiCCB6G7byGMe7S7NEgjcZolFmllJ37iMDlAJIx4DqGZ2jsQFUQBcwGZivDWBmGR1iwEJmNJ5nBHA2xkGV1UqlOFNA+qIvkB7GIOYZliihN8NPGjNjmhkfGRbcT2iVTxTd6dF56EPrTr06Q4lZ48QMTBfnEvj48ua9K3FcAOYgUtLM6xqjVWDWIY4Tu8lKyDwQQZif9A3ArOINB9jEQMByD+89ch3jE6/Oj59Xh54W+jpK+HsOsA/KTWMqSLuNvcKeXZnutgE6DbLpepwfnXbUht8+SG9Lfn9Jr0m8T7regI3zgJdzvQn2hoxD3u4T0W4f7XVoKCmAeU1DgLipy0zw3Bzl50A2LGLfbXzlRpSgYotmmaJGDohIhtYtk6qjCu8O5y7nHyTidwMt5d3sZuddbbC2iqgX3dGmKDO/L0yqYoXFmINu+6SedsFW3n9TLUebn0jpTCXYuhfOjXBpOUTUX5ZJzTMjDv5quM3ZTqfHa62S1AGG+kCFRdFi8BXB9EQRFQl7+xkyewxlSl641hLqv/o5kVEFoEepaDguHhFvMtFpWL4yN0Nz8B4V65K7Q35C7QtvGXoTl4Cv8bCZI7goNkrtCg+Su0CC5KzRI7goNkrtCg+Su0CC5KzRI7goNkrtCg/Su0OBYEAWDvUF0OgjJ+/ogE4QICYd4MTR/0KI2RocDsDwQILd/wzNYBXktQq9iwgGD01wNmu3rFJzvGvs7xnk7xjlAcA4QnAME5wDBOUBwDhCcAwTnAME5QHAOEJwDFOfAWAAFA70BdDoAyfv6ABMgOAupIszYazwXCDidU3GdDlNydyQdz8XZMTn5mjAmheMZL2RM7KZJY/I32r9bc/pHNfbYq7ASrOL9jDa8K3w6zCTD/URnhfnyymiYXHcS5rHNEeZ1Bvyi0EbDIr2f9DJB8bBXo1wTBXG/1zK1D1TVZzIyxTPl6Pl1+syZcnjdG4c/JGseeNrzDjkLyE5OsSPJKfdNOFeK1qNrpYC47o1n7k92OkgVrZNYTBPucMT/2IXi3oxxnVkzCO2MsEPAinXlBqKB8f+2sjKsw+geDQYoB5TDSkYparCNk/Z7XCPCzNWVvYPQJkA9QJQQeS+w0/f9mIBE/ZfabHhNCbYoIaCt9CmPKyVKvqgkStL7lSRzlfoJMiu2ifL/+0/q5ZbCqJqIQIPTG1VwBZyXYzrUcKLCk+2RIZnMaNRYteet8DQaQf5rs/I/L+8dHdQFUxei9DZia0VQeYKMMxktpskqL+HV+5H2wQ/ntAY6icpbUx7nCi+Ll9T9pG1RAkzu809z+mxyVuA+w//hPuBQuRpO0nwyqwxrPqHfvDaj+cIfp/k0hVjzAU2fZljzpuaMRlLEnB8ZiL4bOg9tuJFYb4IynIYeVBnmUkNQhlPpkasLh5/0EHo4CD2KMA885fq563UX874DlpVlFKLd/m9UiMW7ivcUM8XF4wrRaS37NynEFLboPmEVNpFm59SHuWScog+351I0m6+2Lpuv9hr4CRA0oltYb8Fnvce96IgXYjoMep1CIvy4D4nWpzrx8Qn+N0hz80i+I0nbeNN1hiSp/HzQVSZm0k+oT/XM43TNczf4ydhPhDOnsKb5NtY0DUTTNBBN00A0TQPRNA1E0zQQTdNANE0D0TQNRNM0EE3TQDVNw1gDCjb0NqDTDZC8r29gGrC0jgrakd5DaNGbonyiLzGcYMoTCXIPHtRWWauwFf/TwSpfJuf/nGry4/C/C/wS4383xj9B8E8Q/BME/wTBP0HwTxD8EwT/BME/QfBPEPwTFP/EWAIFE70JdDoByfv6BJMg+I9ryrxEoqrqHDif687vS9JdzDt0nfuwuDfkDdFHWWlV5Nz3MrncyDnKCfyzODv+gh+SZH+WZ7I/Xx4MCmyTWecKNLs1h2Y/E+s+j7XvOqJ9+V38aZ5J8v38GZ7hifblifblifblifblifblxfEk2neG4BnniPadUV91rrGcrILpujvrs2zM8VmKdxuTA8vIEWc5538J54VtzpZ/Fd4Nv0nPduPI4WghWmXSmWpkTTlf3Pvxg9z1alDc+YGXewFhvaqNcoGBwJEAc5xe7RUO88Bq7jevNzNJ8xYzMk+7Xh0QYe/N0cGLB2FAhG4uFPeTaI1REIChwJkA4sl+ktO8IxAoLuaBuGcEowHMUGu2mt8xj5nZ9dkWxRX4pow6FtqVCPvCYhP2egbGzzixFGBd/wLPuVzEAQ525sFQ3u48lCfuDssYEszYl1gr48Z6TgW0oAgselKrtWqRlugzhVpRsM1gYBg1daKAbVJpnnlbkCML6114AS/hOCy6W3kF0ELtdXl5JcVExP4zNRIOpkawgB0BSaKJRo9wRCvDXH8W1s6ynM+MO+ORSp+gCvp9wYNVM4v9fu2sXvL8DLz41zW99BFMg/emXLw1It4aird5G8YTbLNJQ1JeulO6WyrB/SB4F/JaLVQw2us0Gt5ZHtVqYPIIVcKMJriJKAqsNf6JtUThJ3fIk1WvmQ5lXHC/Jgr2G+Spt7q2h/2+0Iee+4mSxR2aVVvd20N9pW5shrxI7Y3Ik0EmySAG9+WAFUJI707C+OZpsZmEzYbr8OizhNSjS1MYpRRFBlMUvkhpR8yZqTFtIac5GxPuy5zNx3lz8wnqYf14bPhgfYJEsafJgR4UcqB99A4RGi3OiW9Tn9/enLa8ufFnuLMG1oy3MVhTK0TKzxXzF/Kos7C6zgNvXikgnkm8VownXvvGMyJ82Zztxdmc7ZNY+ggZ8bVivn0yIt7fnoPb4ixutHwWt4RYbxJufbAvB7e8vtkEtyzgCfQj+xRLxX2KgRxZhWwMom5XvUNwu9rU2uiAHTrtdrphcUC1W4WGVVDYuEg3W9I0LnK+cVZWjf1eWktzP6Md45KqjlcizFR0dzIWSj/hi2w2ClJFkN+lgr2qPhUBv1clUQl7xDPRQ1H+dYtx3nF8G6hsFa7TVBuiR0IQhDhy7OVHvCkUIjFKEqFEWrVNTSKUrDorV3N8jNLZBFe0MzqOawOVqkEaGcIqaSAIbcGdwd1BvJZ4lDcGgwRyr7pfvUu9R31EPayWEsDiQesC3O50l7SE2lyZ/BRyxrqLN0Eugv8PRfjIQGRrZGfkSORMhMRZByNRaBXtLjxH32KtaBudoz25cxRBGkZRapEV4fmJrsNft+4HPKComovIIctgN2BkQMK9kLFHR8nKRZy9xDpH29JPzr9KsL4nxnAWPAW0Y+/zNrICySvJ8+cxFlaRjxd35Qq4hdmBsWA4TmlV0fCjXJ4kt10BpRIAo4FICWHNEMkJ6GykPiAfnGrbwr9PWAroJqwCIMj5VwX+8z+P/S49AsokCrKG+wlgmKUAMf34bwDA4ChIJqtCBp1TV9YhUXzwlrQYl3fh8r+VbAMa8BpfpMF6Qq1CjFIiVbMKFaPMk8kVrCxPyTCHmZW8glUYWVahlkrJp2JZnlEmy5PLNEiSx+axSqlSKlNJ1GqFQsY8w6wAMvwnwXqrn8ffqRVKvPqTSZXKvMPMigNyqZQl7wNyueYpjB0KjhTEg4Wj4fxgATdKzymMFJDTRyPBIF7hFQRHRsgaJoy/EX4Jh/Gv8bg+fpsmkO/T3MwNZR+0Wu1t7JAmcZuGS7DkwjqnTuap8dRYaiwyi8xT1nFr1WOPVT36KHm9NT0iuXx71SMPkw8PP1K1XaQhfALTRAm+zit3gfuY++SE4ygJADTiIgq5nHzSAiX+pAQyBFncP9ikZlZhyrO4QzxQ4mfM/pj8ckyKpbwCL/7kSiWE4MfMJeAI/mUASIOjhWcLCMPG45EI7mgiyb1VOJp4C3Mx/h/3ThIQOicRO4f1Xgri7tjxMNo9NfCJ16tuT783A86+vYp94mTVLR8ul/zplirCDjA9G4+tk/ZjB6/8BrNT+g2MAV5kkn5Ise6Wyhi86saf8LgbJRIpK5EiuUwpacqj3UC0GzL8rMCdWQogHkkFK2cUMhkuLHQCUM4amdiJZCLTB9wLMkA+ckzibTk9wENix0OBB8TunJF+7/aq13E3IMZX8sAtVSdfrSL3VkIQhuvR9agRo6LYj34LQZAED+0xO7p+9Ck0A64/fn5lxt6B97McMuMyRbwaJUEaFEpgAdvVlu+bxb3FvQ2SPWItlvvoNGuH919P22+Cv5AdQRfjehaejNsGBjKMBFDhAoIReieg3dQk2wJ/8eUvAzQ2km5nDWPfwOVloINXy5I2NsQiwHIswmTO54uZpBVgoYQLSCUShGBIIWNZBvxATlDh/plIcAnuXfKSAMHU6HupFEZLZjfR/wys+6PfkL+1t3R/kY4vuBe9gvSSdcAEQofeM0LTUfASsfIGpVARMRGzUKnv3sE8i3n3BjP3Xmpk9C2QHH13hLJQAAriz0QkooeKRLMF/v2xx69f0D0wN+EvyZOYL9+AXqn60+1Xbl/V2NCvk9nnPRigOns2eoX5kWQd51YwT2OdomAg2SOnOghXFRRk12vkFkJ4K9rOHAUIqA8gaAOgIFh47BiR/Tq0ffR59FD6D4jI2D1jf4ZnYRTbtcoD8k6kwmK7KlQ2blqa4NnlbW3LlrW1L+vAr23Ll5OsC0TqsT+g9SxA86RR3qkhdSMj4Ym12WkhoUeX0ae2LEzh07I2ivsimIYPMz0YtmI/xonyFcgF9PDytvbly9vblqOB5cIjrqcDIP2mHEjfxIJPAdTAAApACbADD/CDOFgCVoMN4CpwHbgJbAXX8w3t8xe0zW+bwy8JRKqrwzWBtUuXBoJzuteEg77yZVzQFuSDTHAgYCvm3HqXtUjrhJZ8r0rGmPLkbD7mwEjkVDgcfoFcUomfj4XJp5PhU6nwyWP4uxP0HFz8pCOvJ8hBsUR6Ess55ozZJXbhD/N9JBaBThOek9Ce+V4XMUUgLm43QR3hv4jJiV9ZtydWCiPhanIUsEAJiykA6RmnpZDwEnRiwSTwFUMecEk3/i5C/lziuxysPA1bRn+afibzym5OP3N65Qctp1cKz7m/4rInroUF6Q3wS+l/fPghLD17cEWRY42/JtF8f+/2db6FBSVzK+KJZzZtu5HdPO/aN76w5etb5/TMnN0FH1658v2VK1fKviO8S+4/vZL8ex83L12EMcAP+B9sOc28jY6N3rvy7C50bOVLK3+9Mq9Av9Xm8Qe8fN+KlgUbOdVN+UWR8s7U6t7UFVCbHkXHrlu16la4Kp1uaaprxdqihSB7VngjvK8/Jx9EwHywDKwFV4BN4BpwA9gG7gFf4Jv4vtnJvuTMuvnl/lCosqp8+003bdnsXblwobd8ZtuKyos5r83Lexnv4nLKDGUiM9y2ZQo30KGfxA7jvPCC7jNxhOvfzguSacpcOH98VtZgtuT+em5G2fbvYJCrJv+OZRkx5CTUWiI3BNt1dp0Lv0DAgrM25shZXgI+Ajb2COGt/9vKKkD92IvKy7CeYvCaoBh4QTVoBn1YGq4FnXxef1tlwrpqZjixKOk+DDfzKutFcSuE1jxDQko+KwsSaobZgy18CV46RILcyLsjSWLgR7h36YHsHP6j6wkoyudGSKW+WWAmpwOZzvGDBk7QDeQHchg2udBXCz/ml1+cnXMbsy89b+/Wmw/Mvbfzpr3p210eu73UU69h3n9m0+VDvV/v3rovvb3QHzJbAgGDjLU9d9mmZ370hS370ncYYn6dzByqMmCbsXTaryXrPlwieWj0rz994YeXPj5/6LuvXnHJ8ZeuS//P6rM///HBQ5c/MvfnDzxzy/ee/NK3tt3S+vjeH+958Gc/3b31+a33zLzxwR/wqx+Z8g3VZy+gXyIVHgMlCD8FILyBt0ggrES3JeUD8g3yM3IWyDk5khdiA+KhfXcTwwibHz3EYhghFrRBoJ1R9l5IAm+aH2poRb+Em3fcVe+rvYnaBBg+M0JtAh1ZZyp08A+43dIn4UAezIOH4R94VYcP9EMIza91UEel4KssRr9k5+N6HoVubD7xMOD6wwIE1A3ISrUI7bJAC6/Ii1ZbLAYDD/N4hTIay8uj11GJ7gTaxxjG6WraR/VTgIU37FMyFH1gtuicDB1MKLkChV5qbQxK1n3rC+lb4JabawK1xJbAdRk/rWsCun1a9jC8Yb+J1KfmRA4E2zTAUNE0UHPhM8CE+9kpwrcB0/5C2sQBm9BGhPKwftpWch7/JDYDT01+mL7hXBQwfVzpb6FFoAVIQd4BCWQBCIaPxUNVRTBicHpkrn/Meed7m29Kfws+kl7w298CCewe+4v0Sckcal85seFaD+p4WzxWUxetqo/IQ7UVpWX5+XlAKg1rQ8kQClXX1urzQPAYXnMPpfAC7RhZih8Lk7sRQlUwO5uwpM95zv3envOsQBYFlCmgR4Ex9Tc3+zN/geaW0bvFD2y/+PBRDC1EC1OjD9OX0YdTaOHow+xVmVofkaeW5oC/GbWPQxL+mLKJtVIEEuXpPWN/Yl2Ep9UqzJkyvDL2AjKWzrE/MafwWPowRXpAD6938B09HVgktnVI1fl6vLYNYTP8UK2nx2SSw0r8fDCqapM/UUKuGQ8nR18ml23H8bIJE+qNU0RfxwmtuDdIsquTatMaelMBMokOVnKkPPmkQTINI6N3kNPbuN3kDnK9eDMDUbq4AHzbay2zWu0N/iLOyNVG4k1ztz+6YOmPvjSrYdk18XBDmU7XEsT/Wujrlzvq3UZvY4Vao7UUquDT1514elfLrKDUXFSiNVjtnuKq5lnNPRs6nJ5Z1/Yll8/pdDsi8e6XcPXmqmCwqhkDgX/sm7Mw7J5R588z15cFVm/a0k7n49hrbAv6Ffs2ppjuINjLICSsnagtzWBDohx9NCph3/4e4U1jer7sq2O/w7YSd5DtVUGVjLDnqY2YJJaImbXbymoiUvJmbNoNfwNZKIFvfKfpgTSb/k36d2lp2cLLr1jw2G9fp3xulFwn+6o0jWHlHWBVUI5tI5pH7HSX2W2szFlN377a9J20I/1R+mzavbvpB3AUFsMSOCa5bt6GKxbs+/WrxLeC58vNaCvWcJpBKQMlBCM8cKEqHYxAg1MF4dv3pt87/b3tO9PfYt4e/UO6FnrTrwLKI5vGKmUc5hEefAEcBWZesX3GEw9d7qiUYh4YIvbZEJ7wuaswGRljYTlGgrLi2ONhJdcKUOVV4xlPUSqFn6Wu5DPUZZ6Q9DV5fMluRVvg0lhloqve0ORxdTe23VjnrWix5HnKdZakz1t/ZVfLOl+7Kd5R729Y50l/8dPUYl74VLXeXLndF2hvilbdsK644tK6cl8zy86wdzf56lvurG3iE7cnaz3NvWUtrISv9NZfVnb2kQusUHqB5amfwo2uR9sxZ8j3YespSPgRW0yim8INl+MyJ9N3oEslM/FqoZBXK0ry8vRMCUT6ErycSI4kR7DUILpYR+6UwKaLjl40Qy7aMZ2EX/G3VFoee8xQ3u1P3yE9WlEUu2T07rLRu9a7bGV0TrSk74C/zsCGJQDI1SV5enmJAuXCjkUyV/voyGU/2ObRdT9mqWzxw6+kr/B3lxvgyTJ05SWxoooPGstsrvXoKoBNvpvH/iTDVguwYonYDRaAyicbdDp5JfgvpgDMBeUkXjbLoYrKn2ixQKpQyW06b4dxm2TpQVhMMK1MRrMpJ6JEpZk+d819AUWf6Vh06Yyq9saWcO3Mlw4d/e8r/pGUfWNpS8tS8oee/Lhf4dOld92194vbNoeKdFdWVTX3Nl2z/6kvrti9e82a9B39/bQUjHxyGSDSRrJEpE0CdIDqJwlpKsFhpuBAeVtbOYnK5TmSSYdK/oQlGqUEwjYufQkHubfDQUymC6OSOwizv2mh9ELoUibzRIMXd3f0h2PF6rtxN/qXtrb0nxdBwpse/M3QvJn9/Z0zh39z1e70neSHgf5WTAOsRyX3/OfQgPnJx9Hg7HOfAw0gqE9fwTzPnMSroRJeBRRSgDhkQwx6GjqAnDWA5GjqJTIdFNDukMqcBjuEl+H14Z+/+MOAezlTno6nv8wmalfC73/4TapbR9Pt7Gw8n40gn1fpdEheAp5QIAPCui45MqKn9MIra3E224htgCT4C1iywlzPV2KL3Hn00D/Sr6+UgA/apdo1tRWVrcf3v5j+UH32PunTdI1H/HfMIWaItAEsfJ7pibwSzdfyn4AlRhkWGiOjI8SVSIVRCRQEkWjAGSLYYj2U31RvMtU35Y8OXv3II1e/cMMNzFClL766b3XcV/nINdc8ktaQ7ATcTgK384PxdixPKErkXzM/YSwBtJ33SDsGu6CkBLHUAGnHJE5dJIFmEvCjg5nm4K2kJdJApjVbejGVgZvGfs/cg/6MdbLqgENaqcKaOPIZlfDIp1FQcMmF6g8E7k3fh/TMUWyL2wmNCo8WvWTv1ClRp1xGBfi7k/yTKNsLev2QSegk/GhZW+uygba2ZbMuWVDviEhkmjVXPfqjG+aj14jzc6C/PW1e0dK4JF+nu2hXuDL6xo6rtgm8QO0zalMVgQJepS/QmCaYacHIiWOhqomm2kSDa3rDTfrGtGZYxp6TdmbMMYzDprGbmXskz1GbKu/AjMsrpSA49MZQVcj1GYbQ8L8+/K2fptL7F8gyjONCeYwBfWMvso3UT0PyS4p4tb4zn2HyJQjldUrVZO0SpDJZ8LbkitRczmM+GHXein73UsbRPtqfeRIcGx+eEv3tzJ+zznwI8uAtbA96AcuA4kGjUb1HepgpfVK3h1Hi9XFQ8PqEiUzTQKejzElEJPFIUF9ODdsjve+K1el1s1ov1tXJv7pmAVTvTc5YpkDP73po8KKBh3atm7l04aQ1BuyVQzmrwobYsY3h81wbpOePrw2WQwmzi20GS7E9d7Gf2nOguoZgR+iQfYiErbAUWjI8NuEDZTiYhKJrhXzIcp9H8KDmPMTgniq5c8MMa8WvYrE9XndtoCrcFC/0lAReDTkdrUVFKouerQ6UlIeq5Vyhuqio1eEM/SrS9g13tDoWqbq7rfqVCuuMDR5pTchlDcD7v14b/FWgtH11Jalkr7HoFQrGe1mHo7wjHjO7LNVP4CaiFXX3dBg9hbF4R7mjY61PVl1VZg2EFP6VM0oDJyJN3y4jsOl6Z8/Yn5m/UPlEfAUlPGfs1GqgRtKpxULC1llIgjonUuR/TKjxVb4zl3O4XA3OicyBvpqJ02TYCAazTw+LIZvRyvG4EAtK0C8lw1lfiw8UHHCqUf5heMOgRyctpv4W4nAhw85kPVuST3pk9a+EJOiKFcHGdPPUJ7Yi+zQ7/QW4+Qvfqg3U3PyxTxRXEsO6I0u3IHDyBlunthAWFkp0nSqtBVoqO90C8cIj4UhwMv1s50FLZtdkMsG/TyXqlG+mIa5kCr71wMObavEAVxo73eMjHiYDHqEDjtHmqA8tB1N0DkzP1QO0UMTlu5OxRPecuydTe4C6pvaJxBF/D89ifiF94g4ZOzUKrFYZqlYnKtUJDHp2csPsVhH4RzdngLPglbE+2e1SeZZehXweHlALJhgZXwuWbSPhEyPciU8xrNIHxPY+7M1I1NQU8kgmf8PkT64Fph9XL+bE2rDGbaysRCzcI1MqFIVhMqqR4KkwvfQ0cizMHQsT24wGCmlKQi6y59IQud/vgY99ET6envvF9DzmNxmXHGwRPX2jzJSvkAU+lp73pfRc+Dj8qujEO3uyWfDvoeHJ3wiyaXx8ncDBG4ydAHNqobxTiyASphsIUuHECQLqHBT/+PHPfJ7KB/C346FlzBPPjv0Z/k3Sn6X1m/xD+XmAKSvVS5kdFbsq9lQwFRVVoZ0KyCsgUHAKm2KDYqtip2JY8abijEKhYhQMz/DeyugeBjI7TZA3QWDiTDbTBtNW007TsOlN0xkTLmbS8lpaTAu1O+2QJ7uWObvNvsG+1b7TPmx/037GjovZi/giUux4ESza66c7fQf8jI1u993p3+3f6z/jl/k9IHgqtXHTyxvpXoNTZP/FtB+O0Q+QxBs3WiLHLOGJeaO683iGf5vP8/MXJJMLFiYbF8xPNs2f/M7+gl+wgG9csCA9G780JhfmPMwRHzCttdk4LLFbe8BFYAG4GCwDq8E6sB5cDa4HN2Nbchu4hK9q6qqPlvYUyTTSnuqe8iqHSW0Ejvoeh6OnnllxxdqlVw1sunxNamPvJYvmzV6xeP6cVUAIsobDmXAredbRa4C5E/gDd2pIF+FOhukkwR8yZmqNSQOJSW6gml0Wo2taj0TmlOZKRaOUXrmqNzhrGpmsWYB/FBbAsvOO4YtxVl0m3oquvPqWVX0zEhdfdfkNX1zZ196wKO1XXlpy3dW8w1Os1+ZrFdLmtrlrFd2OmbMCLn++jjOr5eqIQ8u+eGFRWekzQmxViLK+UHfiui+96tdXPrvltp80oHTs1zfdeiLA+Y5svf3HCaZ8Z7r6Hldhfqk5L8/ASORwLVxcLik8wZcXmQpMeUqzRKI8uAy+ca64LFsoRlg3j8fg1dmxVwEdtgQKALnX2Qv8IAJqsHxLghbQxbtwCYRYGVQCqYRRqFT2yvLicGnI5ykKqp0Wg9aeb+TKph/reDAyFLaIIXQFqlFAGrJAn3Jo0Cq4LL27Dg7Agdr0brg8nn4gvUuy7LNQHW6Fy+BAHYY2EE/vTj9QB5end7Hzz5uM4zQ04fljxdLKi+UVoV8DaAJtoBPPqThfqNACk8lXHXYnyutiVa64xW8vKfA5SgsD5yLcsRPEAZpx5+Sy/afmbGbd6o1auSqSX1XXXd28ese32a9/JtK1O3b06fJL6iJV7Vf2r94XYb94/tx3PrzXztuUMsDKJKwSQHhBbHcscupYBBL9i4WKDlNE1L+fmnSvpjXw/+2D76bzmNc/0yyH/+iD/0ir+9Jq9tULmKzchHyZUpovVQVimFICl/WKkrsf9PIue4FWq7PJoF7HAKVUp2voaK2dVTdzRktNtxevT30N0VAlf84ZGzlxjDsVJtdmY/oRJ5lAOvzqIS6lbDaKzFQKrRBTL5O38ulIC++8FhagP16b3rbAGC6pufYvG26a11FQobk8/fv+VF0nzyz4TEy6mSYu4ZfI8YA7fQodW3XxrNU6JK8u+hta84e2aLAOHvy/aBwin9s4MP/C43DttWc3Tz8MkqX/ScOQY7cwwA1CoBrUgUbQCrrALDAHLARLwABYCS4FKb6y3OfzewKcza61aZXFJhjwK93A72+f3dO0oGVe30x+brgjURttb4jHOs81GEN0LLL5YEJ+mDAm55HlRfLBiOlv+tQ2Sfra0a9NTdyqbdi3eduNoy998MG18Evs//nMAxTRTJu1NWPhujmpK9C1J1emX0HHVl7QQOlyxkmDrXlbjn5sATNAN5gN5oFFIIVtzh6+zFkg00kkMgdXCOVAJkt2tdf1JWZ1tsV7fE2xKn+yOhxoPueEIZMlLCbuCWNzrvy6yd98ulGRzr72o0Q2La7rom4kfe2Nnz776hPLB266+1am4rOPBxjLzYRrbq5rHb0XHdv3+A9/jtaMfnTH1utvgU+f/2D8J+S6/UeUBSXodtQpuRQYsNVhGjQCCZQchpv3F2olIHns3RThHqMGEcd2JrMEihlxZNGBOkua1vb0rGsuKWle19Oztqkk/Te/3e7Hf8z73dsuqau7ZFt3960r6+tX3pq+8TsPPHD//Q888B3SbgHywQ7JZdjmKQahJgUoYllQzCqwVjHgJz0r5zW7pFCqpTnw/YAkIKWOpUhKDAnw5KxxDDoSsrDHqmuqYzq8OIrt9VRXe9zV1TcUl6dfcenzisoll9W46Zc16TPplno7Mptxp+phR72dMWNc8tE3UaNkLckFI/c3qSED8qQKBZBDOabFPohJMZKi6Ul4TuHWYYTE0014ptREYvnwCxd3dQ2mX7vo18xD8IV03cZvf3vjBzSGZMe0bZMsxj3kDxpv4YASKkmWogJsKNxauLOQKTzMJHjtALuB3coys1nIHsdL9MPoyn148JKjqZOp1EiKw2NAQ1oyuyzr3o3SPfiZ1ETZQbijOf1Cwd7f/+TrCzYES4MXJcoDdc8/YC6XLP5yXLLz8rXfjrqLnJGyRPncK5A45h14zItBGNh4ZRXuK/QAAzSQkYdAHHm9qGxNGoZ6m4WcogwnMMLCVDgIQFiWkvTJ5IwNF9WoCyMlvnktFdHZA/6qlbMjS+4b+n8QksnUBVx+vl6p0OksbqPkUofB39Ab0+cVx+fWNKaSNlfXZTNWPHR1U3qXpVZXWO9oKjUUa3hn4+yiMiFnz4bxvgjTUwFMT0oQ+YYMjwzj+1bq1AtVoSJInf01dnjsN9+cO6/A3wj/mX4HV0pYq/40GhTysfDHZsklwAhKsMVi59WlSmBiHQWcQ2T9fRyGh7uPFZsFDzbMclrNuC9eJpwBZDJapOScQSo59+/cfcO199zXzd+3cctNLzoX2cOmimWu6FrWueSK1JWrei/pCs+t71u9ih8wV3Tc6HMtHAovuiMcTFyamYfb8Ziszh0TAxS7uN9jEMdENIAMsUaGhg3GZyUZG4M4DmQkZOL4RMLu8xsSs8eAto8PyUW1DUvHhwQumzokEFjQ66hXosFzmHuSRVAhU2KFdAwvNzCGWHGYhEnitHzY+iH+nzV98EHbv/5F6jHDqJc10fwW/ELMBwO2qy2odvRnrEnYr2FhtuIyV1AZZuAVMhYkmX4GMUQMvCFWMGUq0YpXtK5qFfikCpbDOyVLgR7kHcCzGYuOYycpJ0tl+D+BbU1uTDo9vDNZ4rUUR/3W2i///OeSpUVeT/W8NT/e/3yiwlZaBX1Hj8ByAaYWw1wjwoQgTy3CNBC5U1MtkD1m1puMSNtYWm4pEUHC8mIMcu7aH+8fIiBD6RNHj6Rfx/B8yIceZTeCSrCLbz4oeUGCtmg32NAWzQYr2h3YG0AanjNFNXx+UdT4VFTzrsP9VNT+rkP+VFT9rrP4qajtXafnqWjlu067zabRqA/D5w8wRU/Aw0wJby2oBE8UPMzI5F8xGV9y4wVjUVHxVzycG7rf959Yke/j3kslRunWIe5d/ACCo/jTP0c44Tt6BgH0+cjWn02bQAqaaPyyBBotVNCS6U5j6pjJJsheQgFonbso0lMqV/nTvzQYlUploSFWaXSlf+VXyfGX7LIZC6Jz1r6aUGrkTmeetKDqvWarvjX927oimdMp1ygTsLZepZaXCXNi7HnUiR4SdVOhVgu1ZDYYJerPqJtg9GN0EwRdY68gI/ouKAQFT+YXEI8vbvaATKkg7YbfTdEEQZ3RIqQxxLAAFAhASeJxwQdkEruvNN1sjxrVEoXcrCuO6GEV+u7oc82GPL0NL+VVpma4OmDWGK3X4/bycXsx3F4R8B0s2mN81oiMWAschEollHdrnoabAWJK9kESVX2XZF9xo6mhqhC2xkSfiMyTDQuSEGd1TQTJ0ro/zmmNzquqsN265NKtq498s7NML2ECQf3fvsFH2uaoL7lkU1vDDx/UO5SswN+Y1hWY1uWghjeTq3nWKxml0iLvVuvhUbzIUEM1ob3zltLDcMU+C8Fl5C2sFEciHEEpJU4FER9RTGZ2jAkKS1wauPcssAQaIzPrvIsPLF2/7NaD390QdlQ6TGbV5UFPzTpYVWQyuqPldb2awf76i6LJq9d8126xFbgVbG/c13Il0deYXo3oe5P1tRZCSAS4XD1RX9ecS1+fylXXRF9jGrShb2AZ3HDoE1T0Aa0gmgexXlcSthh5NyVq7E+rrNE3plHW2XnQgcdmgm7QZnWDeoJu+Lz0NXrowvU1HqeL0IOivtbKoIwMDx40rF+JvrYYptPXwXF1TfOnn0fNeG5M1NcFDkmBloMcgSdR/1v1New/P309dUygR5u1odQTbCjL56Ov6y9EXRO9C8yoF3Wfp76Gc7L6GqpRL5wzrb6Gc0R9DZ7BZR6j+po7iNV1P54o51TW8DFBWWNdne6Ed6Itk/XqJ+pqtOVjdDWGuUaEmaP/P0lXpzun09VjY6B0rAXVwrsNMjQXgNFqoMIDLD3Mcpkz4kvH6uC79Pd5+Hc//R1N/B356e8Lsr+zOb8rx7oRD28yyOAJ+rtiH9ALPwMwAb70lmnrl+L6N6Hrcf1HM/WNE+t3o8fJ79LbMr9rJ/0OZ9L6v8z8Dib9zgzDuzD+SzK/e7K/Y3pXjM1Et8F7gA8sPGDl1I7/wis4O6hgWd7nKyrAuMK+vewZFu1hIY8lKUqy5LsxFu4kDxzLswyrtVOIkROpjRs3kX9L6VbEEU5MvjBRFWcxYzMkY3JMa4QQG0Tr6w1Ud+QpLa70n6wapapQG6202NJvObWqfBe8uTPoa/A7lv2Wt7FmM2vW1n/YVmbsSv8qacefGYOGhw28VWIW+55uRTdT2t9zDtrXwV3kd/irDG3YibRrgV9DnZh2SzO/o1zadQLAHpekQBcE/DcXlUFTGZxhg+1auFAFXdZEMJFMMIlqLm6Lh+JMnFcoEAjCYNRXWYlMOmyaqAotpTowg0GFlvx84AyCADQwgQCojyfq+Xpeq4/W14OYtgmqmSY570OIz7dFMydxuORyslcKL3RlcrmzC5Id58gGQoDH83jmsPNNJ3ImqeZv2EaW39zJ1KbniVAjx2NwR/KF4+O4I2JY9wj+hZ7eceqIeJoc3Ul66gjJnBoKHhs+tjSli5O9pceGUvhteCh1aih1hBia5B9kBFsqpnN7xB14wjFzOicVkUQecBZiZ9Kkc2cAkifdeAmd0YQ5pB6Ga9jj3rN/t7YbZcduuuX2t2/pv6xBV6UoLCzq6t0w/2677zeMps+KPig0tjW5Vy3V32cuKOBmOZokBXp3zfvN0J4+XRDgWmGB8qrrXvzSX7ZW5Denj29s7VrWt/pL6TujUNWkqi5Iv7dirikvfdev0uXf9ujGQCPj0areoTpr9tiNkgWSn9MITiMY5X/gLYmXdJYwsXBb+OowczIBtSxTzno4fSTgYt06Y1XIyTpMlsYo5ki71gFljMPt4T28XB31eCqLOKCDSGe61QyvMb9gRl83f9+MFOZF5jVmxmwGfB2s6+kt6i9CRZWwBBtFvBb2wn64HrIyCCuZaIBhQmudrnIClLHbmO0qqFKykapGVrrWpOMYs1ZvtLBqBUhaIi9ZwiOWcDiSSh6zhC0R/JwkJwhC7uWXudEjQWze4HFLkcP2T/YLoysM+Ek62JY42b+V+asKkUHFIwPN1EQ2Se0OD1b3buEFD7G+zBKpicjMFvJCxlFCClsMouzHol+ywOO7Nn1/ueOeq/rXvp7+b5nVtrmstTmwufE7ixccg4uOSEs321uaKzfHbXmdak/6GN+W/l60aXVX09qqZICVMV8/uPyjeyVt8Ruv/gNcfaXK8vUXF3z3/oND8OIjcOnaPMvdB5XLbyqWfPR4XSn7oM7fec29Tz35jTyzMDdnj/1e8jXJOtABjvMDHUXw7WJ4bQm8xg6310JFGzuj2cq18C2opaXA7an2II9TW3m6ElVWhtZ6nYzEbDK3meeZLzFLZOZ6TOEyS9TCWAoUrdoKXttsbUbKZtCwoQHpmYYGS4wehmPTmqPA4q0s8WGdK7N0aWPWGFIwsR4rbyXHP1qD46d6cieXpk6MHiFnXOJhoOddvrA0VdgzegRL0RQ2fZemkkdGIkE8YClioI+cOBaPZ6eacKAjNTwwqa25IySOzDSTzyiYj+JSz07WhZKvFZbWBBpLleqSQq/Jji1wW2TjojAeqeHvHehfcgwu/OmOXUsK8NB4ytdf88MtJ/ComGq76m1y/Sy4+Vs7b0TPxD3+UL7U7GxcceXdXRd31l39h74Fjz50CA/Rs41ly9MVD6+64svXkmFpXXTNF+AX+8wRuevEGWJzOMfeYk5KNoAk6ISKg4tV8D0bOdn1DB/QGaL3qf6chzqji6LX5DFBbJedLh5QS+yyPQ6tFErJXSlSqQfucfPkdCJyCGxRlLwf1BmjCBU3H2YcB/gETBxmTAe4AAwcZooP2iphsJJs0XPsD4c7DjOFfEG1iuFwTbmEAY0VLqdNoXT0evoxK/wXeg4vpTjo4HVmHsM0ryst1ZZvKD9ezpQfRu/wJq3SSi6ZiAeOBld2S2Fl2/r4yi7uvZF3E/iFpMOQFcx7vhHu3VQCzyUfXtIk8Lpv41upd1Pkd59vI166R4I+spTHazFyrndqIzmKCTpjEbeHvOBhzMkGqaFGMB5EbOaZyYtUmHN0iTa+UnHLxPVzJAy9YycUmmceg7996MaDnXVNbQjOvsj/15NSePxl1rfs+iNW7+Gbrts2+8YF/ZdeVhFnFcnaQKzGuhCxdzra77LpDkLpvQONM/vqlF6Dtv+6tpG7Givu/MKW/Muf+vFVV62rT16lm3sqFHA4K/Bcm5n+p/RqdhfogAufAk1jbx7AeoknB6h25XFRCR/jkVkbhwom7tKjDrbcatdIW9nKMmj0KGvr1YwCS2VyK4DNxtv6bAM2qYYttUUZ1apklZX3l4Wl1UkZPW/1PhUX3eqGO9273XvdjNsZ0dqtdmSvqKwC5Vw5KneGKndW7q5kAB5pyw4Ig1SSboEsdAIZJ0MyPHk7rB1I0eEErbDO1gp3te5pRdpWqGgd0EOg5/Q2PaNi9E51PYf78FTdz+tQQdwbR6/H4dPxX8RRbX1dnFVXmMxGYOEtA5YzFlZmsXR16qhefT5ChC4WsMIBe2+TBKkTJElqaeptPL1HU2+lNnLYSHovdQSzwxH8iZxqG0n2vFWIbSVLGJdfmiJSO/IWFeVELpBc6I0+nxdmHTXUaqLuHMZpoNM556scdw6d4xZDhKkWjn010SLSq9Ml8SK911Q6f7Eun0/fecnW15HMYSm+aHGesS1dWl+gU+o74c13fO2Wtqs3X+Nyd/UeipqVho4yiadwOfwKNhI3p5Uri1xsWfqfqA4G+7mOQv2WtHJecUhWVia1mS9D3OJ8n8J1470LYCT9M6up/P6Wb6a/sLigUkFydrFcvlcyE8RAHCQAD/W87tIGeG0tLLL5bOha671WxBweO8kvVWjRvFqbNW6tr2tsYBlrPO5n8o0Mk19nCzHmxtoIA0xQzphM1ni0Qc9DVqezqvLL9aZofihPF83Pl6miKB+a2fz6OMN43SUlHgxaocgr4VVK3MQwH1SYojK80rEGS7VuKHM7ahzlIOx1wEg/NtOaFQ5Jsr7crM9jSjljXz7MD6YikSFLeDQcfguPYjj8djg8egQPLB78eEo4n3j0SBILbpoeRswrnw9Q+R6JFJ4Kh48IdhXNlbtNwvX4buaGuCH8jx3ibpMMDflECU/CfdBuMlIHFfHXYXkQw386D138kHAeHmAZHmCqa0sgWftFyOIPekzQYzdJ7t3vSN80+s5eW9p6xeKf4X8lFVZnEv4eXgpjztBGeGRGfsCo279//9mX7x9d/gD84e70B/DZtAO+8asXXS646PJf3fL8LdBeFtUZkCudOHqDrw65XAqlPuTtP3rL888/D2ccPZp+6vnnhXW+e+xt2XfxmM4E88B6uJ1fvX/N0NqhdczDpQ+uOVzK3L7uPt3X1jBrdNfrbtcxdVynbomOwRWbkb9/YKByxtPR5l2OjqdnRsGusvqno003OXUFaimM6yKGZQOhga0DOweYAbXJHDTvMO/CZpNLrZDLoXr9/MMwxZeqlEqXetYTdXVNPfOegJAcDScteEItTXVXrRxwHWZ0fH6VqrlJudFiKXQYjhpD5qOmCFjNrUar6QmKKm10tWOng1zFciPvuNx3tDK07OjA+wu0xdZiVMzjn4sdl8+fLz+qUCiV8+cvOAzLBmOx6urZT8N2IMWWv6pn1qy6Om29tR7VH4aDgx0zCjZsPIwGDthvWJHv8816N9EzmqLe2XdH48HE/8fZe8C3VZ394/fcoW3tvfeyljUtW7bkvWdsZyp7b2eTnZBJEggQMtiEPUoCJCRhhmBSKDVQCGGUBGhZfYsLbSmlJLr+n3MlJ6Ht7/O+n79sSVfSlX3POc/5Pvt5CpZa8RDkFcX9iGsMQTCAhz/Ao3Zx3Yzar7B0Kt0G3x5KD8Ej9A1IOUyRZ8gvmCf4kIWP6EFcqCEGiY0tFKdSgOEm6IZSqeCOj0M5wMKYgRHHkNlGnPrElZJQbJuLhWSKAIhJhMBlkzDGjGvBhJIoUWAAsAFJQZBIuCIj4QIE5E9OnPPw+aqAsj1iAVQ8YHTNUdpVNqFVu78xWBH6+7j0Qyu7ZuoFVo2Fslv8pRUzwl0fP+r3uNXNuSer9TKVGWpiu25pmtyDD3HZIq5QZ+Baq7dmErVNn3VHolRrZ1t8Wsta+lkFx1FC/2be5rhJX3mwe03TdQ/7BaUTwzJNZsES8E11DaCXTqvjs202Xsg0m9i2yOThOHO/wm89sGBXhA7nHk4YlAJO4PD++VVB15idTbNrepryup5z+AsuRrWKnUUJpl5mL8sHP1BnxLi5AYgbANYAXmlosFhQxcQsU4iChUmHP2f/BdI9igBoxtqwLqwH52WOlTsAqwSwwuBgK3h4FCgyc4vwXgnzmKptaGyuaKY4XEERWVReV9/UXNbsbm2VtIiEHmGbWNIq6eruaXd1dI7qcfZoVUqZVCetaG52F5HyouayIrIMHnN50Wa/0CMXCj3tPT1uSatc0uOUtDrhMfyoxy/VyaVSndblLk9RLE27qqOulkNhaqiZqNUmZWdXW0t9A5ejkGdko7rFoqZGAUcuR1shwOZF5XJzT3OrzukpqyC5piKhRMq1BsNVGGUyZKpDZlyh0WAmHpttgpry8PfP2D1R9JyZBcUkFgn6yB9J/GARKCsCcSFgCeNCnCV0wqeZQpKdkAK5FLCkYKfukA7n6UCDB/6O9pzwED4P4HvA4x6g8VznecNDPNuK5k7n7JFKPO2tQjjyClJowvpMQfFZCK2QwWb7+9EjvCH+ipSa4oIszaivSI6OaNuQCnT69GkogyGpC5OoIihuWYWiKxggPj2CxAiKt3PU4nwBO/j8izfE2xFK5x+35w/QnTNA/eKj/GNx8RVBHW4qEQJnVNqNsDE/lpgFiXcFJFfAfWgCFlfejjgC6Mx7SOJjsF4VYdtUDheEe+aI/Zcmhyik3/NSC+DSr33q+sPX/3IM0U8BXeebBzTlRLANb11RYgQPGexFDq85g99covSLBX4beFAQ2Q4m0yfol1ofDzfY6TGpanp353vx2RHKxarXbWyGkJ87hreiOzysvJU1iu1wEDXu65qbs5pmpQQyBoKjlCjUyyeYtoVHEw7a/drm7Kd33vnaa5s3MHbErRhG7SLNTAz2U6cwHIrmBiMjmj+jUjPPGZEMyuiZIiEU1CUikYRVxSeymBLjExlMAo+4mJBIYyJiQoYvFgNMHBK/LSbETLFpVVTM1OKG6oEIvt8pniwmxWIOOAlP5uIZ+DmOcxRVXGICpiZqMQPGgUdcogbTQ4yFv3DNi5HwDbly/5IhCLEQW9GbjDzOLBpKo3XamOyGsJKJU4PwBp8gTJL6N1q66QOv46v37cx99DqYPaP0je378R/oHaB3dfryCtK85/IC/IHc37pn4u/mBPftYvjiASAm7ob4YMECWBg7kuHxA1YVafcFnUwFWRdXEg2Firg8DofH8zmLikwWBdA6cU2GL4iKNJM0uEZjtjsV6FwZlx9VKCyk2azTaNwSnU/NC5wEhzMiMszF4S9hIcloMOh+DhzGJHC6ROKoBI6XKZCaUkVQrHouxZRqRDnWKO+6MBl5jhIJDqWYuZCgD/IGAMDUHUBSJRW7UoMECpIxRkdB5EowKihSLVG/Pki+RE1XF8Wvor/tG7e+sXxHuml08//8CUpmjcD6arQlqRfXivUVCVpFsMl3ynJnm8U+UhWfNWvxuK2fTvB2PVnm5XsNdN20cfH+c8miyfQHZWWMLh+AYNsJ57EWzMg0PFwFXq8CTWmwM30qjb+ZBj+Xg599oIkNbifBTuIQgZNRwI36eQBAtEkjS1p5hs1mcfw+n5tTJudwysrhJkOTeh+ES5Y/Uy7PZMpRWSQzJ8NZzNnI+YzDVhIcVoaQaspCSnvUWwbGlc0tw1eVHSzDy/1lhC3lE2uBNs3WaCRevdkZiRM2Q9SOc1VmEV5LSA1AwvGXxbexz7LxsWzwCRtUZNoyuCoDqIwjg1+fuTVzf4bIsNjlPopTWxmvrXdiIvhVtshaLOKYODinUmOXWHWq4OkvoJCZPf3jxOyA+LVzp9HKQOiD2NcvSSYxKGuqwl+EC08I905f6GfwLptdgmRPRgzdTqkRxG1fxyAbiQCNM8A5h0ROSOVQfo0Uemkg0OrPYlmkbED0AewCs1eM2PaQEMooHMiIp0BrL4kAdGoezCB4ARXEOoC+xOrMVc6dQL8RJnh+W3Ouxz/HyH/5ZYLntZT58fuXmgRjwd1zipWjcUlfM3cTvTSMb839EdTMaIqmHNwS7zKw3UvfOAoK8jKHo047Hdy5GUzslkQ18GWNdiZ9GHT0RpxKPuFwsEqo2fSZ9GZ6/nq/mfEBQxwSQHopAZWZVrHFKrIW2W1Cm8Dh5Du5bhfPZRNBeU9kFoZQ4zIdzwXFfycf4y3m7eXdyyPZBI+n80jMZq1aZ9ByguACh+NxZ0K47+Twhxm5RBH1BTykGz6THGDIZBhnnjej4oiE8I+IeTh6MPM28kgBweOoEaXZoDKitkKmLyaZ9eUSnEpPwBDMaDPwE611A1Q40N8weKw2Z4cLpF3IFEG43A473POevR7c44mE0e6FXOt8Fq7xafEX2S8KFiUxapICKQBpnciYx3zc9kNWC/GN4YqF5ilh8VfhdA5+Mzxi4r2QtwMyB+J11/A2dGeyZfOrLXEoKAW85wniiue8ArBjjhi8SxhbFAROSmDXGbydjskzAE7T6E5yfdakP1fmn2PiDyNJa3jqzsrRKid5hrgwP9LslNJvL9q86DV4p7/okkY0crjcmhk3L9y88DV4By+Ude0HizAmLM5Dz+W8zwphcqwca8HGYTOwZzMzOgOx0giekTSSPMN4TbbXPdqZtYzWTLUYese7SzsjgYd6Qa/7oU7QGcDcgO0OuAOTsVZxK1yD1raMoojNglK8hGLV1pqhyh+sBYtqN9TitYKivSmQgtTExmZNtgUHkcluMHsuPAglDbhrJqFtk2/Kgg6TyWAQvZP/zf9gyGheKL4oRScMnhtMRwYHwyOdMV0EnLJ4QlbQz4GYnTfhMbJ43qATT0gT8QSL7Yo74g4Vi03C0/ImgBHYjaPX6Cs4YxGKU3kLEDrkvL90yo7F3S0Cx18Ujo3GmXNvvH3cxNzcR4/TA0vHCfc1N1Ssf2VRx5iYzhK3lnfkbnd9BAJNQF8/qgOAR58CHzm87c0l/mC4ocHvufza2L7r/A2y9V3PrXqyq+3y7rJGf1V/lVEITDe1VzfR9ybrLTNx6/qO7vomsIR++IMvQ+xZ0026kx1zLAfvANjClycKR6cWgLpD+lHLOIfuyZG98YpMqrWporqmHK/7/S27iapzpblvz2x7/KFjrkr/9FId46sd/pauJ/XUbiyElYNJpzAz3IFctS2qc8MHM+oNvdUdjepK4UPUAuAvNwBWiLaJzosIkZqdLA1aygJ+bWnQalNbyjRqm9ZfqrapJwZL5cFgaZnFUq/1y7UWs9av1xssZstEnV6u08FjQ73RJDcaTc/6AcsEOCaz3kIa3WX+Ups6yJJH3RjGB3KCL88QIq3OYIRX8s0zAmXUhESVIub5m0w1pCeXGXDMajPOnWxabHrHRPSagL/MotWZTXoD11hsK1UHSQx1s+lwEDKIZcbiYmQsLq5gs41YhTEoHkAxI2ev2okL9nkk9zL2BSjwnj6d1g6ibLz0iBUffjZiYECQv52z7pfSLWQFInhDfzSvLQL0t4op5bV8Pp+bhgjJxQc2+CuLyBLElQQeNgGUBIqKUMlVskScVFHHDo+pHlPsjHstTl6kjgDs3DPLZyxtv7R85qgHbUe3XrdZuQcYDd/Vx2cDwbQpssNb9hnd7VGTXqlxC/yCQFoiw0/SM4Ga/gYfQ381AF6bPLt/99LJlWH6pct/7qBU8ZZlFjP93Zd+lFsZhQ+fQIz3Q8kKMkJgznC1jnA8o3HH40yj5aIo86wzM88Zkz8cxeIAi4vj5jjhJuLxEqUvIQfl5SWpAJWh0DnzUD8nKkRNphZTJIeihCUBk8GMs2Rmgcgg5Ais5YkwIWKZWDiXVWlSaAghZNEhWUbWKTst+15GyTQBTyAZIDRlnrJkGREowyKAR0QuejNAzS2KOtADcHj9Lm/GyzROKRJHX/YCzGv24mxvlXgArSmC9IunJZFI8VV/QTiczSLr0xeqcA4h/VeoRgPk+0wBmInZfFOoISbbgombQYTSz1ifIozGw3hhbQhXrnL0EYZ+VZwzqxjTMlrbiAOCvoKKuiA3j0P1BUIL+Ul/9yPTvyAFAdv4XMfNxqIXXnjheYJruAXvAPYNfv2CcpJK0T2V93pAiKDfA37CQ//LIjlAGFZ41PSObmVSBVWItG4RHty8fHNGVumY7fBs1mnshn/Onv281rTccM+cQszMqOEVLDv1BlYJUf7NzCpeqbYU5yRAZXNTKIgF/VIJDgKqAGjEABcDASyI1YOAHAREwARwwCsSCMyuSqNKFWsLBkV1pjq8ri1mNFoEJpOieYxktgSXpGNJDCQrk3x+ks0+gD+M43iSCAT7mmY24U0qqSIW8ruLuVfqB2Q/GUhH8g3KJBHxJwPioXAWzfJbg2HIt4fQJ3Ad3sr9NhIcvHAxux3tL6QCXqMVMjohiLCNgAknKrhmXIAxykCZKl++p6D/SVikjfG2IS9pTJyIW1AAloptveJaA04y21jJkfKmyvQhyDFrtnm8tCa+e9SUBXx+XYkNv7XFaBBzr6f/dPCptVV1LUt+Fan/4DxomNXBUQpPHJwxw+sNaL3g4wbqjRsJFunwJGnrwEyj8tK9JQEP0Hao1U6HgxKL7PIm+quyct/+I/F7p+98ApSce0+MU2S0r+/gofteu3lUgqzT5G2A+b7nsyFOR7AEOJG5wA4nwjgbAMCdKQV9UiAtcpmcNl/M5OSG7WaHzVdidnDDcZOzKGw0OTXWiNlRFLaYHRprsc7rs/F0Xm7Yrff4bFG9hxtO6D1FYYPeo7Hydd6isFbn1VjD3HAR1++zyX0+W7ioyK2xyjUaqyVcYndQZrcxHnM5qXdMn5lwkclkmmRaZCK5JpO8SMP1hSmrwpCIuj2U3q3l84q9FKYT63CdTm6zElI8RCgMGSDnOIIe4PFgchP61KwjBIROh8nD1iIfsnmME0mjGp/Hhzf5xvr+5SPivnpfn49QabZr8LimXtOnIVias5rzmq805CoNmKMBdZpeqNNxfUUkJrcZrE4rqLf2WWdaCZnVZr3fSuBWwLHKsaQcmTkQiGf7xUN5tM/mpX6GD4ywAsbSkT0NtYCCpSMvHsJDxouLkKGfeQl5wQgr4OT7JvziBsWZbD+8Qx0ASv6RMJLng8BSILW8GTCNjNAJlFcSASgYCOIEAhIVcLEpl4VNHc0t1m1lkdpG2pLUB3Rz6YqxFcZS55k/1tIfgSZQKoPfS9Jf15w/Hq4LWCtz5tnzQKya/rbWUStWCCse3VLlS+rEHIejqM+zrqf5UDN+KtcAn5bc5TVR+A3ff//HQ4cKcWmfkbXUPKwNPJ7ZRGmBWuvW4mMdjzpOOQhnVbzq2SriA8HXApylBT9qAVfr0eJb7PvsD9gJVpWyyllFvNEMVrNAncvdeI8TfOb83ok7naE2szsDMMigccwkNplNGVOnaaNpr4nNMZlCfOTKDcYmxRbFqCIiluHwo7FEKJZJEyLEYcSSKHrOSDlFUUyUEeFyQiTlxzJqbiv6mCuKNkK94Rmo7KN2d5l6+Mb01mWtX7QSdY2tgGTXJN1N7rFugkBiAM5juR0WI6n3xSGBGmKxGr1IashIanwZjSnqQ72Ezb6QD6oiQJwR1LTVZ7AawCZqOtiMI9QUZTNGbXga06+RjU7j650mkz6oT+sJfTB7EbV4KkaqwjnUAAq+bBt5jfwXTPOld4YKquOkLEN+jKCBNIgBJmqk8OKdwWJsEuP+UCNSO42+jkiw/3TuNBM/wKiTILsk2w8sV8ICGGc1gj8kxBbEDUhbKLwLkhcT41VwbUOBI392QRphM35PFttC1tKdCs90/43t9VMe27TQ5HDYq02hfcte3H6zZ/weiTw5l34c/PFm75L6yrG3LJ2l9vCN8hJF22h1uurIynW60RudlSYPgJPIl5cYxi+dmIzuXLafdnfJKxetPDWxo1kui1U0Nxq7JvSG/YunrwN3Zi1Olnjewl+1VDXHS9RaxKO6hlcwcSIOiHinM9uSEvCo7JQMnyWDyq9TNVN1VkWuCgIl3OS41QrsWgCMlGuuXktoOV7OOM7tnMc4z3FYXI6Gs5NDcJysuVqulzuOezv3Me5zXBaPCw5yf+LiO7mAyy8Sco0sgd4ZLALfoQY4fjswcJmGoxwsLPKb/Li/LahIK3AFivFAisrZwkIw4gCWHoxE0FJAVpbtT781FI5EgmLmhCuWSoYZSVAQARtFEbIKgQSJuArFFhY6RgJJfhHFKiU12uWcvuCOj18/+T+jFed+9SDUjR5/6kXx6CkzmXiB3PeTe+aWpF/qIW67e8Z8waWQ+Jvlp/X98/CxvQ/c8+IAGD9pKj5xptBtn/rzeXJQUIZCN+hZ+6pQr7Dhv5NZModZsPGZiKCoiCCB1yxSmBRBBaGAwgnCctzk1es0GlJxvckAGTumByaWGvJ93gwRH0vn3gqnIef+bTgcjKAINBAcjAxlkXUkG8mXM2Gy6hjjFsN+VUztrxiy+zECkUMSiREbLl5kc5ziTLmx69muiWHhEfqb1auB+giZox+blnt5lFJlmKY8nciuawD/uvwCUTvt/Eb6sfP5uh/U8NOkBWJUFpuHrca2Yeczlk7x3jlgzqjVo9Qt89rnBeeBUfNGzVupq6lsjESj8VisEW1UXYd5khmvNAOzTufYcT3Kn8KxbWP7eCtXVqLPIYsMOTIOwgFhoaxmtWfjtH6pmEcVFZm3rZw3R706Nrqt2zy2b1R7SyenLOaJRoMepggSU2MR3ZKDTCX1kczcvLTIMBQox2RRmeLIhXDBJgCZzlAY1XgezJ8BFdgsShkNo4clSKKUMeGwiAvk4/vyceIGJts/gLsYv1D8SsPROPI9OUd0VyOuYhxQiNyYByjqoEeCgl+1WYW4AcQTrivHUPqBJFnwXClVlMzsUeh8IqlQ02JzVkrCtX0GFuWPhDpml465a2X9yhXP1qYCtXVarUhUZOR79Ev7t8wqLy+fsiYz/uYZ8cfumFlZO8tQbZtpKS/W4P2EQCHVmUREbeWfcL5CpjFKKEOV/RtAkmKhQOm0AbYlbJEohWK50+J0tfWKwrYaXXMo2VnuV1pbZ+yYdHjJErHAYhaLK+jUo7NnJ+IN6Z7KEp2zbermcTsHAv3juER7J87mTNkodEWr/SqfVWEJJzVRQlJlKrFKTaGk1srhEo8J+ByRXGErVebl4F4mF7AVSld8zJNR4Jx84EklibFIPodHQRUMx9IXLl4YSIPgxQFxLouqj6BeNQAVC1BYJL3k4zkO3UY+TreTPT/9dOkJ/Meffsrx4D6D+hPxJfzbZmxnxlmwOXK5Gq6HSzRC0OGKoRaMAfM2w34DbmBiDvGTBC/jk4nFPKtWo5FKJHE25P4r2b9mf8D+mk3x2YBdyWPz+LjYLDWotTiXg6XTFwYuDsD7YBjJyRCQIIUFI0zrrlw2jKJE4XZEbXb6mU5/bBtT2NoCYuFKPGZJWAJEMUhY2Ba4/sSXqTXls3Z1gZ/ozbS75eDqNro0BdYIE22TEzemiOUp+h+2ZjlZvLl+xYS0OPcSHlqnTE5t2eyvcIg3b5Z3leXjwiBwEj/DcddhZzML43VYDIvgIIr8xkEWVP3CBFlCkhRVp1RaMZFYhItEwQaPJ5UqCYWisWAli8DrKiFRB9UhEPp1CSghdTqKjEVR7AtUPtiki0yQxHbyBPlrkiBJXiqVNlTgvJjH4OKgtAtUWw9FdPVf7B/8hOngIf6kf7AfoN2Yg/vyt2IGt8LBvE6RhfsPTZZ43XYyr0qAiPralyi6lq1IKFAgbSTMFAgnC2HqJJNCABU9xovLjiVi6I5UDeRpsjKRA/ghqMWl6mqXjAqorB6rSmJ0q0xBs1xAeqcevi53Ilkm4t8IbwQ3XY0vStWJ+WR3d6Yz053JvTN6fPGola2OqMfmjbk0QbvSHKtvaTVPfHxzm8Nq000DZ0PdoU54P9MtCYUczHvdjK6QGf6c6mFqZvdh07CyjKnWy+UE+TXFgb56jq8a/kTFXaNNE7RYWTIZhUuWRqidvvAJkxgNgQjKJOFwJFRCWQNkBaSaRCWRuDY+3zJSRN1F2VxsCDb51BoViy0kiIjKEVHFE3mUslngaQqCARoGlvAvfGO7G2KmNSv+DkiKxFtW9fgdFZ2+eK1bBD7M3rWkytB43YRa+mVP1dRI7+KK2vlOv7VEFZKXNk3o9zSClMcr5HPF2orpLbl/ETheLdB59FaPxNtgErnq5u6focts9aXiZV5b44Lm6vnt3vKx80LOzrV90Vnjm9X33XdfpHVujVEjlqrU2SZTKmDAv3300RksPlcv13kNIqPVWRYFQ8aoW+XTKA1Sdj7n6Q8sDrkHs6GqYzotj+3Ua9hcTMJD4I/qMA+GQyWWFAgQLgklEZJyhSVaSSZiDoWRUpCfCS01czvobzrm1liE9IfK2Jgtx1cC9crjW8bElM1Hjx/Zt0B9+bVxxG3qBfuOHD/aPOvc68f3TpMtH/e2bNre46+fm8VgFYQsYgjuq2IsjnVlvFqt5GIkUqpX+ysdfEAVswg/K6Au1rs1OKFW+6wOg43jC/AMArywK/KZ70wJOZA3YyBOheIe8v238hEwUWSnyC8uaWPyEtDiImtGJV4BUDwx2gJOm3L+/PnxOBie/+SamkD3os03NoBa+gWpo9SR+73OoysCDmPF1FrHni3A2nakFTeOaXC4x986t2fT5IxbcqStMV7vETscIns6NJ74JDc/mt3YevAeBj9WQExeTT2OpbBYRuP32R3uKBcAeYrHxslAsdPmxjVylQBRbLrAYAvMVvxWPhieLWEiMiVsSb70f8RCWGQRxCwr8UQsoWAqL8BnI6Gi4lGGkxIPzofzaRbNjzf5ZObefcvwqpJLq8M/dW4YE6xZ+0z/fJOlSFs0f+K9qzuL6D8AWXFDhOCW4w5IfrSqHKpCY1be1tf/3NZm+mfAss3cdGj07ON7pyubylcSAJSXb5X3LL+l+wD8Ex03r5qgz+vzxcNiSsiqwMJYFdYGx6r1VEciRJvKqNGYtAqDCicxLFHCMbAIDir1HUHNINJDEQTv+bISSbg9Y8UAZW7FRpLsCm5uKFKWg7xcme9wwB55hoyLLY8oK3EXc64rn+6EDtn459Sp3fS+rNUihDeLfTyYv/sW3+4J8SmlpQ31x860LV6z+Fn6WbCgYm5HMe4rbm8/uLuursFuram5+Xt4c0gkBuN8YvF8o1Escfz1r3/9mady94yaMLWt1e+HYsGh6WPVPxG76bbwAry4fV56YmuLydhmNi8dPy5ZZjQCSOPNcGJuIwfg7PgxS0bodbLULLWeTzoVesiIgxcuDgYjg4ykJIWjTyBPmMQWIJAIoyiAkOLaTKK8KWgJIbj8Azop0TKupGlhk8PasKBl1L625sfnzTqysbF509GZE2anxAoTuXAhOUA/Uzm5ypJeuH/M+NvmlbVOmNjZ0LD+yVlTn9nZ7VWbrSiWhV5K/BrcxBoUs4vkNABTGZm0bvjXrMVMzVczXM8+rC1jtKT6+npsCU8Kawft7RW2xoaGuhZbIEVUEKTZcBJ8d4KtSsmKcAgl6YFzg0Pi3NlwemDo3DkkAzLcKTeASp7l68RywdVaqPm41RFxDQ0SFIJUE0wU0b8X9jYCBcO/Eirmb+Tz3eBL6p3LFduIM8AVurl7/dEXdsxbF3GXBsRhX2L5RHvGf2n8xhnlHTu/EpcY3eUlcV8wfWrbjPkWsVgmVzk7IqkadssYj81Zkq9Heyk2Ycwr9zzy9rxqT6Rl1+JpN//WGsR7+jvKOjfOqW/3mkxKcanBHk06e1aOql9L/61Mq5MmwqVgjG962BT2FuZwBjOHISyJzcBGZ0LVE+pHkz3p1OkUSJVN6kl1duBNXDKVTCZYWkEKgwJCiZlV7PW6AyxJijBDcfy/TWB6YAC+PTCQHWLy4JjZ/P83YSrbL2q2WPPRXZF/q+yCVqQwt5fn/d/mkNzM1wSmlBh9Z7aun+ldwtaINQKNdXnU7q86Vbd4drRDUCSWFjoa3f5/ntRFf5nb7tH5168Zn93pdl6aNtVn8pVtnFPZudkp0GB5PftzqGfPY2IodBmBm7LgOkIssgpkkCovhBFFDjAuNUl+5LhCLL2y0ex4PhqeZEiQyURLCAHcjFKUm/C3A1suTP3dn9efu27Zjw/8nj5y/HUwbmALYGnMQXau/PoVy/Zs+mjT99Q82nty4B7663vpT+mHF+5aft2co6D25Ctg/JmpwcjP7/WAMW8fA6mJzmfov94ySB+H1FE+/DknwVwzqq/pfTrcYke1IySlLcUENRdgcAAykWAuGkHurCQJR1Ao7P2/D+KaDldwha+2uGIpOAmX7/uDWz6Z9t6fNr6/Ysk/H/yYPnriTTD2zBbAVsMR/fzpmzfd9Gb2odGjH8rm3l4/duz69WPHrcuP7m76m8P0BfrRxTuXr5x3BNSdPAMmnIajo+VvvnnTuIfHjn143Jj1+a+gNWmCPHAh5PWVUIqOZ3TVlaUUXiUWsGwe+GMIBw0h3GDQKNx6JPIO5Ll7kmnyGokMoN/CSF2SOKqKjIbJVjCF5ZFlnBgp/Z6vohgrlLYv1J/PYybq0wRpnqhXSXtTPJ7MXGPzjgppwnP6H3o65YlcusWfqFPe/eDh+5Q1ST++p7y8RuFNiGR6Mvd9rLQ8TPbSf2qfqcvVEhRXkvTWF5eKtPMjmhfO0XaHPTPJb7u4a8t3JabZUZfD4UpnHSKF3pj76YkgvqTk/t68jp+AWLCSwQI7RIMKQGXMLaAFf8z5mPdB34Oh55ynvMd9x0Oo5NsRnJDj8P4ysGFCjCSkGEUoMCv4LiMTczIcPMPZyLmXc5TzDuczDotzEqzJSLUpIUYQQsoBIURcsriEKDmJR59OABzFs0oTqeIiMQGIIxjm/jTwXQAPnMQHT0Q/+LTsuzK8DB5nFB1u4Nam4b/G+eRDVOgdyWcSXII+KTqielmFq+a9Y/zMiBvhO8f5mspfMY3AfmjLLfkxm1vyw5AGYpN6CLUGQ2/llmCQoYOhLFzNH1OowWgaBbDmfsj25374QjyEetcW+r0yyKX6d0aQ19xHzH9x6poKMKoRDoG4PDWVgaTcNtU1eO8rZVNWpV3j7Ix02jM4fcPzJ3btOnlqV0WworgiZNUUMOcvkqvonmwO2h3J5U/Mq7fOeu3hR1597f4HfxNddfm+Cat+fjDiyss3aP3+WuCHVZCKJamU250szkSqonixw5VngM+ylSkZUYRQe3DoHGR/wcFzA+cKlT7/L2yPKuQ3Mlwf5FMcLZL8Z8yLkSHf9d85HFlnCNBfhqdXlo83a0uA3qU1xW26AkPLXfhPhnZv7mK7h9JlyxMNU1YDeUsxS0/bp3t8JWAZOs7rwA3Dn5NJOPYSzJqRAJVbrWa7Te4AV+oWCdhosGjPDiDZGzIj6ZWi+/mMIjQ8idgSUSChpoA/I6MnUT3jBrDz1J2XTi56VerjO3zcrct+A4B+7ermW9d237CyNVHbQv/zE/q7y/i2qtBTi25/rrGRnnT3U/Q/6XdGEzU7xm853BpxNrfaG0a3PHrsywPM9bZCHmCG1xvG7BkpxXOT4bA6ONdp5sokRXPVqIDzwADkq/CCB3KIDFFiuiSC8ISXryojQYZkeIkkxEwxZrHa/634qoTo37KP43SKNi+bznnzlTsvGu12baX+55U7gPjlPnoFPfgRfaalNt628vk1vz6P37xxOV523SZAgtLT94FjfX2L3//rzfTb9MIPnmwZXe9obnOUzwdBlNEMeQGGsW+jZmNuphti+OlkSzHiBcp0S5iggJsjEMjNBsxtsUsVBjmH6RvGeHXP5s6O8ISCv5Cplie/UrcC9ewZ6eFjg+rr/5szUFbX3u1im0328AKXCuJhrtxfVqNAyEiu8ggX3v5sruO/sQaSzr23f09u9Isb6CmzYhAJnZkssRYd0WtuWBOmN/0X3kAMH6VnkWH8fsyE+bAIJjkR9nusJEvBwhitnSnsz0buTUQzjkT+mjEoCkNpGbGCCOZk+B9aFiwGkFwDl61k9pszZ9CXjk5aNAgEnnHdkxaBib/pj+iAjD5at6uhlF4jFRsf3McRRkGQPrlvlz8LlCvvth17tTLYuaG2Nra87UlQUeEV5l5zruoElPMk/V0FXwkWzs3t9s2MJRFPkwz/hfMk1Y31Y9dhwmNLVhJ2Al0yk3YnxRhiwSh0YUjFjIShAjrSAoAtBOS1HWpAYe/DgTpdcEj50v8JlgiMrNBIg0nW1eIfTGkDe8IIVCyccMSlKN0LpxyPgRO76sbQv6PfXbDDEHryDEsVfO4fU2evqkhet/JJ+u3j9x5fMKaue+zCtWVTT6/27lngwZe92sKx6wIqn0GtDk5IRRpC5SQu6EjcrZMnfnNgTEXLGBbnIaCapJRza3e2gb+/+rm07Af8CchsV7WkttHf9b9B357yz7kbV3Me3nBTuubdHba/P3/w9qnNa1pdwYyouDR+6LK8r6mE277AUFQZ7vU3uyRCQzThNk2rE3HIisRdOkXp+/OSfsNNwqL5l2q4KlEtnaP/cO80oG2O0N8z/RuH32CvpR7EWrGqjAWH+zsjj0VFdcAUDUbxumhdVOTNWMwmo04r4nNEULE6Kz7LWK2Dee0qm5VEBpm3kD7tYikKiGrJr4nEglZBBFxwBVwOVSVeKO/CynfaY7sKknB+qxhQOk08YUuw1350nUlcxI6ygHDBfatnb6I7y9rm/3CTxM0rB8q9VpnM1JdMrx43JfWVsjm1sWLGq+tu2TsOHJ2xFfyefGvj7ZX3X/568qydzU+suLMPfLVh4cmJDXcd4KvZ1UcPqiOzJoNvjxxomtNUPrZrUerA7u5in7txw6JY/dl5s15Y/fZ1DwzWr8jr3RjGkkPZqhxKWaOxaEbbnnHZVXKDwgDhhONQ4D31sTCLa4hyGL2bqR+YjiCsFudfMOVt/htKFLqJWf7t9S/PBWgqUKoYix1xxn75Cg8V0APKVoxc9ZofylXgU2Vt0ocP+FLVCnSUS/nKq5W5j7mCz2Rc/gUJ4Rg5wnfTE+aVQCCBIhaxdkS4ojeCjfnjikmXt+SPUpPBA+DDTLPKu/LylspmjXclsfbaV5CGNMM/kCzIEyKYKSMOlwAX6YkAu4TSeHgUC0unIftKpqV5bSox0tSUYBcYc/qKkJKQjVTaJmz5OsXFIOHA76Mvz+h9ZVq8Xr2+iBJypVGlwdV7e326Tr1WIOGX/HrR2J9AI5/r84jYoI2ad3nNzWt+1ZWKd9F9ARmPKyq1epW752dCvi7wWLGCL/n8Av0BOdceEWsN7nKGp41cfzlmg9RvVXpLpeW4RMjjcwRlPCVLAOAY0PUPSBAEydL4lWuLEAkRIP6vY5LtNyxJjVxoqv0bw9e3/28D+x7/+5TGtwoXS3+/b9KtuT/978MjUky83t/oWayXqBQWxVIQR2NlXBP3Co4WLg9zQNkBZ/+iLDqOFT5KxLF4wkpiBRAlWCQDjUREUqGauQ5/HHffNnXB9z3T557/8J77aioephf+eeESsAKMrhkNbOc3PEWvoj9zWsVJ2doc/cmoee+BQY50y6Kfwe14yDzl7tzBhyTzmqedEscV10+LNRVBpefzGeX7AL9k3WHw/Rut79L3bA1EJGz6jshPa7suwnVSDv+OVMJ1iiOLT4nR6/HwjVGpRCwS8JkKnpFIvv2pND/AguItAg4EPgkKjQ4p3YlrAIiBfaTWxKJ2i1lF/CU+an7dTXu/ou+WB8QNQ2BTac9T5as8E5OP/NF8vHJ/uarYtGc+EGDDQLGT/CKwYknHy/srFr46fu8hoZNfevoh15ZtfcA6u2TldD63xq5VLJga6J1h71HppIHpO5pWvDgH4Urt8Pest6gurALqbF1YcUZdzE1VJmpYREmHSWjg17ubWFqHSas1MV14BiRMAElEdS37Y6M1y7M/ZYH/Xc09Rk7ABLOElrBKjvKQmSV0xDGGlYFrpGJCdATseqFjNZ19b+6F8tle767XSqVi5YlP50e2tj9ybPbJHf31t7Q52r0vfAEOA0nVCvHCykH6t3eOAsueBYJA+we5vsz1tfHUzPLqebgJrAPH5zTdRk/rov+012pP3RIWc4T3LXa5+jqqUw02S2DfrIs7XgLVJoFNRb/+8fIlPRPBuk0t9NDlDWary+xzFzN2Bu3wF/hFuM56zIn9IVPFJTQEzgUa4AGEATM6iwRFTr4eYEZcq9PztTjfiGGv6vlyvZ5vNJj4RRyjFeNTWESvp1RymUxsPQn+nPFSQHxExdefwUxPBjlpDp73s33tlJ2ZJH9Z/rackGvdToNBICg6CewZgxYHWp0ONGQwYMZext6Gy4a8/JjG1T2NUdCy2f62H/Lpg/ksQkZFQ3nmWQj/TCOTQnZg8AvGaVsIF9ouDBRvF+aDPlG8J8jKEpIRAGGxC+wzwixpBWCDQrkrlkK7HZxYMGNd2HFfyu/rVoSt9y9acmAaWPJi0OLTO0DrzeDLH46vnjxlXter9A2burtmPHzr4duXzAZvf/JEU4W/vNBfrnj4C9YuyNOgnox1ZEqCTpPLAywn5aTZzA65MLXOpOVJ+TGnuIhfQZVvQbnaGXYnezJ7I/teNrxh6SzkbZDbpZF4jJgdE5fHdJsBjBcgL3rhiCJRFHpB60IMDTn0Ga0LvoZbzhUD+VpmEmaEpAmFqK/Yfdv7l95qXZG8w0o/WlxPsyvDixd768EOMFrsToAtONFZPam9o7Ovg2p9q/uPq39++zP6N6H4DLLh8v6JKdJux0unE3O7BdkU6XhL0F1sxB2XyU1NEwYAfuqRKSM1p/J5z2aoCbgySg5lMlh0UEZxsoQsMy5XGZQcIRcrDFCVLPQ6zyuMSNWSoNRLZSElOCZxoaEwXaaABAAav2vcXHC6r9JovTxvbr2ZNi3rMYTq4u8KOQoJsTRXSbVePoE3bO3DHQ6eq33ipQPknMuHl/Y4HPiEOcSL9nIjcDSIOTr5pdNATKxE9o2i4c/Zr1DjGQtWA9YChJmSJqpON1NFcFUa1RhqtI7UUCqdlyI4erV+ZTlhxh1UUO3V/VNHqX0+Fa7y+U6CY5kqgMsBwKtT8XhjKrUxdG8ID7F9apxQqQxiG7C5bW4Dt7GxhWMq+q4IL5IWSdlE0ABwEshBCFwPdSwU0GRwuKIAV6PEigyvk0fyeCoD7lYqGxubmiLJkyD9dDpdB58yalEERMa0YZjajfnEvoyv0/eZj/L5zMEIE+AA90suHBySRIJh+DOEamyg/Ahk2kCBEsFsOhLMH4hTEAMh4cFTh7YHUEgnW5xiCjUsAdl+mQWuzdU+XoXQBGaRrrEH5EvHSeBagf9u83CiYLpHwd/Baev6qfMX1wUm6zgqQ3HSlVvh3TRjQX9DMFYq5YdKw50TO6mvr3/y6KZVp+7c71PpnS69gR7A/bn3qNZcGJTd8tC8hZ2p9EaXMXvispCU5Jbs2TtzRXOsqqY1vO4k/pfNHoLed+TgrueP7Nv0RnLxPc91Tbvxldm5kmfQWpdD2jwLsU8EtbYkVoNVZOxl74YMJRXvJu0ugxOZoHBzEpQknc5kCUHoHuETskcIbh5vmEYo2awYue7EqIMjhpPXGC2lClJKRsJ2qNHgdpuVxBUUZJF5l11eNkUevTw/0YCwKq+1Umdfoo+cOEE/+cKLoPeZY6D3xZ/fegC47nsAOA8/RL9/xx30h4/iY4WBKD2uFOofgSiY//ih5i1P8ITtNdUdYIj+1annQffJk6Dn1Cn6iZOH6d8/+DBw3Hsv8N9zN/3+/X9NeWRWq9xSA/6OjtZMrJsZB7voB0Dv+HGj8vu1lm6ijpKoBlArps4IyhrTUQdmYREB1KeO0WVRZQbMngeeaxVAljO/utK8DIahmN/Y1dVnStthCRUpkRNQRohcoQVwCDKbzO4bDj5Kf339kh3dPb7yhrZua/mj2zuclXfTL61wlQmtB1Yv21G20GAC7J899NH57iDEiDHB4gTYD0pfeXrZ7fQ3b6zqrF7usxir2WUliZtA297xY3rorw507fSDWXWrf3NwasOt9zetDd4JWg6Wn6U/qqYPpUZr45WTJndULi7E1T8IcUqLubAw0x1KEYi4Je6oW6tl6cUGCU6yDTYWB5VNDKeHkOxT6Pvl+M91NedjEAgb46+ASgQce17IdjEt4SWF5cY9qqYJuY6JNTpNfRbvADZsuGnnq183nObx+bx3eRwwbd2dN9w4LkCfCK+5fsv1f5lTYXM4bOXziMWz0jbH23eNuXF6CL9HMSp9eW9lt0rTnQJvKw+smH5AO/7laXtwWe5ZfO+hA7uZHKJO+kYK2f2UmAMrgTJqM+bNKHyqdKwshs/lJMJ8rIzrNDbEJMisFM47cc8NJcUMIFNSC7LKw5W0u5yYRIxZzOjREQCMawGZB1Q2JWDK07ERAeAIoZ0uBhIwKbI0oQJ2bCcuId6bAJxyr+r2ZS/QnzT9SL8HDoIyqInto8/kxglaazqzj13cDrL402NbFpUe/vSj3N8b39p6U60oaVMH6IvHjj1z3OWc/PzDrwjof5BkhfPEkSi4DnLuIPwDc+n36J/o1fWCNQC8+AoITamhf3P+L48uI0ePpd/6+I/0eX8lqHn3HIhfqtyxUdD8a4qgwO30EdAMpPd92/QcjtMv0L/J9+H8kv0EVYctwtZh4uMrFgdnBS0M8Rek+YIIz/ScHdFB4sg2AuXfAgrCOXBBeMQxy7WtX0aIXgplRrhHSHaMVbD4RJ2xxDXVN32gIFkaARv+P6asGEM/UGaxSZYv/OOngVATl8+tbg9PtwaLfTdW3FE5evGDFK/GMoFeSA8+9fLiqY0NnTWgZH31ipO5bReeW7ruTXrcbasrg4uBkZUQqy6/sun6e0A32HNT5b6xhmYfxX48+0gDTyUs9809EKXEJI8V3ls55/2wb1q8hv6bniPxV3l6ZVSxbVlJxbTudhBK69hC+jx98x0zm64fZQtV83meaPxN8D/vXZyuufM2sG5zZRuYuUepw2XG+cGP/ryibdafzkyWyvkillDd6B7+GMe12m/WxnvzuNMy/AZLRG2HdDkaS2VMXE5LJSnqSXQlox6TO+jG3W6RMdqMoVKZMrGooIKczZtGgtmI+PwgU30EbkcqgEr9QoHoP6whYud/N4agWhFo8tnIKsJGpIzyekfsVWidWSL6b6sqPa6brlpGVHt1Mu3shvTq8ZORYaRibWbUmb3bbwn8bfVHXT9m6nA+KCoSdef2fLWyr8m7KMUXHBgcs3nDm5XjbKWZa20kcseaieBbYFgyp6lsXNfCCsZG4mlc3Z9IH90xoXfJ+JW3Rk+sDf9q1BPhSpmyEnw3afmE3qlOi2eUFe1rJ3z4qJBrXY5l4PxFMzozx1rllrqr3ZVaDGOHJAYpnk4YKY6BzVhakemEQTAkTsIdni7YTv4dxfJkjraywsIF+Vf5YpSOXyAbPCfCxKAwM4abEag1F0BtBWB9smPfIVBfVROne+kWUBwOxCP7k7235n71GoQ57gd8DjjaMxNsOZtjJ2/e1nbzffhcessvka71mZVrn3HSsfERwoHPxXf7b54+eZffEm9dufAeq6q78gr8bcXx3IfkC7knY9fPu2MfoquR+SnFqrHqjNVqMpjN3jK3zqn1ahN+ODvVbjQ93mgJnJ6ID01QPvmlYI9OJpHHOsk0kB+xMan+6zypUK0qJsJMhGRteJILmTcVNii4JgBxzfzoPPW5tb+cnwdKGkDM0Rvq3Yzmac5MR/Cn+PQY/c6Cq1OyJKZn/cecfFOpKoFvRic8i+bmpoDI73AQY8rBEfzQyCSQmJM+SH3E2ol58zljKE4pHvS505VSflmZPhYqdgPUKNDrNJAE5iIqlDKRwaDXajRqiZ6Zj0g+ojjPFoYiZ7OFGKVIPlEITosjQeXbCRfIBRCInGyES/ZLgUdFodqHMqeNDAICvo/qqshcxCa6RIxT0etvG3/r7aC+oqYMksqu1eqm1FOTSyfQiZG5mjeKPpssdtxWuwiEm8idS6bT08B8OfXBmsTOV8TZO6asOQaJpKcMEomILlcJHfRBMRjjsJUuJBbPTdkc7Orckzjus+9rJnM56a3L6f30FpMa3GaEdBLGpeyt1ESsGOuCupq5pCvqaygvbY42pasDRJPPKLBySEpnVsHBiarKmk7iVSd8FI45gj4cVQAdGBgU/xgOo1iGkWREZsbyuppkJDqBvNq1Ou+qYSQgu/NqeILKogOIhhTX6HJM+Zk82TFTCWlolFW8u6UiAgwH799Ru1QhtvKtVtWhvppy+tIjB5d3zpOLpZxnweKvvwTj005nmo40u+nTavqMyFdKf91qdTRRE+m/Z9fGAl2r906bc2OJWg1CK7aXRUcv27FozoaEzC6lJeA7p28c7W4tIa1W3N8Nfs5Nw++ieY1WLbBaSX8fONcTYmy3ctzBvQHuMRVWi83GWjPGvlGpKEYo1SwpNt1TZNRY7HassYQvjM5uCPmL4Nwd68lUwElPhwciPyDPOJoq5Py5cFb8W+RkDF8YEH/LxFpbFAUHEJO8x2i2aO4czHYq+OX+w4d+je03gNvAf76btwArTURYhSZdTnBt5LjpTkc1XZYM2KaMY1vI18UlETXXZuM31AgMdsfYyU6bPVevs7qLeF6bDn/AJqrpnE7eZcxFdWZPEafYpgNf2KyeIpaBRfHYQsvcrIdq/cOYvtzxjoTVSqkW4I2jxj9Jv+LI9NLjpvZ91KiW1ewcxqxKdxxcKjdprd91txpoN/2lVWFLgUshjw6uqDNBS6xlAgIAMP16xn4qhnv5abiXXVg8Y1CoKdJFyU0igd5gYPYwXkRgBlylVMpRGl8wwshxiD8OhQv8EW1VQlbgbkjHhtKTjQ9cMoBUazQ3SCYxAcLF7MmBx4EgpOydAF6Mz5lK+y0Hjpe+Tv+5p6wdv0HZVC/xdzG7L2ej+/Gx81u0kbjDwe37/aUfwITceDH+Z3zLQA3X4TDZZJHZLyE8tkA8DkNakUFqgfqFkg9UpFoqw9k8iDQD6cGC6doSrsTRcgIURMaGcwv3APmHy38E+IMH905WuRKXnITxjYPTsqPUDsfz+D9+lxNRrZcw56x7ltBKCren1s4Ce36+RL50qTrv+zXR9cRSqjnfH9WqwpRALmMXaeqNJpzHL2KLsPSFs2Eo2xcCka60p06MOBRjwBJDVwPYTCsoC9FFf3jzqZ/P7vvUYph+YvWtzzwKpPQXwHRsendUZyNk9IfAQXTTacv7d7/6w/nDwv85euiOh+zgXjc4bm+fAsQ6uhJdV8vw5ywDk8/ryMilXrsaE5IsVcgBHCIfzooZGW0zciGLFu9sOG9rFSvzvAQuGJF3glpUSPZGYjkUPdPAUrhM/MaxE17bv/zuJm9NowWf5sAdnjb6RfY/PqHvoh+GP3d98yc2/WKH24478OnEefUrf6K//2DF80cOPN9rBSvoLcmQtstHX3ziPJSSu84fA0Z3l8FTAdYyvcaXUtOpDVDi8GSkmNXpcJuMOh0rFigv4kHBAAteOHfhbHBwQFpIzmVE5/xF5iMF8g3OpcxIGMEMWYdR5mfiGhcuxEB2wQ1Pop5Pdw3+TN9CP/nEmbERm5+Xku3oO/vypokzvFOXVXQ5YvKU114hCcamjV3+2LbbnpLxIxLlV7/Pgfbf4hNJmv79Zfpv6//hS0xZRY9qvuNpkDlRNkFV2i0U1ZSYNjx76JH39q1zNMoVlhb7bS+dP33fmwzdsCDRdhCvQnqVnBDwxGzSxOKhJRkcYIQBhNF5k5otH58GzoWb6CUGV63QsW5Vy2wnfogOTMpAjrRoYettG45WL7imrksM6mBKzFMkJJXhoN1iCFlxGZtUGliKER9XeuDKvkU0WYDAfImS/MtfAhuDa4wZ05Xf2kQvuNB9fVOussaFapIo6ltzPSNecPz+2mo1+Oecklm4pKH7ZqIu9/jMGQ4Hy6gsVCGZkbjW++2wV06hx4EDvRG9l3Q4KO/yK/mvrBcxN+ScpVggo/Kait1SqTY4GTfFJju0Oi5LbeBoRgYUDA6dCw8xZd2SqA9xQVyI5Ze8kH1ZYHwJcKUaPh+XKlWREYlcQTw/tQ68Udrellusq65RFTHZl+FNdEXTxDrwat3U1aNHr9n5m3cGG6Oykqa2RKKdumep8NLfNsyEApTJoS41P7qluthdxnM4+NPuIL4TLm0fvfq6MZc+A+/RfuLPrQTRGku0tZYivDo5/CPUBRsgX1uFyTPcFf02AymcWiwsGEPy+qByRB3ECrYOI/JJ5WMs0FogpXBEF0zYfuEvR15yKQYVSLQpCu4fLBFRXnG0M1Vt4WQooYqpRJZPZhqQVjNa7pTc+9wzc2bQZ872jpq2XSQnmsfIxZlPVTp1SOKTLqO76R8fe74cxHoz3T0LVpWPu2PndOEubPiIShZa3/IqvZ6+VOoaB5LCKGfa+9cv3kCD0z+d3WNu9KlpSm/ViNVcFt672tj2DKWDWtv4rbOerS7b0ngv/VlTKrBzDk/HTaypNNtB8NF4rYTNFtD30mcOTG2qqawNhTOiQLJ0+ucvawEFbDPEAqH4hmFsR1kNqPjKGHtvYO2M7GqgORYqUvDtuRd4BEHhRODzJeMMVhruj77hDykj9SCWwFwZiVfDV8plMolfyMUSVkuMQH7x8FnUnftcWMIEmsNFYJE2ZJKQ5ufqSnobmnqFXIr0vYJH6qpDKmJOUMbJ9F/foD+iD3zx+NZ6W4txzoTqQG3fLcdrusJi3e//XOoz/nqUMGUb2xuYcGol8NwBxr58BjwA2oALbFntG+usC/T6fqfRyiO6GfSpGQ+/1+qMRCaDwLJ5GxrrPvhqw7eDNw1BGho3fJFcSzZiUkyDfZzxeMgk2UTW8UbxeoTjxOxVHHCAPCA8IH6YfFj4sPgDko2xxKxvWATr5PCzGalGF2VxMUpMdVFTKJJp+DT8RKZBq4tShKYeOUpOI38JV1kvIuq5XKo+yWplTWAtYD3P+i3rAmuIxXmG9RrrffjnMhJ1lDVZBjIyIGPJvpMOS3EpMjKruIKoVKrTdEApA2QEewW4IMPlRwXB4n4oOqRQaax+JET0B4uz/cjbEmRKaA1JIsX9WfhQKOObBZIrkbkYE9yCyVwSpkYrqNr4GL2nccbb9wzRnwDnn8+DEP/rjU8cuQ6X0Xuu+7H4xm0g849/gkr6C/rrZuC5bjX9Idp79uGfiDj+IKaFUoMqwxWbeUqdjuDlA1SCSWkyctW5WrBJk8WF2BkoDDJOSJuViN/6r1Ubbjr244a+efSHt8mFYm/q2NkErW96u2gMUN62c33z2H/eNqpmwmuGcl3r6F8J8TfGOhmbxMbhH6hVVA9T31PwTBvVQDH/Gf5T+A/t15YpvtqjI9+yI1yQH1z5yBn7VXbGYl+xB0GwsCPX70iPGfzwPKB++ZkTN8ysm/M7/XxX8dTFpQt/LQ32TUr6l82e9YcnDwJjwNm2j6CMtfqn9k9aSj937iz9V+AFJ/lRHiWoIMJzlq/+zd3Txj04tmLBgmDP4vplYyZMOr8vEeBH9Epjg4X+/VMff3xjvOK30/hqoVhYHdt6amLzjfTQP268CfAJoZWixKi3XGj4B7acGgMxfTYmPDZDb6u3/cKXbUfcOnIV4FzXmK4KEbsJkAij8B/GKsZGdph8yKsVWch+ETZUsKDJIKBB5g9PkTpULJwtT26dOJt+KJva3AzW/7bKMu0zVths/uqxFdd9Au46txh0lzbV5I4UC/gifX2wuTFDmo03UgKDwsRjC6obTtKnnrv3xJyJFa3WPeI15etevLf20V6+CB97avqzIGyt2UQFJ08+6HHXf7eooRlY31eJ9JGVdfdf7G9aBmSDDTWXL+EEPiUbC3WZqxeHpAJFxJY2AOLw0P79kxs31YT0kSRHWVF2EvgEHeUsPad+LAfsfMo1md6FZIYKDCOPQ/7uhjKdjC1wswCQ2VC0m5WjkBpkeCHabXAkcM8hsV0N3fvvYSrwMzyCH/1lQBv+2ggrv7SDCWhrx/379+CPvrgB3DMSuXZ5CzoCW29YE8byMUhfc9+AND0e4zw1JgqXFYEnxhBp/Kp/G5IlYHGuGDPR0qVxFNolAldtnCNWTdYVRiZjsFfFwtgJDnPEPfskXY/HATcoVAnu+GN3bxZgQLqCPkIfbnUqRjUt7YpoK+3qEq44Pn/+ut6WzbP+dsfBJxdOSDfXNwQ3hZqObpq/9Nzbnz6otbL66N0l60EY3Pmz0UhQ6n9d3jJW83aQx+Xv3zNnymZwHkSy9PzcUBNn98TFgL2ixdVXYkkLVP5lN9y7YOLhjYcPTWxZXxMPlvPZrkjZhA2bdwOS/nS6RMfLXn79g2fACfDgHXIdh9n3JcM/EDZ8LyaAOorwmBBqh1di4rCR6UFjL4TsIfstYbv5u+uWQhj7cPaSjR733bfqpkLOd+O3T27p2gVSk0etfJD+n4oS0LwJrcHu4XcpEbUEa8ecT0UaTxKNGXGlXRhsIXVJL6E36DgsxiPKOETPMQaEvIXJFk0gaYJBOFNBRbHECoGoCaZlVSICMQYF/uQ7CSUiqLlwITQDXnq+YQ+5vynU0QF1q9LcqzVOo1P52Pg0/e5kU3bc1LktSbPbDX7mC3WCjaPVKgMRaJ80fQGLzXdOcSpdFjN4pWlWef3GSjZbWDWhFjd5W0pdgbj55Ji6Kruoqene6PpXayZO39Fw0Ne4MkSbG8cv0LpntUYmlaodah5/XpO+WG3j8dyD5a4kU7MuBPfKOGoWxHjzU0otnIunNRwKPp3IV6njE1j6XBaF0iNxG5WpzAtYEWXEEkaNVSAQERYZ0dW5lf56+W6f3yGaAmxnD2rkz7ZftreBqWD+msXXT/fOTPQ899l7LS+V03ejxCCAeYa/JK6Da+DA7Mf0hFpnhv/zmM7IERPoGgRc9H+HkumzUE5FkiqA/7owo8rChBYMyUx1UxkjhuOBxtSNG4N2K3/F+pXdUFayT9U/Rj1B7+z6eHxDKWFt6hKtml281NNSVCSY1h363dTWSQf6k9tuAX+gk2BqzcFuRh/8kkzD+TBhuqe4GkQbPDMewnHcREgQVcDJQGaRkeEzC8qE1qA8s3iiMD2vF03DZ2VrfjcjtLZLrlmyNPfjil0xOzWrpykdWDb1kVktF0d3PabW2aYBwV8+H7N5RmSWH9K9FxL/dmohlFOMmPRZg0oiZXE5WHAwXOhvJEGmcUY2x/Mh3dg1qTm4UgA0bbn7i5MCuATn5jY2zp7Z3ELszDUsFhnJYBDXGWeCPzWOYgXB6obmmTObG+eivdY5/C7bTy3FlJgdRYRhfOEi/ct6XE/Jicn2o3bcjqIDBrPpgcFsngEx0i+Sj3E2q+CHspg5wI6CivIdH0gL9eut2zgVzmePRult9M/0O/QCsA8EAQdso+8CXfSz9Nf3f9t0EmRAGdEbOHOL239g5XP075tHvFFJsJ8+k2MdfybvbHroDEYyNq73qQkQ01HN4y3YjEykqTkxfnbLSlKxaf3iBeaEZfqU7o50KhKSKhLyZi8F2AIv/Jk2tauzMizfsNCOWSDyDw4wbgt0QyGd4oELZ8WDeeMqc8sfImWfIbtrg6AV/4/wRmTi+qXeFLlWqwoSfOCQXTEfRoMA6ll50GbeSQPCdY3px4TQI5ZPlka2ofWqrlqh1cpp6VQVeSw62o5MYFyPQ4c/auWWTF1BlNMX9RJjG/2dO+kF2qr/j7cvAWyjuPqf2UP3fR+WdUu2JUu2JFuWL8l27PjI5Zy2EzvOYSc4900OkxAIgRwkhEASrkAhpJTDQCAJgZYQQoASAy2Q0kJSaKEnab9+5YMmsdb/mV3Jdm4o7d+ypF3t7uy83/zmzZvZmfdgZmaNkRml8XgoZJLcuJo6dCYn5GOqg2ZKLlJOuyFalM/8PD6qaGtvlsFph69qnGbqxlqHic4IwKy63ArawPysdhozZ+b4P5ZnGhzc+Fh+ltnxp5paT/JsWZbR4KQdDn60nViRXFFXSdocaq1UKLNuhBrmqw+ZA/Ew3+GgtHKJwKgw3rmuymTQO2yiqponob/YaUSX6pQywcGWHJ/CqnU4iOxR7BimvP8LKo/cj8q3AjQAX0JbWUdmF5WQOhGQqXmhPEdmhoMUI6Xw4Qk8w/L48VAITxXDZSRKW6BRbhSDCCMoSQ1fMxCqgp2bGB1YrZZSJAV2/KigMKxO20DwnfwJCwonbp7mHtsy1erIntO2k7j/MyV05NZJ3GuWtzer3I15AmFhaQ5qCRT06eRTa6t80kBiZiS6KKgrKyBeZvxMsrK0aPc3d+cWy2/fmfUV84nAuP2GXd3PL17bug4KhzOPl94QaBmjUKzYN/KLrjZDiVbE/GvL3E06i+lpdn0PydSQz5GvAwf7nBjP0lT78nlqZPPxgUQeiVmMegvgDeDAdYHtWj7bkx9QB3HILX1hB0V0VkJNCuHg5A8vflqq51Z8dcNItdPG/F0qmRiN1Abzi8pjoyrWqt0dbZPanZ6cExuggrljsl2jDwoFzPas7ES+NN9rD5P7xbdWDkv2tm2LbFjSWhW4d273t2d2HP3kmQcfffYQMSz5JhHr230CdcdGdGTNG04aZdlZpUGsb7KRkB8h28yI9E0G9kRnscsFhCDLbLTgAemzx/vwkgp25JkbWUvPPmJntOCZqPTgzOBs6im3oX7Oj5ivKiY7k2We5nhxsw/+9F2dWPKFlh7BbN+40H7hdwsr3O5h88gfTx/uyJ/Y15RTbYs2sZxDeeGpUF6wL50S4EmoS7xmg4WfZSTCuS4JlFuADA+KYo1wMhT/6iz6zM9L5eTyfKUqMPc7HMykXcM+pVNGok5ylK89zNgLZmQnS3zTQuF2H/1n14xYot124cN3uLnK85SnxUL1O+4xSynxhf9bPsrtHr2MXL10tNs9ZknfhrXVbpoemI68IsdYX06uWZGD528zNfQz9BagBAbUepgTkgyLQmcAUqFCjnGNn8Z0YTU4Cyx02vEgLztkD6Ne6PGySz/tfHuY9uc4Nj2S/APsT95PwptXOz2e848SR7atYr6tLH6RmE6Ex+3pe7qV2kpvYZbevz9Z2PercesYF/nY9ifh4ilj+95KFhSvZm3dNf1/pH9Ff4Dyk53QKZRKqMGB9XhSUztvIe9h3rM8ioej/eHOJA7FGFOG2Xl1ykJuAg9uWFzeVPdMgR0l8LXE+eT6VjjtxT/CCU8x3cyTzN+ZXj/0WJ9cd+zLP73S+nIVufdborbljteYPR8wLzCTv/x5dG73N/+LbEG6LnIE5akc8a+GPgJooE2ICaodPAwIHBYTZQTlBGt8u9JeQNUwHydt9JHzNdTr37KyXHRdO/kwSchJSLJxAtGV+XlIm6Ary4nPYNa31Ovna9A1/QwAdDO6RgAsCQUF+STdLngYz8aEApLG811bW7n6q4S4NKCSTBBGZh+zn3mGeZIw00eSu/p6UGV6hRxHzAJU/0GU3oNs3clBfB0JrAlZSJrjqCqVSImSKgjw5JjeGHpj16+xvHxnFC+AV3OOkqPYz6ISO6fg2d0pd1de9qk7amVoTiVC1gkjyePrWXWR8p/DRT+sl8zID9u/MWSYl0rg+3D+o4/WLNsz/ufM6/DLw5sqttSsahg+xjV3GGMXy6Vi6HlLZP7G4IXEBOaUVm8tvnP+nfUNEybH3VlZC8lJ4wsDOq3Afc9O5uv5J5+7M7Dwmc6/LHziq7UV9uqT69/qbXuwrEzm0WsSHvKc2ZVo63uisQhSL17oG241KfVNC4/+7OU73ip0sfoyG7UbrfQcEERWwTSwBJQkrBPnd7jVerkj7pjqIB2jGubrY4U8qVQvrh4WyEUXxbknqcHeWExxEhkB2LDpxXildSTrsoNVpHHIG3AWVshNfdenA9ZG3TDVoMRTS0YLTUSUG4vED8Pwb7gjIGOnkLBwwkgqeFb6NoVUK/OyVSFU6D0R19YnSitMmWtaayobIuHKiqZJD4zwlnnrza5MmVYE65gKsSTDlJNNKDRKpbN+RINrs1AhS67VhlzeorF6n0rj03lqM0sddvi/eTabe/iokQ6t0zl+3Dh6zoVHZhnECqVlpPqbeH5uc+enddGysmU7d2ybMW2czX9ucrbBQXrLLkx2lapUej2UufWK+tiNqK9IQ2qNWW/WN+Zd+KcuQzx6+Lb3Yy0WZZYhd8GwWzc0+1zEiUiRveK111fmBWwNR15myyS3/wtyA7kXtWH5oBpMAIGEweesGWusCRkBkMuNceNUI2ksL6Gx26xergSQEmB1ACqGdCkg7PRD4U/5f8Vgsm0dAjLFTjoNcDiFeznBR1enQ3dizGFCOKlueLVzbDBz6dz5tzxekZja/ti+x8dPzCl+dl499NJUlj4DNhfYgsyywhmOCXm+DWKduKZe4SpS51YZ8oIBp8NqyCudB1dU5DS0OJQlPvOW4pIxo7see+yxGTPGlNVVty3J1MBfSY3Kcc2hLFjQVBCxZC3Pnld8z7YxpYUQZixudM9Zs/FrvlKsC+WPaKjKsFWtTHOYmJqaBxkCjSAroQUKgWHMaLtN3hhvnNpINub6iivSYOFHiqd6P+xFSA3xx8zWZ85f3QBkaj5XnwfNnigcsIIQyYmhyzZyIKb0SZtOq9NZbTpkzNrKc3w+X1mpz5fjM90t0m+WeezZHrlKDVW9QoFKpFQGyh27n6gcodys8dgFSrEUjqNdOq0dXa3T2ax63XB0eZmPTcTvS36p15r9YxhHnslk08ncGlsV8UIyZvWKxGq5d6qGOVcbc5bAM8PtOgfMirK+t1FfoYaYNoDNFDAb5CVMtinFGKDJLSg3U+JTpk4hp8xoHUlWFcsRRPohECmxQ4zroQQxT5zq9HMEbCdCknU5x7nMSBNvoNYOxWvIozLYa9cjuR027F/EVub3+X1lcSS7n7mzyDMyAY+46t0SiRSelGfAbz6qHBtrn9qRU56tcTjCWQGzWCr123RFJ3V+Fy0ViGFjsliilMtkGh3t0uvsdpSy3mbX6Yf7feUobZ+vvNznPzfNm7jlz8TztJQ2GGTlQdjHlEyjnu47+89N0yNhVaZXm2O3+TIzM6Q0Xxyy/4okGvUaN/REz39jFIo1arlShqwDGwJ6PGpXAiAKoonMqLtQaJEBt8JNuCUymcRNknghGEFaAjlZBAimltZzE3BRB+q4AndOBx7yO7FDu0tWz3MjVekuFKqkbhY3H1TS41Or5ncfgWMHV83vePrtt5/ekVpYn3ytadGiplXwU26ZPJFkjsAd4fRCrvAjN974yAV2Gf2C+VPbFjCd2LZr7v+c14R4EwDFSAeVJgwlZm+Qqij4sV01jJdNVQQIC4Ryu7DiMNH3vJYUHiaSz8lJdmpxnJ1bqsQzSLgn9rjDHeUCtZenJgamht6GmNxRj5fzEZdeiInkUw/MYdMRGUx7zZi1y8asLKgvzR6+d86orR3dn6742WenTppMn/ds3ffjw4t+c3dxEbzzhtqmqmCV7YX2xEdrPVOL/kHYvaL4l9tqG6fpNm+tmjK+4d3N955prFhT/PBHW9sWPVL15h/2Lc8p4c3wNsen3lUfz18Ic7M7ord/Y7d/i3DIQjh8yK65LgM1yA7TlOVIs9x2Y3m5sNIijKnIAB5dQ937OHqxD4uPszOKVINPfpElG1bi8XaKHd9XchIrU4+MS9hhIVQBYGjg+aCS5pZ2FCjf5QsTYtmCrpt3PwGpj96HYuazb6f99sDzp8uG1cpKRfMmDHdb1TryF+2duTXjxoxkzDl+Ty7Va1Or5fmW8rrbZjIQRt7825cvvfIn5syGR/bfCQ2xYn/DGCKrMGIxJfcVr91xfNumB5k7xjOz8osQ6R5m/SC+wZfTs0EMydwGpsH6RPmPmmG0GZaVFJf0lJZpSkvLiosLoiFgMli0UpFEYgkBb1ZWTna2FsywxmE8XjO8dmp7TburBjbXtNccpiQJ3eRmzeTm8snt9kbY2NhQXzetvamhveEwRSc8E5s0E5vGTmwvLW1vn9rcNG1qLahT1BF1dWOawMRxDWNqEpPbGuOHKUEirwTdGozMhoHschxcIRooiNqViySwUgLtknwJIZGYlCYDFUBlpBQLKKTzw0d7Pw0dTbnzx3FU8Xw4bjN+NHg0fvR06Cj7irNueU8fVRxVxqAxGDYEjYrThpOsW2jF8eMyHHXDEGwd/BG2Yldu6d8Vp7DTRfSv+BSPOPWmbhMLBzeynttZp53ulN7EfUtlWDdEqXoGHbhz8b48g/EC8IvEPgvsV3Hzi4dM8FluMeTLJzUurm62qLJwI1JRN7skJ1BmGXskz9RQO3t4Q44sU6LiGRRlVc1If1SbZy0NjXi1r+wO8njyQWa5cjRJKHzMZw5lhiLB/KPQpbbjyTXu7Aytm7l5ZfdXC4ZXuSX5MDKvbrzVESvJ02dNbgrGZlUlXJoi5h+TK2rM1lA0Xx2OBWopw/lW+tG+g7pssZjv6RjtNTkVQlqnE4TNdcQdyY42o5pksNd4tn+ADH5yC7kf9WoXJKrkkjxpQkpIpaRRqM6xmcEC21rbNluPjbJ5yHYCEnYZBDIFjgKiNpjVNUIpIRQSUlJgthp5ghqXFYo492ScklWcxUWKyhui3pLiTOunxxXJoydZN31I82ZDtiBQPRwslCGhUdjwi2FyS98RU0Zt8Y521V6dyaSYZK2QaSrgmXKtosgQgbYtATec+yn856NZsm9HZvpEbrfIbSlNPrdYxuP8jmT1fyF6l+xB1tw0MA+sBPFE5tLZU+qibv4E4/zpE8eOrkqU5Qd8VpWElyEXkloxO2/xdOjivxN4BiPrFt7NreO7/JN9eMxZcYUDWva7/uIeUEGo2bzKtuhdX0tw0v2tHW+uWfNmR+eba1a/2dF6/6Rgi0/tKo2Wrs+5/eZfPPHEL26+PfKT5uafRK68l7Mener6diGifChc6Ce3XrohM6hyh/ypDNUKWZZzwme37vrtb3fd+tkEZ9a19mSK2wr2LV7W+96SpfeXXWGL8yVS2/8G/Wek50yoh50Fwi+67TigDHbzILdKM2mL1GA08UVACIXot+dMNIh/3dobUpzujcfR1mluBo1+YFAz5SyNa+jcqOJAUs0+GIvaIXyAT9t9mUylPaKR0kKBTpkRVsF88km26sV+s3v8BGNuOfw/5u/07OTrlWqJymYT8cXaSjgroJNprCtxXTp/A1Fqzf8yGUR8wnn/LJX3EmTzlidEY1Dn0FYjD8EQFkFhu64MvWgTN1m91xekoJyMDnWBxvlp5NrnVCRT7tkMDmF7TVnPDF84Lio1hS2+CVU5kcb23PyZjeEpe45/RRB8vtSoMBhUIqFSqfOqr4VEq0OdWza6QCXJiI0rKmuL29z1c4fPeGxZBZymL1KaShwVmeoMWcJZ3mh2setHEF4CkMIrhvr+zaDuhfHyOliHsRKOikujRfIYjLH+njzZWdeFLoQI0MsieF3w1Fc/DPEymyGgXmQOXxPGzVc8SPRZKrpGjpxTabFUzhk5sqvCwvw1127PRe9roJmMXfEQc3fDho7i4o4NDQ23zSwpmXkbs/qBhx568MGHHnogXX9epw8iTPXADIbBtkTGAu9+337/S4aXzLQn+NUwYvkw+MkwOEyg0EayDvf/K+GVqyJUUBMkzAajscdk1phM5tGeqZ4FnrUeyuMpcAUtBzMysosPwxkJYWJ9gatDng2zcZmoC6RGk9RgpnnCCHxJ9hLgQ/7L8CZ0azlx7HltRHeY+ElCo6cN5vyoxWL3HARehZd4zwu9h6HvhYTNDu2H4b8OKnLDtipYhTYTCgWIQls0L5qILoyui9LRI/AoyMch20SKyLr87fnP5pP5M2v0JiMJdRUSaAEydFMLaqoE+BPOADL4I1Ct+ObsF4ovFF/hCdPftPrOLmptaGx6dp2p+eyirxvGNj2bMJm5PVNyERtEGpsEiElnv8LRQ79IluJIofEkXgfMTivj/Mth10ysgZGfB3y+VrgItV24HRogUTqicLp6DnTUvWmn66kuGhePKLWiMYI4JanGrBklEarFFxFq2kRDIB4aUZzdcmBySXTabZPbHziea9einlPck1WI2VOlyrTZMjA/4hJ+ijoX3jRrtJ5Idmy07IW83LJxkfiy+SPGNBk9Qp3OG/M9zPLEkOIJCfygHr78YrHAYI5U4NA7mbZI1eH+dw9k+COVqW+0/9YBjR7vv5XIRRsgd7n/pbzXqqgF8v3q/ZqXwEvkCxVvV/I9+q/8/5NLvh38xE/4McUUAxTTa/QEOejBa7RsqmyBbK2MksksEj19kKKUDpZiWestkg65EipZJWCRQkIKSDp2mFQdKCoqDB4mLQcDifox9UT9YVL7Yk/Vq1VE1WFiyQGAo5Njb0CFDSU0II1WmhbKDrJ+h9+TQzlHOVZvIMppwzYf9KUoZ4U2a541YV1oXWelrZhyRrxMFlPOuN34rJE0zhwBiXisKpgbrjsmr4f14fARxLU49CVERcdieT1BGIw2IKp9fTZ59utFZ79Qskbm9+He2WQrDmmtwL988Z3ox4bpxH/C70U2+xXO5PE5n75h2vUdaNf3N0b5i5LsYZEJ+TmJYzOHJcJVz+0e7lHxiAA9+7vwD96r+ritoj5cPVb681hhbU1D+z1Kp5gcbP9/O9CGTj60MLYutj1GovIvTcjbnQud65xkoxM632OjDC85ILdCKy52VXh9MPu6LcTZrxHMp1pbWQ/Z12le7Xz70L5wysUoB92124ERcFslc8L47Oc/u2fSwmBmcFxpVqD4jYd0WdfS94G7YvT2eV33RzxmZ9hVmjV+PsHVUw4PM7CCUrDg0MLidcXbi8liDg/XQtc6F9nogq73ECYsHjZoY6tBZH1ejtRKZ0pFIihokJl7NK9qCM0RYgkgSMsBVBEhxkfG4oPYd1yBlyNdhhH3eNczMEzArjjkyCK8HkgEn1H+fizLE9ttU2avm3V0d51LRZMB4u/XhonYrfrrvQnMj46OxdVl+3+kcogoeOHqMLHPWjmcsA+6OrAqoRntm+pb4CN9vqLssOOY3R4Ytj6OFMwBUASLMECS7IYAvTBzXeb2TDKTQ5MNWEk2CqDgPdSUsWhSkGL1kGG9RiYlaaSLLoYojjaH1lLWj911uHNxDUxV1dTIHef3nzs3VRuvClPf15P0gfIwW0/bFky77eAjC0MOv0OrE88LeqNzuMp4JcCId8xajSeSVYwq6NQSXD9veMSut6EKSo2O+aqW4L4Rx7suFk8fCIAZCUnA4bLnenNyQKr9Fzn+E/i1YmMX+3X+DtAJYRgHm8B+kKPhguvi0wpvnlxf/wLz8biPrgHGKniCKV50//2LzoGUDf+7y234kC2taBQ1oe9iwyu/iw0vhFoZya7E5Wz3tNlJpux2PffIgLXnnY5rKx1Y9t2MeL1Hcy01VDpoxI+PlrcOGvHM3isY8RSwp/DCPCkE48D0gw3rh4MKWMEWe3Rh47rG7Y1kI0eQkoUl60rIxhJY8l4xLEYESUiidIFIKtXTKaYc9OkHaZKGMZ4iiwL9kPYU+b2AuxanUiz6HvD1Ka6u3783hhR9JYXG9o3o0whXDTCAXIRsAi5JLOI5dU6Pk1ztWJHY6Nvle9x50HnCeSIuoAK6gDlKRpzDnBO9TYlO75zcFd7VuS9Hvw6IWjJabBO8E3xdGV22Dm+Hb4V3i+MBh9ig1el69AaNXm8I4GCdRvzhxB8BozNKlYQiaTNfWxLJlGoNtE4vpQXI0Je8BHiQhw19DZASxw6oIgk1tvTVGtppj5bHjP5AXoHW4A8WwAJsYQkVnse3xfbGCNyGHwCs1f/aQfO6vO15RB766WDC/7itHJa/DP8FFMCMTC8JMr3MMys1eIBNzZr5EnRLbObzU2a+BJn5FReZ+b5BM8uEmIKsp9avB37iRv1Yq0yFDX3TxZY+Nr6U+hiypVJG1oBrEnjJjIjB/uPgPO3BERs+Xq3LztUemLoNH7CU4BpbZVNZhtTW117Y/vDqlVvuG5G4+8ab1pxwttjzNTnT3JEuXDVHemw25xg4K2xNG/TfTpnfumTWqM660PiSEXM6E+26nNrVPnfT8VDzplCwdDbiixXx5VPEFxfIYkfFx8A/JVp4YV3YEyZXh1aM2Viyq2S/9PHwwfCJ8InRQo/iE9dXLpIq15Wbh5OR8LDwxGjTmM7onLIV0dVlLw//ulzU4m/JmxCdUNLl78rriHaUrIhuCT0QEjuxWS/CZn0Am/UKjYLweLOyetwejdvtKccMysYfYfxRnh0eTjVURtLd+MyGSEDqzqI9XulowVTBAsFaASUQaHkKeBAAsQm1zy9a1wMt1LImDK8jIabD+cNH1WWXlieq3VmlwWpYzXGq8PFtdXvriDqWU/kwH3PKty6xPUEkWE6VPm4bBUehc19QPItNfUQrA6KVb+ZYj1elh5AUHARChZB4j9XguG9AQpLtG8jCNmxbsn0DuQoGVXHVaNVa1TYVrToMj774qh7qH2jEvm++k2mPmNn6PahpQlwcak9cmZ/pTgDmaOsidcEVzYmhbnMiHuH3IO2rD5SHxkSRVdG8dNptBx47HrQabAWFQX+ok/yqr3wD+Qpi76pVm/c0VOxcgdnb7Apqc9rdBV3k/5ktnaxZMaV8XKRsRedjTWaX3OMtd5evgndcncoBxyCVEZd9KS7jNqUAlINaeH9iNc+n83l8h0zU6pwVtRvDe/i7wk/wH/e9xD/oO+E7MVxMFeoKzXEy4hvmmxhsqu0MzilYEVxd8HL860JRi6sla0JwQrjL1ZXVEewIrwhuyXkg522RBBIk2QOgBgBYiPlqxx8+/FFo98WpquKInOXWTQlxVcSDO6KoO5rJRqpTRTKPkKVAgLZzCiMC9NtBmSoiEPA1qcMazGbDeiCDMpTAgZRJlNBRlC87XlNhjxQWlQEyEiyDa8tgGeLbocDj2yr2VhAVLKdZ7fvaQee6ou1FRBFuP4WRx201cGENrEEnH0hggx+xOhOx2jmzHhJipYBP8SgbTYvNZrkYisVKm00ZZENtcgE32Xi3LCUXnW1d9HWai2j7EhaebcUs9OFVOr6zvuvoSMws+poG73ekHW6JN5A/7fNetXm1b9+7+kq849pd2eUtaXLRlPlTll6Tbohv/gG+SYEDWbsF8M7EKJ5BZ/AYyNX6FQUbbbtsjxsOGk4YTkQEFGqDzX4yYhhmmJjRVNCZMcexImO142X/105Ri7JFOyFjgq1L2aXtyOiwrcjYon9AL6Yp6jBZlvBLJRqpdCjn2PZWhj8MbPMrM/ipPG9Engkz2T5tXkSd4pxIREsBMpGOoGaXxvzSRGiWTRLKoPOHAzK7050DSHswB67NgTmYTebHtwX2Yn/mmE06qMNsUqxzb3cTbpZN9sdtYbgwDMMsmxRQgdkURGxSzIxCQkRLKOo4DpEnGiW5XbJbQsolVsk2yV7JexJaIpaIhZGECIqCi86Gw0FjEFMIscwQxCz6LgzzJdlVYFfm1saAgfOCPkgxIUyP2wu/K5+ofqysXu2bPmQkn2SQ6lpx556GxJ5Fa9e86Wy2h7Sphpc13eyp0XzmFNZTnaM76hFxxsy6QpMLCNZGc6X6Co7EdXoF1x1wuLZ5fw2bnX1W50cZ+gc9AliBNiFSY99SgLQQKSfY+NnUxXdNzWPgQuTiZb/EP5IluSUuk0ycdkfrMsnF+qqY2+3WyhyGzpSXWXab9S3L+dhB96X/l71vHNgTinAeune+knDa0O0dxMCaY/bz+rmw/7u5JAPfN/tXFQuPiALBP1MyTQW5Cd24MaxcjUiwqgQrWiUnG+fVJTSw8cMl/M8j8J+D5upMQDzo/1zwHotZBZ51HPUKEwGfHYFW4R9KxQHEYteHCrIhnFHNSK8k4NYjCGG6Y1dwVTB44vrinHFMrp0Jjo+NJjbpmmx6RQDasd8Jm9U3/Kqi0163pCr00oWvqcLXhwndbp3cosqfk2wlmufVmzIDEqUb+8vo/5x+nvWPZEpI9HybDIotdgkb24cjOrvM4rq5p5+/dibpEdfNC4HzIjjA5qUCZCU0DrfFJdDzC0JspsIDuQqnQ1Vyq56umzd4nbK5Xt6pn12lZK4v1PlfX51nJJZX/EJK3mnYp3d1JZJ5GBZ6wtiU2OOGyB1OL4NBoqeU0A+X/nqV9N9G56p19YfAdg0FTmE8ZS8O4HkzSCRsHdNZTGeyoC5bPADrkotwDQ+uL8LQDijA/z66///R//9aLNdtbwUfs3p2KihMZATjtjEU2TKpthqp2qYaJVEc9bqQuo15rtg+cd7sroOfEA4u7PJ6vJxTdD27sgsP/Auh5+K1XWo8nD2wuIvHv3oT9Qpc3jq6MDlndIAvKzrxXmteUFuR/LY5XHUjlDL7J0jMkQDxiKM4wK/+8bb51uIy+M+S2mzT7Ktqa+Kb5EebSnhuN89lUskyx0J3ckm2JSRGv0idgR2wFl7oltkz+CiBDJ1idj/o2VhoDpjcbmh2G7pZu0mG7JeXEJ5x7DdFbgV5lKk4muW2FHkIPZ8yWXjGi22YAb8pPwQhctq/BwRp/oHyElhewRFWXpY/nMTjxrAyNyKhqxKs2JWc3Ffkzw+V/nr1/99Fh2q6Gu9+EGwXPrxWe4TwFL+cwnMt9gbIIbpkYQrTRRjUGe0pWKencR3Qnhc1Uf8/0L2e9vzPo39VrfpfKpZrKFDI+m6UsuvjDAkJ209y27NS5unZ45x1RF4DIXZWInYTR0vDF0YMkeuDElYug9PYvmju9huC7MzuyzPy8OyYTDjisYdxXtLx+FzAnJDiYHYWUqVVyrq0Q4LZDXr6w0RQ6S4LZcctEKEn4Yh1az/Mj085/gAXs+7XTA8bs27b3ik4Ch8XnW7H8l0vHWQ+2sNGp3sG1rDR6cpdwTDWDWaEzSKEjRn4gD4hyciSWmSEIwtaQCre8lm8JiwcGopMiPUShldgOUmlJjV5VqnA88/MuSVxuZAFZ+o/d7748pQdr24qu6VFoTaH9zfdOLais9bttmlv4OCpbGQOv7ftHw9ONUmo/gtnxntE8sX3wWGQfmCV34rX1gPAn43yVoi9KJMRizkTkB5YQLhQGVq8FpWHC52K4+KlnL6zLt+GUvuinjfr/1Cf8nelwwtrBkQi34cLiSx/qcsoF6eisLDbyX8Zkv9DSye1Mnmy3FFZYgId9BE58F3yJlS4dkNH3/oh7Dt7wUed7KueqQ/FEWOtkaB4MtkyK+x1c+04XhfvpOcCMcgA7oTebM3gKdRWlehZ3lHe+zyyhwd5CSR2/GzrYrYLj3gwxO25OuXJkSsJj7cAeipaJicSLS0nA1UMvzxTE6ik57I/JBKTmZKkeUYU+9Z36GcQDrTpZm0/lAeqKZWHLBAD4URmkdkay+Dl5aK8BFUi59Dc4Ocv8RDKT2iwPbxerr5nlsn87ycFfOPaIgIelpG3dYiM1WAiqEi4JyBBJyJJR9azso5AwiYukraYE5eVN3RJQ/iDpP7hkPxHUbo2hCTI6f+CB1L4xZDFYPNbxAUht8NsDTuvTdm0y9vYdeDCLRo7sZubWG8e6moOXgmRD5g3YjZ9LvxHUGnw37e6IDcGQ/6iIuata6LQV0Z8dIvThIx0pS7T3ck8AoPrC61eAjU/hbcmHVgfq/u/IP9G7keSon69HBi0Atqq4/GQ7EP69fQ1s/vXq+Ut4zp3x7YEuj8P6wSOqUUJe26eNSh61nnU+b6T7HFCZ8IC5aCIzVdsIGMczLhnz+J+7RwKr82/q2aflFxWDteWiL79WryisayCpgFZca2sSWSNrEcSjwiKEkNlLsZCT+CknjhE7MEhjfCgUvpB0v/HoLlCDf0BaF1Hy/ExlqKtF2E5HSwB4xPBrlksojcgSFsvwnQSC+riFKpLLoI1bY5yvfqL1N9/D93/JvT/H0vjeg0SybZH8pQ+nYQ4n+0rsTRQ6vGNlXGzdVwigxeNuB1IrRa6rqxYL+2Scav5rgmfWqfXDTpq4ZZqpxyzF8YhyfUm5NzieCuMDtVnl2tfaumPxuebg8lvyyy2xuogT6C2+5kdwxbNHfnI6FF5BM8cEdCksc4zxpkLG8q6rt0yMfcyJx/x6QmXi9apM0p3d1RL1XK9Ve5yNexdDHN2VFLIdFLxFXIFP3h74Xy/1kK73cTwTgRGEIH5W6Sri3G/XZYJApQJI2ctcPL0Atpk5RtFl/fbfwAUxPzvJzdR9m+KhjgSZOMWzkWy1XAcebbiaMX7FWRPBaxIlEBO2omsuJOQvKMaWIlHciJfzg/Mmx8k+zXp9b2BGX4Zp/5drIg9125jEI6CugEcZ4ClSCfmtQ0FsymN5hIOzqUYzzmzU4h2pSG9Qm8d48pqx/8esv9t2K+gF/8rJXEdpQhxnE7Chfp2CqBOCOVWBaD4nEdkrt9zGS4HBu3eEReWDyRIvjUdJwjBKGTHTSVfB07UixUbPEoxHwJ7LV53mmT9cefnuVmPooPr4Fm3rgOLO7lJM2TCWvnGgpc/61z98V1PVheVjBTy9HprniMyvi7akN/0D8OaldB04tW7ena0xIaNmhk3GsMj9976jxJfAPfvRvd/QVUjmTJBLnAm5BZrJrB7NHzfrRIxz8o/DCc/J0D5+b+z7OLss+mHw3otzca39qa9j+qVEez1qEB90WquKPlLniC3iFk2fEHNgdnjZ784u2p2iVCSV7mxfo7b4A5GcvVZTaMQOCfnaew2yj5y58Tyh9f/dNffV0UqoGmOzpKRk7ztTo31gUee+4lHvYmNC410zjKEWQ3ITxirrTW84myPVlVmzdKUigrtmYipnSKKn1KpQ3tEOO/awSXkbAyPIeXFDV0oU8tiB+LHcpHyLi7Wt0feMqpllX3M3WOmLcn1ljOWmFml8Vl8TblKfQWT4c2Va4LmLHuwAB3LLDEqveXk/tXjq8ZPbBnTfMe9zM1zIwLEW695GtzRPcwejzOiDpMbc8OZPxbuWJtwaa0NjGhGnOdy8Wy6uYSiKyJwY307EemJOCorJygAw/Hzc1dhgZPwVRSoBp+fQ3YNBbtYQkbyeU67wxsg0wuEEYtoVsTB0Y8AZD3H8XlKxYDLGbr2f+95oa0tEKx1jZu+tLp8PUPfUla9dPo4V20w0Nb2ws5/wkcEfI05/HgzHh5xrWRmjV3p6qwYe2PT/rBZwxfQIyobH3v0/e03rhzlLc93SSUSqSu/3Dtq5Y3b33/0scbKkRfOjNWqxNzICe/+1T6FTKbwrb6fOc+8ct9iuVilHYvlTY/z2EEpkjc7oa3yVTp96BVyFMgsciJUMGTIR8m6lOvF/hAGx368A4M/QzEhtZkkXiCgvRQKdSRAeJXlpDm3tFwuFIvZIaFLsGgZe2tr6KmXhsq/fJE22BAtGhHQpAaKZplNeKToIgio/ncFgebNHS//Ql14qfDJpyvmji2SJDtl8ZaFrO+NIWVdDprBTLAAhBPGrvZmd/OcqY25jc3oVe+Ko+KP1A8WP4uBMqzoDbEf34ENV0PiMlKUQc63S5TUZBJ6pYykU1h9F7JcDtlllDnyZGjKreNOaAIjiqINQS3xQRrS63Lp6rBeyqlC9S9e7tjcHBAwqxMLW+Iy4j5J0di5FZdgD8HC/s/p5enxTpVcreuSC10Oaxc/FXY+yfonVLOetgtZd1lcNDhvAbskAnsFTrn5V+7iB23GKXu3HYPN7xxien6979vFyz9a98DxKfH8D9fu/h+/l54TDrrKjzKPHTvMHHlmzopldyzcA30HX9q1fMfxw/AUAP39IIDaiTj5uopHdLH5a2Sm8ADKXzmwJ5SBrmyvjQTlsS6NkC+yCGUsF3ADkhqVvWQyTxlkl3AM+vXhBmbDyrTTALbDxAV9jdIJsYSL/1ziMkvFU+b++oknJk/u6HzqqdfvfHiyyRbke72+lSt3re3qyo8HAq8/WLvmhiY3rGIgWwXwEKOx40XDpKYfPXr4tZ5n2tvxEC6Tc3j69Lq65bsPH9557+6chs5SJFMIYY7jAhjw7BwVADq1wYJIKRTxLQLOafDpECY466dsoGIPDJtir2+wgMjk6mxq7B5+lbzVk7wVTiKlQ7LT909Y5k4uJu5047HFQR1TiercVFCQyJhsrYE1w/NbxjY689Er5ujCyibWdZmyOX2qF71bv5vGgXpc1WSEDz830aUAxnG41Lj+pba9qD7yUSNzHR20qG17uGxKuXXEluM3EpAi+BpZmWnewVvqxj3811Wbb2/e0h4Ot29pjs1s8O0tiNtyzZJrKqbJpE1nmrpiY+WyY5tGKvU8lVjAn/DAbzbc++X9o5MHHjtgnDby5n1NzXtX1hId4rzGZROX3mZLHlEV1WJXfqhfP6irhiHrdQXYDHaCB8HwhGvPXYutN8GblnRXh6t37+i67YaNje7GavSa4hrb5SRKpnRdprpOh06FWPWFNlpD31GHXRVbmFpvgU4scGBXk5kEtyqsMApTcGtT8LvxsYKUkitA+o3Tc5DmiuM7qLlN1ygVpuHG41tGWMunlHW+vOevD48bt+n5dlOZTMOnSGJHuqy4krvwLd7feltOfUdxy5b2EKQk5lxbIkJAriivqxCvVZwX9o3cdGxZ5abV001+cvLo+7+8d8NvHpjAF4hVIhchGCzi0elSb9p388hphgP7xixvDIo6iOErH26paKorUhE1ttuWXsQDCliGrNVNIEtt1AsVIOVRwDi8lOaW0pJ4IW2DUk8fo6jU8tnns9bjNbUvWgaW1Jw9+0UrnlvOLvZrTS2V/34LSK+xOv47LR9N5l1jOfx3WT5KfHP1JfAQzEQ6/V1UZzJAxnMiwWHSdUAmzdAdho7nCYRkPJQ8GU++m5evtmsB5yGVCy7A+hErTAW5eZbMZO56cH3bfRPchZ9un/WT9voOOJ75ZG5FjgN1U3RMA/PL7Tdsvk969HD7/roNd7wEG1S+anTv5f2/J/EaRB+wJKQaAKHAYzfRIoEMYX/6XdaHYbA3nJcPtbKh9x6MZGpngR+MgavREb9Y3JRY2bJlurv2801bD02YvGw1DEPiqdGxSp/donh9Qn3XUeJRpz22rHTcip3S/T9+aknD5oLY/ps+hNmxrHigQibYu6zljj+y7dto8CD/WXIujq8Cw0hQu9au0ztx97Qcwq9GlJSM5JWce2N226ibj8yYdIycu3xqe8fct7ffk5fr3o2v38OMI2fTJfh67JU9jPsrqBI7UW3m77lrlzsQvGf723M72qcuJx/acGzijCM3j2ybdb6cPjaitOTS++NrMdaFUXuBHWWBpx644twbvBJ0BTkXJZmbxyY5rW35xffXI5NArwwr2YehfCTDnhVtXGaDAfcuxYiS0hH0sfPls9pGIlkmHgMp+R9C95+P2yaYvvkAANEwj2/3eJFQ/GfbDq4fU919/o/d1WPWH2zj9mgju0dk5Pp27Hxq8+andu7w5frvugdv3nMXm/5uZgI5iz7Epp8GZyCD3gLUmePxMdR/RtftfHLLlid33uXHqbGbO+hDbYfQjW46/4ebho1ef6gN7Y0edhNtugnd9hD7zHB3cmcqfet17oBK9ip3YT4lepPha97rXw9OZ/GCyCrizaH6kdWM7qbEaXbNpB4830/1X+iYieTFvjtF9D2ojd+bkL9Nn5ASbxlgjUClhAAchvmJTFOD0KnXmxRqVY9SqbiHsIMeCAmjw3mP/eP3DD7fqK9LR+Lo6+z/KEV1x7A/gODIs8lgaWlpfl7VykSRJpOUWjIzMgkeRdIkj+STFE8iFUsJXDk0eo1BQ/HMAutNwChS3wQzSdNNUCNFHz4f+s9BfzffjEO0253KSLScxAoL1TDEWGRPkGwYMJ4WRm/mSSq2/XLFovf2VIqodTxRaA7Sz0/P9/MoYty5qhvvv7e1+b4nb478Pfk00fJx+fx1i+pGdt8zs/AN3JdyQzM1h/KhLT4Qg+aEAjUKFAVEQh5NSSGIk4dJ9/NUnI++Dgri4gRed91/NKERSiPQJMXDugm1MQKMEi4s/Re+RYo/+BYhFJLfJL85C3HQP9afqtquHXi5qZoLRwbevvVvoBfmxx7UWESom5GeEwIQVgqh0m1Hn3tgL3y37yBxjrmFuZVYRfCT55K3NRJ8+CQzgeWtE75K3UDehlcdPg/jqOiWHiQpmozTFM6qSIa9N+hNPAjwrliIsqvXG/lchlGZfeMrxV9f+0pHnlWUgmCSHRJwI5SpG/qK15G3rSOYQ/BNllOEI5kk3+e9DXR4+YMyMjD84k2NCvC0xIG7DiyqGh52Z5pVQWQpiCh+MslXf3Kmwp8VkYvqJAK1nbXXIZ1MEgdSaYWVQ9aecD0I1KARDi4tlzVDFeDS4r39r7NcWgpRrVigtbFp9f+Z0NGvEW/gsDcQaST6tfNZ9MeErgfn+abk3WQuv5Y9hnQOcVNP8m7hi980pI7Rx9B1uI5o7Uhm+lhyTg/xRs+FbjqE00XX+lPHUbpKJ9GdnEtW9aCkz7+Lr0f3PYbSprm07VqUOnEP+jF0obuHyxfpTx3H14dJf99PiZ34euqW9P3RcX76eruSTSE5B+cRpXGhm5MP5yN9HpuQEucEpZS8m7oFpYXF4c5jceBz99Omckx/jKXS9XDJpfFKpcclx2KGc3YPm7fB+7LniQfPS6fJnssli0/HSRP9f4ZN9GvkLWx94q4YKA22RD7sSX7UAwh4FMnzV7ZM0pKjN1mKj3KFwxZQCh+UnpCVm6s/CCFyWHIOBxL9Pz29PX24fcJpsmWZPpd1+wiPUgST3dOLjoVQFqmlF7YA7v5sPmlWMierHbGTSC2xoIeCfc/ANT3EBjZ15ta+EmppT7oMUnlBUhUM8IHYyXICNqGsnFcMlNdfUnlRsyfivLwKmWwK4sygMjv/LosywZ07kBe2dDmukSV9z1Aw+RGTQ2xAsNAVKHUSUXMLVxdvQlhj7ggHuKNN8Q+Dgw7+T18JyhFb146meMrmHZ0cZkv82AUGnQB/xfGVK3SEDS5DlrPiNJK4RVKGiQXk2Av9qDtxKrm6h197/tUe9hbU0hSnYBPL0aH4pPjOsoXFh3wjzT/yL4Pncjki/3KhH55CJ6UoReH4liyn2HO5/IQxQKy8BWRJz4V+cixza09yNcqOogeuId+4sKVnSL0SD8VmoG6l6xeLDyIPxweuHg5ekeYk/BWTneIlS3NOd5AD15BICjl3lZq9MoXZURbb5CriNnQ9S2q6glqK7nn+VUQolrMD9TpVv7wcFhyr7oEsbGnc0E1TXBnIp3oAOo5bLHgDCiGVz4FrhuSTZZkxzTLE8eRqeCpFM672IRjJNxCkLNkITg+w9TqV07R24ep23ytpHcNWcCzcoC5K51Q7pBbQH3OVEmV1oFam8pq6D5fX1J2UTjuLKXe3CwybVbgGI8vd8cKWFKRpHTSAUUprpfUQq7VSqoh8o68Eq6Mh+lA8lI+cTmRBxXUkxUlUSciBe2BOytPXwIE7EfMxoD3kuOQqdOnA7XAuU7ccolvVQ+vLAFUHNEtKz7K6NkWFNG8vTmMIGy7COiXAAOBpMXrSVR5QA+lgeZRAj3OEazxXz7gS4PQj+Ve29icR6mnKEH6kK0mULpKNrX9seeBcpvQmMY9Nm22blem2eR71yQBH5l18DOXyN0NkQ8dIBKseH0i12/gY8dGQY8RXg236qYF6ibWXkjg1cDATdDKCVJp8tuTUrKc1K3ACL+r3BUEYREEJiIMqMBw0oB7HODAJTAZTwQwwC8wBC8ASsAL1nsJapzv1pods87/D7/ofcH5ndzf8X/T+Z3d3UoO/16zB++e6uxkpesu6u6kz+HvNGrx/bvDsc1f89SppnBv8lV/bjf/WDPnsXoP/ur/D74hXpf1/+Q/gvRqsBbeAjWAz2AbuBrvA/WAveBTsB0+CHnAAHAIvg1fB6+BN8A54D3wAfgU+Ab8Fvwd/BH8Ff+fKKnqFN/0f+D1dPlc7332F8/Hv3iu8+VdJR/89z5+1Zs059M8W43l2+/w+die1z25c2HvZWRceuuQUB1umV0gLE2PgtD4zIt107hh3G3a7+7Jbdn+Hc1J0G0qiy7c5oq0ZQrcffj5uewL9/ckt9CnE1TJQAapBHRgJGsEE0AxawTTQAW4A88AisAysBN3gZrAB3AG2grvAPajX9iB4BOwDT4CnwXPgRfAS+Cl4DbwB3ga94BfgI/BrcBp8Dr4EfwZnwT+wRnJqw0PfWM0WOC95h7VXeju17iv8rkeJeC95869wHo1+j176G3rb0ZtfMJi2ugB7aLr4faX0vut59Kk0/Oezh6C/ppv7R9RzDO5dTIhzAwf6dncPnIPOh8vRSZiIa7qHJDR079Lf6F8ym9Ywm7q5zzVwWTdKY+Bz8O9c95V3Bkl07iono2SvdPrQn4dwDvXbd6CGt5J8FrdTatT27SCf7RuD33gsYPAYnzuqRi0Ze8YI0sCeOLPvT6SB7f9PgfcQq8kXBtq71cnPyReSnxNWlM7gMa7nqKRRWvgM+AGzEm7kzhvBrMTpAFjG7ydexelgK4bf/y9IvMrcxPYf8gDgvUJvRikCuxDtEieIE/Tm88vwMVv/57x36DvwMSEBbfST5yfQdyT9ST++Dh17hZ7LHeO9kixOFtNzzy9DKV10HVRC3jv4svNNxIdY/ufBHZSTPA+k7GhcKBVIGeBpFXrHoDv7ACTmzP9wOcMcPMQwyz9c0PrM9FO7dn00/Rny/OIPF6PfIHFoyQeLR7Q927br1Kld6AsoQCdooSZToxAictQaWVFLFEStUBy1QKNR6zMVtTwLUKuzFryVmDF77pjx46c03bimqHTh0ix/+0zXiFqJYFiCAgL0yrC5Sv0ul7+UbMqI5GkUCkPGqPrlixdP76ypvGlVYWh+l0o3diLBKy6fiF6OtpZMU8uqrpaWrlVkp0MkywkEPI5OEDzTGwv2vt+Lx4qwZ+33uaAj+Kk93hz6Zs+DQe5b8S53/iUnX3Z+fh7U4McA4ZA39a1OfetT3+nj/Ev2L/2+9Pil++5L0k/fj/wwLxLJ24k/vg3nh/NdeIuJ4vknT4fz88PEWPyZNOEfiFsGzk0+kxcJhdiT4Vv4GDMFf36LT96Jt8h70Uce2mN+FQ7n/xbtwF1oYyJObDX6gD8NBQuStWjrnry8CGFLncTw0caf8GW/juRFAmiDG18e5NwljLuIYxczi40JjOrqePJD7MUQj9uhnp9jMLDZOvJDRjd++Ypx45cvJz/s8xMvLB8/bgXeTc8npZ6mcH9HiUeFuasxv3GsZMxvfmjQL0s5zKFuSf5swQfLIXHwECSWf7Bgcs/0j3bt/mg6a9TjrC05iLN2cMmHiPQ97bs++mhXe08bt2ZlJLyNuJ08huwwbN8PmZ2mH5JfOGfF4/uXr9j/+I1Nq1ZPmrR6NXls/4rlP/4x+mkEu4/egIa7++/g7aRuZWOg+FDtqcIppp/4c2ub9A6K0GpUVDjkUhVECNfQO9qHbMPo4KMUSvcwDD31BPP+vseZXzzxJAw9cgdz4e7tkNq6FVLb72YuMOsdwaDDnpdHiLiNICMoH71nz6h46O5p03dQt+5jeh/fh659Agb3PQ7D+1q3Mufv3Mokt2+H5NY7IW8r8wJ7vT2VDvpm2lzbt7umzpwJKHgYyfUCK5cZ6YXw5VKRQ7CyD8WN8/buxWOhVOElUoxP3RC+6QiyG8njoR3Tp90dio/as2f05ZlmJl2eR5S/qSifrM8AO7+GNwFprTg7HpIJ9eiFJzGiPhuPD/k4/jzqrAWgF73QJ+q+4RCQURxtmdOe7KNgiPlF3jaic28TdESY39Vlegg4hnlOvQZaYsyX03fMGbFwzxjmN2FoqRwmZp6FY4SV1cwXedDV8eAU583f3LHx6w0bvr590ze8CUwPPz4cZhQwv5ta395a/dOHmNMhaKqNSZge2CgvL2P+EoaZ4x/rqu7aOx5aY8wfasoEdbd+iy+/HSXy7a2Yn18zdbSY/j0wIuQHRvBw15N9vJeanaYB5EX1g8yA7zAFJUwEnpz1f3dt/tcdt5/bxHx+dvnnN0H1sdeh+qbPYS8zv4Spg4dK4I5bLmy5/fymzedu/wXzC/LDlb9b9TpzFqpfX/W7lej+C5jz9EbeeGDAqwyhXs0n2ZhO6eeL6I56IfSqL7o9ddT1aOxO5r6duzedw7eG4U9GNcHZyT8abEOywBuvSHbKieokaGDuuv3cZpSBX8OQmSSZbwuSBy/KBtJDxUgn8Kj3UB8JP2ej0t5FvZmEFdqjoUJv6qkjjkaFlJPdNBdq69e1jK0tDMKGx+7g9/2Jf/gdKnfDuJb1ttx38uqrqPfm/uTCxuqp62I5k+9+eobQ7f7VR1Onrm+uLxn3eOG49fieUQBoAbonYnw2ZOOKFUTS9+EiMw566rl40iU7tYCq73tWsK+wcRYs65m89Ec720pn5RgfWrHskerxSrNj5t2PLCrfEHJGqOYp5Y84nI7wW/MV1jWLf7R86d5wdW32kgcfXNA0PYsWPLj0xkfLwu6mvS+VZVtZnRzv/xN1M8pXBsofYjKeg5V+oD2QD/zYgZhuXbJvZUYge+f8eY1lHlvpuLnzdk1a+1hDiWH5e7952FezrHTBvaOKlywsadzZOfnYw+9tuIFNP9H/J/IUSl+JdnANwomxU0m9KHlC2Lz+3in1P759rDnYeKPpwY69y6n3dj391qxRnx3cHqm+ca/ztSUfPcSm4+7/hPyEHgcycY0MsZMtLNDJekzA4WmGIAn/4HkqOro0NzIjVlTXnJF4YMq8tbtXj2qnx8k0sZw9nbN8w6YabX0/XbmxcfXMG7YFuLZpQv86OkT/nU3fPTQ9nR5HthmSPqEjM+K7ps5bf9+qrLLq5NMDN6C+/deFp9bcNLZ7xsy7ZBbiw5f6Xlm5cczqGal74BjvAfKX9BG2f/5OYqWBgh9TcJbqkIo4bIQGC/zYAnVqlVymlxktmRKpQWrKsIpFZhGkaIEQCIFZJBdCgVDIVxj0MqmUr5EroIJPZljUJGUy6shXIWyHEBr0ZvIoEsluzVSRtFgiJ3sEcIEACmRCKalgnVLpw6dbF+lDvfqQ4lSrPpTeAcHjwdYTODTjaRwKJtjWijYU3RuPoz/FZZ/5eWDR4lbsgQorQxq9+QVR9h1WutE7quUrozQ6QP7yrYnMfRPfQn8TYSf+Zn7H3AcfbmZegraHmWegr/nHzfBv+GM489nDcArzDtpmVM3r4N8eZlTcM7jUuuQQaE8ggwhEXDaP1SB3Wp2Es1woE+lIhVSosGY5pOjMXI8wS+J05hp1VgORm0VaITeBKnkUCXWU/VScRt8wePTomaOnjiqSrSePHv30qOJUqHdwfXOB0lmAeosFYey3fmDWl3ZgAJGdu1gC8ZM0brHzDZniY+iPVHXj5c43WMUwhzmF36QoYJi26GRHhFv1XG3sgEvr6+thzjhFuxvvMqfQLvPjccpipfChxkeQvMiCIIqQvA7QmigAVgsPyu1WO2HPkWkUMrNQq+JiyWgtNTaVHcpqlMCuQIftQpM1A/CEVr4IIHHj7DwWJGlK3FYsL9pGAh89iTaRsE7lYEieiyT24sFO1CUOE0Ub5LoR7IzyW9GfXNcAb9+wYQMxhelsMnlpbnI5vA8LNGai2Uu7k3+rrwdD1pIXgc5EYRHSu1lef8ZAkUmFZkIldKrcO/xCvxiZZjK/OEu1QywOW5AMRPiSYkMyfHqUcxqJZ+egokPldaaXLTr0dUnJscGK8DwtVpKhpccFCOan5lxfWn6ZmoSsOCfURopy7MWpUtRrQ5kFnuAUUpyrnz6kFE0z4R7xlFl1k6TQNlYZMaq5otzMm9xZ2yRjPmxUp0oT1/0IanP2ISxcIA+MTvhycnLdZ0AoW8aT51pzidxyjU2nMGhyeYGg1p+VbcgKWC12Qqqw4Gi0uByTuADPnA0juc8cTZWf4hQuXtz9YAPXpWZY42UV6aJkhXey0wJphd2JyxMDQO1ratw88wtKEnBOTo6+K1P6yiukOOhoJUZ/tvkQ8wJzLvtnP7MrGfKzTVOb7Abm9rG6mF7pdsfNC4gT9e2TVEVor2bKe9DZD+r7cfeSAB6mhv41ks+PSntFoq7QCymogYQXErAt26vJ9s4juomtBEmE/NnZIFeBZD7jLlYIxKQ8ZA0RofJMXSjLSxD+/CyLxUpIeRp5tt8CuWl6vSfZuY/B8FkYPIlE/zTUq/j0bGs4+K4q1rox7fGzNRtiNuNoUx7cK+LmZ9mMcAgKep1WQbMNEWRD0XHPwelfMxOYhuaiGDnWXzw6Pp3ZwsGx/J0pj0+oZT6ANQlzVjT5xc6H5sSWlbXleomuvq5R1SKPsKXC35Lrgg9RqzhUVI45U1Yz3zQwBS1aK0n2PHRX8hmlcUQl++yln9lInqGHgTJkzY8CJxJLyqlhOaAsmqtRi0UBkaCyIi8oFAZEgZqgUBMUDg/CYDA6xvQzN9zrhuVuGHRDd+i5TLg9E+ZnQlsmzMysC8lFogo5tMnz5IQ8EKz2VKo1FeX2cvtInScv18cXioaNrOWBspJOQiygeFyIpveTJ3DQ8+BRvEyB7d3GYmgriDUEQhUfam3FHqXRX0xxEu2xIA/R/dCgeDeUDCEF4sa2E36TTnV6cqR6IArYgOP21JxfdZhk3U9zEapCUWwF8QvVSl46XCN5Zur6hzVP3m7UPVr9tEReMKVo6yPuYEWOKcMzMhrzB6tLmjrnm/Q/qX025h2pl2lEUpOZuYOaV5G3ssRrN+aG1m3dtYtmtsFNAnlk9NwJkQa4wGJRGbRWX1ZBhcNdNL4qlukk4C3MYnlGUVX2buaeZoXADQ+1VTi+taFWKTa8sTAacJoxrVF57UblZQE2sDExJiNTIbfIpUAmA6DGItdY5N0WONsC6yyw1ALFFmixGM02uR5oFBpCkyMUQBuwUDACh0ES2niZeu0txgyeTC4U8DoUUjFbFKggUCmcTPYeRcXQigsgfDKEVNq7iqMhrhAQ9N0KBD2LO56MmAprqR+COarreCZ1WE06leRuxubQyCuKMxsPjoyeqP61Qypa9T8323vf6XuAHtYXXrrUJJ+hO+piFsIj7lznPfCc8ydfMT+BDzKAwfPA+vuBj1nK09AjVDzyDi7OWb+Iwm1RBMxPDIORPBPfxNcoJFCS814eXJgH8wo9GbYsucaKxQY2CGwKm8223fas7X0bz6ZRdWbl8N1WL8gw8iNWM8BLl04eTb5x/Hj8LF4vg0i3CFVqBWqZzmDSccMtZ5A+p52c7k5NceYmil/UXqXaKc6TL0sqPVXklrSP3D0zbFBBvlWb0TharilmPCVGpUhVB7u3bhhzi14jUtd+s7U46OLbjZ3wkUnySoNiDSOeYXII2MUvc8iDLQaf0J38/c4pDZU/Yu5uMfgFLBYBhA2eL14Onk606HMgLwfC8pJQyJ3j92dFxZpoVOyPqlRiihLEomKBSJBbEtOUlMREsaKoOByNisQlCYfW5M6Ri61iQlxuikbEKne+wxJyESoBXaItt6gpdKtgHOn78NHQUfyNyHEUwYSVPkapVxkLBU92b5QdP04d30gbFL6Ngm4uoh9uIMMbKQXmDFTFDByOoLUVOgm7EztC9kL+YEMxEJYn1USyLSQsHBJKji/E2jLMG+MewWw53TWFeTtEinKd9cnxuLlMNZOPLrFK4Lc3+HSTCOXEsO1mZgk83VEXKWWWwi1uYX7OUrgxh7lznDJiwG2kaSa5JtVeVpk6mRa4a0LYoxOTbqRK1LOZY8knb8q1YayHId7dhrAOg2OJ+YUBKHBkOWodJAzneb1Ou71G6tdIpX6n3yeCAb9UJBG15QU0eXkBSSDXL80a5YdyP/T78yRSFV/FlwYQUQusWqNdLrVKCWkOMCqMhNEvDXuyrV5epsUGRPw8rSpsVSOCcvjjAohz9gdqeFtTJO3lGKqKYcfBrZeXQysuAQNXBKFUCbS2prmMYyGSfO0VSMwGVeRQl3NrJqnbWCrPK8t5qVSsrmUsaRL/euZc+OjoEbrZnZ9u1DvDLJU9+nIoL/lxs8l/MYf7bv1oeiQmc7upEmXnTOZnb+gdFNfnsTNLqQsIXyWySPxQqZSradTVgBkKKFZAWiFX5FK0hqJouVomkUopKZ0lJxRZHDsRKieRsgr2hhUnuFiRECsrzEFsiDkJ3BizE9b4TrUd2qkLiEDbkgIy8+1l7vtGZ+tRfoJ9vycLMUdogm/prpgGt15g86XtF5Fzyf1ADaoSziwxpAgCikXiNuwUGB1VKJUioFaKa1BBwRqBiMTZicWTx1UxNkeKU5xJwGWlVQjt3BoTewGXI6fSTs5lCPiRWzJ15L1MNUHc+1C+KcNJqsktfS8wP0dg6sjxdZ6ZUMH128YAwFtEzwFGkIWs8WK+HSpMRqsqqCJU5WjTZiJMphyrM4js2pFyQVAQF4zGbtutBWKlUiYmTd4CgqKMnDETRkYMXh2IGlmI+ldncRjs1uPJVmTJsBZMAbJYvB6lAthDFLZU01aqOxU8i6dll0bxFiUvvLqGee3nH8MDMFwFifIZC7ykyOcs8icv1FXP+3Jp+4K5n88sLt7/PGqAwvBJq/XC6rGKkFGzkryrq7z49Ue+Zt68exvHg2ymhvUdlADTE+GiRLmp0JxBWkwiVdRk8ldGIm5/gcuS5Y9ZTNFo2GIpIJweiysjw2U2y1wCLY0DMMffZT1oK7BsrIxIW50MY9MB9yPDZ9jBd0XyZH6efWCCPLcIyAI1nBZiPQ5lEpxaYhdCpta0DHFTxHsiMufRBeHWmmyns7DcacspEJOs2yG+Z0wdkyeLVbtRw8q5Heoe9FLU8eiSeGZBQ25hlsefHQ/EJ6puoBdy/odKmkssbre9bEKEbOnAq1T61mN3RVKHcSZb9vr+L+hD7DodF9iXGG8w2AjocpJOB7DbnBYnNNug0+YkbbkqhUalUmi16EModJJSuVNOZknlSEMhCw19KADMcjkcCpvBoNJqUS5JgUWoJ+QKIbID4uG/oeY+zP2zhi5S971oG8dhVYDXNtJYmSBCI4zZ3wR4vxW0It1DczaZ7LgSn4BjEkUHFDheQu1Mu6RI22RWaIbEEvjbWEbA3AVfr2urZsxqRl+T6ygntptH23Q8IqPr5++TP7+10hczI+PILZ5x/4UTVNND2Vba7dYpMlVqYeU/mVz4AVc/PP2f84YjjHD9aEjkygVWASEYCZwKjIzTmUPITVZUR8oVQGUtUMjEQlQjcH2ABEVgIyh4VsH5w0HWffhsawhXCRxdSW3XFoZteh2uDQ4XG+k01VTRynRsbwWuFR6CfnUNjP/8Y2Yk01vFMIOVgaAHKwM9AlcH5iTTy0ywWqkNXHXoW8BVBxhD1YH1cUN9Sb6O+t0bEg0azSET9Jmg0QRtUmiSyqVtGSZNRoZJ/awcVsqhPINP3YfsIEuGpUYs0YjFEkCJxVAgzhALLYSVn2HSylUWDZ6RDeLH48nQ8VAw3hvuDUFj8HRbq+FMb1p1KsNGxenWVsPJIbo0xJYm+4iHdd49pCgHvIvgGkR9uWiGIjwpyDwfZN4oshv8/4+294CPo7gex3d2b6/33nvTVd2d7k6ndqeuU7NsyZKLJMu23HsBN2LLhWYSMA4QIAFMCwEChG5IBRy+hCBCEofkG2Iwv5DkmxATEiAksbT+z8zeSSfJDuT7/fwxq9vdu915M+/Nm/fevAL+GlHqQ7d/r+nBvsoaSn7NVklMGNoy8QfyF4fcOKmHzuIbZe4Gr90XjaP5r7zwLv8kvYyoAEtzZ74vBhvEICIG58STYvI3YvBtMbhBDJywmyajyc92UyuC8q7bHfpECH4gBI8LwZgQ7BQCWqgRkuYQEIWAMBQJhS1CtcUifF4ANgvAOQF4VQAOCEA0IoA8UuCPRNWRSDSL4tH5IMMHJj7gd0SAPAIiFqfTolaL9CY9eb8EjEhAQtIo6ZVQYxJQKQFciVZC6iEywka92mjUqywQE03GPiMpNwKj0cKlElQk5NHDsReZhBb4KjdpFAjFEgEfrhSnTp+CfyZR4Nep+CkWI+Nw3TDAtfzMDARs27YN4QBSI8YN/B9+PVQ6IfGPrtZPo6y4BCoyQyWIRG9CmEQGXYxGwTQmER6Biq2l7CqIXAXcIv7IP9mT1S9T9ZiYUR/zLeZ6D9OQEEW7yM7LY0D4i0q3xBOw58gbY9qwXBz+9E+hhsWr7uC8ke31tJ1/mVo/cQun90p1L8/joRr9eyY3k+SxIUO7FqrygOJrFRr9ZZP7yVU75q1l1wHFhfe4j0Paj4Fg7iSP808ZeF4GzsvA/XB8rRZri1SmlkplUrsD6qGeMrEEfCQBl0uASgJEZaYyUlIWLBu2S9R2uwTSzEIx8IpBSCwStwRD6mAwRHAWo6ILQGQNAm4QBO1hF3C57DrdM3KwUA7+JgcdclAlBya5Uj5sMUHKMWmPK4HyRgvos4CYpd5CcixuC2mx2EWCEBnhBcu8JshLrVIJ5MQ6D9cihlwWTbSLYBjNORbHc7HM4hjVyB7ahubg9KyEylcJcrfhktmKzNS327bhqNCZM5RyUcVJitHoK0F0YcJyH0cTdpmP+WPmAnG+4p8ZrzEOftVnv/aI0KHSloN3+i1Hbqp+YtbkfXRyAfn1r0btUJKLKBYyXwab9N1KNeTOdETRAy/vxLMZ8eO6C+9RZyAeUYXgd3PXr+UCvkBkW6YCmy1gmQXUWrosZMQCVBaVxaD1enQeIY8ravKApAd4PYALbwyLuGoR10OIQEy0TXRQ9FMRxw4xp6MNOkMLRasp2noDBYapzdR+ipJRNoqkCJ1cl9NROoowmG1Wri7IAzytk+8VygQ2ASkQcJ1ynohGBogfQHwgs2QmM46VXsgXkXaDJ1ihSLkeTbhtaJpNIYJd5aBOA5UaVjEel78ehzITKORT5vnS3qmEFTKAUy/BGUWj6Ds49ukUdabWLw4yr0SZv+xW7ZP15/d1De1qu+NYsg2omSUV/qXmtl7qED+nWjXpJL0VoWRF4rbOXFfzjoSNeRosP5Rq8+z3V+9Ktdk97HwJEgTnPbjuBYmGnAsEiLBFprZKPDKOjUNy6tRBr5/gcMRmm8VCysRFSx42Zr6GhGdkyMIKxZtnflAQmYvS3kVUs4LtGdmrEpz3XDbmH8wtHEHIWYmipKdVsR+Gkd15/cN5n9gFekANMzhfmTCoZ6pdyEw5dnl2c6GG+c1Q1nYRLTkvcBIenVRpFNlkXBuX5AYIOP9cthaCpkU6o03PlYpsEuGsbiC16O3pfnhchS2ZElNkxRRvs6DIkwR1s1FUFll1TqyqYdwNWoVM2wR+U6OUnHtca/zz1lgl80GrKeTx+K1tZF2nxe/xkF5j86e/wbL4hf/HeQTStgXSdjRnIHJWr0acU8nlmpyG1CjkTiNP4/MiMkN2Q+TMMfT62+fkZ94+V7STTtetT2tQogFFQRCliwK2IsV5pKpm077Xv7J4e9++Kw68/Nh/ranpenTXFuZ9rWdhRABeAX+5eueetvkAWH2rb3n+laPXc7xJZjuz2UX2nWn23/LFX16x6us7BNdM/spLFHOdXANhThBZYizXIjohBDcKwVbhmJBcLgTlwpywR0gJEzqCKFtXUVEfsGVBNp6zA3tFS0AkFMLnEvKEPUEFEoFEpMrr5uloOnISWJ8yK5VmZEbCFrt4ljXlwQUIColIvRhiZSn4XSLxNjtl0CAUY5F1KLAZieI+lBi3aKbDJeMcOJwVZV0oWl0g5qghvi7gDNeptFKr0Cx2Rmq8jlTAwlN6VEv3/nR9//4DDy26akl08oJgSfNyf1V5SH9aKfdqXBWOakDIwwFLucURki3ImZJ+g8YTM2md0tyJQ9/709HrusYeWPL8xl5tWaULOO+uqbYrE4u/6sJzzAZ5WQO9jignanKuoMxj85CeQNiih6pZWB4uD1PhsJATFQVsIaFRdcgBIHG+BpXT8XGksL+W+A3eIIiVpwtInso1oqhAXAFyCnanl43pLZqW4GDYjNZ0whlS8PgWY5nGjkzDwep5ueUvdNXxld3ModuP7Vub8YVtPi6pddUtv4z8n65mgVe4pCG4JOzeveyHE//s0Sb4ntMfEhTRDvvwDsS/iggT9URtzllbq6NzRqOsMZEIyvw2P+nP9cA1Vu2NVHqFIoeX4BFIwX67gENWiUKFZFBU+syKfiqcVyZZEeG4nFIOyn+DHbgKIedsNDqpXPPQ3obc7gfXrXtwd339rm+sj/caOSQt0bkTLneFRy+Ber+xL24IO1RKe8hojjgUKkeYemnBtU8tX/XU1fN6rnl8xfKnruubfLLcH1gSdQ8uW9Ia9NX3D68IRZYG/eUdalfUZIq61OjTGHVpWP5IQ95yA+QtZcRoLmU2mMQkL6B1aLeaxkykSWvSyoJlgCDkMhNhIryOFq3cYJBrKa+mRWyTCr0tlA1wi3kPsCcWS99QMYL0jfYnWWKHWmUcJx0xgYIBi2U9igRmpQqsN6BgUC3eDwkCJ48OUCOLdepKQ2LieaO5rfrGEeVdWqORn/bbc3x5feWFJnI7XA2N2v7Jx7ZLuR5g/2LEAzb+BnzUs1Yl/XSeyv13FAfx/5gBkCJPECLCRySfIAjfSQ43p3IalTqv0+rkcp0CyuMza+RQQX5tPDr+NhIzUa6B194eT6AZW5QJ2X1majqaXKPGRXqwFgeZZzIBUimvFx98oePGY25DnHQ6ORTd+CeyGd9PJifeXeD9wmpDWYqr5QYi3KArDS5keSj0j1CBa6kPcMx3R87L0/A0EoVRpzMazSKJCVnCSC6XJGWEWWY26/m0xqblIbUMaqTxRDSDhhspnfJzQ1j5LLjDIUv0/yrRJ7j2M/OMrmdaOA56AzFMHMsp25a2DnKo3t6aXDIQDIZDodxJIM+JtGa7rEdGymQjSXRdZuZSNG3u6Wnq6JfRtFakjTWFQjWxGrso2dTaRFFEkyCWDHrtFE4Bh5ROBY7yV7BbiugDSyXYghTHdaaHlBmIJEhsiNbiURxmmsbZVRJWCi/PFdhfgv0/OZPDJFTFvCbY1IedOAoJA7y+QqaIktjOKIiAj4yVSo9H1rn9poFt9Y1GY8I42DB0pGz+wK7Ln2mqiTQ1Q44hk1hFZeYd246sqa7WmOt1mxZ+0Lvgyit/bO+wXOap8yrt7qDFGVk7sLhaFzVscHRH3QGSWHxib1tt7fxoJOxXp+yRLnvujpF7tm+Xix12ubyWqXlw7dp0qjXijEYUVYHL1q65+qF9e8W8XzQ3lpWXhcLVdTFVLvwCClHHNsMWug/SUoQYzCXMtFOpjKhdgHQBCVySSRe8H3a61E6nKxJxloeDoZAzFHL5IyThd/JlQh2yFY2jjF5xdqRxFb9pcZs1YaMaDFZKhwa5MEgsv0MxyQ5kw5NS2Kj4Q39LW28ysqC1SmsPh9MBT5W/vjcYWbt9X65i+aIFHuYtyvqjXa7UcFdGhsyNnQJzfEE21eSVBJPBZNxX6VEo4oMdtT3lKprkiaKdm/LgS7CPY+RBcgT2kSZET3IIQCKYY+Uq7DA1Bs4yF+D3P543iX2qpn+rIFTPirlcovgESmZQfEpV4o6H33CXO5HwwKPwJvBGwg2v4EHMaF/2DMUBFEHCF57CUc4Kj46GMJz0IyDAf/+t+cuMBOOlHT4TKDxDAg5FUMVngMKTphWgg7ngByfhQx99uflvjG827NacXIzaIu3ccij5cdk20STQZcaLDc/sBgJiuh8FYEp7gtqYhottA8FGFdugZrRRALTUc5EFmjnkgW/04FZY6GeOF2yDCsI2eITkKZpk34ozuCjYoDj0GvJdjLYr5hXwNv2MitDmBFI+n5h+lEVd8XHVLIjQq0rwh19ZAhD7bhN8t4hIE+acWCxRJm1cwuny2xBhnI6/PS4/PX5qVppsOo3oHblcF3KHaHU8FIOPciUWVnwvearQ7OTDNSIP1Ge9KU/IE2ruK1t0IFUjdfhChkgC3WnpLxs+xokXYfooYssEjZ64O9+9sDzRV+Nc0FtuKPfqoomy1nxPeUVvtW20MI5KrM8Yc2ICcMu0OR3QmVUI6lNDcRZm1eeAs/1zQEdlPw9QRdouwKXPiYigl8ppgEZuYMEqjCR2IsQQ4XQrUpItyM6ChJ1IkTSr9B0bLutvgTB4EhFDyOeU1KQOLCrra0Z3Ul5DIuoRUdklo7bq3orynnxrWSKq80Koehc4a/oS5Qu78+64xxjM2Iq0TWkgXBSmPB7BxRP/DDvrFT54tJM/fof5CE3yyeQ8Mjz586n+sM9JniJIgIhuHDE9uG6mKc0dkz+7k7LdSUbumP1bCr5/6rc64CN33Tn5szvoTvQEAaktzrRwD9NfJAyQFTsID5S7GgqxXuuJbcTp3J2LeprB1uYTzd9q/kEzp1k2OLJs67KxZdT8ZWCZd6Rsa9lYGTW/DNgh28+VUWXWEQeY7wB2R7kj56BQ9CDpMIRy2Z7sSJbKjmxZeWDlDSup4ZVgpXOL54DnBg81jHwUsp55Hspj3GIBwxYQtWQt8yyU1GK1kJY1YmKL5AbDXQZyvwEsM2wxkBFDnaHbQMkMNgNpIFi1PoHKnZ/G2srpwp8zbw6dkr+Jb71Z+DOeHdp2CpmIC1kr4EQtKDMOHFkJD1XhE1RARY+HdBxc+XBq1fWq1Lwk8sRMs7URp0tzeopvgKt9ArmIp9IuK4iTL3HUJqtUajOpOeRPJmPwyiaVWuHVZC0wcwzn/4COR8nvTjaiAygPCkUCFdekpHV8jdVr8hl0t6JbSl7pLeY82MF8CR1PKuz0RtquUNjoDbSNNKptaqEQ/ukpngBdD/NiD/nFnsnVPZy7R+N6mktLaL3dKnBoTHa7+V9i9p6YO33v4x7OrT3MQo1arblHrdGoCTBBwDX8E+ZHKAb4CSJLEdFz5TE0aBOE4JO/i5gfHS7+5sK9kLKtOSVB8OQ8O4/iccksQcmRtQcqJvHo0Dh8MI25JD0R+Ij5reCTfyxlZMwz6w8f/jWeu+cvlL5n6nEeFPsJOwqEge9Ar4Lv8eD36OhbGNk/lgj+zvz2I6bl14cPr2d5wAhzGzgBEpBbi58Ui1CC43HEo9PJwhTn4eyyEXIkt3NRRcXindlsTmiO/60+M7yrrm7XcBWoN1wzGuttTqEoggs/5PTjfFHIC92Sk3CEWrkQ/iMLeaCU0zkdcWnN0gWg5JzTP1F7hHppcnOwpiYYqKkhpYUTNlETc1tNAF7AY/LT4hnuS8eFH9J62L6F0OQEXIHUItVIeDRsd/yUAs1tFbYC6UAC4JxiyKkcUm8xed4WhbamejclOzLxoz29wU5nWbXFUHPrysfuuLs5JCVH8+W1TY29nJvORztMUimpkCnKy8GadfevX5GshG3XwbZFM9tGzqVTbbPOUj5soI4AF2wX8tF0MRUa5w+w8ZrdE387QqV3981p/Eds4+c3ct7oMM9pHMdjlBEhziZaT3AJJWElQk8acirqJAg+Tdt5OQkBz560k4AmDNFEwjipP20cNxrk+BMOC9CApIAszfpbcl7GaTr/Hapr4kmyuoCFQOGTcx3TuICpvQ6MgKXAUMTE+bMlOCGJOBEn91D7MC9fmAty+AptBYH+IGtelEOhOIwoQfG51FsE+Rbg8t7icN/K0QQH5YB5Rq2u4AgAN/oD+ctBIP8BoY8au86dOSd/G/6JlS8bHhoKBgUgCRTwIPdMPke2ooP8JjPxE8CZ/Db+YMfHdeF31Bmo+wSJaqKLsD+R5xPPUwYiBJqerQD1/Ec1FmThRpkWf4+rKCbwqsuro9gFOVUiLuOMcnVUesqwwyogyACkK+Sbk1KksczmttkctWGTXC2vTGTq+655aGD4kSPdtcsvz8Rr3QpFI1S9o434L/OyuqwuIJHKdEZRqK3aS92y+/TzdzV2R7lak0Wmsjl85lhDd0PX1jaXr3tXT3bFgrzXmch0vAZf0BCDWmMDfM3EX72tVWGxttodWbP9QEuyZ8Eido4vvyCj7qKvI64gMjljrr6+rqOiM9FfNuC37iCEyk1K5QrLRtVyKxFNnInDNQIl6xtH+UbRFTrQfMVThvVZhysDJF8NHAGoL1z0A8VwUD6oaiQv/gF8ULopuMSnUyQh4HNFJEkCpdMbNCq7cvpo9by0saKuI+ZpaB+o9jW0DtR4OhdtaPL0Da/NBLsGNrT7Opdszqfym5d0+vIbB7qCmbXDfZ6mDYs6PTUDrQ2+qkXtDZ5YR12FMT2vOqqv71RWtLpRE0Iej75OKpfC1cCnUKsVRqUwkVadNUTcejJa7TdJz/oqy0yCRHPcozrrbq70cjPdmbD2bLg54RRX9VRFdMxZYNdF4KnYmWgOn9WG4Q+43spm91mVJ96cEJjKKn1npSZ/dZTUuyOGs6p0wuOELfkUCrtUjmhRA7aQN9OLCnxS+axQy5ETkP7hgpFNYAEbsmzqElFHLJmvq+zqTqe7u5kXCidgy08oIz4rOWALSnCI08v5NWEkvHAuenIS38gbJmAKjzgI+WOCk5T1Sf1jYg4RPXXu48lTb547PYTsuQnslo/UbKiV17FxAWwivktFX3GMGe5tm5O7fny8vmmpoor/5XXJxKonRhJWV+tyxowisvr37V2EYE11d5E/vOs+58La3pH77pJaOgNS/jC5aS8borW3qyudxgeS0S68S2nIbxbkOQqICjKaZ0qeO8CKc7N+SwGCFM2R58hvsvIcWRiTITwmpmdMV198KD73OPzbvutr+/tr4TG3z+BD/AU8MEwX3uf0ki9jmKw5geNqEwSFBesJ/WMQKgSU/PT//2Ax902DBcf1TeYo1mV5hOJZysJForgSrmqZ6DkkjSew5/Ob7zz8MHOU++LE44GJZ9E6zBwFv8DPqHMCYIEkz1UiYTyrZB9LokwfLkXHw++8A34eoOb9s47K47bA+yTylxEQ4qcoC6vun2NVfRcKXlK8CY6HG0M68D61PGBKrprcz/K3RvA+bg89x7UQyMp2Cj9XKKyl+Lsu1BgGx+HrD61KmgITdxFTfVsL3sfP8S1AoCw+lyiU7XrzHZW/I8wcpZZP7trisbtRW6hvhWcElIVUohTCrE6LI9MU4BfM5nCHXwXen7jLbfdsIQu+ngRBP0o9AHUI6dOEjitE2z3jWcRYi0ZlKKQV81s6NOS9a+7fn0rtv38NJZr46dHTxzo6jp0+SkUpobJ79/DQnnnKO8Ibn7rqqqc2Fui/9P1S+HJk4sXvVyUdRdM25CoFy7WrhYoWXzrxU0o01Zjwjgj72vAdynl7hoZ3dytZe8MCZjUnD9dPJdR/DDmxTfyiXaJSgxdVcMZl4+eKVbk0hTTTSmTw9xIKOeGZe4s8vjbW5C0f6KgY+ivzOOgmH5x5TW+INNUv+dJjzMvMr5iTq1qS8fngI9AEcuBczyW/gTAaIIzyWTBSGEZVCYwqXM8wpZCTyMyqRQDp5t4yrI01+liQwDzm8ZdnXjKrI831S774LVAF/KAVw8FImO8wLzCq+Zf8Bssh37rwB87RQiyrC+V814vzViWPygvQ1hoLoWc6PZ2XKpqx4aWj5Bx8ury5eTk67mY/lpP5wsmXijcixZ8UD9j+Y7PbtyrzerFIkKd4U+2D/6j9e9BHy/IVbPvwhDIXWpyUjzQ3r1jR3DxS/GTzys6EIYpwFVDm3WKRnshbuWyy/wIkJS2WQnLJ+/2FpluKQLXPvnF5Ee7JbUWoyBvm3kM52zsuHOF8wPFOwVlNmHOSQN5tklF5h0ZQnk9Btvx2PD4Zj+Nt0JJh81zi/JKATw0neLh4NvHgchaY5eSCWb0Av5iJWPgFHGP0RX7q6YemsI7m7w4o/x6Gc8NJRAj7tyElGggXaMqJykQnZEDGNT4qQIV+skNQ/oU9KVjep+FGgm4Sb+Rie5SsdKEhjbzs6M1rf/zis691VsYbgyqzJ9W61rHOQFobh4cb4QGeX7+mYcXdyw4/98Tl9fMaYqkup1yvtey/sv+yFzZvOQ5/s2wZ/B3iY2c4ajDO9RMKVA+ClPIJWsQ/QNwAe6DYKhgTkAIZH/D5J8nbiezw0Pi20+PbQPT0mZflpxEr5eKdRy4P+WPj7LZgfO3qa1ajgz7FTSqvTLUs5Y1y0rqrYm1L6Dmx5VADJpRcqAHjl/1f4swB8VMyC/6baoHvFTxBXAlfOquSIliY7upOQVGHaulCH+lUF7uWXfgD+B55EEIjfxa8SLwmyitR/ZCPcW5LaTFIoRQxKXD7znU8Ho8rtgSrB0Zb+/c+Qh4Mxe/qVQj4PMVgXcPolTtveBu9ewlQgQfIEQwTN0/MhYmAFIQ5x8gKlnZWYJgaLrwMvguf0xGyZxBM4rySiGKQdIVysWg/xlVCzqtnQ1Q1FyCS+MqFP5BKWg7hQRVTxJIXxa9Z83oeBA3zwnOoBbrkrapLDcDC5pHlTc3LR3pnN2sYYfsxQpddZERQ31YyW8iDUHaIEp6nglC8kZ4kn3xC8KLuefJJQk3ZnkA1QKPZjz+efA+5jyJ3EuQaiXR3ZPqaDmb1lkwYXA9Xg2NyFaQm5tLEYzF+WOfc54+3NEf9d7byolZ5e7yiU14jEdCyoRqNidmyBHzhLzd/Mbiul+aLWppisYY+4eLRhkprdl5ngzOzK2xPhW6d9/idrzHX47wme5kt1NewD7/nqSiE24/gDr9oQnA7IdzKS8KdnAMqstRNjyjadpsF+wx4o+lcSKQ1JFuaY0aD7Kr8bPhDs8DmqDwGDrcpXt7Ap9u5JX0gRmEf7sD+0ZGna7hcQpqEnXhKUPWizv9tNPxEFCOAILLRj+MfQzb7XrzQmQTy1kbGG2RmnA7qLuiohZwTsFO4e6X5WXU4PloB3v8srFy0l3TnEubwZ2DpIt0F21kZapCwUvdBHhwnGuCaJ82EK3MJwsULmkbkAhrJnlG8rxShps0KXNbgUEiRzu55cpC1QQZcRW8bXDmILtRtjgAQL6tyK1avuecrg0O5hL7MKhdna9srEmX+m8Ha8vJdd4w8uXFheezhZVXNQJkK6rxtiqspn7uxocG9d2i4q2tRqklh9mkMSZU/HYXDkEwNvfvO4o5876bNB1aNDPT0xnqXxEYzr8V6A9Gy+krpSpwT8Bz4Gl9FaqGEIXwSsj4GTmBk/Ew6+KpPf833gq/tJf6T3xEuyAfPgLvRXk/OwaNoPikS8DjCKPyKyxFy+bSIJDh8ShBFaSMoqLSdHjql1GUAPmHLzfN8PF/al9aldTxwZvDgweL/jSXnBKrV+i2mBRyjt5Ss863Eg7mjY4JjghMCqkcwItgqOCv4UEALqDHNMc0JDdWjGdFs1ZzVfKihNbIxxzHHCQfV4xhxbHWcdXzooB2msfCx8Ikw1RMeCW8Nnw1/GKbDvrHMscyJDNWTGclszZzNfJihM4mx5mPNJ5qpnuaR5q3NZ5s/bKabb8jelX0sSy3LbskeyP4leyFLZ4ko8qDc9vbsY3xoyv+VndCqGX4P0+eKz3EObmiIhBvqI9F6UM+e5EDxzqU+ORci9Q3hSEM9cwzdjNTnmOuLd2645AnC72GmHTxNryNuJeTPEG2tt8paKdZADAV0NouD15dAMwHZ2vDVxS407JWmcJliNySQhFKoIMGTUv/+Slu84PIe8tlNYYUTGMo9Wp2n3OBUKJzwXDfr3OhUKp1GdO4tN1R3lDnMEUqkUaAtNnRHoRFRlBBeR9F1FF4L51zLnXr8rqihKs9sB3yeyaDwqaQuf0Sv9zksUpVPMefay14b0DWAN+Q+FUB3DFq3Wc1X8vwkeg1fLlMIpE5/2IB/KFCrlHy+SqWeumdG91TFe2Wl91CT6I7WbdHxVSKWZxVrhSOfV0dOzgW29YDQUWIZT+ReL0MFw09l2Irh2GyKI4JQbviLVwt38nCcuMKL6obvDkZ12g0XKRnOdCbKg7FIyI9rh69wac/vFYgrZ1cOXyI+X8/jcV7iF+zMvyT3kG9iO7P0afItQL+FhC4slxeyOZcYiHk/YcBPWHmLuQ18DySwvKWDsg03L0YV4LC8NUMEni7SBm5/6JG9/a2jA9VBi5gLBY51O5nbKt6+YeeVow11gwoeX6DovSuOxo65jXoEJOG7o6jyENead+uiLxL618RuVN7vY6iSyrGWc4mG6Evcp6578uv7evOjA1XldhFNU9zL1zC2ubduq//lVTuPrm7MDel4XIFq0b3e2Jw7OO9sNZ0gnuU5sD1S8ywBhBxSAnhE9PUzrwPkXgWnpEuR4JXwimfHxn4ad7njcbcrTifAB5+6KuJueIlp5sJ8ug9E8PukxOZc68vEmwT5ewAASQpzv4Nj/kcK/IoCP6LAN6iTFHkbBdZSu6lrKIoa4ywhQJ4AaEOFoiS5JQDkAahEj45BeIyvx4eGhowofgd+AnjNRgbEC/dwUJoP8ODyWORpEebepWDozYVov95Tzn0cX9b3kgCBG4Ow8un7ib9DWEW47zJCyhVQYinBepXBAUC7RiX8FZJRX9zF9vYeRgk+4P7YFccjwTwzBumJ+Sd9P5DA99GE4mnYCYKiiegZlPpsnCXEZAJIJv8Mbhqj7x+bQLUlqFeptdxxQkDYcxIeXNAAlxLwuSRAhsjxBHK3fO3MOOaLgE0rBBKAWsv8eBXzYzBgBMP0KLMa3O4BTcx3iNnvQzs+cO3k0hRJ8IkofNspBMqZ1/D7ULQEm7kXvu8eI/MgSK4CSVrKfAc0ecDtzGo0rx6jImCCt54QE3rCnZNz0BajJK/i8VTyvBaFCI4jb0rWU5aFUs1Drvpz1yAwER8OrYgu6cwPU1DbWzbc1DTM/X75PcxPQOx4rnPZiolXkBrYtGxZabsitl2NVqxUcsViIs+VaQR5tLeKEAQbVSSK7c5dBtOqhEoL/olaQi1Sw/nOJdEVoeE49xXYTBNsbuL1/IplnbnjIMb85B7cLpCDCexjoic8OcWMdqm8gIQM7//SMOehizYMmPuov4IKbMO05MR8LocgOVwK0KhW1pkfvP0DED3zOg54BYWclQoHqPjLZc9eRh7j/PL3v/89WIreAQmgAp7hdwh4NKBoisenUXzkmR+cge94e1yOKLoMKAo5LkHF5Fb4kr+ApfAdmI+OXjgLXqCHCQ0RhDxLHNSKhEKNwy7QIDvfOHblg1OjPKYqGhWT7BaZTzH7xmh+bDiVHBrrqOyG+lG8Oz37mh5ODu1rbt43lDpAldXmnc62ujJy8v6KWTdry5B3xig4AkboUQyXMScqwsWCFZ0Gi13Np6GadT2aHGzy+RoHU85yi0RiKXfOvqZHgTfXX16+sN67j9TYfGq1z64hmcuKd33wrr1wF+sw5HNwvJZBuCRPERpKKIIzIou27wuihqZo0wUvpLvhMhjvruwYG0qmhg+0c94hy+ranM58rZ8aSxV6jd9JXVfoq+QpkRC+FeLv7Yu8Mw1GXFEEdtSVGmz0+ZoGk5w/FsCzach93vqF5eX9OS9AMRVMC8o9QOSJYE7bVp+WufwACCJmQ9ASMpFigUXEpgTB7qlwNM9lX0MtKhyl9eZmlETToO0HFDox5458ypBd9LjlyBgHih9FMRXxZrmoWNYt3qwQgXfQNyHyVKiiUSFijqQXZZ1yk1ezgMpUMqepk8zgOgMq9mbxG1YVKp7hc2YMjLFXVp9h1fl9zBpdKFum8VuVS4ReAaqL1MK0UD+HfW4k/DlNZdKWtlrTQo9aVh5eDbi8BpRmlDV5QsLOIA6GOlzwe8H1REtLThV9hxXFYoAz8yVA2kqCl3zNDfWucGdNQCgU+Rfs7y/ti0AQNPk7wjJVNeOtMioEOp+V7pz8rT/jkpujNQ7n1vmTj2y5YzQ6oxfd1K07LVZHupkRjRpcPBSArltPPZPKOsRsDdt2iNcW2Md6ojJnEVb560mv1OfzJ8otcZPZHBda9TIy6z8sEXGRWfU1tqvISxpp0uNZts8uVIAtiDLXgcJ8gcp0Wsv6uXtdSTCXCgoR37TYLXcGKpzeZavIfzFPdOwZiDbtvm9k08ma0KKDtaMt3icfBDamH2K4KjxZhfG94mjtIq2X7mRuzC2u9SuUzIMmhla0rzvSufLundldW4KXRfr3dnz1627w1OR906jnaKsW3Ay24PxHTAvnNGeSyBCZnNnMsVisfp/PE1AolQGRWiqriFsPg0yGQlsgOCA8Xuw1khJQ2DRL2f++s4VUIBCvOA9IHZUGJynzJbtYweN75blq6/xnwl3Vfr5wb3b90k4HZ5J56NK9+36vVmdZqf2BKVxldXwF/NMVHhzdVMPqv60X3sV7GWk4X9VlHpHHBP8lHQadiiLS6SQNJW/UG9jB8akqoeUxj5RCYe5JuYd1RGAFb1QMErkSwolZBaBcTuFC0fDLNEde1r/uYC/zzStqwbWP39d42V2D+w4nVCGRJ8TxNgxWvQqAyKpoXd4Y1UZ8LaN1t37x66nOiObbS1eDsvrIozs7v7AkVqFuY5Z1XzEQYT5l3gCLSIk54syvatjUFbjlwgWilanlyKn/UvGEHxAEM0jwniBUPCKbRGtN4sJfqBi9FuoWDqhbyByExWaSw3+EjitAfD1bzBALiRVh7GLzEZKiI4lSEVAxz4Ijy0omnDnMaMgjk38Fl9NrJ5xrbl+TmDGzfD4geZwKT/wcvIVysySYDipGnYJwfojhFDwJUCnEbDLJ+o8kLvyWcxDCiuLVa4lETh8NZXx+vyjjJinCybVr4HpgFgnIabCRu50i8xoUE5D4BpcmtpbVpTqRdiiAGluuXTxuaaW7BHlkL/Ayv75I9y4Dl5Mr/3WPzKCXq91mudoR0DkrfRqyGvXr8Yt3Gbw18cCJKkum28jny0wutdZnlusDVewYZDkH8Rj8DY+B6CkSECQehCT6XgoH4gvUL5Vc+S9xPpu2C7+jFlEfwuv38BjJCUJQAceoCo5QjkjmjEDjryV9omyNt67O76XiUZuZL7LELAJ+acH4DJKj4P8JzIwcPKiR61hGgyxaUXiHW0zrgWZhQgAl4Fk/EQGHCHB/xTh8Int5JO6a3GpqznFJcxvjwNH4TK0nU5Fyg9+pwFPguyrwxxm/Wv/qG4z21TfAoSX6/JK4ivJ4bB6FWtDw4JH6UMak4Hk8tCGzch6nasJOnT3/jRm/+Qj8HAXsM2GCQwxe+Ij+GfUSXGMHiTXEdqIl5xxeJ+/pkns8cvnqpf3aZDzK27Z2aPVqsrmpoa2NR2M/hQT8LwqJBTEqFK6P6QZHtCCOBSc1tm1yi8kdPIVytOy2sWYGPRVqYeNiY+wMx+lpKa0FpVCdepCnVSlYM0ki7pk649Q+dO3SQeFD1/qb4ubBpSAlFmf9+nKvTqPXqFzlVlvKr2vYcceSti2+yi/Nb1zXHRdJaaFCZDRZ4xua7makkU0N6BFtwG2kZR+N7pIYvcYYM69wcvQrHZ1fMcca/ev7F94wvN5kLhOqjHKR3e1T6IN2ldoVMaZH20Nui9VlT+TsoZuZm71hHc+jb2+kLKGbNxvSVvwUX6aR6Ca/CTJVVzWrvTZV5dQZpsEL7/JfgTToxVQYyGk1eouWL/XX+KqrfbGkQOBL2m14zzp+DmfxU2bOsatgnAPXfDmPdEAG6ptNc8gmRc2O/4JkR//lLiB+ceNXXmG+zBx/Jedh1LPo7cZwY3rXgat6+64ajgcXXz208MrB8vTIoYk/v/oGvWz06QtfY5hTzMQ/ehbPpjXm4c6GdD6kzHXf+eE9N/7x3kUdt//xru/968vVE49gcoN9GLzwHv1NSG91xEJihIjnDAPGaNRozPYvW63Ie4VCqUJkz3prMoiPxeNsepRzhaU/ipaL6aA32OWip/dnU5iutPQqFn0iAEyREfXR4N27mut33j3y8+0K6cD3V38GOc27vCy6syOYcUjF9spgMitSC1RmldTB1BYIh3qp9dCzW7c8c7j1Jq1+6aLPJqGQ01PWGtj2w9vb9w9VNCaXA9vAtla/TCiaHCihFZSP+Cy/B9JKNRxBKCFWAUs1qfXX+mpqfJTFbrHyw8jAhYSkbAmdaPDAKNSFIM+5/AlgR/6iVIgkChHg95gDdX6VXda154H1O+7f2aG/CGs6aa5qG8ptvc3rEyoN0sj8iWchkXR6NLF5VZOT5zZWrO6Ju+oHM3PZkit72dLUyoGBX5FlkVxAz9d5JsYwkZCYRn4BaaSPWEZU5az95ljMbB52VvMWDq9WdbUJxGKFSsS18YW9NoKLd90QlSRQqFYca3sFSlFgxcORZKnk83GjEj4ElZWCjDxFJ/RWvtZnZw43XtXra88m5J/Jd1iOI9I4tBqPt0yPBGimv0gjD0y6U1mnmOP+Qk9e7K5Pfg5OU+QyupBDLbaUu8DHrFg9GSqhEpZO3uVOQjpxEz4ilNMBv1ehdHs8CrfAZLWYSQUFFzUBqz6hQ4mIBZILXsy4JRmp8NqFFNGpjBTAJSKpvilKyEejzYgQHgZig1lKLe0H322vCvQyYcebaHmawrswHv8qRHuIXFzZHDTKUgmPR9wYf+78x+B9ljeQeC3aj9eiPiKS09VkbbXcDpHdLhL1KgK89mTv6rbC4oPF4wKiMYV7/hPkanWAtcGjAEWKh+NFfFM4JvOfE6scGojsVhTMqHO4gg7m0+CKprtVUyvH50emOyQm+dl5Zhz5SIm87Q2TfxhYdnb2GoHxWUaEiCjkm8aoD/jdyrA/FAwq/AKcWOAiSIU4xaOF8ErNwitcIWYglkpoHMAFEhRIuyiK+eEXZyK48Wf3lCL43g+YD5m/OSbf/dc+Mp2/kcwwP5yJ6kkTWD8D1cwt7ZPfIO8B5slP7ifYtYDFdztcC5ZCXdCcqbFVcZuXNMRi02hfvLB3df4iaMcT/j/EvS6RLkG8DCQ0LgrLGkXcpz2QOFSuz0MC67tjIglgtCUUENl/57dLaaAR6Dj06TOflxTKDgVnEMFQjjkysIw0FGUGBaQTcAea28wiTAs1RBbN7UzcL6tRCq0mSAJZP0EoKBHfImTJABlFcGHz7Pj455nbbPR/6Zgl4lnweSb85GR4iSe/Mt2bNmk8MYvJZ5LT4up87cjzn4sNXDt6mS7iSDa7LXG3RmKNu/uv+jlsAnMGzBuYFkwrq4ltRCpnGuzvlNVkLbXctZhQtkJCWZPcumpFUTgdn8kgcO//bzyCKh2YYn337P+Wd4hpQFntmHKc7qCN+aYlEXCKm9eih1WOsDFRTQK5TG52+M1paUj+v2MrWTFpmqYoT3vjpC+7aaBW1mcIVrssMbc61+jTaCsW1u2jZWdnrR9bLrxLXwZ1+RjRTIRzGr3KEI0G4jUG+C9gVQkCFMHD4dPjUwqvAgdPI3MmYJ1drBzkq8HBa2+SDeBNTtUSdilmZy+4hRe1GwZPXL/2+/dfNVKx5RTz17t6rz+ws6pm86Yd9Tse2JTM6ntW78p2XLdjodYH/myF46nzp6yFT3pDIuquS6+89t6TI7eef3rUmOqvuax5pMo4cN/7N528tWpFsy8+cv0geHPyo5Kn8Cfub/eF96hlkL6CcE55cqp5qZ+kyJQuFJIFCYL2i2Q2HjYlsynZXh8fKo+li12KkMi0hiQrb9F+UTTRzO7jJmsiEjY0bcj7VK6YzRbh0npPzJppCi24LP+rfaurNtw6vOWHDSBhiDjUakfEYAw71Wpn+K+OgEHYc+XDS3PrO8vi2XhTQNmUCS1sKHvs+PeWP3qka88V4PKSnxvR4yiXH0Hg/KR5tF4oFRmCY3RXJn1N9eFyS0OEtAi4RgvfzMe+i0iLm4R/fxMfjyt0EI0CJBJi8bCYJ5S9LtrSkglv0YSKLajIqRrgUFA2byXkJNRCcCbU3tjgmqxzBnQ8lC9UzNW6k97JPmxRPXUKCLFR9d6aZoX4298Gn64T2GoqSEVrmXqwnWqefDjdFdMi2pUpRYXEoRsMEp1CWLCs1rcvYW1tXv3iduZm8JW+CplBLYbkTmtETbiOehNB4LyhdXAMTHra6+PIw3ZLORx7oUpuU3I5yUpQixymspOo61nWizPOjgHAud3TBTv8jHScKJ1NqpC+k5Uyi8MSoaDE+AJQMh/8t9Ov5gr1ATu4tzoSObT6N1fpHUkGSumB52r4OihHWqqMipUrgUjnNdOdj/dNXvsLR9hhkEp0SgkHdttoPDDKfO9lrZPjduulbEpPVmBkTapX9IUrzCLWphop4LqDqMs5qQwnXUV2AD7hSVUS8J+sPGwzWyJWsjEnllkaJNM4x33FxrgMKp4NuaQvTc3BdsUMVM/GM1CldTzVNLlEAflR5ug7M5Etmsb0TDwzO/77hsxNb5QSiue5ml1APxvbRTu6l00UOxPXzIvMh1fUjjETM0gmQpTSQJbI5txApwkE9WV+r8Cn1op9Wp9WHLNbKmy2uFAmtkm5dZgYzk0TAh4cZYYliDnEgDx1dCUEEUW5p3wziYJVIl6YTQ5X7IhdHp8iCff8eP/aabJgTe0TR+ZSxLMD2SX5aaKoqM3W3zqTLqZM7SU8YD7K6WSgjICj1+j42nqC1MJ/nlCuNtqZr0xa2tOkUyL0WMSumfzgbcQPSuljLrJ5F6OYz8cf5mL+yBzC+SwucVG8b78YAX0muyihlRaiNeenTYZI1BwOBQRBvVEeNAaN8qTbUWlzpQrMozYHmi/GPGbQzEWZyOehm3/LTP4t9XwGU/lsEppmLWztBm4vjrl35VRE0GDk8N0Oi4uUSvl+pUWOCzPEo0jOZOcI6gMqpgAV6AQ1RRH0nD03ahst1SoNI9vm7xtut5ehsgsI4czzLK/4eTXaeqEGJh9JZt1ynqBs2W1bGDdGJfhkM/ikZFvtymIONqoGwqknzDmZUKAnOFy5yqYQcm38wpTGAKrYCelQeBSlo/1VkSHoANcAvcAYdOEKF+QW0hSvcUACmbxpdHI/PJWQbIULUlFa0yJM2HNyoc0s0VrUJEH4/BSb3xcNCiYMOChU6cyYNRBoapSMGVuAIt6kEH3nO6Uj8dJLpcOF605gso61ry2OxOr2ifenBwvBqIbCTS2E0Yi8ecQCm0jIUaiBYQbRIpxhGGYV/8CJY8GTR4/qtE14QK6+WqdtpDuZ9/sm3llhMRbKfVCOvt7lZhPtQTqdEOqp5+hlhJawER7kfSUEdo1Er3dZkgqBK8mlMCLQhhaS0SEyEnUUyuuKSsdyC4ZMVxk2RylVQuCyU8IHhBufm7gd9Hz/GeWJu3g3sGbLmwX3c34zGSdDi69a+o3vAMHT9zMPqcj3rvyfb6747lPM3xd98Bwz8Y+T57/07h0LQRRcCzxAO/lDDN97nENQzjNA6GIIPhHw6qUmU8jhVYlCXi7vYvAhpQDCV0gqAMEraIvYPo3EPyjQCq/htWy/bcnIHdsaeFdfRTbsuGvZihM76sFV5GvMOyJbZXiVkS+gFM60J1hplwKSWn7f7saWPfcO1218/EBz29i31jV2Hlia2O09/pB18HCfP7bsS4MQ3h44nifo5YSDSBL1cP4plNlsJpQ0CGoyFJ/vTCKz8LmCLowcCpCBVKtjYcY+gtMGYoU8PTcfGE6JyIW/guIFpbvyzKAyXtPgjC+sdZkTrQE+v2AlvnN8zcS9s+zB5Pfrk4EWfXmrPl5LL6uqN0ScamvNYF10UWetxtsVYK3Ep4AERH60etEcm/DjHQ2xRGxzrXEpweZF4+zBufwq4DoN+ylPJqv9Xo2otpricq1sGrS5/ZxK64Hlbx8WwC9q6sXKnMsJOwqY/KG0Y2l5qCNtsyTaAmT9zhPLfr59e822u9fPteiCr4QrqyMQkiT1UijgCptSfZnoQFulfNOTB1puuumllU8fXXBRuy3zgm5+dXMmHb0M2zogHoU+OC9sRIJoJSw5qb0iaSL0VKAuKRJIBKx1A/+ZadbnFjEHMcrRzbXnO2Zd87qnjftf/69TzKMYecic3/ow0K2oP3j46tl2/fP7Z90oMfK/8w5GYPhVZNbfuibXG1PNQeTsa6KATy5RwGcH6q816YX95fmzXrFQJprV3ymTPlanvf/ebO+4yD1Oa9GA/+yWzPFFLDpX999Snb5xeC5SJ++Ze2/aYr81VVVAbG0mnb0oci92j5hR2ycKxe5wThs1kwYyrifhv3Kf2+LllwstYuTCMc6aZbDizG6ZoRDTgvG9GP3I46KaxS4sFLAZNJHDcC1AtWqwe33dE1yZTuFeSs676SeHa4Lztret+P2vf82V6pTupZPzYnUeFZSzMvF9h48cBuXt5HuVDW4lX+GpXHllZ8P2pQ0K/Z/bGzL1HgW85xEodFLrxgbq9clnrr/tK19E+c6Zdo4R4jBK1BAVOVN5vIyUq6JRfqRMVFO12mzjGWwmrohvE0qxrYl1S2GdFeK4SzQLe4JdVGqBq9BFuPJNz1zMU3EtpkK+Hh553ycSeyow+T5ccsbG2GW5aizffWQkVbnymnnOuppae/8KZ9KtnNezqv5ony1VY+Z6PKRDN2LoozYn8JK9b2FDx+Gn1u187mCLyBz1/BF07w0O3rDy1e8cx3gSwrW7Bct58xCeYpE84TbZtSqC4LdmLNXktAntHLYjJVCdIbwiFOSbKXQkFdi3Bu2Js9vjpWaiuRilirgjX52JJ7VfvWFdmKPWaejhyz0tKXt4wc5WlVc9F8MYn+Rq5pqZqAP3krxUTQXNpZdvtqVafbWLMiYOCQ7PQTp5awHFOG9hO+fvEMdtxCLkjdNia+MmfKGQBJVLk/bnavMOq1wiWti7mqCKQY54ZYxnp9xx4JCUYtPrK8H51OBo2dFBP5ozPkmHKl7HYXGvsALyugKy5x355pC31TlFC4aYbnSHUsNRatW0tsymuiZYH9IG5m1rM0R1LJVsj7dGTRIKkYU5Q4VYEthy8kheLPj7NJGAhXx+U53JQNO0UOsybLWnmj2ZZU0emibjLPFM3OKu6R5Y7IfUMnmbQMjSC/d2epDIE71EMKfpiEiamsj2SqvG40lZKkmatHAK5JKIjuOiwmgWQHV6BqFQtQDnGmWHoTAIFpyFYxalcHiIzCgFa57lLJ2mk/VXtpsuS9I8euv+YFOvb99BQ9VwcymRpIe/cP3NrZC4gtktvdEjh1PTFFIm695+bP7uN0IcjV7H3Xk8kvOrrrtpw4LdC2IiUModFhxY0Vxu4jG/QiTG+cHkQXGid/cCRDKQZt5i2rlOzl5IM71EJKfHpFI/zyoXdXeuBhxezFdZ2cruzKGxYImmKGhOT3wObwZviFBQUfYWB4c7NTp4M65AJ4AlkTqKerZAIhVLdh/9ctsUhYyMddjqqhJwCpSn9phT3Ymrv2CsXFKPiIMc756/qr5rT2+IegDyhvzeE/3r79vbl7ZwfzpNGaflzasOd4HfrVsT4qghlYVCW1yNFfav3MSk27fOi4vJ+1n6YBbe/c3jkweFlRvuRXmImSb6r/QGwkdUEbGc3p+0U/EkoROolEopzeGIuBRfrUAO2oWpg4yICeQHdQ5NHtqKlUEcbKDBbhNQE0TBrFRSnk45cM0DHheUrvNyn5f6uSxoerL8oRXH1QHd7Tsr18bGylcsuiaw99Vj8177MagGVa/++K67mM0LrhxOhBZfPTh49eJQ14g43G69uepLTRxOLRQqNlQtCN+42njFM7+Dq8OPXn31x8zPmH9ALYOed9cHd974p/sXLzrx7lHQcvwkso9CPrEA8gk/kSFCOa1Xr4ETwm6x2aTlXpVSzsukAC4oNo4X9SJzQGtAkhWbC6bRNE6/UNyEgJ1Bq4KKpf1ixGqafM5Vn805uiCCm/c9sPLEkjucBw/KDT2T75WnLbyPP+Yr7Xqdd9ninm730sDRP3vKLeKmPQ+MbnrxeP+mTeef7DMOad1Qq5c6K8ucfeQrC1ZlPWrVr//n6afiKZw3mqnhJSC+KqFkAnl/RdQYq0wCIu1yuxszSRnVmETOXBg9SNREaMN4QwmuoEI+EzFIdC5uohTCckABlzIwG2sco7Hj6p2DtplYOmsazIH/lnus6s5c41C10eQpkzD+RC3E7K070sxzM3HIbPGJKhft7piDN2/PFjv5vKGupdNbn1wPPNm+8sCi+Q3qybwY4tsDFnB/OwexrO2baad1ELeVkLslc2ZtGUhzbERlZSxiK5fa7PacV61S8PItJG8aw3BmQyRDKlayxuI5WE6XjAkcCUUpxnmzEQ7uBvo5KJ/vSTnk7IgMdX91Cv2vvjoD/cxNYGDXTAqYPLAy0t7WESmOQt9zw99llk7TxKJPqTMzaQIQcSgPBOn1UJe35WQKI0pD7NFZDHxPkseqrFhYw3Kat7hRVEA2CtHUOEDBXZvdVdLqkhSSJw/+9KYeV/v2blQ1UF1uQqUF5++d7zdVLalr29LhA4D6us6w/rYV0ejKW9fXbhhoUKNqgQoZ6SHXt5KWhi29zTt6o9HeHc1inagAJydDPU6EEJxygxEq9m7If4XuoupaAmcFdvAvwKnCaWdnwWkGugQ49fNd39qRsafyZb+V2lRmL3Mf86q3s8brquooS/ZV2QH5Za6YN3alp2U0F57fEBEy7yi8Wh1wg9trgL68I5XqjuvU0fYUV8TFdpg4s5PzPXot1ON8OWUWckG5ngqGQlVVcXcNTWE/OjidosgVFNe1wQJEGq4DyjSbuA0yed+UCsvhOdiduDSbzAmvpekEhfKRkUPBBt3k/JNn/D6/q3ZB5PaFHlPvxrG2/FWra9TRru1fWwUeJUkO53mKIxTEa9xqkdrl7jzv6nUxO9ecWq79NfB2dh7PVyxu8NwuGfnSUCQ9tKexYs3G3V+8b6UhZvTOC7SanMbsnmqOQCbSNjO797yaZ31dc7CPPdQ52MeynCqrUatlZl4kGq2qgpoi7KSw0MmL9HJ6+GEn6Sn8aBypipJeollR6GM22qie3Hfsu9sitmRbQAv5kMYuMHrTnaP13XvmByq2PLYX7AAU5xGKw6XDqVqxvelZ14Ab9zC2/7HDK+PBtgoL3xD2KHXVtdURcyC/PJXbuO1wP0egFDibvHV6qzbQ408nmEf2vdrK9k9+4V36CboLxZjn1DanyMWnuREVkFuidiUp4CP+mC34QxasnAXfEOBSUVNFhljuZwOqBKUChY4n6ScKDiJ3Htrw9Pleq3keeVSrioVsUrWGt/D5DeduAmKRQSNxp+oMdGfRS2QT8wT4KdnygtspgGu1xKTXRCNBxSvg7ckTzAPkYkNFMml0BrS8Qj0G1YUe6gPOHYQH0qBapdVxOB6R3YIMYFaRWi3ikkQ0y+Z9RrIs6gGNKihSpXmsMdw6VTGXNe4geH/tLctPnZjOZ02+uPwvo4Wc1mZLmnnF/AGzH/wDbCskttZZ3Gu44K+Tt/0WRI9UsMmtTSac3RrX22EW8VA+7n6iPGdIudqTHPfCbDgAGiz9oRyp0zndAqsEV9VKZKJTDqiFIYfUIQUX37RPZUFJZRkUhIFKy2CxwlW8YQJFozTvA2+FmrKbmYBvZO4mvqvN1M+M44IzTSZTjux0h01CXHNG5xaLza6ojbzRn3bKwp+eUaqFlMRW4YN4o9weblfb+dSqnbM29uub36GsqBzNAy4XlLuASKWX+fbiijQ1XWq1WcmHN3kKk1p3+eR+sjma8RgVGrtOAjyoLg3TQj9BPUD0oPEqtzZEObaOtlSZN2PL+9NchcJiE+l4Fx8v+lJ7+JBmKWRoRzsVbJ0W9oqNtS1JZk7xOA5dLOybu1Fvc/n0wU/OV/zT4HUHrOBX5W5UwUVuMNj14B2zU8mVSY/shnMWaHROm0Ora9jUXz1zH16TWJjbSR5HhV2aFqfNcAzMStkALu3ijRhEHEj0PIlCLCr3wns9eYPPjaz5QmdbDtORn2nhJOmNRD3yYbbWg3qFUqk2W0hLrN5iqY9R6kwZUItlbDwUzqCPzA5ISGO98MF0ZAEkiJLQAlUpZRWC+30FpQ4KNhw186uOPf04vCB/ZEOn3DL6LAoweOLBTz4duHVbffu+r/VCDc1ZnzRHXToON2ipbtQ3711J/j3K9CkqerZ09l2/tjqz6tr50j/ZGtd37D/gBjsrlu5vHzm+Mm5L1DtCFXxj1FvuWTXafHBlTbGv1Fuc+4kmJG0rlHbS5mgCTUpbU0VFk03J0dSENLin0UJP2a4mYE/n9JMlAZYvfUZPqQeZvzZd3h9ruuxrixqvWNUmc0fH+iqX5FzlA1/ofOfmJbdtybbu+HJH25oGW025MWDXcGi/MVWjqd2yhNwZYA7Joi0rmzoODFUkFu9rk6wb1KeXNlb2Zcx20BlZsLVh4aFFYXM4Y/VF+dqAM+gYXVS3dWEcy2dlcM1HOSdSsMdlOXWl252OhiwRflqbUitI5POFQvziv4mfib/N2pWQfVSFdo+mdxl4uH43696CDRFBbMUujY+hFayeWoHytFU8RkpsyUCYfCScbhRzwFtvta27dVuvu9uSXpDc8LdWvqWyPDjZG0s2SWiQaRusdkrcLTXhDZyedlfKrXS5XGF5tL1H5qoKDB1Ijg60aMP21t6A2OPxhNUD1OY7Jx8XG33GtivWX2dSs3KoD9KwEfuc1KFMOvEKIiyqq3GZVXKbze5C1iYww9pUNDRlWU172i4zvYPBGpvQBtwsg1OJuQk8xhUpxfoWrEFu2SI04m0gLvOvS9ucljH3+cqtcq7Y64Vq40q6rk/KbhS90cf8bobh6eiU1WkOHtNqtbjS6SZTvvKwJcoXiC1CEndtMv42ROVvxlk8plmj2TQmLWAWGiFmrdQ0ItOgFI91D/AsmXgBjfRMHP7uPVJirygroJEkQdU0Hh9tp0YS8ypMCJHatWWleJzXHklZ+AiRwjCVmotHXQkeEzljvAJZtQAQY3RCREKtEaC99ilEjs80G3pmGj1nmQ7/LSY/+aQEl2NjLC7/DR7/2GcrRaShDwpk7I7fC5dAI+Y/bZxuiEcfksF5FokXGC0+MymXWGRsl9Cqo8jgJRpPPaCY4w7gUBSVRk63p8EC5aHjQmPIMfkrCDe2ZT0LLAaLhFraD5fSsDP+3MRpJo+ND+ymGz3GwjkRIi8retIh2AJMG7UCro9urB8AFzbOiPgumwAZZOLnCoY7vE+rmvJwuwSQ4InHLPopyebPCEC8D4gApB6YHAZfyA2ZpkWay5mflUBI/Zq1lbByTvLCbykv1AkaUISylQAyKRRbpKJ4JiAQqdkw3WJQGOTUELopOZlboguQPMy8OVOuVlbOVGBD1FETMSkcMUdqe8zjbh/Y0Nyyoc1jTuTDnatqoLTYuenY4MGrlTafxhZyWux+s6c+ZlFUbSa/4VKlm3rCZflKe75D0veFvkB03tqMd2Ffu8k+f2h1onzd6sHWsr5OXZlVYfJH/SZbujPceGhzL4onSjJZyovij0SRYqyYuhgr5rrwF852OA+Q/dyYE1d6KDNRY+PqpUh6fm0c0/34VJCYtyS8Cm9uoCgxR6mu6fIVKR3yAPLe2Mj1Q0fG2NAqidYsjVYyvwfG7NrDzWuOLfI3rj+UdeojLk005UlQTcxda565Zt6S+cXAKoVRIVh/GZlaeXvblk6fv3WksnNTi2OlMtyZ6RnqbD6L4WeaIPxfnoYfFOGX/V/h1yj+Q/gnPr4Y/NS7K1+cgn/PwshKW80iDD/zD7TBfeE96llIc3GUA4+IAQ6nzGjilyWlWKMfVxYsVEAzXTBgSudM1tGFQkpsxQCyIdzs6zy8PJ3dfsfwwP1jXYnRm1/+5Madjx8aqNBCYdWXdFlCFtmSQQU5PF8tz2y4ffmKRw93dR37yeENrz9/56422qxduPumh55bntyxcXk+aMmtzv/+NwSOScsyOepZTEPxIg1JWRoChI+8h1xMH4LzWZsTuDgcq05rFYOp+PEi9DNtEnju4JpWiTjoUjkMq7Z7mpfX5Db2hOcdf+Pg0KFe72Cdt5zHIXJ83o7RzFC9K9C1Ibf2/h21wKmsW/nFkT/u2bierVfG7KTvg7yuBnsRGmqziQgv32pzi/gCAVR6gdYiNFSzLlPR7JRanyguykCRuIRa68LKcKnVCJt5sX6i8k6Ne5r62cq5uu1uqBIzd7trq2rdPVcvT9dv/FKHsyqdtAq4clPIcXV+oz3p1Xb1LoJc+vwdF1NyoWq8O5hxSlv2f2vDvu8fbhSbQw5gXK+TaaS8wORV1zv7rt/4+stHC7X9mJ3UNXAM/Ghf2g+5PKnT610uq9xDWyhcyLnY73PTtgzMRHEt70uNANiFehGB/DTSAK5ZfQkNnuWlr6xIczwX7woLYyezk3cW+0c35pyLmurLl9oWG4xGt9uubIz6FguDC2qq5q0W8QGXt6oQNZNgtSOkJSVeYzuAtWHWTA9ZLt5ex/nJPgOLUz6CyDpfDCsC0ze5vIusLT/ytTS1+J6q7/lyz/IdWpF4+SXQXJsxKYXCoKV/iULbwJh9YR5fKAqby3vCOBbHWnCWox7YF6xyyR5a0rO42bWxg7nzEmh3c/ym5eD4fofDuZ8RrjK6kReLS2/qAccPWm2eunpGmMi6ZRSum76RlJf40rWguYDjFZI5U7YmYPOr1GqbzSiudfiFnlQF2vzIFwf3HB7Y8elxnd78QA7m/8mAzhm6l9qOdIY7q8uE8kvNjeakTi4QBI0DeYHGZWJ8U4O0p7vVVJ7zpO9jHr/UAPHdhpXgxA6r1bGPEaWyTgnrFLZhxlh0EAR1C+d5ogpxBUhoqjAqu2fRqiQ8Pl/EARJeZprMEjiOvbhlyA4E2uKAvddN5QqKQoFAhiYPrs6B/Qmnu401cvAjXaWZ0ijvVkmB35tpqI+kvCKRW71PYyK1fomNx5UbfWaGV6vR8mmJ1q6nHjjtrtU3XdU10HCkQdGcbWx3Cpfe06gcfGxAGvOOXM78tUomVUn4wO3mWMz7SLpbL1VL+ZSHlWPVEN9XUb8kaok2IpMzebzeWCxkra7zWmpq2vi0LcGtFqbavCqb5iRHhfy9EMY/wH08Jy9gHkqzBfyxdcyRoslu8XF5un9HBC4k8rLrZRCAJ6SOdGDyl/4Ku0RkT4dI35YT6+KXrX9w7cXx/wnzp7pEbiCp3bQr9o1gwiQkXS6RJeEnb3OEzGKXt2Vl7dId/x9p7wEYR3WuDc+Z2d5777uzvWp7065WvXdLli3Zlm3ZlgtuGIyNaQaDKQFTDEmoIYEUEm5CQkmjpWOSkMq9gYRcJ6SRhJSb3CCNvnNmdlcrWRDu/2eJtWr2nPe0tzzv8zj+8i4rAHyqx1Xo801vp/W8/8p+qurDBMrqiCDjNBqdIKxWgoKJIxQIeEjP+lz10EeoUdRxEY3ZEQsH083L5FwYPoK4fIVHEIBOaKNP8wr1a47UqKY5CYY2NUkYRgL7Sq9gS2nZLVj8qi0b0G/VPJuaubyzxkZAfWKFU7PwJeKRFX5NFK7dW+GYonBmTWVJSkeEWHks6nII8mJ0tZZee7mKFETLlGhICaB0WzV9UCOmRk2oXCWaY+RNw2F8t+uqrH+04nW3bsoWNxStfjOHxSnNtrpyu89upDLg87HRgqO3tXRDZVblCOk08gF3GBT3/PYacmhyayY20UK6KhuzhROdEoWkdGDv3vzmWzZFfqAKtDf13DtwzZsbiXtthVxSl9+evSTFrFNy6Q32n+H9pMGCmLLMtyeFfK06CZhg8i04DDsNKFLhHOjPuNwMD4udXIkcYpH4X+4Dwhf2zn+F+t97H6L+/pVd8U3XjlB7cKoRHqQPtwxuYPdNfPKdh++h/vXVPXu+Ctj37Hn67MUeQdfZ39VxQFc8e+PGtAbpItE+2G7MjMWhByOw6LUcP1wxACCle+RCwsdLW9gre3C0YQLJ7aCuGiZLRwN94HH4tnbDY/dcsTGevejh+bmHDhZT226aKEyYe6bmXwm2KAU8AV9cCYVaJEq5vMjucjq3Xn7no1/cdtl3zgz3X/vZuW2fOtFp7jmxbzPVGmu2Xjx502f9uWy6OATwZ1tK0dpd30X8ib0LPq29LI/FeX6nxkgozWqcxzZzlwNWmi+HXd3ZzUSyDmshGjXqGPEpxKCAm8zRkn1xtqnVIzNHm+3g7diG0T5HsVtpD+pNCZ+BEErgvrbywSj12P9Uoyi2yJqP1wK9n/RsSql72l05j1pr1uMcX+v66MIneuizmOoj9iGtbvTMAZfewoVBXxWYgwuq3cD0U6PY2i5/18fmLD81dNB/Q/2Sb4h6KK7FqxNw1X4HOBEZ7qrY0MFriJJ6XCjyZFzysTHqz+6oiQ77RGRnM/E0fGAJi/xhz3RShc5ctVGDc5o3H8lSDzLrdWjp9ywA16sbSyDFHQ8pIAXsmJnPliBoVL2lCF0UiVSJxnshjT813by2nL1DZMluLZOkhZ6iPAGe8QX/RV1fGU+TCqeAWP/z1nWp6Q7vwLX/sW3mY5d3nf9ezyW+UkDD5lp2P0r8KdChv0mfniyBsPFGv1e5rfnSK08PbHv8ZF/HsY9u/vh/xQdPyWNj12wdP2S7B4z9nn5uDIPPvYV+bmtZ4iGF8AUfnIAPzmt4cDrPiIqe9hoEmiaiXnmSaDx0/I+sLVfhZ+GTg0urT77wyIonP9694snBdO3JqVeYJy8efdcnpz71eybGGKI2sgDxZRhjVOpcIeY6V8gyltmDcMIej10pMyt4dsIMlsFq0LdFsqpV8PYFFEto5QRQwZvrjrOeCMXbqj0fiyEavcwRa+WGTQdGLtvUbSP2g5/RDEgLJ5dB3MTmRuQyeiYtNLoMPpMCnWpsnpmDy80Yj0FyR2NxWhCbSV5U1Xqv12rawP9Ch1qraWWdnjUZqwjlhcwWs4FN50eCVBcHwPOoCH15RThgDknkEhXfZQcEUTBXyZVg8PLaS1W4ioKer+pVFq8GinI6MqTplOpGSDc2yuCxe3935Ow6Oy42GtokEfzuM32TITHgSo1+6+b7+3j89iKilSrbbHw+jwc/YfctAOPEva+dojT21qT9ztvui47uKeCHvNMbxsruRz/+zuFpizFEkmq12TLDTkybTaGqH0Z1sW6ma/euslKvnYs2cUPWCMdhtdolPLYI3s30UBiPFC1LZiCqaiVEzlRb1zgSUlXXn/ghITbo2iRkqXi0YzwiFajt2qkOntppojxWr4bHVXvt4PJr7hzfrxfzgVybCJjvvGJyMjy8pwRmWodD0mMLo/GSU4KqFWJHOUl8M96MPjt653jJdmxj45kbwSxlaeTdTtym933gvu/D9n0ftBjWeM6GkNfgtWuMXOj6caAj2PiYjI3//fkKvv1+Dtf3e7TSz4d4T8twvzhRtgbYvA5crpHJhBqGd0mRZZa0nWFko/kN1Cj+dlUFoKBHw5Yv/nHq+IAjufeRQ+VD+/YVsoevuGXsPuqvX99fuOjeLdRh1kdY75gvve/zU3f8/uEJQ35T+8WF8bRh9omFD+594YGj5DD9HEwv5R2YFemKAZOFI+FLFVXoyDnmEUD9EbTLyZc0dI0JDfWAt8nds7tNHwrHLdbK1y6auXt3zt06Ff8L/iIxYDu9acNHjnUL9H677vjR/pOf3tJ66bZBUwfd60D14HctfROGHUfLcj1+FL8H/xb+Ks7eBd/i+FPAWhbL2GAzez8bl7IBj/0UAU9xMMQC+1kPsB5nPctisZ4iqLJrEt+J42ycQ2DYsxgexW7FHsAIJPmFSP1Zm+C/9EdW5Pz0gekD2uwBDIkPLs5MTx94i2Y2dnrgXRXH7xr5+5/6vv1Lqufll8EJxNGIfRAsVDn7bWUphom6FRyOQtqNGBq5GCPwzVBSrqRnXEF3vMDoI3RUue47ttR0KzYvvs6Q329BeTvwVfxV4nqaV9ZUFhFcLh+w8RLGKjH0siDyoiIbebGBZfbVxR78C+j/BOdqKn01HOFN4FbwOXhOijDlkywCO8UlBChLCyJvXUCYCT6n3RrdpRotl8ZZP1CeXpzCP3aVqTw5Sa+Fm/Av/H/6ezybqF3g7ECm9vcEMIzmAozDc07h9+p0kiYnsJnjcI1LmBakeu8VLWH4btfUhcx/9a9wVDSbH83st1ig3y/81xqsf+y+FXcXeg8eBj9dg+UP4UapNuJf8LmzWCcWLKsdHBZZJLBcU6RSUaXNWVwlMKFS5UsM1KzpdTiCKtQMxh5qdMXU6hvJRENdMinnOBpL2Uyvjh3AQVYFWDX4bcl9zXsuzkQkJo2YGFG7jbIrT07fsjmm9qtTOwajtsJ40lwKw6sSnKI+LjGrCI0joHP7ewi5rtT0ib7wwlsXz9N5VrdgSmHxqoenBq//wg5chOtT4/n4aMEuMH2K7vtZvA4QzpxP63Ql6TvWDOPms3DMadRJHbUBIuXXecw+nl7ATZl56JJFdQjUMFZrNa7GxQzNm5wuS9IEf0BeK1Giw5RJAlD4vfpYdww8G0g7VXyZ2JEJGklJtLmDXHjEGivZbZQ12xdRmTVOd8gK79Un8c6OiaiMJNlipUnt3rJwf7nfL6YGe648sDXIEi08VBgIykkSaCK9KeLLLpNDxQXVfM+SgFWA530OjcOon4sluGFrlOOySzlWh0TAQxASGj5Su1wZqKqTLru+dwrHXk8FEa/wtH67m+3sPjJ5dO2sDbi8nu/BM9SpcN4pBtSv0hvKrn+bq6mle2ge+5eqvNioM0FtshuNGrnHL8EluIabxGKExk4zB9XY+eK09rEiWyVbpG9WDhfGMkzfe/3uoGtzCMhU5cue8GjGD93YW7pkbkiX5YAh6nEis/fh/auuk2tPC8vbrvnw5zbf8sAGgy3CRbTZG2/Z3ORpn82deqDn5p9/aGTF9SLsmfzorZesiyAWbTSWn1f79ROongQwLBrg60Veb9Qu50ZZwhrta/zlc9WUE1m7Z9DDgnRqdY0fxcJaupCKBkeUaxfPRYd5Me+xn3ZdPBpsy1piSCchbLXGnEriT/8tjravT6Jr6m10FV3z2JaxzhPZz/gq48Fsm8Lf1lRq8vXNw0kaaz28rgneWPTdSHXQz92G+csqgxk1bofLKTe3bJZIzDXoShblUKqzgCaA1DIlllqFBT0sDHiSy/RXaw2HuWDhUEz56ZYnFNaAforD4TQdLz8wiUY2t9aoahfv2zrq6akTg+T9uoBDtYmr1argmha/2d+LbtyvnLlgkBs+ee0QPUImT9rBysD9P4DQ4Tabr7UcVlpbQgKfXprPIBrT/mqPNUNjSu8hBQov6kymVdS3es1Rr0iP/jtOUzVKEq8yALWtSa/4N9SmbfdTt9MNsWcuNMNuF8+mnwMPvhfLKd0LCWOqp6AdKtgoNoNsgY2FvK0OvUXZ2to5402a03int8rYA2MadAPQbSZvNaFNp6nSSNS7B9ZsMsmDxsYB5lfY9UuDXg2eGsKFlX2+fz8qANVaCYYubDjpr3YSnD5y/54OU8bee4zK5fK57b1Btb/Z6znYP3NyzOMdP7kR/26oPP2BdTduSdSaCz4dbmw+mcgaweFqR4HK3+wf3Rib6G3uoYy5uL93eyE21ZuVSSUD9ta5ts7tJTPNh089ykbrJocNInwExs4lO3xeUlgM5HVSI1dt1jKrhmZ3gX++TrfWspdrSOm1IAJu6JDJG3xeonoeL0N/CKss1TbgOfb08eb41ttmuJoQCU4aMuaTz15e6Lr8YzN9R7IfciSHU6bQ+qvHdalUTIWbjDQ1fG/BXQ7rnW3b/6VwGGSjNz09d/CHX7i9CThjRbpNYD/Bajv66LZjXz/dG01tx38ePnLqjt7Zj1zcwhLKRSwFsfgXm88o5xe6zDNPnJ2+csBBn9PfgPvnY9AOUXi2KXC9KeqOuqURr9NM4lINu+ouvFU7pOkO8zX4i2kETN3bqfPlEnnqnzXCYlKDSH7/9CeC31YJsS71ce3ZsWzhoRP4L3sWO6vcxB6Lssrq+2IPuHpEHomR1LHK1s6wRLp4ntnvFbjYK3RMHSir0wlzSqDReJzhIh7wExwPxynC6HvlNVqYVQ53Oh2IKJPxJI3RaSgQN8q2Q0eAhiwxzdFVugF55frrr09vv3WqtCFvVrqaLAa/WUawCLvCTJ6G/xNYUsHFV2NpAwe/fHZu9nDXsam4wZ80ar0WhVRnlRNSpUag00RS1H/Cb1OlYM4pdbmAxJELgeeY3NQbHA17B+bGOlCfg8VaKBabgh65io/cTC4eamLTTIznEMUWimjgcM7RcAq0/dLxZYezIa5JMhGWkqaUY65Spvel+gb/dvHi3TPk1bvpXMDiO91P7jn66kc2R9Zd1nfjzZsf/MG29NZ13WZtsXs0MHyw0xaeODG09fbZaGRwnr1DYnBrO9+5n84IRB2h5ovu2VA5sC7NI1y3XNJ33fbcv140hApO4mlL0qMJ985Ee/d2OPq8PbsqM9eOe5h8HOq9zcM7yQVnEo7ZYExlMkEvKZYJBVaRgM3xBQmajnGNMWuYIWu0qwdMMANOpeXL11Ee1CHBuHjo+uT4DpWqSF2Tuqpz5ubpsAeGeKG+jC09/8Fj/n67dizvjtvEGm/erVA529NOZbCTeCHqLSy65g1GLmnU2lyVjZnMdLuXxebb4t3x5EyHb2G/SY9/JJU3xtr8ZFvc2qmO9KUTvVFtdW7ZP4Jza4Ir1VKWCoSepNeLmZNK1K7Dr6LnUWACD5VVUxevZ9CJ1ZMXp3vXwjj+6zN//cwsM2dbPvHrax8Gkmfn51+kfvehxjmLThzrHbpsfd4ptY3fYb1gtrY+sXDPQ9TfntvNzjYNTPtXTFZo5NBND03e8Oajm6p59V/CObNgBbq7FsvD+9vjVgljbkG9h52ZpMa8Y4MaNJuZi2UOo9okgZbqNMzufOx4W+bIk1esv++SDjQ9AKdn4ky5zyvi2lsL9QkCv+VbI82+0s5ef+7IE5ftfObmEbJze0tkrORludAUfK9p5wP7Nn74YEttYmisEtxrl8FzjsbyqjURbzSa63Daus2OTryUS/KEfLaZy6s5CvXoDg3KtfYuK4KV0R3dWtc4U+iKWP4JlOZmP7PGpjvdGPaFJy+vbbcCvRFr33SlSeWNa+27fcux4HjP7g57fQrprXg7812hqzW7sIfRjTrP6iIewZqhT6g2GFEbAUFaWR5BMVfdg7W0ZJwBdyILYHTAt/beK4JqanTlpkPuuRz/Dtx04PLVO8/fnbTQ39D48q76hovDjUh0oO225q4zB4u+PP31P7nKUXN9s8E9eBjVT5d+wXGx98A4sA3rKpMsO+FworwygbucoFwiFLhTgeMKJ8HNpBN+gs/Vm/i1BqMaSFmhzcqzMuQTIbQyQ8GjBjTF2PJMwttdjmpbyNnhJtNuuj8LpS/ZjIIP7dzDfcC+dvqdX1t/8sSWvUJhe8yJ3x5rdoqvoX5794uXX/d8+ooZ609+DDrj6/2CcCYfdxCmqIpSHPro7jhBfNi544ozMEYpO2epQ6/92AcMgzqdmyQJibM5Tv06l09kHjsYmXVuOQhiP/wBj4dLFGq50JcdmP3k707FQ2DjzG1bUOsOwq8Tb9H+/zpsM7YbGykHYuvM/LkdWRYvl+dxOTPTBRY3D1/EFnlKJTfD18BEK3fAIyWq+rj1KgMN4IbvoI1kqOUUfaDTazCMAdq0mltVP4c+UBVPUwKpmltZWy605mTNbvQ5QTi4dQgXkq0C6MgzAxK+oelJLAR+L8h/TmUS3rwPgP2bNncThazWbYYh52PzH/AeGLru8c0XPbCjSUaWIlfPHypNWa8eUuV33z4xfe0OW1Zf3jt64/1pv/G2vKnJrQFSTqVijLq1BPUPrsHuIT68T+VS+mftPAV/5xm/jy0zutTOKHS29NqWkyOHexzWRMWp9ZFWUflg+9VRbc7pntU1lVuPTaff+ZzcltBF3bqeVoePx+awpNrKkRnh8LE9i99VxafaB9Btj9ZlnStrEOsu+7waNYtF+PwEjuXBYN9Af4CH++HL3tGabDK3JXCLWGA3i6xrkGYtWx6aXUuq2WAFMZJ6BSlSEUAb/zsqLXXaQ4xfBp6lTgCykRjpq59YQYr06qvvyqe1OLw3T7Tf84kdt1FnVpAi/bn8tQY6pNne4R0j+Evvxam1+JNuXw9jL5oTqQVrxwbKQb3Pn2bpMlmdFmjaK22tOW5WrZVmtVmtNOq0xa2OmEAktYo55Xdn0lo22kpiJIQAQQsXtdTRXXU1bqQGXqQ0bUU6zoPGWkGrlY1qJypze9/8TLptQCT3G2lqpPEHarRIPPZtdzL5lF2hNbi1xH3lbQ+s29EytG2PSK7EGW6k43k1DOmYtIrIntyRJh5kQrwFT8TTysR5ZuhXPADtk8QyWB7rLQc0nCw7n8O5QKsDWNLlTKf0HF3GgOngSxay+c2OIC6WmSU8ArVRLQOGayxby+ZRc+VOwG7IgjGLiGlQqbLPVPNmZgBIPpBz2Q980bH439T1DbmwL3+ZyYaBN8BH/tWYPFvoBjnq68TeLxHUjo6FW/F7bqaWGtJh5zt2dOIHqimxxbdnPrMikXY79eHD4JrFp0FTRxUvA9dJGZ5tKayMdZY9UrMlyJKEwhKxqFyKsMRh+Cq4dGqPVUsKmgsILZVcRku9266qJcqYE21FJq1xVVQ3F9MlzmTd1OlloBSbgx/YR+PFPEmt7B/19NrZs2hB4IeZrNs/6vgoecQc2OGjjqXLdsSJRafZzBufa8iwrcvsyIIRZi1QX6MzcN+fYdaDDcb9r8L1kIH+dBdcDz6+wpvFyy1uFvB4AZZpb/OxMC98xbNZS6s3Zo7jRqnFLK9RMTKpAMWqo52pR3I1K7tOnRewUUA7JBtTAqCJ7qr0sNV6dIY72bvOJla1pK6vMlH0MGmB55+vJgGOzN93ZNyx+M2b2toHOdQucNx+7W52eEdmaNeqVlXq5EoqCtzTtaP7jWr0L9QHbIs/1BtO7gm4z76Gj1B//ACjp6iBxtpH5/ByZbMcBwolwFQJDEmfC70Rs4NrsJo4PKGVL1gurzELJMtYJVvdIvWCW8MqWKvoxsWf+8dy1e3ee9euu1ljTi0b37VjmlpqLL5tyu8ogOa1CnC+tskIky/+BcsO4+D1WKlsaVNrWiuRiK6lotXguKYCXwnu+rF+IhH0OYQMdeqyEArNn5qtfmjIuDIAGPQfqeY2NC7RpE1OeXyZgxT5Puxk2lOLV5g2QJTveN4i6Zu/oqVpJGfNZrV7xyUmCaj8uGNjWtNx/LE5R67QFoxZDDkFSWrWH7mxK7Oh7DC2XDTm67BST57XDU2U9n9wyppKlzytJrFSJkGp2sLY6W1pS6zFlRz0yXN+nph36Y7B4Lr1m1Jjdx1s5Uh0CpXHDxb3PHQg68j0eLytlQ6fyiU/tmNc2Xzv5qFb5pvZEq3Sxla5bNBu7Uvn8R/CddCP7JZXKHNZrzejzqqUOK7MwleI24W1cUOk0/p/sBtqO00v24xWIqwaLFWzF/J5PHXSVtpa+B1Ka7lcsaldRqks2N8c+uSAxaPjx0YvKrXutwpsWrtC09LT54wWRc5yUutTPL9TLmhxd+/p7O8wygVisUxEPEc917kJ3oZ6u0Ju9eeDtqYdGlMikba0HRgJ+YVNYKC8tWLP+/Vub5NTZpKkd1hkkoFtybnBGCnFBSqkg4xEXr8Gz5ARxIQe9Y6MCDK+vDlrVsKTpLeLKzD38Jb9kZ+9JHurXvm6EJnRQKpRzRG9hxDW6t/G32gUwbq1k81hF0I6j1lqTbS58fNryGE1FtDwm1ZIYR15KMeCEQs7kFI6wkZPS9S4hizWysLa0hLmW3qD+At7t4KDUwx+iIqzPwv3mR/LYe6yIubF7EQgqxNyRCKNjifn1No/FVkZE0swPQorqYjTHKbyTYcKqI0kzVSh0OKRKeJN7M+u+xz1h6+M3XLF4Wxh376DLbsevbSD++XjH6Xefn73q6+ChKLUO9RTkG/fS71BwpBo58MHCj/51Xb27ncOf3DhiVlDerxwcfumvCE89+Ch7PQn374DxH/0YzaHz2Fb34kTt8XH8rZ1975+ivoO9Z81PqKHaF3pAcRv3RQRiNvCgRaDthuDrxzNt5irEwsuk0c1VgyXOQYvKA6unGNUWpQAbiPpINlQOWQ/VKNiXFkqbCQjTO0vZw8UGgkJ33muoYZYZycE8oZy4fcbaqSb9c2JT3iKOuq/lmE/n1xZR+yBNhFBm9hRhkMh1vG8UtyK67leBAJabHq5if4DIYHiGjSOmsAXSnYCOtnJcPTF5T1u7UTzDbOzNzRPaN2s5122gTb3pu3bN7nbBmwucNFdwznW47nhu8BF1G1XXGRXvDOksF90BXUb0guifs76FPFHBUf2SzrXyYH70kvrs/nLGoU8jrHMzfmQ31wI8gx8jtnMM+IrwwSmwNnQdQ3S1S6HC7ccM3mAs+zXwKcnAOWkIwH8eacPRgIgTfOjpkj8U8vEuovTKBCg+HQgsPgnOhCA1914PQBQCvyHqaN+cHDesMyIWodfufU7wMeoXWvwodbmwIHpyyKJ3CzFbbiuYQbearT/6nWGzE/Q5tdMFk/PCuXtTSH866Fcm1AIbe9I+B0yaP07R3IszXa910ySHoN+1zu/U8i9xckW6ja0Ly5Z+inxNxormEKoFovdbMW1LK6nScRHCoPLBJYmwK1TNNYKIyseZ2VVLIlfeyOn99jDM7mJnNmcX1+4USSqZLP494PxNrmQeuZGa9qrU1i9Wn9LUMfatnhMmTIOjF4xEXSkO1yh4WYX/tv6Yl7YJrcnHKagRUq2TtN4pl722/CZuxC/ZGcKxM1dSdylkHrMclKyYnXQ7TtsLlHVhmL68YR1zURanAUtHoZNgcO0o1c5MpLsg2Qm6HJ69G+D+1ShdMW7ONkcMch++V8ivVosI4shypofryT0QEGd0fljpSD+oCNMugyPXud1mENJLbuP5EtVJn/eR6UXPudsz3hQGBS2W9ps4JvUZm044FUozGoxIEmBrzgUxZX4r/wdSSeXJE0G81iKehQQA3NGq1vDI2m/10v1sCU0910Zxtaeshpr8Uaj/F74z7lwldyslCS8/Cp+j/Fx32oodK3oR65i5d9fXYv4QLWu9RmuJR9HV1Uib+asWcjKz/X6tYGie81C1suR7pgB3juJTj87uHbpKtg/3xyZ6EpLV5Su4DkxR/UQv6HvqHvofTO0dJ67lT0LfUF4QxW8SHBX25/UDBAtTjYm4DP0INV8nqKWcfbQy5eVTChSLnhCs+tJy5UpXG7d62N5khqWRoE61tjm7KbBFpOpZWBTdvzuq3d0eyaeAfbvbLpuQ9LIc1c2JAPdzSkDdHg1Wn/BTeb9Go3Trzakm7uCyQ0VN8+Y3HDdpm8DxzMTnu4dV99t0qUnSqWJtC616aq7Pjp2FrBeuJjTwi1svvLso5PHvv2BAUfXwWFnx/SV0xuvGHQ6B6/YOH3FdIdr+GCXY+AD3z42+ejZKzcXuC2ci1+gFs6OfuyuqzalaDsNLp1n30i8AO30OH2XR5e+z36Y/TyWxdqxaNkQDAT8oTZhq8jEVRQ9fLXKKNcocDyLQCNMTxk8c87BqCiOivpKJolL51HQiQ8XS1qLjgGHFEhATe+IJtRCfl51RYEqohyetJoo/iWnJ+FQckX4LM+qDIyBpi3ZbMUUsXVz2Izy0e1fzhxMHxVwUxyJRmZbh8tNJzYjvaPFsxy4g3gyrdR8ePFi/Pdur0BLHom1k+L16oStJn7UkboxdodUsu3j+N2FdlLGl73zaH6Alj0yL8rmmLi5tPQVVoz4LeaDkVCkbJQp+bG4rckO+CKf28MxWzgKuTwkEnJ4NJYbKZ+gDy8zdNzcxhSwp0YehgbLJIiVVWhQmkmaptJyQsWyjamUzbSM0VBRLt4e2cfmwpWF0r//RH9uLyz+SOAzkiZv5p/El2cW98ybDFykUhQVSQ8EL+PJ+eWPgEN04nfxZaAapd9VFr5itij1Q6BM/WGMnmsZvDseZx9SuMVuDJNxFMe2MVjkjUt/JV5nn4Nf74Bf5yqOgR5sCn7di2EsDvuQzCMOAx3zGy+in/dDIznpn/8h89WhKfrv8S79gvN1+udzwNHw86Wl86wY/fMT1b9/Bpui/ca32X/mbMC0WADdZrqkWCQgHEmtBtBp57egaZEDnXRVuXLTybgasSYhmi+2mljZL4Hjf6U+/8x957b89qbJ234/852zX6Y+411FpEq9/bbsTYY/ddN69uIid3L6W9QrFPXi3yVvc8Jr8KbiWA/1N+JJ1scxPRZFz2hwS8RCrsut1wHhimdkTgT6CRnSsYbna6C9/c8td84l0jvumOmduH13MT9/x3rnGqplf/sLZ/LUJ6ZmPn3DBOc3v+H1X/WZXbsev7qf8zbr+rWZTml9KZ6G/S+sBduP/NV5rIfYk1yf8Ss6OwVjsQxhM5lxn0q1GR11zIptKr2EWm5p2cRz9NJtiGfhkiWcIMyuX3TwzFcyCWmEuuYuF/TZNW7YZRoltUqh1TTVbwY6zOE8uO/WccfUh753sbttcFvH6FX+79qpLWoDPPWSPvwOTX8F5yukv2hXx3bcv6+jd6Nu/D9vP/nYTn92+hJKrSZjJnNMGWiP6o2xVm9827btiQfv5Iq55W0dpCkznCSjphipxr+h6JnaGtx8z3yGBR37qd8co1ysVKov6dApRSRpc4h0rkxg8ep756ZGv/7NpzvXvzA3fyC38WC6de9oziwzq0ViIWEtbmpNTZYczqFrtlj+k5p9Eg8O7Cl37Whzc+QitRHZWrl0nrOOHcKasVlk65C/OcBJuVyGGVkbsdmRNhCVCmedQTjAYTRKGNknZGOaZfBluibAwRtsyL3Q8mCZKEhTt7wS4TLrlubAX9MyzgeysZs1Pr9V0Pr4wd5D/V5DbkN54FCPK73r7s29m5rdiq79ri9FqFeNYRkiSlLYdBKd6rpOrW/9zdu4zaGAWamXcuWOmLXvRIKV7+9Xb9sgMfmM5kComR06SVGXFfu9LaMBdzf0q0VNLf3e+NaBKIfLw8df2E1twX9UGZUjdiXAkxkUqtYE9eBd27au//RH7igtPGNwSPnuaEpnTXg0w81HvvfIpRbB9jlzOmTjSB0MTprqoHFwSFda1YHpYikAKvB64lYIZYofJi1Y5FycOWnliqrS5woU3HIxcW1YVh1UzVoTFVeqw6tXAZOadhw40UXD4xKbr/voV3eugY27+6ka8pqauhCZ9Jdgs0+J4HJbnv7I9bNpGiwHsHmqg85L7cCKZfMsjrlaTKINeF+LCW/BWzaY4MA3EHFPsdNE65LHawOvZutr/yHph1VZqRWrSI4wJ4kVbfQ0K8CKJJV7rfyU0LcyQXX0wxuc9dSUQMGrxAkWobT6NGjTOYvj8dseWJmqempk+H1kqQq79x5ureWnWFycenp7mKNUKjlKm1YsM/v0jrRb/R8fx1v2fLQhbTXVUl6dsUJryA7XUBON0bGWJWF+mO9yR3Hg4tl18trqoS2Igj87EwYR7wJnQ7lqCcF1Klm/XPhvgH++t7BjrCD3pFctjne2EZZvXeJMzfRnpTBC63sH0yoqW64apjT71oCosXGuMNK3txvczOSk4UHCPkD3BsSgr2Usi4LxuNSNO3lNEinyrRD/hoJGSsZXi74sk83QBFoM4UrazvDT2t1o8o2hQrOUz+QHNl33yoNH/DO6YIF0jc4ebm++Om2Mb75pYwindCyeWA/e5F11EXkEno/qXVVNF9/Qod6Hv9tx7SVzHk9zzCUWrZcO3PGjU9R4IGoQsB5c/MH3gDQqQ1K+yH9ktdO9+DEsh/BGHi8WsjYZhNmsLGHg+mRCPk9Ad6Q2HIXxKk0F3VLMfhfSAaIpnbRbCIZ7gGsnXuGwJDq3mbq4TjNQ2HnLaAPNgHVygHoG1/py3+7eY0+61DjogLPy0j6lXCcT4Pb+O2oEAwe/fKpnBcHAO7LTv5m7edKDH7nFNXj5JFpPs0u/YJFwj46jE75YaeHL1LpQMIjpsEoF0xH8rhRfrTbzCfo2pT1gmtcqEoc7s0TLbsUv2Fnx1fsV0AhX8F5ZZLfHOXtVvrh6N1lW79HynP8b+wrh98wg3zz8Gv5K7vrhFbtn9a605c09xSv7GvLGOLZiA7bT/Jy+pfP4b2htyHTZlMikhSKF0uN2d2FKLJPBlASvOSpUcPU8+gpcts8KA63M9DZYh9EGXDYNkywmGpLFSJRi0LMizeuQOuqZYmmwv5TwPTLpNTUkimWOhkzxvuTNuK4ysJzjbcgR2wJ5v8vWE1oXryWIhyr1BLGrtwn5AC1Lb7A0cN0XsWEYWSudosF2AkR1DgcI6PhFVgugA6QmeskrUA0RhUdJe21My7w59AGcKgHtcg8OE08TCAjATrg9THcOS0trQrQQP7rD6ZfZ4858j1/m75ndf0mu71h83dbewoa2eDDYPdOEplue3j7Wf8fFXekofqg5Tj3t9NiTbR2ten1InYuxvnv55a4tZfvQxKTXPzo2Eek+NFn0KNRK29aUeTIznomMugPw4jJEKh5vZ3u3j1x/0emJ9iORr3VuMWtbPbZiJh5wisQ60eApZAvE/3aIeATLY6PIFnbaFmGNzQZ8GmmeVaFxEv/OFvj7sAUS+2gwBuElek/54gJLKpTu9ElHrrq/v21vuH+yNTVUDHs8LWOh0GDBIQmv7207tbs1E8MDqJT46XSzOVIo5bVKp9wVNPCJ4LFj5K5ue/fAkDcwOj4Z2XPnBp9KaduSMk2mx9KRETJQ9CoN4bLH09He6SMn912/rvto6Cfh7oSTL21L2gqZWMAhEqqElnJLMzoTEW9aEzw7gvBk74ERpM6aVGiDvlxOG/IJ2rRcqVUOWFwrQo7SZbRzNctkz2XppjpQJ01jGEtqfEucBlOla1wEcgvNL7bsfYPPaKMM4RbiMdFmuyYSuQOTqeGNqaGEoefwB9pyxwvfC5b9qt27H44f8HTELXp/2mLKpcKyxZ6krkqh9sDWFItcfFtFmuWm3FSp/YBLHsh0hocPddlddo0j0+WenKFe8fjAjzWBFr8n41bILCHzd9D4O6ge1k7ieXgnpLEOLFzWZGIKbYfXatUmvWU4fJGMi2NAwnToNiHqnNrwkWfMTtZaN9Gu95Bx9fLwNTQXUJXK2CEF8mZQ1UylG7vBItWt7zPYBPKUxiMCN7kNlcENCfv0WL6n8/Pt+244fdy337OuMxzw+csPm3IjzlLU3BI1Fgs5HXX+gxGRy+btIsybdH6J7b7NmpBDowgNFlv3RdSPZLdPdueCktsVscp4Jp80dVBf4KnBKxJ/qsVdzMitYTP1B4YLEcbMv6N9WWdZgVVEKSLW3e3UeGOE3W12Vinp0XDpXUDSvjyLdu6rh598VdKteoPQKUgWPXxi0hJ1KjV2j13jzPV6DaXmrLJza9nMNecTKNmWzJs4qaPP3+jZe+yqgsmp4tI/Gu7esH5Q97gsXBpJxKY3TM3MJl2lQsEuUEp5rskz+xa7I11NKNuW7PTh39704JFWgdqlt5dyaWNsYmRkcjYT2zzZl3OyGIwxjI5ZWjjOPqR67QuaEoTC6wUtbgXBE3AwwgqYGvG5xsE2MAGiAde5kKuin4jkCTAeK0JAMcDj6qJmOopxktK0maX792ubBjP7bxs+NuKDrpjNbfM09/e3qRMpi9Mik0jEfAFf7YzoySSp5YolWpfLRXjUW/GjWwePb+k2ZRzJFpvR7/EZQvOX3TQcnl7Xm3MRLY7LdvVed3R3JNhmknmUEp1WKxbrFAK5ya12XbJw30aNk8Gs/oIVhePOwZFDbyeJuXtaCZMIhvamMHTcw0TZJMQaYxU4dsVaFWRiBerrAl8B1ABf9GUnAcSvVlWNj941au648om9G5+4db0sOt7eO7zaR1icdfQcGDpwUpXfObatO5V4Dw/cs/62ec/4hplo6e7poRu2Z+vewQKrsH9d/KLt5mKl2xcL5E4zNjhPjNA4gW6agwQTBUqdTsIIQAC6tdwAN2dcYQNkAcXqavAq4oCaAVYMfzm1DA3A1zi7e/tIbcStl8emutYdbDPl5u/c0HrNznKq3ZsIjB0fWT9kVYmkUrmEYnlbRnyWQsQs9vUUHCN+m4x4jnq2Yyajleht8Ib35/3x0f6+QOtFg0FLZc9A9oqKf0s2PtMTJKWEQCVf7MmOpgwyI6nWuX1xlypmi47S696Ci4kyewvc5wG4v70KtcYLX2yxWm0U4yT7KaQ6sSpgQ+wDNTWkNN3GjXi04nKnu9p6XE0SEWXD4Matoa9ffe01Vz+bnormxR6lRuPqGd05OJfX+rtmEn13Z/Hn3C0x08GLn/rS5cdVck2O+uXOls6eA6eKG64e83Z1VZ/Rgn+D1kFLlMVaviyEy/k4fFmDT7FYT3BDuM38DIuFWasKGefeYh4VBZUM9SzdMSdnvDJ6zpA+QL2vPlmlv8S/oRWSzVPlMY8j5dGzNRq2tanN71DbjdSEsaTgcJUOo5Hd93a6N6SkPi91laLU9ckKKV5YpxRpNH5xM65zhg0CDZ1ns4AycYK9HrPBp9Y86TLhXHGAraDNiXrN6YAB+Qp1WYaqW8BsGm6Cpm2g7UiciKw72p37jEgv2die3j7eruk9Oh4pXnTflh0PHci/umfXq4bkcGb7AeKZwRv39soeJHBSa04PJWS9e08Prrv7QEvLgbNbvvlF6urJm2YTTyJ7dsNYDYf29CPvRm82udl+NvySnxCZeFKhiEmFK+okvrRKGbzDUS3fvbKUXzciap2w2whnt1N25lowL7TtRADm1lY+IbTsQod4Gp7wIhZ1F/VPq5PFvftGcOVWYztJxiLykYWT9FuVUO3KxcDD1IvoGeHME7+GPhiJ+u/MGGZ3wBdPqVELBFweh4m/mhgIU5ZJ1dewag6OupFuwA4/hyGISvNbcJyr8TnB73IR9JHSeAIqgvpAe4UkszjrH464QwbftS4+Zk+4VIAkCYUt6gD6dAfI5lrpdagCbezNLD5mxWSfV2IGQi7AIi81vYZKxACuK4Ztww6DbWAG8J9keEPsNDyKnV9VEaUFRxFygcWvQh8aIeEI4sDk7uHaJz4N56of+uVNZe2AQKBqMw61RCz5jM+d9eL9clwFFFikSo70Gi2piQr2VfY+5t4tAvuq4he6sxhGjRpS3b7q8wbVQPQ14uPUpEFvV/OpN4RquxbtCb1dxT94EK5s+AUj+LgRfRdY6c8dBvAo/dOXXFL9nPo29QZu0fD0YffCgisE9wn9HvwqYXGqhVwR/SnZ+D5BGa30p+BjTzyB/DB0Vs2xNsM1kcVaoR+qxsichYQvZ6CoVuiceJLHY+NIBiVyTnaOVtirS2ChFCVyMxupGGv6blq65TRNNnQpICORjBtmBsTc2G2pMatzfSq/pR16zZuz2S1O+0QyOpC2EdRLuN6fcbQVqABfZddZnAo2R+EwmZxKDljn8qltGiH+1CddDocrOLinXN43HPK6XX5fz/ZidLTonH4gPxRVu3oPDvh7s3ZN5ci+7VvMsbJTTXPuLZ3nXAz3wDBiK+5oDRp1EWubIcQpesgcTbUnHLJiggaqvTofeTTGUB9Wh1urTS2TmdQA7kxSFix/MZVe+ZNoI7H+6W5v6/TSVHqx/pxXqKFRrv/dSJwHzrvDPK5AEDFGh0J8jdcCflnQyXlaj/WYP+eUfWJqSOfPOlrvBldUIY+IJo/adwLu6hPgf7aaaJo8h0EzRu27ymJzNbeA/2kquWQEA4Zc/HO6ZGfkQhktYrp/LYaFyjqPR+fwRrl+PzdKxIw6s4EX8zKM1W9VFTnhMfYWzS4DmDyY/F2xSFV8RxyxHctx50OF1GjeyfWxLg1lW+GelLXRxd9sRSTyzK8bUzqd/Fjv9qKHRUklwfZt7eBa0mMw7lg4uQw2APc3F5/DPz62v9WEhxr12zxYE2Yty8LQv26ymc1WXpNXwii3VcVtUBXGUbsSkGAAakKo4b3pA5eoy5vI8cff3NJ1cDBQuOa7d+CDG1wKrYQj5qrczdHFwSmXXCfl+K45ec0xnl6Oz+nklQ0HK33Xbs3QiMqW7MKtFxmlWhkSE6A/Z8luOnvPrQDgPYy+L3cnjTWFd4WXVMrMGHAbFXiKMGfMBkCLbTCqXYosgzjggwtlnav2BnGwAptC11CrcwD9mVsXf0qjI2pgL/Qe5+lwGZtjCreGwfckfSMyANC3A4s/Jk4sXE2aPfptxInlM3VByfrROwnii7N6vd8Cz/NShR0PL3xsp17vqeoVU7040kNA3CECmdIsxwnMjFf5VZhex3d7enqD4H98l+Oa2s88ATu2/DT/+i464Rlcz9Ib/EnoZ7fANatvLvOV3pIKY4tScbPNnLDgCgLRczP+Sx3YU4oja9Ilk2oAnYYWfHeVBXtNsMHJB058G/U3vUlCbFhHtSI9DPADOzjzHooKYDOSaEC+jod6nLqFJJ5afKRG/ExrZLBEC63vIqEQzrprEgo1WYYHifmFuzBi6a2l86xeWvc+hVWwQtkcjAXcdjxZsLALMvgSx9xcnlirVqf1QoTVpot56HJf7kFBd5kcudt2AiFwAA1PSMfp841xnFDPPdPYzUUOOaIRIKBjV2JuPXwJKGZue0isF7FURot0hEUij1A/TV705oa79hTx+b38ytw1Pb62QtpkNMfCEVPKamIB8jkv6Q7JqD/wNR7iEWqgPzNhN4bsijumLm41futblUs/tq1/5tETPfr0RPH42HxB01FYoJLhyA8GZFtOr/fD+2rj0nn2HJ1TXIfNYi1l27ruSZXPp2oudatKJVU3sbktm00Z4tyJzULhEI9NV2Dh3QVHj66wmowCjUKlHVkGbbDclU8mEw3d+Cs57uqXG5eJUaSg5pcjd0RezUhpUuw5VmH2io7dT+e2fX0LUp3YuAGkRKKSVxd1a9U6tdIZtVhTXm3l0L1TfYe80YPtxV3Tox6HKRFPWrIz7T4WW+lKOUMJMU+w+Oq2S8QGt0GfBZ89+Njh/IEdc1tNsVbv/LrxD8zMG00+gdIgE9pcHrkuYFOqoLec3tYT9NqcpLV1z4AmmHdJc3OnB1udufmRWCls2Tf8Yeh8XdeucluVwEL7Q51LLxIHiFcxOzxBzWWp2uFUuNhCrs1qsAMMGrCp6aWa3gqKwVC+IU3GGXEiFZddxWZqAZGGdlSDDzu/9jmRzqkF1234GYuN43icmgKuRFGvzRaazSnq6tFnTqtMSnPxs4cByxK0G8Q/pl7nCAgWLjK97c17lAKd1xqhHsIzO56XpBifbekfMJ68Fc67j2YokfvdPrFIixt8Pm7MxuUqltkjXmt6uUn2Oh2i1FgvtDUR4OXOZeieAC2ZqIHMoT9y6+Kb0kix229JxeMmh2d0eldx+LptLeLNkx0X3zPafsVskbW4BFgEIHgKo1LtdKZcSvDR/thwziZ15YOagT1tlsSW0+P91iNfvrYzd/ixQ2qv8vaR+TavTBEbmc85Gd8Tg3t3BxxHHCth8bIei+tVUpU9ERQE46pgUBUnYlk3N4YLV4l+NDFyGHBUzHIsgDRCCNeYBaooYXttyzLOF1FbyWbA2nHT29N37kwD6/eQSp6aPdee9XWnrCAelXbO3zgyeNV0Co6P5WufyR7a+kOOMJekB4hR59tP/McekV50GCn07Up3OQtDoV+P3TZfqBz95M6hG+ZyHwSOo6GujbGR3VkngxWp9pYrOOJeuo41QFWI79NjboN+V7JsKNhtFu5gX3uiIlVFvEIC47X3YYFgEJPCxRaJy157/TU49NeZzvMqGJjJATB7sAhWK5cxqslwXwKPhFDKV0qVEY7aNg0D8NnE7onMDaeHr05IRRfIl+n8GavWwG5ha2S+ycnR/25ULfvnk8Zw3jZ7mSN7nGqXeduS3TOkJbY3F10pZLZwa88lM90mW05jNkW1RlLLxy8FVzVIl1Evb0SNd91FG8LRC6CBdDTfRKCsjkY8IiGh0eQ8nhak0ydoqbdjodAjHnnt9XPM2kbSq3Tix5mu5kj8qJq7TKrhrkmgcGsRMBLuhK4pblIqcz1qZ8Ro8rTFTLb8aJwr5oZbaZEAlWzVtzgibrjC7lu8hSgl9RGnpp/jSnV44cqxAap5a5pVlVY3wG8bwiu+DcB6xH+N1oMYLvw72H0yt3goisk84h8v/S+1X8ZFHxcnGc4N/CIaLxqCvhyKn4X+JmCNBQKkSm5VCshGK8CL7DVGnl1eRdGs6C+iqwNMM01SCe0BD2VUH5E3A/AtshjU6YJFsi4W37txYy/SRfC7bTY3eMBlsbjYfdRZeaKlPxDoryTk1M8aBOSB03ndxMRJ5yNVtYl7gl0GYDZ0hQJdeup3hg56f/ct/YHzOFzr67HtSJt1oDeRtvYlBR7VlHaLSdgeCVUYQu/JlYTepddoXfc6wLRO5W2Bm1fFuRAmW6UAfJ+83ctyro0U3tNH2g04fui4wNe9b9DfmTTb84NhvdCSCa3g7Q4bV/N2s17X9/amQnqzlL1M4V3ZfartUX2Tvi29tSdgCDW7AmW/GljdQxX/Mmm3S8uQdqNopIG0e5n8aHHMVwxlNNF+aMuOpT+wTkFbFrAuhNw26OaicZop0ea02gWKQhFvQ+qGjOka+BLfxVbvxudEG5i9bCLWqVUWkbqK4bXonWaPdUD7UW/VjQFKKwcf8vbmnO9K8tSy75aBO5HBaiNG66cDnpWvwDF3YmNYc9nusM1l8tykNc3xBqy+kcEuLcYlRCqVTzAoIlgsJJlEE3WX6BQqvABlDXaoH4jOxsPzfTFcqdGJSjacm0S24Vx0NZyh7819BQ9UqtRwcH634VxsOEPx3L+nw3qYMqKTdX759KR1MJdeI35A/B6zYUnku8DQwupgYx6NWiG00eop1b50hLq0ENpqNRHxdUPLMHSPbg/JltfK6W46EgAewuRnu5ryZq3WmNtYCW0JbVN9+SHo1+NsNn4Ddbent+BjiyxGhdstd8iMfhHxiImf7psKOMsuV8/4tlJgfdDQQ+YIkSnmBW2RAeubP1v8mcKkEHhbxoLZ7WlDROPKKxmcx8DSFcQPWE7ofSXhWm8qG/FCisxE0zGeB2CY28P1KrUajckIHUe6mapKzl6iK+VMG/OqsdUgpfUBaonq6AgLQciVDIKsvE7s9AbUDUPcMt4y4N6QrI0TvwUNkXSdc7YkHD95RgPHyXKS96tShbK1YaAm133kbdBFaBwtZ+FLaKTprSnqpFQr5eH7qBSYslbHjGOblw4QTxLvwBgmjrz4JgLGMCyZMCALyIRBt8vr8fjcLqHRYBC6TXoNF2P0S+MlZuxv1fuSszQQGy11BLmv4kDoLkIk0FsHB9BoYjaNsiQ04GKchQMpS6TQio0+c9SlY1N/0PTPn+xvvyzZ2TrU0oNE6cfae9p6jhbBrQh0+VcnwOV2CfiHL+M1CNWq7I6xvuOTEQ950n5H5YtHkAS97kb7DV33v4pAl3aqOQPntQfGKs/AvRzEWrEhLFLWDoklOvhS9qTddotLqOTxQm6GpoXWZo3Hqy1CctrjoQGTjeEG174crDAtcNq18KMNMQmghm/JugYHuiyrAwwc0CHK8B253IdmfnDwYOHAg/MXokzBvfU4hHgh1WT0GEQrogoUkLSUmit33PHC1s+fHulcC3m6+Nfl0APNPQue6wfYt8C5T2Id2Ci2BRsp+9sGW4dYnRl3fMzlNMJXp83ni8PFnwxDD2Zjp1sglUjUCplY0LABGF3zOC3MXAttz8GlUdsRoM4lhSa/mrWz0w1TNXki2sBaLrNsGOpygCgTUowSF2pzABxVHWfA+p/W9u7h8sUfnYsMuYbaxq32/LHBris3ZwD4Az/WNuzLb0/YvKMbtuW8lXzWTpZKHcGT2z9kDBp8doNAwGexgV5gm0sVVRoAqH9JtObFu4HK7te44nYp8Y79ypbnj809eXpYIb/Lfp+B7GotHPnMoblbpnydY9qB3RWzyBxxuiJmYdGqFloSPu8jV3bNuXFBMb/wo9aekd8bompKp5drQbfJLejbktVExo/20vY+D+2NOHDzWA82iWXL5l4s3sznYc08XjNGsEfDbi/pELIlkg63UkdrxtfXYz0EoaPlC623TNlVtTCg9czsDEKH4HDt9Sir0ZR407sZbNtHj7QgE284Va5Zl7gOmkxJUN+Hq1JlXicjQESoMikYuy6er5sQPLWGsTqueGIfMmprF2NP6mBrT/fXLFuP9/tlWvyl5s9vOj4YlCCDUmONdqP5ejgYtJsGG0DKXB4s6G51O7mClLtfa6AX4lvV9DCKT9bYicsbFZ1HXPcKmj/4cwnouDXakNW7BtD7xeyZSWaDztnLlgCLJ7GrG36MDdh8Ud/hO8c3PnhJOzq3niSOr7UNF36aylW3qYA/yuIIhMs/pevafGnXpg/uyyP5Y3SWMfdSz9IBOP53sBZsBNsIvRFb7/qeKZbaOurONReLpQKB5YSxaLQiU7ubIkGpiMvsTWiP6kld3ab0jiTfrzEuOLjDVUluDX3EV7enPElYAOF6n7YpHY5XWrs7hpF9pvv62wZkJqBHPwh3pIwllqlFErse2XxBHh97H3Zy2o7Zr688fwzZynyr/YxQS6TQj4VHSfAve9iuFUCDP0ab300FnG4mx47IZKTEI5gJ05YFSo5GI1JxMEQUFC8h4qc4qjBU6yVmYGfI8ezQMzEDAiCp0dbJhJr6S3rzNX1A13vlpuSdXXu7XK7eA32nh6c+MN8uBZ+hBmXtu2+d6qtpoXSwA8RP4O0zgAXLwuZ2t8XiGXA3WRNPsZRlvstjJQUCtkJKQ0kb27vY1V3aQNNdBHRBt+YzrhZGYRBaoC5+QrzIV1lUGtLX5Agks6PT5OCprRl1Yl2LYS1RFE/3rkp8qt27+MeaAMro+O6Cxh1yhy2+JrMgc/jxS78X6Y7pqYW1hVEiIy1hgbSpb2c72FSVQWH0bvDniS9hftSLSrIxv99hdXGUGquqSk4ADzlkdcCsRW4tI71aw8aupps68eflErlNZdH71BfK1oAT0x1avxp/lieSWDTO5vcQqvnhmbBUzWaej/VpeL6UEGdgNG6NCfSkwiLiAw6nmQkP4xFaxr7WMMnQIzASTw0kCdxaRaoODlpBZQ6+RbMlRJv52a2hOmeCWquUi9OOBt7yldzmxCM0YUIslPbUSBOkXLd/WRji7UaiBZzNkCww627pD8RzNKdIBXOUZRFT2toMvR0RHFeyPi645OjArT6sFawP7xb0epDiay1Qw01r0a/j+JErVsZvaDg7GyLWlUwQhclZT/mCuPUhZjzL4SgzLjaA4+qCsZm/rGoJd8eGUsL6nHWunrOV43vvafu/DPg9Z9KdcSnepwnWnNv8xkNp0/swB4NjI56A55kFsaMrFWKp0aJWWzhsnpXDbLB4RPb6a01NLzNA7uXkFF01VteYHdJEq1bTRidk8sMts+5P/4cwkMwZKjMG4pFF46zZUFWEwAc1JsNvwTqpXs4PWRCmdOkt9hCNZ8gi1XqNWqaw2N1ODLPrdHZOlIaUI8FwlDSqP0gjpd7qB4nLm8EKl5pmGn1u7Mzu5sL8rWOX3j/jXvWEb5tLXn/cLFA5IkZfXqhQ2sP43sjYkc7OI2ORngPXFsCjjQ9NfYHHCxu6rt7Zvi4i85HFJ/umohKUM126luog7ChnCi6nbUv3w8GxeZA+DByR3mrkuO1zfJGQY+UJavw71RpsbcuvrkxX68/oHiFeojM4qH3Q25X3C9RMoM4X+Ixq0u3T4RPUYZo7F7UMGkM5G+oWrKZkrtpuMltE5qgTXFTtfWSezQk9ylBZq2G59QBzOIIWq43jCs6JJEK+VbjiGc/R/K9oK9AqscxSqG4Emou62vAojyflSSdjfuKl7duFii7qmis/7OoohIXq7dsFim5w+T//KdTY1d341vU9f58whrmuy+/RBfPO8kcmel7ZoA3wSWrreuran96d6fbLsWpODtX8X8aGse0YjFyDEevGUCg3MtLRatRZ2wzvVftHf8YRHOblt94nACDZAACAm/pdAQArFiLc7v//AAELb1qzfr3en7HZMn6dzp/59wiBTzUABLreAx9AvNzw16KPesamr0KbvkDbFHqGkaB1YzicgwbtsLaNjBjaBHWjcodWpTrjtGQCjaZ5+a3V2c46jfRKQT11Q6azCN4j07lSExQH31rLqpR5pT7hKqtSFmhVvsZjJfRouLXhw4/EIyvtSl2VKdXtigQK17YrJWiwKy5j7LrQhP5iK/wHlu0KMD5dH3oWRmqustJq0bu4iUht1+eqhmT2FYORWnPr035ATYG34RCgTcTCV50EXKleobBoRM3Alh6IrttTUNdPBUZ/cNG1+mToyPSEFNZIVq8KDxUczduvbqO+Xz8k/lbn015awqTwXPsG8YSCg3+a3otSKsDSEU9An6wZs5Ql0CHjEpxAUibTSuhSNV3jQFo+qDYNlCt1oyOAsNN1egfXSYv8WAFwrOrwfQBg1Jkp8/ZMuD9jtWX7gqXRtFPa+WfqHXBXWu7yhgw3iN3iL7gyYY8qCy4xRkm12hU1GaMu9JF4ZOF/qZeCKXu2LxDoz9qjQ3MpimITQ1/Ktzn5Z0GPJjXd9fLiTarlXzGijzQH9I1UkXgUnot6pKGi13LEUoGAQBD2yGsv07gD3C6kK1dEnEGwKoHdCIgO6s/g4BL258utqUzB9QX4dDcYEvEm/SXULYD9+zeg/T+98HfwP9Qf2zZm9KDnrIhsTQMOwaFk4M+0TSNLL7NK8N9txSaQsqPKJcESLMRwYi0EOUaL1cQHrLYBCUqVv85kymu8bQwBk3a1laupEMbPLwGCcYLpL1pBuq5ALSG4ytXm33fC2EIiy9mz/YHA2FCv80C7zRlNUWecudJAuv9BXybo0eOceFCj7HZ7fM4Q6LWm0znHfatmAi/+r1pXmwaptzv7xe3RrEKtl7lcosjM8EHg7x33CwmSFMikQq/z+lSmV6s2s0kSyLytcWr4ghkC1ALVT/wc2qkF4e6LuYDXmvdzDGarUYL0gKoxwXIRRqmpnjmoeSCConl1ldSaZqgBhLuh/9YKmJRRVZgb3/fQWMwUXvyHyGZUymTD1PVqr9zoUFBn2tPm4TS48sEhtzuGcwwOFVcj7HYPITsUk8kKXqReejCgg0EDYAkUMonPcvfibyxZs8YohYcKqdw6iJPAf7vNBkdKCMQilt6nvD61L8gMnXTOYTgaJ70e2rBJLFrWxZzapmT7IKYoCYM+g9bq13P4IqQzVx9sKZtFK4NeDfz/yzilq9eOZ5VCIQ6++r6HPnvB0gHNqxYFqPzfjHHXqjV071r7lvokNVxdF4GyNldISaOYVc5ie1xWt8CghWtDx+XUKGDobAY8exF103vZ5YLFQ2duq/se3PuuNli1bH7q7+mbSHUNcdGhkMo2O8GV7z3gC1YPNVw8PJX+4MfOyjyVJiYPgfhslXC8PuS3G7xqn0+NtMc4agm7lguoMZwAAkdctMt5GwaYnioBUBs9XC1aZZpQvrY91r5zNBFX2kOGeB7HuTypzuhNmalXWh22MHg75m16YATXLr5ALRTGouE2c8ylKrd6BEKz7+wA/vkPk6SYJHGHznWQOvMj+lzz4Kfwk+zdmBJ6wZoyX2XSOzhSTETAuXj9tderGOEqtiPO3HFKJkHprCYo8dYWVmJkPpudH02xKvrds5mhLCmRkNmhzOxufYWVGkXfG0mw2LuRw44c91JZaossFu0Rm7Rcqn2RsZsFmPASzanqKEud9lwhnQW+oF8q9WvYWORcBEmANNHd2E0MEr2hZZVV58dZS7otLmcaXfBSoGdbVl9MuIQKnUhlUEqUepXeJGVxxSpRLMIWq2XUeVROQc0Xv1o34M+5ZHg0v63XL9B6zCKdQqQw2UyKQPu4D0x7YkZBD/UDm1vFwzUanK10u/CchVTzCQ31xfX69IYKwh/gFvAmrRXuLcMrNR8MWmVajUzG9vgAj83FIgxuLPL6OTi2yLnXV2mlVUEWqM5YBWMkqwPSVKmI00wqLwBAb8PjC5yxoE0TKWrIJrOATY+GLa5/LW5S4Hc3PjeYBh6rzcOOCEohY9ihBJ+ojuPjK7/OzFMIjukLcEydWLlscTh4crkJeiMxr7eVFQ6zWKQYLjRtLp3V6hlRdhpWQDfmwglEWLEIPdY4DK2USNY3yWQqaYnf6vDU1X5UGLQ3vm2wDPM7LSqiNSqT8QUyiYiN3tNDlYv5CqmIpSwHlt8tG6f648TG4S6wic9iyexm+M7LjPiPXK7Spu8ZYG2rvXl+haH49C/Qdlg6j0vw46y9WAyzlsV+L18o5PD0GrM5imE0mOTlCAMMrLuRzuWYLMH0Gdcr5LQEIbNY4R4Q65S/6pvR+F1GrkhuUGk4Jk5LqzfrknHFSnEgyRZrlaxBqttGquGT9W6Q6l1qcusv4m6Hu6XNmmgj33AGDPxeELSRKi6hoXvEMYyThmeSEXPDaN5XVpmUSrE9FgbWiFGQ8QrEVo+Q08jDdY4B49fDhNrRawa1rCWBcg50M0oCqFHYVY0gmI5J/PqcSq1RZ8DrRaWy6+//SO/7yJ4rNRp7fy63aN0eylDWZCSYIblW6wie7Ddb+CTJt1vX/fz08dxMxQW+Rr3WJpMlUxueA78keVcufr69hUWSrEIP3tvezGbyYP6l8+xhOr/Xj7AgImGqDAxACF+cTneeC2OmMANl4MiFNcVXOl7O1kFfyAteiWJD8BbnqhCpeg3BoTPnHrcB2MYersK6GoBtNBIM3C7QBx0M7MfSDP7XEdQLPiQbvOhUFwK7/aUB5fZ3BPOqg9wQHkysE1HnYgVHDRqDO7dqHei92FGIPbbxzFw6d/ix6ErwG6rVn2fPQnu0wqixvewQCdsYY/S6S6mkBb7c0Wy2UOK63RqOHE4XXWKJnJO9RX+omeWtxv6DFcZxezh1pMMKsRh693ro/FvVX1lhodkLLbT+lsTBz3ZfPMJILenYVaklT8/u1rrG4eQtqeyZofYTW9/DWMXskZWyS/+Ptu8AjKM6839v3mxvs703rbZL2tXu7K5WxTsqlmTJluQul7XkgrENxhYGg+24UIxDCTiFFkjs40hIN7Ewlg0EH3EwyWHwcYSQkBAnx5HyjxJfjnBJQKv/e292ZcmYHCmH8Mzs9Pf7vvd9v+97ZTa2Fr96a3/5U4jtjc2tjdu+MRMoml+RxjBOeTBAvi7A+72BxhAAuUxAWhc1mTpCOtoMOk67tZJGlnFxouEpHhae6vVx2VzQVF+PyzUfsyOVhqR/v1ZrUTk7Bze3XTZjJP4MLaj/YJsV+nalIekz+oAh2t8S/NCMUjlYlOuNl208pnqztNzfuRrkyJcEq5U+m1NvNEZDOlkuFQK0j6+Yzk//5MV0gbQ1Te8eKGpDQGzktViNflQZVMdVJpB91ZVt7ojNv2tDc/PVD6z8xZZg0V4XMMMgu0DncZpYb2Co9Ns9taFgxB22KnyenDtZl3C/MGtp1r7kU89uXP/VnR3f/a6z/frlnzH4a51LDpU6mXn/nqiLDt65pnS0e7a1edNCEguHAWA/jy4YpPpNtH2tv9QpV9E5B5eCIdAi+Lq6QXzpnAKb7G2ULY4lVauYoahKxUiiSoe2epCRVqZ6KQ+FpmOjDZiO0h6BfrH5hXSGvOykLi3QL/uQaTSM08YY5kRfp0evMP9RYoTVB1Y2WVyXmc1lYuk9HzbJxoE5VweyQaMl2hQa7GO+eF/zQC7ISeaWVjjff8LRvKZ74tHLTuIy7Prw2Tcmbrs7suyutVs/Oxy7g7lVF2qtL5moboRKnezr7ARYCK4BTYJnc6cqGxOUmkXLO1DQotNJlwZVGo1eKruyD9ApBsSZcsqzjJBBpxRQgl+adn4Sx10aA6EPjEH9sMlyWmD5644BMvOjkeb7aB/yMJ2nuGyt0yk49mZ4W9e8ThfnDlTpqq66zxRwcdb6/obOFWlT/aItsxbnLwNz/60DQyntzsKmFXP9PxPunF8rNCr42gfq2qymFyRap1VgJ0pf6azjg7pU6V/e1dqqjMZworG6rq93bnz2yPxaV+mty4I9dkV21e4u+KdA7cp1m5vfe7FzUUNtY1Ye8m7Mz19X2+efeNaSTZZ5xPuTb6Fr6NwNCcEiR42NubAhEdM15KxWTyan9Lk95cGDVC9pqpd0ycD2OUwnoyrbHTpBB50A7WIy1A0p3nQytLJPw2iyTXy6yu9V+zMhK2OzpTwZW6I9rnInquGfek0Kp0nQNtqTHTG5Neor3fzQPbs2tAx43YbEwq2tshX51d010o3VSTdxTtKMY+0typUNQ3PqpKeSLVU6FHz1AhB5L7qKHQIxrDUWEIlEoy6P0+nSGQx6fcAqt7Ey1xgrP6pQyMZYMtNcoiBOYKgv/5EtTA9pw6Ax7YTpSsCXot8+KDd20G3yBXRzQBkysRrV56o+e7/33iqrzlv6z5RxwYDUkSyd5w393brcFxleEpBUu+EzpSvgQ6VNRbdBYbE41ak33tC1yS0W5FSk3vheTB9nLfj9H4IPMEbEARnQPoFYVkooHR20CQP0C11pxnjzu+/eDB/YdfMucMn5EoaBssr5xjTNyQceIqcjjp4+OTn5jckQWDR51iBlH6X1zAWAhMx10wfWgtuFnhXckiX9XHujkORkEMyLcUqlbYDjfFfY9Lp+bz/THwtUOYDP52N8C1pa+lf5IHfLvEC/dNXN8c6bM5lkHDqsMqVXYVOCwunS6dOnC6IbK5w+PXH6NBkRnoaJ4ktnT08UT79IfpKv33ITZ0+/aMi/eTYtDpsnX+6dMSx1Ruu02NufrXRUIdW4/FVe2kJN6VIUVip0eX4IM9u/i3U2Zib+HI6aUOltZIyESrpE2sru3h1oGli2qmb2cGtIHextzxvSi1r8c1uSTUqbQWqxKuCuieW4VG67WqdO1TY0uyRo9sQ6X32VnoTj9rrWKLNl4pOx1ho71ktzTXsds2XNyrkjA2m3irPZFQ63joXmIO9LzYoHTNU6k41xJVuDr3xOqTT4fJzdbFDprc76rhqxTYPDfLkfy2M92Au+KCy5zrNly95NV3qaPWvkcq1FtybmsdlCns5OyfqYdunAgNaD/+puCnm9e+HeWH0yUrdpU2/v3h11Os8t69fU75XuuDm38ubW1uYcjARtconZG5JZiWyIOGaIJ12RTwImLspHnNg9zU28JI7n5ybw7jzZ5E6nysIKXk5UHyY35gMdjMqzIGQvdpGgk7Th+if2cL+4X/J7hAPTUiIYMaLSL1lMFErBYNTIln6JxRksqZMZG3vTTa3XPrRMWNUaUehz/Ztmd9+wOGkNpZ36WNCOZGqFyh0OyrrnVUuP3flE5v0zDFTYAhalWqex+gOadIODfS0k1LkI5XXWChEi2YhQ67zMb1O8PYklvWjxx4fTZpdHofS4TM5ke9Sd8OkVloBTyXEGHAQazSom1LYye5dC74j3OaHJ5VHrnHaLSmdSszWzl8Y+I/bJIXJfi+U+GywH28AjwqINa9dua/Ysp1JfTqW+aoVHAmL9PZ3aDlHs12Oxb4PbqNi7Vq1asajOo7tlef0K6aKbWzffnMu1dnQ0t3643PUfrJmXCJ47nU5PvISXMySPlx8mdSroD4g9N61bmcWahjjuzl2cMtIN/ZeVtdRaGy7ZQ1Eia2TA8g3SQeh4O1Rd0temHdKbbmKYuTfeO9fcMmcgrEv3XdXV0Bt6qvQ7mZqBGp3K5Iuau/uqJKULl5FyWKgjUmRtsUItkWqNELey1dWORCsVck0hZpNMVef5a+5aHmd0gSqlx2lUqUoLnlGYTUa31aTQGtXSuoGrWoanZOtyWBQzZAtB0+R/s89g2Qrki37IDZobI5ZbgjZpfTJZl05rOK+W5qhphiJdDoUJdeErHT+mNbGTseg5GuuwZhkddi42T1ppNo+EBYSuIM+ywfq2qEFrbS3PmpLMv3rQ1ze/t6maefNNmTzECU2e+U8ub5nFKXcW5icM7O7FyyJdq7Lvf36FNaCZmjTl4aHNq9Xu1LyruzaunXh2ocXqXms5VV8/y38/oRizCwXxW/dvSVbh8m0Bi4RYY2N3oXvzsmWrrrhifmFzPp8Bm2Wr5tttNovTOX/p0sXzVdXcLVppnQSUQ2NRE0nRaddn8fsRRB/FJenGI2ba/kJ5K3ojNsoSmleZXsNKU5tmk0zspibOJUaTnVnaohuampkD/tilmHvPxsDChfM+DCRPpie+5MqMwlBttOolmOy1tAltZM4xk/czn65LhMOfWDo131htX39nssXjvfLB2rae3k/48+jx+Z/f06f1ZQeu6VpxGTBb802h2OyUs3n5huXNdn3pX+7meTIlmcMRuWJtZ+fivt7eATof2a1tbU2xZKC6c1PDgrVXDQ6SYTggM/mW/BSWQRe4F0LhG2dGYNA3pN2iZbCx6FB4u2BXzOdNw/QsAUSTUSaa9B30HfYhn8Ki03v1jD5mBwpO8bgCKRT37we7uF2+XWiXbrt3O7M9di9YNrCMWbb6mv7+u3YX7j1075F7EXcvvPeu2B1b9kOwn9vv239q/7n9kv13eO+U3rvnU+tvUu3y7lZeFVq1CObvqTtSx9RBu1yy3qWyeG1KezAaZILtXtDBdTAdWq+ONH6+VhzPF+lYoFShiJn7eHl7HNOFkZfGXy2OEKbwkzfPFrmJ4ktFohlFbKte4l4debU4cbrIjRdp/gAv65NFWPnCXiVGvtiYGhLHOWamzbojm/EZUKlZUp6WafrMmVPGSUrnYrr0jlOPIU+VNijMQWd4dRC7qyp4HSKO6pbuB+besE9pC7vXLI70rC/4+/p73E6FL+BTOpIhS1VDV3BWx/v77aGakL2udzVf+aYq34JDB7XRrPBnk92LupPTbkY2cdwuPgqyrlzc2TIL/iHUGHVIqiccwWzIIiGjLP750/BfZi9riZnk7lVCXXutRarWqwtSuZRRO2t9Ab7KEF+7rivTV8i19KabF/G2ykdaa/z0E634bElNPNk1q6V3uH3i3Iz7xpvDZvywovjwKT28G8TBDvBH4atnFkNWB72QgbFY0nvQe9iLgBd6tQxj9nKQi9kGtHBAe17LbNUe1j6uRa1ayGl92qQWabW7NoIhbsg3hIZ0y73LmeWxHaCFa/G1DLSwLbMXpNNbVxd2HNpxZAfidsAdW2PXDG2EQxu3bPzdRgQ2cht9G09tPLdRsvEa7xbpjjXb11+hGvKuVvaH2hpg1BuLQ5tGud6p0mpZs9eqZG+B0sqHOqna/WT8EhW89kN0sIgPET3EDpIcx96TqB8O2qe0Qf8B9St/F1wWDsK/W9OYDRMPVFTANk05IIMYWcprM2nhne9/7W9WK8ndJfuKibGybn2nZJkmfeaXidZarMJeWWDrxLx/lP6UeuRfxvqTBwfAj4RPnVkLU1pdjbeGqYmlVSAP81UOrxmaYwlXwdXvQq6tVYerHq9C9VWQq/JVMVVVt98ANnObfZvRZt0G7wZmQ+wA6B3oZXoXDre27tlSOHDowJEDiDsAD+yJfQzcwN3gu+HUDedukNzwMe9u6YGtt67fptrs3aIshgY6YT3vTWvdXodLGddG1utxXKNSQ0B0g6jF2XFxAqVpWvKhOnK6SE1V8aUXCb0iGjJNCdJ6sQfhJa1H0zvC4F1/r6pIFNNVIjwl6lK4KqRHUwYrGCiFCeeaeOJv1hmWmaYXh4mcS4WaJiLnapkjkg/BH4jSfn+xaKqqpfZoYwh95x+iQaCsQ9/BOlQHtoP/J/zTov6hli0tTMu2lm0N22P93jVwzWYhOQgHk/0H+w/3I28/7G+YrRO8AiPEukED1yA0bG043PB4g7Sh4UZ5rS7sDTPhWLWtAA/BIxBxEEJdTLNFDrfI98qPyBGQ++SMfMM9xSNFpgi7c/z6XtVsb5fSvii6iFl0rRds47Yx21q8s6QBr67aW81UB6HGq5Wa17Oq2luAVuz7M174SXH8UkeIlari/rBteX6a2ytW/N5Ftwf1l5W8foauiVMb/X0OknnmMg5ounbJLWHPdfCTf6MbLPUwicsJF7kuKtafDrhiLu0K5uTf5/Yq+qI8h/WlFzwIfi8cPnM9rK2wIl3MG2NiNuDZ52E88l5vB+yIJdoL7f3tqB1yLbCFj8nSMbn8odvBXm6vb+/AXnavbqd3J7Mz9iAoDmB9uOLahQsP3lR48NCDRx5ED3oPwoOxe7bcDsHt3O2+20/dzt5+t/ce6YM337d+v2qv9yblltCaQdjmbZfWcpr1SRl1VRa716ZthnmsLj3ljoxEOyZOV0zRpc7qxfHiqx+0Q+Pfx3p0mpiiF7H6vPjSCD5AvFVF7MYPGh39ZcwUupzq/L3WSbGw+9Nzd+yRK8zVrvCKaXZoptH61NQ5K6dp1f+M/822StST2y9nkNjffMCM3XB5ZWPe+AeZrslJ0AD2MHXsZkOIfZx8L4N9ANa89wsASz9n74ceyRGgA+bjSgWACqghfRNeSkHSeI/rfrrcgyOTpgCXfp7WxLuvuqY7nVF8cWTzo5IjLcmuTr7xYw8/RPMNDeDT7FfYzcAKEiANrhu12e2uMdQjmGtTqdpAOBQKmHVarcqcTAIIWXLEYA6HdTp9uh7gYA4C4PPJx1D3qD4a1Y8hgaRSufFUIpWgg4PePEub3WFinO7gaHj3Eo3xUvS8NH7lMJ3yE4oz/+bSlrTVQrrLSz5kP5leCO72FYI+34q9W1xGr2bJo/80yAQu3TMhRwNwJFXb1xGIaJTaFduj+/xdGs35TZ/7eM1l95be3bCBxLFhDMwPMCYNYFRQsj4Vx5vkdkuolUPdII7mgDpcTAveVuNtHd52AYi68DWF4yaD3IIZJINxesLlihqkZMNiMShrTqK5+Nreo9GoYWzylKBQKHmDQZnJVJ9Ey0A96nyiEQCl5hl8lhr1AiWaDfLcO++Mk3ls3p0gMXAink/g36T+VhZkcCwoTDQX3hrH/5NkDQYznjb6xWCW/EtbvJBEvdIAmVhPJ35kJye2X0w/rDdJA+FeWAOXbnU8EXfL1wweVveuCDZeIUGDLfkqSVKTXj2Qt2t7Vn46s+Sul+CajMm+K7s4+NTVS/Naje1Ya8JSFzGHbu/JrtCudbpqdO6li7cMzdJwjtsLQw9NgpuOYVxrJt+Q+DCuLXCV4PFwOj0vC0OFPAZ14eZgs0MudTrxWlCo+OYxNCh4pE6TVOqMZoIoCZwQSKEbSZvljrBTmtN7a1sJ/DkshiQWAUKtwIDIp/r0qCConEFpMwvcmXQuPzZ54bjezedz4XiUSCOXS8friDRqUa+g1sWhHcXjynQaoGfo9QyGH6BOwVQwCdU1vMmktAExJsF/RHQ6o53X2oABGpHBIHcox1CfoLIJNsFXw9tsbh+5jRffxI1lOIt79w9EhnHosHHz6MC5oVVF7mwc4hUWmA0fwQfe/YODnIXFinf/oSxfLN44pJ95sOaBreCYN14ojL9zivwkVxeB3po/wMXjB3afPqA9fZo7wGIjDlcVVxXjQZMskA2HwuSrdSTpEaBNFVQp6CItpekQeKmO4NPxpsS3zynhbNUToeKWq3eXzvRJjScHr9rnYDm1TGdkztQ+FvJJV897xDirEG10r39mz7pspMkKX+1ua9i2dd7moKapvmpT/OmdTd179qxNBJ0aq7rUsnVF5itLVzcp5frjwiyut399xNRJ6lrL5K/Zw+w6EACLW5XAhUVqxSL1YpHiIBDXroKg0EstSKnV6QxjaNmoUukArQrUCYIY4Ln4gl7gwEBXE6C5t8n4thQdNA8KGK23MCAmOuyLwoC3wtkEDJHhq1ViydN+7MnYw6vmeqqV7ubcXM4MWZRL5yYWFa/r9qgGkK+7ES3cFPUH4/MyiQPzettaLBZv348eXb3ct2HlvuUduW4xX4/LIZHjcnhAEtx2NGnwjqG5T9TVGcLWVhUulAEXyoELpQQhXCwVCJOCKTV6lpWpVDpSMJmsCoyhztGU11uFfwuKaCgaDkejZhtRKCsupxm1g/qyQhFlIeazUmRa4lP4b/wtqj208cRECk5GJOFiY/EzM0sNpVjW5NsRpMM9yXxZJfLk/PSmuQZOrt35/jMEAPUAura78f3NBYZh1vQ3GX3J7Ma4By3sSs6/IveT1r79Jotpmf8haLyDgtHQVQobdu/bXh+xWBq/tLm9VwnK9pS9CmNjA52tRlxB52Ab1w1MGA4ptpsSVAAK1EMqHXDQSqxHvU/opBKJ7gSWrJ17m7gLLN13xynjIULl8Hv7jf5Uhg9MK5PVwl7VM/Sbifm9zB8ee2ziJC1BP/z++ZVzGPsk2PV5uOb41zesvHmw46GdpN3zp5O/YRdJZaARXCNowz6dgU/760JsJhKxP4tfMINfUI2lJcevt2xUq3Wanym/ZjN2AT1P+P1pZ5RYkgi266FQ+il81InfuAm/aTpRrsZ4mw66JN8UT5M5PIiJJpIhX0PDApCSj4+Q/pZECrgweFmAtF2RFstEq6aOVGRaQDO7yGZf2JGsZVgmFV4aD3auX7Bj4rpPOAKKYEdrwRcbnmuyuVqZm3bFfcyJG1qEgbZEd83ccP1Vi5vTzUs7Zwc3fG5Rb36eyeDnPO457avrdQGXkKhvmu2snZf/uKjL/VheP8TyMgI3WH8COCYvCEqrnZdwKjUvsWN97saIECEKuA52YedXAHbUMyqRuE3PUoQ6AKanGBgFBkYmcxNgIFZeTxmYMiZEmm9NnCKAxKNQj8s9TZK4qHROdz9pQ2Z/+N4n+aufIhWSWXKg6cqof/OCNRMvXsXDo1szW2xfw6rHuZbPeaj0taOr598qdKwU8+0NkxfYG3E5rEBotWJbMge/UDfWMGLkW7HLKOCyorJI7YDDL6zD1UyDRWij5uTd8Skzgi1qmM5G7xencC6/pZm9sS/gC26Y+Ma+rIMoG7N2tLl213BcyyiuCteurGneNdSxuufb4vtY8Pv8Er9PGOz5pl3RqqeGbg6owi9kwjgaxVfCr1Z5rQ5BE7Wbf6X/k55RGPRITeiXSWfxWhIWRFaMzOI2mkzTfU47iFRMBPfqquLIuDVVzOfLRUmUAb9YGhkxAoQY+I3pcKhAKfm00v1yIOCr3lBi3BnEMG4OKUvb+x5gpT21llXXzXFr+pjbH5+V2LU6hou7ORznV2XjdTe2ZZ6Ea+ZuurrtyuLeFR1r5z5bHkv4NrsZF0oG8icAC03HpcwR6JNB2Rg0HZMWEjiWxluCikM+NIDwfwo5DXLHixPjRZCYOPU2fm0/GUGm97Ob33sK/uwW+LO3b4XnS74yXwaSHkkL5sunRL5MePPl9oM/X2Z/WDwfH3+ICV3+OLlu2vGayWXoHcrPH6P774OrxP2la2fsv5/sxwLF3IfsBznQBR87AaonzwsKtY6/T/bZAIPZTv/oeRxSEnphUQT5jg6jIVCNCXeVUyGXuVxVGBxMiCwyl0kmc4VSVahWBhXOapeUN/hirRqsRDxWplpqUVuBEWuDAauSgJmJY6DhUMORBtSAoeUbGqQ6V5UMuzhPKpkdw++gNbr5LF8diih0TpU9RBRMwfPJft0RHaPDr3NcZud1uogqTuxcDDMmuy4CI4JWz0ew/+IjEVUyiaTkt/RpfIYE6yDC5Ek9x0zIk9lsNxhUhCAp7IQe2e0eP1FVHz7Ng6tZN/cupbjxcTqKM05+xkUiFI+PiGw3XtRX2C5dxEVGJB6iNgSzoma6C/MhbV38gHb3aZm2ublZpuXwEtjoqSPj35Qy7YsGT2ApnRo1VfEBXHyyhmPi72q8PorXII7/W4aNUjEOKWnATOov8CiY/SCHgjxtmCP9osmoLYi2Vq3Z55TPL9XlKoTqcwNL9jkUPfBhjXcamyr91Bq0moN2S9CGl/Bo1ZqRPetWzoMn4i3TqdXXbpi7YPuetcs6Szv7CzNp1ezSHlvQYgzb6ZL0scdm5D7qeyPg88c2KnYomCBWt+PADd1u1obZ6xyBYwWzhWcFHYcXCjXPtiqxNmmIWQI2bJis1MD3Pen3y016i5kAZnfxZH1MocdCBsTq67HVjwEVlq4Su2+5zWqVE/cd5d4l7vudcWr74/E04bXE9uOwZRwjTenKyDjBG9J+G2UD1ARTJNiTpZHfmLsET+boQPGt4RFib8e/vqX68Nz3f9L7EsYMl7mM3JovXN9DHf0XX7izuKGEHf8x8SDG1xQi9dE/+Wvm33F99GG+9v1jG6U7pEwtxkVQBwXs5YJBpwN5ZAQcFSLgIAIOoq5PiXHxYFTcFJVW4Ed9x0FUiO6LoiipwCaMYDQKJS630+HQQztB1I7ZIAkSNFocImg0Flyde57U6yU6C7Rg0ieoUh63oNLzbrdETiqIDFcQiUj3xAqS5t6m9YB0a8PVJU7b6Q35smoTckHQJGDmyfEynIEZqknnVicKjQIY1HQqeAms8Pmr32h3yVevfzSija+sH7B+ir219PLcb36p9JaoUBg8vGSCod3W05uGW5Qqw501t9a1Jfqvnr1s+3a4r3QfxtlSbRdxttK5ATEvRtex67A9/Ar5GihLsg4k70D2/xjrpZd+mfjsUzg47sdWEWuWh1bF4xi16uqCs57w6GTSmQfUzDmxABAWgBE0YOhNII+F4MP2RTkc2Ro5HDkVYSNEPWO1fITGalYHtlH1RotDzXImk40QbY7j5RjzJ9sO1sP6ep5y7aaGpny+qckDCfiAWqd20FoGn3LtiVSiSMn2BCXbemqhMPDN+G+Kc5OdGHujyLDdIgG3foCBz7APdYzMPJ2JYyL+Wcy7mc7uxuR8m7NMxyd+NTwCd2IxiNYBi2Ep5uSwcd46o2/1NXF2XUe+s4+wcqFvcEv/rVO0fOOKfSUNFokx5MAigZag1Y8J+sr6NkLQr/xMOdc0eQH+mfqsr4k+bvIqut89+RvmGnYzF2K/7hL3O6kvw74RvYXrThBkwI9OgBSuNn4Q2xdjYjEPEBQGHgBPfwDeE4ABUm0CpAYEToqSO27TOIjncNC6RGIBU7k+KbAo67AonSEBk82QoDHyoRCwyKVef9DjsCGLQoNdSc8xl8ti0QVJhVIAcmcAdH58sx7s+jqxey0HEJjKzQZZIkFse4i0xKozkc+LzkPsVIDFJbLQeD5PKtDIteTUikXiDSTPySH/xWyKdcrIW/1YouT7Q5cap7obr77yqvUT6/Pxz7f4JCNntfmiycTkdQe2BtaJ5kkUI3Pgs1D37nOlR0pv/+jJJ26OPrlhOGsKHm1udPbPm7e1OOsXxU8RIx5ymKsd2GYROcGRGTnBhyb3ivIrPYrW0zr2TbGOrRN5PLH9BVzHLCAEbj220bLDwgSIjdMD57DzoBOdcp5zMk6nQQ2ooTMQYRkIpIZWRbmeqbFgVFgwVtQ36vWadcTSyzDOEUzoaU15wqxWqczE0oenWfoKvS/bpERRtPBG0a7rTcyM6O1SCB/Ahv3L3zn12G9Lu3vhdx97rPQ2Vn5WtEEigljf/7v0m/dL/1GO6EqqKbNjovyMxHYoIpVhTEan2R1Rd/8L624taAF/PA5iQmwghhqpR0wJqeEUSlEbbrTwqVQ0YOfYQJSoazQakFJQSNKJw8A48b8AtjREv4nFISo+hrqOVlWBkxivLOo7tpd2eCC302CXUlcXMNqd1qoAdjM9xwEIKJ3OEHsS42nFZ+jxM6xWZYA8KxBQ+v0hqtIeDHUBe+KLWcFZVKUrKUFDWbEJxhNUpallooaJw+AXSF4Q79BX9J3IAVybDmW4HB+mE2KnTRf9gzWbIR8uJ9EA0e5QoIrRmy+VzpXsf3T0tTa1ejK+vp0KufLbR1+Oeib+sw+eYO6448ybsGu6oFIu2P3nOp3eN9x+7XJHlFXpR6w1NZaA6uP/WlV6/tS5U5+Aa+y2rU+X9pV+5mMU06WIfTQWWBrLygVqwJdE7hIl+qsE/mE/4/dLXSJ9kRIPLSXaKyXai5moyF5cRC5K3vU0VmInFoobWxcOBIXgQBAFg0ju4ACLiEkxmeQ2G/cMBrvuIoNxOZ2UwdRe1OsUAZ2YkLzIWrCKxz/AYjAzzPHhSzwvtRuXMJk6Bn6RRWjzG7OdstVXPhrRcbXsxO/nhirsjSzhmmxtYHC3yvz85qLocG9L8dn5/zmyNjTla7F9wIYd+9TuybfRPhq3e3BBRgUV4KwufiPagZg41fDAcOAg9v7UQ9ZQvRUMGLpAgIxox/CZCXzmb2H4WKzmMgyhXYTQTiDUYY8bJhAOe6FXsNh4bBBcwGpwkbSIGoOXxGaiZ9RgYCTEjbJYYxmMX6LsRqldIIYXq+G1InTY7saby66UMm7jxfyUwcz5sf5l+KAf44fNBtZHySWqeOrGXo9qALoe2jurdEfTkafgm6WftXzvhnfXlH4/xViIpX0+9ODuNR1bJ8H9E2eh7Mgzm5cuevn0qsETM4wGQ+3oP2P8YqARvHQC5LCqKUACnk9cSDAJMTZT8omE3W0KG91ue3U4bKyuNgI7NQwVxIyoDaQxStq4oAjw8bjZ7gfOKI6s5o6Gw1E/wd7j5cn6SWDm/X6zk2hgNMoY1XpMcZYBM0WzAzRjBngRxaZyvR8nA0NIXceg6S82AySII8N4NtOBvdQe6Mv0kNrei8B6oNVkNRJ1DOsJ3xbBxVwFU28ZIYyXgvza5zt9yuWw75YbqhgUVt3qnX3PpH+tr3vhtrSxQQ+vnU68mefDn9u+rmP57m91OEuN+5bft0CFavdcnS9c29M9EF684iHZDBpO4mJsjxfRnEgOvHSM6ipP6rijpsYBZA6HxV9dzfn9nIXop4Xop2W6fnKifnKifhZABCNvBEmYFJRqPpk0WjzAxoV02DTPPVpdjflfz2goxHgI+koL7/EwRuLRVFh58xW4RxmdjiEVv4FU+Cl/Rmzt+EXAK2aWaPE4FUUFdhrfUG83FclgXb6Yr/xfAf/Wph6s1T/61weef7m0uRf+EDvAx1Rzw33NO2s0UeMlgL+e2b1rqKN07gel1/+LOEOHtb4hl3R2Ra64cibUZd/3M2xPk0CAJkEnEaxevleyQrKR28GxLSQJcTgDM0RDzXY+Q/kzxjuTUaOYJ1jjUqMaYlmrMPRBJAicmphdNZGLmrgtdat2GqPDj8IiYbBI6lEfyON7ae0BPp+X62KRGgnrqyOicLl8NaRNxuOJkEbEnidsNp8uQFINVaRxxkdu6/PpAIQRzNiPtSGG0RmemUbwpig6tdFEJtObyMqkvFIRiLTyVFpxsblMLx68aH4gjov8GZIHy4YuNpB5oI7kyi8T6FsvDaHQyfz7L8yFP7xhiGGY+p6H+2vdmqVdCxciCTvruqo5T4R9sqE1j6jzvVc3T1w/3U9Cf+mncA07NLcxFYvLdFvnrVmfU8oVy1puWFFf7FmRfGrRulkyueapgWrXppXZ5IMzLBeJp9qx7boD16MqkMLW6/4TIIErkXYyDMNhT7rBkEunDR5KuQEWEGF2BmzNc9hWBTBTiQtGEx8nlQLLOx7XkgaJJ3UmaDJlHIShyFHnaHM6lyEya2jwT0VJ/ophIuadZhn1JGWXLxPrMvso41+cERlJKaZi+vti9hsjbJwGqQxDGk7rqam6k1j6U9sWJoe3LZdImPrIYP/SXWt2lG4eHpmYXiOuja6qwvRw16eXXX9t/6qe3rnB9FWLRoQVc/LBDTgamvhTpVpYoCnU8/5/DUZNzHM3V+IgNJfy6Gdn8GiaC8T1pg0sgCsFVZTTmXgTWRhICk2BNxRyRYbpoty6nyhtfz+f1btDKdbmbWu1YcRbMPIMRj02LVVnxttevG3D21ksB5Fp92ILFmoXTC5+XztsFzg9397O55SpJJ+tDnkDbuTU+3VKZVOTJEnDZB02cwIPSKVpI5Vmr3BI+KmA66eEn0raKUnSLhJyqlR+LMKjOp2TGkAd73QaeSLgEK7zJOgiu01mHHcZJbSRbRGw4FuYsaiNWNQLqQ96m/oeUrni1CJS2YrVrrwi1lAUOxmAV462iCeKl/M+b4n/T+XxxNoXj0OxckllUuTnL9OGTapc+gP1UOanLdpii8mlbJWdLemp+3iw4zHP+ydd+tQ/J/zc8rZ7bG3NJv4T+4T7El798tmfsLc29wzCnZl5nhrfggWld6frE7u5xm3IfDKzuPiL0s2LT2zlP7Une3Tzkia1wvTlOZ2WpmULth0ZrT+2eUleq7J8Ae95Y88VV0UDMY+l4ZaRKyaOiDcS03FYlyxYx57G9ZTEzvfS2Pn4vtjB2PkYilFxKvlYzA+oj5PSBgsB17Kuo74a/dNYOThcaUmMrNGFYChk8XqQHlTZieUMBFhOT0SpxYYy5/P7WRmppVIsOha1i5GwaCgnqIPKE+GIHLbwzniZOcRJHZ3eBkA6I5Z5wsyWgpz10uTRRsvqEdIkAItfvXYg0DTyiptnZrQZ/JuIpwgG8/yGlXtXdHzl9MR3aevB2pWk8SBxQ6Xx4NEpBoyZ7VSOgubjv1buD3MQlMfcovvY9/D+L9H9n4fPTe0v0P1HZ+wX+QbZ/9TF/bQt8MfoHakM1/AHBTW7ALb6dEa+cwEEpIrr1Tp+ATCZzfPrvZ5Uar7ZTNLxbk/K5ME/Ge18VuExA2+9hIvMa+oWWEVbm5Q2+3K0qUwADiy3KG0pLAjK1HyPmbVmtWpDJQNv4ADDeoP1/gTpOTLKceogzUrbebrW6umaKEcwyPplJ0XBChYd288yLMm+s8TqsKxfrbY6SCLejuVuJYn4RXGSiI/HE5EIrvt9o4lEtv0Z0VYAAXRj6tnUlBWEeaSNLivWcTEZT/Mm2KxfzMxfmpifRkCnZ+bFlPxbtLHzkrT8Ae3p5gNarvl0cyUZbxaT7wvKyXhQTsabLk3GY9sBRi7ngsXNAMmuXTZLT1Yf0qBKukAwL6t9j4W9YgJ+ViwfWL3XxfSUmmaTRP0L86TGrwrMqnjIrYiS1tX40FyTzWJtqYkx87qF7FeWrGlUKQxPFmZxvb2zGwKrt+9Za5J09MJ/zXbkr906b3O1tqkueGXd6M1tTG9kYMnyLgvnMXjcPW1r6nUBZ2tduinn9rg99hqah5t8FgbheZnPEFKfBEAv1f7hcQBCArdFuVd5jwoxEAQsSp2gKufdGegEdZlMHMYzmSLV7XzpEUkK/doQkmTw9TL1evgOvjFmzgxMhoXw4TAaCFfLMPmLFzMZ/LyTpUeYGnQBP287eZ56PT5bcxw/R6s3kbMyGfG9PuJ5+PnX0edLJR2Ek+DrriPXARWOSK3gjWNaucFBfOaFUZ2e1+O1oMUbGtIRSEsWuFY9dsxq1Ro0mIA8Ntqvh/pn0A9xKP8YIHHVuaPALmtVozHgw4zkGsxiXsFPuQq7qN3AhB0XvoPJpObG0MeOarVqvBJ0hwxHDM8aUMIADQYAMcW845iM9C+SPY0O4uvvx9e/9k07xCx/4p24/S3aVDRSxDovpgyJKjvs470LBh8XHM7H9zmW2biSY/ydIqGVKcryiYKCOPTrSacrOhkOkpFJra05I14yNRN3M1qVW5cb6M1xGz6z6Mlr7h64b/3JdVjSXEfCIfx28cnjpd7neh5Z/+LA50tXvDh8juJNcTNI1Z4yrgtmyHUtfLEsgVSoVlaWAL1uAVOcJqe1FTlxVtdMeX6k80AeBiUpqX+aPh2UdIKooGLgQPW+6oPVh6tZIkVNdRi/BQN1kUMRJgLqsHZRFaPPgkGmRnqo/Cx8j8nXJadBQLAy0KLXy+XkMgP+32s4hCXFGvDV9PKpd/37ri+XoX0adgclG0DrUQaGaICj1PJcaCA0HEL7QhdCzNjk749TTHGVIcdVai2vSwrJQ0mUxLeO05KNxC+WrSj9l6l3wzhK3gZpgWOgwA1wjIgnAx3kTnpyJ4fXITj2OQ45fuqQOqbuN72s/8D7lcs+Wik7+2PmGD7gw2WnKSCTTUwBKbD/AIEqqkhxCtwU7qOVd2F/DF0VLVGrwTSd+2jngQRkpZz0T/hdrqRlG0KnpB5Q902EIX9RcCWT+FzE6OqF+oH6LfV765+tf7leVi843Xw9qIuXRVp+3lbpxwwh7X+T++iuB0D6KEgdYxGzLw7HJl8TbPG4RiPg31tih2JMTDBY+RjJG8TwfciN8J1GMlP3ekCG9Vv7jvhO+F6doP8JfGkVvtVuQV3lwbdCjF9ozJCMjVCdqOf95KU4PwT+Lf59/oP+I/5n/VKd3+cf8J/3X/BL/FgOI9dSJKfJgpZfpp8q/1p0qzQLsrT8/yYEcjmx/A3JBqEB6Rp8eDXQsLfh5YafNsgayBMbCAwjl+DwaxEHLqy7DqQkL2A8rpt8SXobGDkqYRPl8AAx5xO4NN8Q2hJ+vV6QsHVCdZivE0wWXle3t47R1XnrhDok1ME6xIQEHG2EhEAYL0wO/vEQLIS2hBgQ2ho6H0Khi0UTN8pFnKYL0/FcCxwYzwZaxteF6miQghkRHG7+UOR3EWZLZG/k2QjSRXyRgcjLkZ9GJBHxAZUKjHFLltax+9gGrF8viPUf/BlmwZLjKIlFig0gUeRQDU/Wx7xV/L4ULuo3hVAqxbK4pjQIBgvvbUg07Gs42MDqGqCuwUuR3YKxlTYQYzEiFoKUJS76OjbJMvh53y3bPLaizzanZ7qt/UjnfeD9i+ACOAxuG/VpoRajMqo38hpCA3V4A2UNHp4R8AJmibYFmzLD2cezzMEsxAQ+68tuye7Nnsqey17IyvXZlJoR/PQu5wUNvhq+nIG6jDfD0MyNtqubzwgOL14YbHyG6D5Rn/gIsV8YYeK3Rkg5JlfMKEeRlkP1JFQ6LGIxyrbpo5wHUKW8oB7kQQt84gQh7qNYCDniKIx4I83hBU8WyKfheNql1q7g+DstX7K9h9Ai+3o7k1E+aXle+byKtY9N/lLQ2hw8L7d6+SbB5+ebxtAXBK6lhW9IZ8jvjBCN8Rm883hO4PBzSI/fU6P4AF3jY3lygWpvGibTR9IX0igtJrZUfDrtkyfljDymC9WfFLnEaAHHVSfR8yCIfjLq83gcT6EXMNswoGeO6vW6k+gMMKErBVUzeXAzeXDzSbQLNBJzjAvU2JjKkiNZciQ7hnYe5alikrdJld8mhXcLmkMNWDXxr4YGVg2eQq+BAqhF9wocy6prHM2OOQ4UcngMhuAYemPU6vGon0afxXT+R2AWNO+nBJ20R+vzedongHur3BkmHsfEhbLyOF7hUBtTFNJejZl8sUD7hxdpPngiHk/RU0QWE69PAqIcNAQnUbgYAGZztOMs60/lrBKZD+h5Q44MCzH4yTSRaRn5ngKdMrYJSqZRHvbGhx/fJ0eat+46CJfC9qFvGkq3DpfeKH372XstxR07a2EheG7+A59qboo11CLJqr2fK2UH93R/trijY++Szy+GwfWfKDSaejM33/bVF143+N5hYBQa/w1eMRAowOusUtXvZWqFManpyo59oXDH0q93HCg98vUFj4MK3yQ6CszADfzgP08Al0g1nUT3bHjDSlimjSyWsb+WMDbCR72EdPr9NpfVTkmnEzoJ6bRS0ummpFMzhr4zKlMqZa1K9GN89wrx9GHi6RGJp8djcRDiabNZCPFUuFzwh+iHRsZIAhujmTeKimzHSo8XRqRU4sgSc88A5p5vkXRJntRPIs2L3HOimeSfx3vnDxLmeQnxBPEi5Z5l5kkEI85/ZrGSb2VNF0jyvTuYMzuuXLHUEY/mDixp2zm3+Zre/v7S2Uv46O5cvUSx50ahq+GGRSl9SZjOSsu8keKLeWn+g7aZ+CBYA+4iPgi8AHvA/YJZh7wogRCLdI1cI+muIOQzjaQiJHm+kTaoYJPNNfoak40DjezjjdDbuLfxfCMam/y50NLYiE04p/FpTmkQ0HCafZoD2oOa+7WHNY9r5CzyFhIFBhS4wsuFCwW2wEBvLpFjuNzLuQs5lCN+hDopHBuVTR6x8EUaKpU58Ax7thbayvbb7vCHZnDqj3Ie2Di5gvkW+5ohxL5btvN3ifZR57RKLtpRsB77yG9J/3XaeQOSCyA8CpNO7Llef1I8mzI8BWZ4XszuGJHZEU8r3mMjuYfMif3sM2Xesk4qgCbM60he75hKy+8jN3tOcDmdgBBG4OE8+zwHPazO4/UIngHPBY/EI0JEXF+Fo/TT+/or98VcbghcAxqFOAOHbVttDLBZO8ntbIKQ0dkStn7bkI0lGy/bfmdjj+AVY7vowGmMCZSTV6NPS2/CMaHYP5L83k74IvvHMiclsWK6/O5HFVp+bPJNwVZ+cZ0LApfPNeDa6jroetwldVVeWnxn8m1yGJTJJc+DTmgQ2ppsVjvv4GBX/dJ6ptGGGYLNHDFnDdnqbOh4x/esZ9zfC/ww8IPqX1Sruy1rjduM28P7Q/vDD1gek49ZFFYDFMbQcUFRKIDbvNBrV1BH6vbyCgVQ+pSMUgnsxDnY0DZBAdIwrYiDGvA0tgY5bA0URGT0ZKVSKx1D9wl6HT4nbfcKvireKxBptnLoELCjcaBFvyXTgGDL3w0K6OPYxwjobtCOHjzWLChsfPMYrNqfiE+8g6NPG/cHx8Q4tdaJ4ridzmUaB7bCeDPXrCdDREnMmibtU0V9OmF/C9uGkWIxDjGzgalc+UtnsvL8FuU/Mx0UIa1Mi2HFNlwvzqMRNsmkUVglzmxmpfY9jSxX55bUZTuigXnGBq2pNVfsvWp49VW7+q6GZtey1uvX1ve0Hfx478re/ljHNdtLE6V/fX1ocX52c9h69wtMRiK3OjPOAUtgjrkw54poY20oVhWtDv7WH/bE9Dqp1ebr5LcMVfGlC62ZpXWDjy1c1tN2Z3H0Y7F5vbHhLpKbI7zy55KvgCDYL1juZ2GDAWYMj/nGLEihuEcJlUpUFsvI0WAQlV254FEIZjuVBtLaCfp2e3iaKL6FJaHFkkDoYZoFCGNL/IfxCeI/MZh2cQokgjN2oBTjYjqBoSVushLtfxDWqspgE5Ja+vn7rzO3h4OedL7Bt0yfwsA1tvFLIjdJ+tc0Lupa3ba5g1jdRMAVqampHjTmewg4Eb8jwKV+6/DZqvSK2av6btonztGGMWCXYD3Pg9eFJocBdqWXphmbNWLNmrKhbPR79jPe7wV/GPxB6BchVbdtrXmbeXt0f2R/9AHbY8oxm8JqgrdVwSqnqqLSKhVQ+9SMWg2dBDsHVekMzKhqYR18uuzgVGWVVqnUak4uqjQ+J+OsIjhWERyrsE88BJwYSA6rdB1W6Cb8uur9GMyPqLSivmJ1Rfr036av/s6v/HUKSnD/69WStgVReyNDoJO2BfX83RbnzMAPBphD8+C8p9ApYARz0e+ODXQNdzFdT6HTNEF77KjN/r+bpadFs4Svv0tQd3fb/1HWadHfaZ0g18y9BT5go8qchmbTiu+Uf42P0Pr1j7VdkE7Xn6GX/j12DH3rB587uLhq8dott/+9Jo196af9PR35z1Y1tjf3YJ0S7Zv0F9i+1YOzl1i4M4kfJJhDNbBG1I840Y/QcIgJifoRRscElc1+OTtYqcRxrBL+cNj+QXOY/gvmMH1Zc8g124g4p5nEaez0EkF+dEuJpsnoI1jNpVOS+Ej2k/3qDLhFvNkluA7nwWzoE2b9Tdb0TPsP2plDAhREuRSIXBqHG5lGUS5N6Nhxh/1vMLkFdNdoU5N40V9ters+1PSWBXcZ8/vhAvx7rfL0qvfXWmjm5RlC/usrnOTNaVLHvDNaeoTYbczjuyq5bMrjERNZPNicnp7XIXURn9cttnWsFM8CfK7xkjYRokP4vDnT2kQQI+3u7ctMy6GL/sJfea7uOqSWPgN+fxQxi0kgNKuDX1weT7GY5iW0Br5/8anF5xYjsDi5mBmbfEXgFy8eGBC65ZyBf3jOgz1f7H+y/3nT89Z/sX27/8z875vf6H699w/md7v+1K1Dg4Jaxx8ZhMwguemiSZ6sj/f184PCnAzZPjqLrkabmukhwZjK8GAQ9g9CMDgwODyIBmH32OS+0eWTfDc5r3OZuOYL4toeJmscyuKX4brhc92vdL/TjboxLb+W5g7KeUG6ORLPYFMeL4qhVzk/+HOKRbeIBQAYi//GWNDsyKx2miUR/GoD70vtSz2eOpViQQqC1GG8jUBqIDWcOp+6kJKQ2CaeStXXCzeGbw19PHwg+VD4i3VP1n3b9u26M8k3wq/V/SmsQTkKRg4yuTIYuTIYOQxGTgQjVwYjNwVGDvbnIMgN5IZxGAnDZTDCZTDCZTDCZTDCU2CE4XPhV8LvhFH4Q8EgcaiYNZ3K92Md8pd1iOAxgPH4FcaDYj1rNsVc4IhOdJ/qPteNQDfE/49NviCku7vb24Ubmz7edKDj0+b7bQ80fbHtybYzltP2bzu+3Xam442m19r+1PRei56OcueP9EKmtwxDbxmGXgxDrwhDbxmG3ikYemF/LyQzJg33ol7YVIahqQxDUxmGpjIMTVMwNMHnml5peqcJNf1FGEQUcP2YNbmHXYS+guPDfWDqt3StIUR+0/hwcPJxkMfxoY+meqM8WQtOlYY/6IPDvn2+8z6k83nlHhLnen1exltpgBqpPAPBIFog+T3GeQm5pwTHlqVXQeCbNFN6VGHEIedNgjqT8XoFplFQVfGNoC5Og0yxDuP6xFzDhvA7PiT6j9I4bddUAw/YIOiswMbhyNeoEVw4XCWNjILCp5N5ZQkZkp1ENdinpp8QgA/KxtCYoPLp5Ak5I7dxVhqqQNiwHyTG33wxnShiPgVtCe6cY+Jdsk0nCHC8ePalYqo+OdXESIfGlqe6xabVSv2opdLSqM8MLHIaTzREsh1NrmZrrT74aWJA2+rdLb8dvm7gkQlfJDPcu743EA/FzMlgtY+WZyVzEEUAjq7BrYI1DCJbI/siKBJw15gNxrisScbIkGIM3S+4N1p3WG+3IitAHGKQ2awGSfUpH/Qp1EaDdgy9ImjUEXGeJKtLonY9RbwaUNMinhvnfqzP47JwEy+RL3IUMcM4hdcvFvPFceyUXjvLvVopa6DKbCKeJCeNQ9H/WGn39Fy2CV6m7AdTp6Lzo2bNwD3Ll9/YXajp7jRJFg5cFXloJgz3rnnuiusehVxrw07Dz7Zu7tmzZOH7t14KBxl8S/XlbszHePCMYNtk2GRlvsv+kGVMxAbbwyGZw+H1+cbQdsEgc5hkMocv6PDasX9M6fWqk+gFkCIu3+Pjkym4FVsyJpUKj6FTTxbs0G4H3qfRVhAsR6mcQ6b3eQWszl4vyCdg4hl0GOgJBQNZqN/P/WdivGinfa30eTINxDj5lHCRjEYaiU/YSXdTg9j74oC2zlbuZNF8upl2mQBFWHbHUvKRnwQkXRoNxB0XoDinipE6bUiOi3yMzIeJFtxS7WmMZLmOUC5odO/sq77TaxdCnRmEArXD1qAtdktpl8lnyPltnKmzypKEQZ173qaxRYG01IaNlRN6q5xxR9SrdWtC2xZPHPw0XwWDN+oUbrtJb1FpOTvJ1U6m0MPsThAFKRwx/vEEqJ98fdQR4utJo4jJStZ/FDQ2O7+J28k9mP1ylnWQIyotnyDZXLM3xMvV4YZsA5JzD+q/rEeJRkhTi04v3ziGXjimy+VY4B5D3xP0A7UXapna2sNJmEwGTVFjtJwiOMYa5EF/8iS6n/Zzt1fzdtIBTmfE3DiWK98sN4YeGDUYjLEx9PBRvz+NV6NyuZFm7VuAERow33rLQBO3pFf2eNxQ7h6nJ5OzEMKVShGijHU8nU7g40XS2Q3bJlAUc+1SWXlUEZ2alMkERIU30CkZxAOzYBMM8uUkr5FMV0omOEUPv2hNJqqrq1RSa6y74c7vvrU821Cwb1ncW0gHfXWpdXNuTL9Y2hAyOWbXb1saE+Z9kntg0IOtAWs2OaLhGruwexkMvgQ5pVYCa2+7ft2SRdctWB5Ty0445o7siOQn9jekmj2DN9M82+zSUuleJgMcYJZgM9s0el6uhHnNDs3tGtRgggqz3czoCInlMIm1o1eOMYBzWaWJs9y5U9i8Fcbrk0XMJ0fiEuSnOkkZJPCn9QGfjJXR+Q2keyfe23Kd3QUZY9zeUYSfZ8Z+8/vSLW+Wfv3j61dJljxS+pOW83UO/yB0ZQ+cW7qQbPnCYM6N7TN9N1TC9n1QtO9owfvnQfUJACfrBbPTqdUKmOfj2HwrdheHfBd8rK+cURXbGK9A2+AZ9mVOpl6B1eIdWt4rJvfCM+ANgMCVxxBiIEnX7xGUDCNhGQbhM8bQl44iAREt8Yd4urZ5xbVWT9eCSqbkfSiJz0IIJKgLBHQemLyddKqC1L6Xf9Qng7JwDp658dc7hs7v/Dl9Lwv6AuOSBDmSJQZsT3kOgRWMC7+XDLxwAkhxTVAYHDzD4YWE1BiFWs8zpKlDSmpJHZliB+4F9wCGoyNdEZBK0FZ2H8t42QRbYBELGKhCDIuJK5SMoccEHX5bIRDjkYDvhEgxHzsqE2TlYsrKxZSViymbKqYsic9CsunFnMg/Xykw/RQhJLPbnC0W8/nv0yU+j7Y8BcuNFYyr3CBxfbnlQcRgBGPwOkdb59kJmoOxlK6jGCCgAt86JuV0Dl5JC49RUJHWHWW5j5GCgKDHGxKyV0oPSRUq0uIDJFCDJCfRD4EMl1ChoAX9X+Spll+UJzOGdo/iN5KTVh+plMWrUaVSo9YbptpwxmfIHLu9d3H5x8uzNIn9huJU6OXyw+Xrnl4PP4YBOImB2HVu3YulUYzCeoyGyEP0GAsrxWL1FBZ6jIWV6oMKPEc1ghRcQltb8QYkZWbogjR2KUjRVSosbES2dFMgwP9dzFpceiDjZD4ZiiOZEpf/qFyQj4ntX3I5IBAcZRhAkJBKZyBRnv4IEAW4iEgFjnJ7FsUkOL3zlHVaA9X1l/SRegUtYIqSNzixlwztpz35CunXRLHQwXMngKJcOzSkdtD6MFVX5JW6orGV1aSM2iU16DjRGLVCRcPxxrbZ/BbVXhVzXnVBxQAVp/KpkBqpBIVGK9dpdAI+PqzbqmN+p5vUMTqdV5fQ4eM6jaAhlyut+FUYGZQC0stRIGdvAXsBcx5cwHIEpILis4EgZSSI9Ookd2O3sszv2EmW0bGkwuLj2ProOUYqATKisFAg0xccw68MWclFDRYsBjNPZtJgSAscY0dIrlHIVUpyhlpQly9R6+Skxvu0glaoq+e1grcKL7CH1Wm9Wqag7dcOae/RslqQoES+bLqer2xgyXHPYxFeW9lxetoRYtsSZ8nRIp3EKm/jvu+Y+fs01Yq/dI4YM1AbcVEzkDVnJZvw9bJ2LBPry5NTGvJlsc6sp/XjE5N18IvgDLYVMmA+LmURZGQstsbpFysz5uX0AT1JXPxm6OTQ0JnSlfDB0pVifWtHd8JfSk5zpNcJYH9F79deegT+ktoeGdiA6xt67EnAQgdi/1oDIiEVSCYr2xFxtpPxS4zGxGukioiuwYhLDddiC7H/5LqnqXH4n+Fz6+h7doJfwfmMl5NJ7AC8t43um4e+zWyWDnCkFa84+Tm6b3HpC8z1MEX3XfHnvZX8BI63zuN4Syn2p4I1MjmYP4o9whzyyjGFjj845/CcU3OQdM4cC086VoG+x/tO9aH+vn19h/pe7vtp34U+aR8gJXzS5eMxfUbUvdKmunID41T/oJ+Tvlvq2eW+WxHpo6BpFImd7Y4pNPypJFborwq2ZExrE/D+BOnAkyBdNrckDiWYBLlxfNpdwf/hfbExvQY9LM1jbHSUV1jgwUkOmAXsMEG22UQ6bNWSLriVNmB6vmRx5Xzt/8BVkw8A3wlsmn4u6CNBk1NghDAshIdIX9wwbcuscBDxWbdPPSvHkIYfB7n2NUEdC+KnMSDsw4EVCW/xVVPXfLxyjXoIbpB8HXQfRUyUFlvLc1Fc7F8ej0Zp77KYGDnj3TEIYolYITYUY8nMpntjp2LnYpLYxcbbkUr/K/oMdB7HvneCy5XxjzPKGBXLSHqNDYUOlzuMiWXENUZZ6mO3MG2Y89eCeni3oANKTnlQiRRSbUih56MkieCw2nlZ0BoMB5E1VgNquVpfLfKj2rgQpynRdVfwcWFwNR2tJNjmzcO/HGSYZV0S1HP1vnp8br2QGEP/T3BKvMBLWJ9X0HC8zuv1Jrx7vT/1SgzIS1TVYCIhl3MMnRFc2CiSk4bUW9S/U0+q2ZfVP1UzOjWmRmrzGDp+1GeKklBWoCFbXX0iWVcnVOf4OiGZrI3XxGLkR0yoqanhEJIGAoJSw+sC3gDDoQAOQR48KhWktP4rzPwW6V4pIwVp07O0YcWM7gFW9CDgoH1/Ypy0qHCnbM8XRY85cZo4TJEnYjeacJwVDWPKNrVJZwaceI20xBDvOnLtFONKxAF1t4BcXqCGlfjainERf9cnySlkPkEac4vhhrQ8yVU56rakfWSmgwBtVsEBOCR2mHQs2bJ4wRpO754zceRw3/LOmq0Njwotq5kFD6+UdN28dP2irRPnqlZVb8f/YNDK1AbzvfOb7svO+syhT634bOxXN3XXxBZr5cG9Dze0vX+q09a5A//7q/qbf7Tzyu3HYj/09hNAfkl6hvYDf0IAGih7dkbXckiy8bT/9/SczLREjAeaZ/Tvnt6nm/oKB37uHyX/ATygFQwL0azXm26OVFfHmx12OzA34792FSdRKiXZZEMk4BWqHUqVyu4wnay0BUy8lCJDz9/8Seps+s2zaUg/YJoyiN9HTIuTqKa4F/GCvFYV/RhgOUXkhkRw0zJG9KvFJOYSI/8s/YqmVEa+hCGV0Q9pMn8srbyeb3Rq665utDpd1gQUlB4uO9DrdHUqdErb6+TTWS67TtMmGK0Kbb3RYFArk0mzBgaHN70H3auz9tSf+/tX3vWdVwZa25POwm+XrFxxgrnJp1PK26p0Oo3Bq9P49UvsJs5qtSukSg3p5YFtShkng1R9A7UTCPuktZK7QRosBRvBNsE9l+fnLGjJ54UFCxJ1dSAWu8pvHt44WO2V++UaknUyblyHfw0OJuZ29rU08EvydYnoRRTfTFUQ1KcTPznLvZkax84/nT6bTv/4LCUqaTI57SVg0g+8aWElczLV8jEL0onqxOTJX0BYnCV5JsQSGuWLDV/0m2ns2tLV1R53vSnLVWWMDdUm185wUmGY3eVxFIxZ8r3W2mFLyBaDyYoomqeJQqsNFHwzZTFxNpWtUpvkpkDQp7I4/BYY1GmzoU1jsWZ9WmqTq1iZwXnPJ/3OuKbK5HW5aILmU5mqD5dXrGa6wL5nczmURrlVqZXLpRqLvpxfJfLC8ttB5Yd9hGSNpAfUgAGwAuwRwrNra9t6s6lUvrc3Eg6DQKAIqwzzB5UK++DsQle2vrY/FY5EsKV85ejC+VVEoGpgMJmAAtcNrRZHFFiK5IO94qfZuInUj8ksnxerxU9eTGGhkppxOVFKxS9cUynR1Er5K6JigsUN/zoRwvIHZSxpyZoSb7vuU3cvWLf6bOzq2Y1dq4dGboi5Uv15z+ze4fm5BrjmckLTaQOzLhFaKe9erLMblH1tMHj7bV/K8J9r7LaZsq2fkPoLgw333nX/5msezH2ohLhY7XQJTTz4TxqLS1edqPhrIgssm13Tfr+ObeYuMv4Nc5rtpSNT+38wY/83pl1f3o85zU2Tt/1v+6W7pu6TI0MqPmw/YCknuBrrSh6sBMNgHXhA4ItDQ6vXshFlYH5jY9/S9kKhc+nSDM+D5NpIIJkMRNay5vUOp9NtXrNu3arhYX1IBvxEZzj9/N6F7bMaVxT4TMLpcCSmLADRFu7HU1YgQfMRVEvOQvrFITJOLZEoW9Vp6sOdJX94B81J0zFjZMgjrcNlJzkLTvOScShaCZKw+2tM75RLvXqka2Ffwe/k5DZtz8TjxK9a5uUrjnV1V2vr0pqBkP+yevUBu1zqmfK/GiWjUUoCxqY50U73fdmWe//pYN2OPuyF58SpF97T39fgDn5Eo/3nZWV3TfrzifLD+nXLVLtoo2QzFyLemJOqP16ed0c5aZqS824hdDnxitJF5lVUuMHLSDWJpZqcKdWfzJTqDHFeTpr/x4L8xwrwHyw3sf+lqSyv26b6QmB5AStoBJuEhFwm06CEzVaT8bvd1Rn8JlYtymi1GYSaIWxKROv9LlvebZTJ5QYj0lz0samZVEUP6fjPxAeICv05ozXLA61/FU1hG9/bx2jLAGo1EH6lAuZ9qjKYwcuDCbkyULW3Dl6E7FF3GTLlh/ETT+lh9hjThjGbEDGbXDE1rvG5E8Aw+cfRSwc26mcMbPywEY1P0BGNyg+MaOQuDmHUJw3iIEaWDmIU2xcvM4jRfLlBjH9x/OJfHLw4c+BiOSU5c9BiOTUpjg0pj1e8QxwDItkOX5abcZS3BKyBD58A7snzo95qvoYgVJvgk2RtcvC15d/dBDGrr4q/v+rBIBNQxhWr0XKJ1ap91gRNY+jrx5wCjmWddGISm7i2eOj6yapq3unULm/Voq9iROPofbAPSNA3gAL40deBFk0ABfovQbtIEASZlheEfG+mf1GrAn0Tn9ePjuBrUugPoBffER/ufZbu78T782gLjphvHT1XgIWT6B3QjH4/2pPJ9DyDbgW96PegDixEt+L7LqqrUwak4dVFtBRYSbu6TM7jF/frT6LbyNgAQR1M8B6PNizIjHx4DB04VhQ4E18kZcAlL2Lh/w9Yig5g3LToXSBFf8QBS2J/4p23uIl342SiRzIWgDireGWgNY7h/j9z7wHnRnXtj987RaPRjGZGvfe60kralbR9vZrtXi/uxhW529gQsNc0A4kNhN4MBFNMMUmAEJI8wI21wdgxBEKCA7zwIMUYQxzC42VD8nCAgFf+3Tsj7a4L9b33//x3V9JoZnY0OuV7z7n3lJySnd3kyNgRz5UqNM6h5BEnei6XOnFKpSND0pDzqHNIzdRODg2olTia1DYBYE1SmXCFSLcwEGoYZY2wQa36pWhgWfPqG0Zb45E46TpYXk6MKoU7zOqiIV5SrDSeQHJEKotVSmBQPXzZahUNJDUz3dw7K2w2myxGJ8OZ08Eoo+2W/awxVp13Rb1OT87oNZlN/lAiIegtlNGYdPJGi5bm3VGr0UIxVTaLjjfSXj3zH5GOEG/RoxM6673h1ogHWcjVvd6GzoQhFDCn/bzdlcnURUvn99fU8/qgyd+YdWYDWm2Yt4YaHadpajlftqpaY6qFYXvUwBvNGhdecQU99DnwCea3oApnL8FGPKehyGkSy2k4quYwseh2myTRks/jvdkGdT0S763Fe6vLe5WcEw7JtAkLnsmESw5hGfM+o8iYQ5E9jvznFiYYQ0KA9wWVfRS5DUlXgvzZVlANq3ejfTVIkmWQJt/f0pjODuIDeZh/Bh1oRAfqkaBmyR9sqa9PDJI/2LE+DdNpwTSIRRfhBRZdAYmuh2E8WHS9SHQBiJJXbkNmOMgNwtBVSoFLJE54MRmJ05EBnOc/UEYPhBTHpZ8Ml9+VVFnDIjecRAJWnqNVElKU6uZjpaThc8WEwbMN6Lit/AqfQFJgCBhMZiwFWlqwUAZT0qk3WFiqIgZifs6LyRlv5OaiZ+Y7p9XU6fmgyddY6/AYw5jFtkCjqw+x2J+tSjH26tfT1aFp1VXBUCYVnpqsCmFbpAfh0xPMbMAgPn+4Ew2JCpfhIMJxxGW6wk8G85Mo8zOEX/24QgFmAAGJXYgBGvJnO2RKdvnz1CC5TdanXZjZLpcpKiYyZZRJKFzlEcpEVQmIqigTQPtNiHkAc42CFGV1KVxzQifmmhVxLSKKEcy1KOJaLRKAK7dkMrWYZycCgMKxk1FAxf05paRz6KPiUIVHKoMqZP9qjII/QFRPTXtXZY+qpAp7TtJSZnY6HZqSqAreg5QPswYrX5k1J2ifMlbICi9+jQbACWAm7NoJQio37OWxobWiRyJlBTM8vknPkE8C3H7lU0RDH86pq8YpXD+VdQCdhsjLcdpd5L/QpT+ThfHpPGZIPl9diHeOLzOkU2FIBDGkoDKksFvZ34z2V5OrZJESgWnGVE+/Q1VdDNpTMWhPLYP21D0Is/sRZstIjT9BSvzR9ssAyATyCv9yMIf5l0H8a4vH2zD/Coh/AdCL+Dd+fGAQuk/mH+KW869HnGXIrwD953JUKh3OOhDK26WhJMZ4wwisK+wNViI+ojFsSalt6hU4Z0aCDb4a32NlHLfa2iB8IhTThppsrY2CSzzNV9Ns4wy9KU9GR5r9Gt3nScao4k71WhmNOUQymt+whK5WiLLaoGgLWEWbLXl6lcdiY0IiZ/j+qcWmn8lisUlpzLX/bYkLrAWZoMZRXV6jYPbbI4j9f4rJz5QxOY20N/E1MHcLwlxFe7On1t7hU8Hr0Bh4/SbQqkDqyMB6ap0VEZhWT2fc/Zm68nCJwDTEsoj0gQbnhFGNfQ+B6JRkPKTQ/TxFb3UgB9bIbRxXWxOPORxuvyfGEoAhadoYq6mtjbs9njjDkkQsXq01wk8QfURxUgj6QplQIUTiFyJkBZn9A2vWoIGoOPDmwezB7JtK1yj8gEobqdz+rDrBk5HePIield4mSkXleuQ1fFWjBAZdHipocsc2qCSxGD/X1mCy9f1UxNDVHa298IhiRYSN/iZkRfhZVSCd/QpV4kmNKVNZg4L3azLGKM3g+Q3+5mNDpTdG9sdH9m9A+4sj+2tG9t+C9j+DfA1CqQHzgVoDRmJo47GnoQntz4JD8FrmRSlK/a28/69gCJDH9pcmEvM1uJZPEZwNemT/PEFrap89dWXSL8uORn/f1Bn26PwuUCPo9UsddhkBFbYfEXH3G5oO7sdRGbk3kfOWkQ7giVHkTmMXWZn7xJ23yFhdG4ldY2NEiebG/jIGA6UdoEBiugskduHUtFP0yCkTp21EA27uDRtC6D/QnxdGgtjSVCY905CYP/ny+o1TbRGGNLkCkhRwGUl9f8v94NiKzs6ATiIJwSDWB53VIYdWaw+lXP56ieUZEhK81ub3nTWr1MYETQKplQioNTokb5ygkJvnDGmZtkikAGPmAKsNWHizUaB1odLExKKmzb8vXNERakgEBBvvi+eCFx04EzovTvdfccULhSs6U3mrLeKOJfRCPOL0WzibJ+JoWpnbNLf4yETSU7i01ZQbaI42p0Kif3ZH93Vy94b+thkuz5zHwpIQ0AkGjRhR898ziB97R/gxXg50ZVONve0zF1m0SP392kkzJ8Sd87O53PJ5srQcyLE4wOzI4F7XiCmn4sgBxBETIiWejWioTxMxpeIWEVPbqLdBdaY6GqujTIj+XtJmEUiFUfgJ4p7qyikhzCXEA3xMhDkE6JgjJO4IloaZWWf5/DYtT0CS4Vmp3u9KhRwM4wxVO4P1okEgSEkX6OxcAY7d39KvJ40uvwExzUQyEdvUjfWXT4b7tIVIpI3RhpzISKeIuFdyGLWQkLSkYAqW3rOHdLRgNPOWgJYNlC6c+Ehx7qbcyiZHxGPjLH5nJC7oEzF3xGbNpzqvKLxwxRX96YtL75554KJgLu7jkUOVaAh1XFH4/eamRQmyR57jcc1o69/QLV/X3THbL4ZSiDcDOVPrpTAdETUGQRcQpLDiu6fBjzVXax6SooadSh+Pv9FmvG5pXEBkjoWA8CRFPi4LgfzjIIOXiyDIHlvAPES/gXh3qxybNG3O5MlnzJkDxp3VdfbZ5yzsqkkmYr6QI1bHikLNnMmTyGlnnLEQGd7vbEkmF6IXWdfVcfa4cWefHQrFniLfAU4gku88KTjrWBZCJ1AVTzowVO6Qh1icRVt4BNhvQ3x/KdvUhDVQ+g2Cu/1GXFO0CeOfsqGsSgiEok2kjUSqif4Cykx2fUMOqVYAMdmEDqE/VWdxt04Gb5INMfTWS1vMStshRj0px0wsvdF8zZUXJZYuEyytPaeFx0fnzp7idiUCDl3p4nwhyOmQcLcG4BLNmWfKvcUmJ8XorWEvmy9evyh3QXP1kuVL021LrNXJhLV62Vnn1J0XKnhic+ZMa4uGE0vW/O2s5rXnfSvtqK9N8OthhKS0FCdygtdt15b+QAczDQ57Q/fMektVczgxozESvfcpD6yKXP/TZ+a2FSc0O9Ozx9dqKRIafDbB2L5kfFYKdLbmjL0LrotqQ+n6fFpqXd3EcnUpNt81CY1adokARoSTD9J/1DTASfAseDd8BD4Jn4f/Af+bkIgwESeyRCshE73ENGI2sRh52iQiGc4VwzWwsQ9sKjeEVyZDbKreKMd9eMCxYV3BOqi6xpiUoQCGvEqLVKtNmajCmWdILxtwkyqb2mC+AdM7izeUtvXKHogXH0LBmAZbbPhSQWW9KVRGXMwxDKcBdEYl4Bk/40WnWEMOfyq+vfJ1yu8wNGQgY/EqvUsUaVEqbDZElUOjoySCYfQBlXlPfE8NasVT9W15TzQ/skedLEUXUIOEG4JRNZ4YXQiamTIkNeDBVkEcdcbAMvL98OcGYnWBrNJ8sEGJO1bpYR0lhwVTGTd9RNiGRhxMYuVGyQY4dhsPIuWOooxqEcWUOqLqwJ/LolEfP3mh6biD6r2VTQL0YkL6o2KoOgOCY87Uz8FW8+gWjfbTVhumIKnAqvL9odmGeI21yZrF78kWP83TOkHPcdUareARGEmnISkHZzLRvIbmKXTIWi0IFiZQbcvV89l0bTdB2IKt0dKHrEHbpGUssfpAosvK1yfqfbwo169vjW24rZSxfSfqZ900b3KaXfWMi2O8ZmM8rBNoNlIdjOacvqQ55imdG2r3udtil7s7xtVytiqbwS/4QtQWa2lL3u2O1rTXZJrJWJUgwi7o43VvQJoirYa4ZKG5OVoDqzNrWZ/BZOTn2ZssTr0jYq++tO9RPc8yUtrj93OS0W6tadQZLDxX5yV1tMh6KYvFY3ESUMfq6QgalpmgQBFeQsfoGR3rICmDEPZwk7u7r+ogNPR5gothOYr4dc7TEWIDyayT6bV2N+r9hly12RnuKq0xOS0Wv2R2cFrOWvp4PJxqYgWS5bSCVQpTHKVzi1aJ1hCa0n1JkSBiFCfoNSnir/bwIEkzFIzWVGuP2se+Ix+6257wmxzhmGBr8h/9E8eZBb3JHuC0hGgXWY3oIViC+LVOZzRIeneA4qFNy1E0wVKkRjQxOmIA6kQDGsKQNajnKa2GJAZ97V74ijU8hdWS/qNkeYPY6W33lJZ5m3QuwXmrOawVNLyPc7CU3Ct6nZ/9wlml15o5wcpR58NWQkP423wsZ6CN/qyJKv1V0lo51mnw5FNM46omfLjg09pZY3uEftVuCIcZR65Ga9BOMXPTH5xqDFtc6YApm+ZFjmZpf5XWaziz7nWW1/v9YtBthm6bp6reH9SZ8uMkJ+/KnutyOQTO4akqWER9JJE0RVtNgkjWTHC9fl2VRUykkl6JCaTe7tXPWGRw6LRO0wxzSAj0Cac/OJ3kOEln5N0EzTBaPx8KBTiT9UpPk4fhLf6Ax6o3WAw6l8fDcW6B58wGnYX7N8nouYTR00aTZNQO8g6W0RO3aPWU0SQY2drkvIyJ59JeyAfMiSqLiYBuCl3CbhGI4XG9XdEqncEuSFINF7RSmepsMHNz6W+SJGpJyq8jNZIoCn7B5kAv1rQgeJ1anja4yCdzE7UWj3b+B1q7y8mVju0xJsR+WjIIaOAwG8mjDx7/npiKvg6NTBzaIMCsx2zRBROClyRF2tpGRupJ3nh0g9dkZYNxxkYHjVpkvxgIbZLQEZt1gXBYoPR61syZGkysRT/c1Rxsho+aPKKfc9GkvrTX6BX9OjfanNAcaN7k1gZilIl4VYNUVUfpdMPLPUQaFnV2ntByAHlOdVBHk/SPwX5wAJSgHfpgCMZgFjbDTuwxYnirVwxtqy1nQcMAtrcVwFVym3HDZBUHEbjaLAr+YhgegXElSCGHLUeldbPSjFk5iJe90eCWgfnKyIaLXGMIRCOITTEclIFPqbSJh0U0eCHUTlMxxdCwmVRj48T7i8awsY9HjoAJ/ReNF9DphphZMwrC9aMojPFeRWkYxQeRo6HcsjKOosEGobQRXVGtLtQwFpvRebTqSzQo8xM4MYiyFvOc15SY4WltyJoytsDwHpeRz3dNDO+ldJLeKwieZM5m7O7K0VqO8cW571t8NomRQrYGv9lc72wJkmYTVRtqcYSR64Auz9C6sNXjs1gmVaWQRDucorNGFH2GSIym+YDFavBZtUajpKEMhFcghSZGayZ5UdK2UQyLuM24Ga1RG6dxL43ECbdWcqdSBGkMih7aIsB1RUe8tIdjYahebs3ozqIZvcVqlAJxghAJF8fRDKkjSYI1WHU8hMO03VMf1OuEdMDGCiZObxEFDXFUQ1wiSMvhkuik8Fz0IDh7fLaOJUyGo4sLTq1NcNlm6HUaB0UIKZIY8CQyhgRzljlc69HfYYknMy59oM7pjVq1rMlnZWvHF/MWtmeFJ9cTd5oZWi+kcvYqycQa/LbSZ5xZ97HRxrCM2WDLRhK1rkhqZoybOI51cubxMfoVY2J6nBMFZ73nJq1JKFy+9qw4oSXGtwU0DmezR2Ob9a2L6ttncqnmdrnRbJNrzpFLz1WlfGPua+WZNd2ml6uqiT+aA4bvcj4NFK0uh4k61+DjnFyihjIKTMKqMyGd4ghdnqR1pQ1Qm6JJjc1gE1mLxBn1goNhNaU/eg1t5u6q7tJ29ETsN/sNYXQ5Qsu8Y/UShOUV1qgz6lnFTwgdm8deqamRojSH/QR+F/me8nohvVZ5LeL3Bob6RCMg3UzgHoZO2bl6dU+PTIJZs+rqZAL09tbWynA3DjvD0WfqL2A+u6H0BDeRDoOlYBO4H/wcvATeAG/DbvnWuWDOHGLa/n//9/vvvee+ZRs3Lrv99htuveDCb69at/6aldffcOuyZR2PP/HE07sf3rGjtVZfU5Ns7S7QHb39/b1TJxFwGgB/emHfvoN2Z9B0MPm7F158bp/476+9vH//fffce//9G6+/4YaN569aueycDWsvvGrjuvXrb98oxg5UT502rXr3008/uHnHzicer5kzd25roTBpUm3NoYO9jdXYheGcdpEAwMTRpIg8FvyjrN0OZ9EPXuVFjou61ItnZJSIHBxdgZ0WNcwii3ajn/IUzn68YLUfR12hJxxynX3zN/gYnuJ5E3m3yqzOQfxPOFMd793/Er4QPnwQHcaPl7IGxRnCM2YH0QXxfys78Gp+zIKtWkGZ99SoRjTJBDCaqHa0EuVjC4wkEWLDExuhhTLmWW15tUgwsqLpNK2Y6l7SoljL5ati83aM8YqhS21IMmLOR8sGrJLPgSAxV7a+SQabsipWoi218auCzvToJsStOIPYrOQmnvfx4RWtddZC4ocXNS354aePnven87y904t1pYfv+sv0QF06bvZ2pyc35vsLPD35zO5ZTAeOZrr04rpCPkoQWm3PuQ6H5/Qs1JBIabx+aYop6EZePzLthn8W82TN5kYEtY12UR+wD2+8kyQSBo/GxJl07prAaRRtY3VJl89uDbIiycOhte+tLfGGhqYM6/bE42jsbmyy0MaGtnH24KK06JQMtDNS/dEBp2Pui3G6Oqp3Vrb+ySVrQjHXJskKI9Oni/mkntbceWdna37Fojlhf8ctC6J9/RMThZWJ8ZuuPK/1tPt0cyfkQoFQ4txw3GvOuDzjU2Exks3ZvFXnXbDOOkNq6OrvaTH9zdLY0mSxL1xzQXp4g1GSjH6DhqY6LQwf9Pk9gYxUWyf4DZ50bY1XSnsbRLcu1OQ7tO4wNYXSUKRbaO1oZLVGiSfMrCOcD9OMWeBNNQnPZzekbdbw1KybMkuvjW6SKWtDy9xWNYb011SQ+Bb9LcCAKtlSYCYzCxiSoXw0uE1mLhNpqKUHiU2gML/oPOAcgpmh53CaH45ZCBkDxLd+dt9v5yY+gT+mnnBHJ8IJ5eudU7ke9BXAZLAAkICmb5M1l4kQauFx13tNrcyOK73V+YlzEnN/e9+/wUep4MSo+ynl/p6kCsSl9ELAgVY5xDT6YnlGYvi8jnEyCYbk9tI+irsNAJq9jRh7tweUJhkwM+x8qbZmIJmEYSSIIWX1lyYuLb113f5IPJ3tvPI6aKYuaF2zNVNoBCOfV1Q+b9J2rcTocILDL7eij8ULZnIAfTRNWIgIQXI+eQPYAwiwV6O5jWE49jaRglqq/PnDv1E+3nmg6BxSbiAJVXOhjkLDO1FMZ7u+e+3HkET3QS/ckpHrtzavUXMeqBXwXvo3eCYUgNJ/j8zBon2VOVX1CI4vpebDnfTbaI/p2Gul95Q8umYYIaaSW4AJBGWE+BYdxwk0pzPuJN9BxzPDSnqICkNKyNBIiBBTxhBi6syfD2xIaEMeb9Lz7XN/gi7YOWPrGYsNnbWmM8Y3XCQ3q/kVpQ/gejBD0tDmP6n3vQbdYzu6Fwu6u6Nj7rt95L6VI+jc8dQE+DN6GEfjKRnrlXMfpIdHzrUe+7j0Gv6cY1eVP8f2J7Ve51XwDqKufJ6yt0y3b8Mn6GfQf9rRe83o3DX9zMg17ceGjmnQueeicy+mtyh5JfEx595Bbxk5Vz0CwTown1xImUEQ3CXro4YGAzHPcJbhCh9pHSSfk81+m6zN5G02J+9n+byf15IM3EX+AjdjlXVa3MSPedkJnYPkC1tMjG2Q3LTViuB4kNwoWzPo6iCs1fpYHj7K7+IJHvcu3UluBmJmaCBXHMjmMohLRZyE6zgM7JnM8IDa8M/WpCTjOh1/VVJuoZrkzMTy5fAiY70yZZOGI2tc5MIp9yw5Y2J2UWvQ2TG/ddOq/t6z5asz0yK+2ulL1q0jHnk3WpPqTq2ydnTmT58/M9EIrctbJx2sqw3Z/N251pAal/4yki0Gzznyu2IAQZTzxQ+BQWYhCFs5UYYOkCmnRADi2KfKfD+uWVkPa3aC/LFPtsZSOELmkOxHG6TECnnCb/Xkq+VMC3ryR/PV1da0XJXKp3eRPwVR8pDMueq8kiOar/N6rE+TPwFO8i3gIX8iC7JLduTzLlyzyeXSDZI7ZcG/mjvEETKHc9hInNa21WDOc08j68ZSLoFa57VmcfRKAOf8xaryAZmz5wMBV1WVdRd5ELhwprRfjcIxWvKVioMupWQNLnXJDZI3yHod7nWq071CH6IJGvNTkhrALvJ10Aibr5KO4D5qxWwm6TiczNlxgMpwNlNJnFY6CCSLA4hvyjHnEO7g2JTMSMPDSjxMUgldAkr29Ekx7y1QjSErz0KdFEKGoy0P3Yjj3PWZs1tsLre15sbf6kTO9juzL+J2SPp2JW4sa8RxYwvHBLc7a/81edK8m37x6tR2Ku0VOaYj7BDUANxZoyFj9SM5MhOMGuq/1DyAY/3wEP0nzGPwocyN8rQGhxxUKez+RHbG4scxOT3K1GdGmQpc5KHtKvsHyZ9uk6NRoNtD7gR+wH01Hg6SB7e6XPQ35ZYBseREXiFG4d3OoeRwhVUKm0CZU/9TNinpCIhNeVZhk/dL2PTplDKbhu/2K2xynYJNSu7ssUbqfioLqsFEuGYnArK/yy6cOGk32/L3VP24ikAnSladU4pLV+k0XpyepEOsm8XDTybA3sFjr2ytTuX7Bo8d25pI4tdPZCuidSfmYSfmYWdnqhtzqhsr6jisqNnT6iSHL39aXT6FFbUW8TRP/mRrNmvRoKtvdfpw1ul7stDQkdcAMegLEsEgcGNWsRzuY/gCEMi/Aiv55BaLpbpSs7i/LtWHmd2IyxCjG2jEzG5szPpkKMspxG/ZlM1aSVIbxnlJ68MbwkQ47HuKvBvIQIvzxDicvovrGUxGAnTtVr/V6thF3gsMiPc4g1ep8nY4h4AUl53AkIrgFm0OjBEC9NZx2F5Q4tWKxialathJagvUbM4BtcCbUvvA4iWUfj/USEkPtWxbNqwEoo3E4MIvExbq/jNTMU9OmhqLlL535dPv5dp+1Lpy6hM7F8IZV0xa4zKZI6+uOWc4/YUSRHEGvcXW+wu7b+q96y5ZdfX+xPoHJp59Zo+TN2dtLVVV05fD+V8kUZVabtX0BGQXVYP/3AmiiKuJFG6spApHEAtHEAtHMMiHsXCEsXC4sXAYkmYsHEmzicfCISHhMCEUZ2U0dhjyBsMJ+UmY9QkzH8esxy1E9ejyNsx6m83nM2Co5nEKajCP83134Hxffmzw6J7R4FGQBhDzuhxAalBQFzH+eB0fwrtPxmJVyceGkH4Zq46LLfV+IUdG401xZPPnUr7Sh0CJax5U7DsnHlcVzF00FnF17boTwRJXufxCJLSCnYhGNumfY2BQqcSiGhafh28nwdepIErt03Bsjdo3hfqgHF+8phxfLILrtguCyPP6p8hHkLqKahOUkwRhu17Pi6Kwi1yHmf6kjkfM/txQYcPxocLlMjKZ8lc6MVq4fPQEHp/Y22Q5chWPCw+OI79LtUPXlGODn67kdpHTNEeR35MCrTCCKxZ8IpuMzvxZzrN8xIv873nCjavsaAbHVDKwHlfJIJBJi8FgLB7HBXh0YtAsikENQeOE+K0yhBDXM6DJH8kmEusNScZTwVggnRGbHQ4TLs7TXCnO0wxXN1/WTDQ3ZwZJZIYWAjAQ0N4Sg7FnyNUghSirRdJBjVQ1kE0aTSwoOuIxXK4nFtM2NcAGXK7HgU58HbSdVK4HK1IlDLv4OWV7skipygHZo12SygV88E8RILSsFIj4JtV8iLPV6O1ZcNPXLOuj2bxryv3LH59w96dVX7O+T6X3CC0jmf7HGFwcRHw3gZ0K17eWqzKMcNlwHJdPxVFWRizVI5aK5aB5CakAdzKjJI1sNOczGlijgRoNq5WwIohYEUSsCBxSBC2OmWdxqcQRRUCsGRM0X0a7E0LlK+UpxuaAusvh8c+P0Qd6Wjk8/rNzxiSFjuDUINKHvYrut8Ko0mNHQ/23WsNe7Xej1DaxgZdxdKpCqeNKmgjHlTRRSnlAWK5sslWmoVLSg1UIxmCCMYypTDAzIpiICMYjghEnVTCRJZ1COB2sweVE9bwZE86ECWfChBMR4XjcMUl/KsJVmn6fQLzj+iSNKXcylobHlz4ZS0hNYWwdlOOoeVx/IA3/rGJrj/afqIPs9kqLid/JLkHK86SbxG0mqFM0mWBxk4l8LputGyQfkS2TcwtyC3Orc9Q3bRKxPZfL1tXllaJBq7LrcQkwnlKMrIav1uqh/pStHv6s0HsUsU/Z4qE4gtmg3Nbh67d0gN+olUP+ksNrv3oLh9Jbhy47qIx3K8p9Gxxgk8ypvRnsDqvVpo56juO7MOwe24Rhu81mdTjsmM6s1frVmi64Tmq6MErPk3oujJCy+LmtFj6/xcLN69699BStFSzvfPsdZWxcUe6n8Lxis4zK7rNjJNcmqM1RiFNIrR5J7deUzz2qfCp2X+6riWL21KJ4ygYj/xOZ+9ry9tVFbaSGuipnxe2KkH2OSH0lIbIhIfrziBCNdOv4fEH5PCE5WT4qtUFV2XhxFNfoj9G4UAeJ7QyWDuOIdDgfcRMzPMs9RJ2ww/m88LxIeSqYhr43QZCqHkFyu8yHHX6+hif4jClRhwWGwgKTgAksMFVIYMLBoBcLTBi5mbuRm2nCgGZHgAYhUMperdsGQLCKUqGsFsuPVitVe1u9fV4y4Q1arVVYflzBoITlx/XFUDb0RUh2Ki2sCBceSL62gBG/XPv+t4k7vqaU0ZceuuSdz9JfQ9TKeZU19K8QvxzgLoRp2vdZgiAgkq9nKrxARwxI/jhB4LD8OQCjsmM7SSJ/jFAgDQD698zvbYStLI22ijQyWBptjCDQlAJp9FhpxI7KCZA2JrR8DKJhKp5SWIn7175/MXHpqSWWnoQJMu8ksR2RW/pXSG5fGu1VQr2O7JuPRt9rnkXvPx7tB0I+jt5/MvqevgG9/5fyXj62jsni+rDUpyM6fJC8DTSB53cCE/IdvEgBPq6DABksGqvVYqknZT2yiTyaZDoa9eA+WtuQjVSfHiT/HVk7Bg+u4yICDXn2Fp3OOkjeLuuBBVosIklWRaPJwC7yDlCFHMJYCtej2SuLZlceVMGqqtr6elBbm95N3qVAZwsQcSIHMoOyGYcyJWLPILkcalKpazco5r4DM6B1uBVZR0oDecXoTyoluQ0KViLjvrLMqNj15XKndbayxCorjtjCVwLwEGPy0ZH31MHVt49vnjfvh52TfA1dzVM3bFjZM6+DoHpSl16SL4isO0oQUuSMXJYhzKe7bDDiD1U5e6bOCPug1DLxPp1/WjbXFaxabTdxVi8yEBvmGZ1M8Fsmp0A7zyucOXGEn4jeiJ+/HeWHphbx47OKvUod1NQq9mo3bFGzqU5tp+IafVuVjkvHPtmBudYOv8B0dTFMFlih1RgMBgIdImaqWGVsaM5mqzrKTO1oxkzleU/VbsRUFxrhTmXUbtfpeKs1qLIau3guUazLZhtSmNV1KqvrRliNa6yP6+jgx41rxqzmlarqrq/EarthTOm/z+e6MjM2pvBdUc3EPM42/uZCQT5StqRnbcUZu4mvJSL0q8cZ23/8ugJTkRcsH/zrFXnRXkZpkbwcreCipprSghDy/x+QbS67jsvPct2VINa6r3Vv1JAByebMBzDKWXRCnpSRvFBAkkSxuhDfEyeQz//LHZf5oE9nq8aazCoVmdikPWyWKIkSMZf5zWZoxoWfzGY2vJu8R9HXDGBVJg6pfa5zOcSwjJplhVjVmikOFY0qh1RvRXG8A+WIWcbQkB2tN6yEf9aX67MyeRU8A35N9Wdv9p7ulZvrZm3YcH5rj7mLhFRrbe30OXB5wd/Xtbpz0o29LX0dD90HNbAPRnqnzPF7IJRgc9fDurC1I97UFi9AkDJVTz5jJ5ty204fGPFxMM0QTX8/SlP6t4imwxUd1FTTv0U6GEO242uyzadQ1XdXmljrv9a/UUdGMFUjytiBqMpgqqqDEXZ2TCJysWFIS5nNJlNNoXpPNVGtkDkEQ4KrBpNZf8K4xCMVy7jjdq1ZazapNLdDO6a53a6PY5pTinmpP4HmGYdCcrtx7AB1AvnxWt7IGAVHp0Aavh43qGY8gv3x67CEnoXHtWlfjy+YD/yB0bFPcxniS+lrvj/25e+Rf9BTOovyUzLSnEe3O2hHlFAWDWwOXHLgva1WRz48SO6RreuZDQzBMDrZ6s7rdIJe7zvmgA68osiZLXmHXzLkHUYvhkwfAkwjkoLdW1IpZAC+g6ySM3cwYQdpsSDT+LYdgpChAPDtVvQnhuCQgpdchU23XKZc3dPWVPYCCsMGZHooPMxlkrjzhJqNWNRDfxibZOr8byzfMDYTsdIwAgMbMuDqGyh/6ZbSU6U/3ngHn5BYnqtp61m3+jZvoCk7vjZ5440bZi6cuPoS2ASn5s+v2XHon5DeAaNXTmBFXnfDvOXfXtxS1+xudhlLf29s2zxhz5InfkIQqs1AHqRuA0HwI9mgETij3bjWeHuQFuFmSMBB8kVZAoJwZxAGWUxm4GaRP7lDZvfict0L3NA9SD63LYNAhVWLwGmRLgiGIPA7EJFkyW+3G5BiADzbCEDYP0jes0OdstdmMkmc3JFU6aWWdDcqNduG0JhRzGaKlSkUY1NRScAeUspDQ5JiRoFfnUlXwpiUxWos9jR5cHXpw8fvXjlx0txveQSvJxv8+KFVy4rJxORi17fnnQetJFE6PD0VEzkkyRTRX2ze+FZf16Kw12h2ZLo3j/TVonQIi2+UvaQdfmiHffaZrotcJMX6BKNsd+eNRotsteUtSgFTpN4WiyOkAzrsOLAIeIXLHHsdhxykg6J8gtuCySGiQfvvaNzGGbNWt1vxlSJsBssM7j2Jxz0HVvtMsdyNJIPbViZxgWD0zQdwg63QmGFPSV9VoqfylZUEL0SW/Du3T14baV/RPXXlyumdTV6ry8OZ+OrvXHPD5kSzUGO9HUbk3ikBK5QM3hanT7Rott9zzoJccYrJqtajUXRJg3w+hJj/vd3BOhKErqxNFsV3Quo0ApE7FIS0xlX14jZwBMcJWL0EQTIYQsc80FNRLw9WL481iNUrhJuTIyTcvQUZjli9aHJMMemtCwgEpoiuRjzlKet49HlGLu4hHQ4DVj6jMaelqNBuBUiTSPm0Jysflq3kidNBJ6uikmE66kIhrVTwlP46mklcs/b9S4jLv7p60ncjNP1X3VdT0optQB7ULEc8iYK/IE01cla7da319ig9OljxCivsIr1ZWZ9BqksZjXdGYRQNUZCi/Hq3qrqIJZ4FfuhXVBeNTUqpGl4ZxCrFvC3yemIDsYcgCdxNBxHfEqXCHlWl3W4LRdMU1mKKioexSlvwGwt/apXG0/hF55iVlM9V7+N4UWbEl2s70bv2/fXEJV+i8vT7iORH7/1iva/0m+IVe+EV2US64Ydu2Oee6bvIR45S2gyhR6sPGa0YB6xWB8YBRwUHHA5PTKAETFS9ggOevZ5DHtJzsnQbRqXbqdWGjCpoisAJ/+6ETowSTr9f8WGr9CeihLoSOSrfp8AMbE2PUFNBj/LMwJchCHwbyTP8zy+BEfoWbBI4vgBLRnqbtxo1tHZkDn+15iVEXzsIg9/LnFXLcnlrHFHCNHjsFVky2fJXm+61/lgqk7syPfOKzFscDoebqwnKQQK5LM/LgoBn3wVB48ZCioT779s2I39Vs2tkrqAiznoC124mCMrg4BiEIJtkfca32Uf4cPEcn4/ZjdwdbJVFAY2BRHFnkoofcuIqIEIMJXBqqNiE20eNbdY2KrgVjyVgCORj5ewyNenLaIlVQqoQ9eFba9+/DJ43PIGYTWsd/m+Nm3Lu+MlTV+76vavK7q2JeGwZzRRE40/nQGlWpCnR1nHWlAt/sKV020vvZSL1YZvPBUZoepemFdHUDDzgKO7t+x72M90YrA0IeHs9Mz3ERx5ozIrmvISnSyw2/Pp32RwI5fVa9OQwwoQEjyf5NtnosMvxTH6VHfrsMGPfbCfsGFcQsl9mIAw1eHKA405Bb0OF3jRHCbLdmRcQzZ90yYwu73JZlGJFaODEc2CY6j5Ec0Ry3HhZWTg3HEdy7D5irxKbwQNrkifP1SgBE7hnxMAI2ctZHApWjCE5UY/sXtg/HNyWrjr3po0XbZiz7M5rw7Orzd7L6b2Y0P8JJYoXA+esuOdfpR9+vHbmQqcxOVWR41jpI+pdussYNfYqOelF4gfUyhF53gsY4AZxSJ169c5+3OqdE0u8E0u8DUu8gCXedq/zx2byFOt6W28h8UzA+zLn8Hj8Yk1UjhJRRfiNWPiNRp0fC79fEX5kk+mePnnJT8ho4Ga82qe1iB7Ooop/aHOICGHxD4U4LP54mTaBHMFLlFiHseJfrFS8OUH2kdAXRxcByw2yxywEfqn4E4ZK8SzLcSowp/c4FZhb9rk/Xfa5alDRgTbEBzsIwNoRPvgHVV3ArzKPdSEwM0B8FIDHMej4dgBWrCbmspqY8XEj0hCDoiZWmDDDU62/ekjZEciXl9Xdita4oc8NM+7NbsKtao3lMgthqcGWsyieilFWjezy5EWNT0MgZrGi1oh1x4h1x4d1x+dzlHXHgXUHsyx0su4Uy0u1JygONofGsGugUpRI0ZuxTPs85XFVuJU7pQL9rsKmv5xSiUbqqWfRWKAbrU1OP4p8xO5TvQehYzvIezU16HyuMr8JD2mywAIu30KRJA5xEC1mswU9KFqSWJo27SHfRsb3BaMLFrKLlY32PMtKZspEZmhIm/wMlzfRJkmy4Hl6G3JPwljmsxk875FEBMNF+pVABWWGuFAGGkNT0zV02p4UviM9p0Z8kEq0rM2Ma+/ZBERBEzw0/Af4bxfLRltDmkpEprIha/gcvIhB/CjR0nraSrvGGfC5g/IlNcLwxpGY4UOYJvwR5TsHSpOId8g16DvzI3bfNPJ5dJshcL7MWewGhOD4yTRI/kI2uOVoJu+W3YG82x2kdCwuELsFjDghWyhKxC18cLU1zuLML/Su9hJer30Xeb8S7hJh1bGumCzPxypzdEbVdlaXpisVcyoWWGU2IVZOzMCZauS0lTd/Z0Hz6VW9zz8/t67L2TRnckOuf/JTSqJD3jVVZ4XRqnDtLJceSlZ39/ppfZt+eN0Ma33rXLPOOzJfgL8nosPHo73OqD8jOuhHYiSy9DtojBPBRdtHLDGsgpwa8sOT556wSoBDfgCO7xKQ70nxeL2ew6DJ4fV6BpGFwhE/dGW9XrGoho4P+FFCN0cGGpxsNza6IYuGkz+NjWxYji2izlOtw6N7R9/t0xPqxovK3EW5hiLytrbInMGv0+efD7weIPQYgTh9PoghDAF1WvG9kBN2C8JyEC3XaY9Ggfcp8gUgATv55BabrbLSiZcumSolqrFqQxVRVRXaRd4NGBzTaMkzDPY9t+Rkm1pp3U5uAC502KRUWh9GX9xpx/ZmshLVWIliVFuWqJ2J8fQTTJbRQYlUZEZr74wEKzbgnPWoWn2mQamRTm2/JpJaHPBYl33ruvtu+sHD0fTNjfN7Llyx/rYrd6+uPqst5uqYu2zKD2CE5zTReMM9bTVtHdXZO265//wb30k88MwZZ5wVCy3x6yjJU7/WP6WxUO71Mom6n7gZVIM8zH61eFVJjVfN5NK1tdmaVCo/SP5wSzqdfZr8Iagh/wux6RtGncpiOp2qqcnU5vOpXDabqx0kL96SyaTQi2y9BXcWNnyViNP6EyJOfZ8XcYrd2Fxm2KFWMVQfFZf3+MhTRb8dlVOa1EWWrx1vWh4qvlJYaWnR4rMmrZt/7qSvEkJ69J7VHTN61vbMVX0HCdxO5TW3SlE9vVrJFdC9BUy4jtW6HdOmhUIy0VvOFlDO3Us9p5yrOf7c+Tt6eiRJRupVziwgQRDcTj7HEKAVdIKlcPNOsPjYJ7IQr8oLnfCaqhfsz6XITmwdBBP5+Yj5O9CRF5wQb+J41fk4XtUSq5uLw1Xn4nDVuXO7zsDhqmfgcNUZOFy1b8lpOD59yWn9XThcdTz5FugnfyLH+2RPPN+Hw476+qJt/kRNvk1rTVOecVz7W54PPITHI0ZvUQy81TKbpSkAGimqcZB8T9aZTO3tk3GZUw5LmUiu3LrktK5FOMB1cjmQfTIOcJ08uW/WrC4cyN7XF2rHTqYtUZ1vH9dm1aY1vGTymwiTiedDgB4k79qWzVJ1TdjndDc2SnWwjqqjVuNZvuV4jiDqiRZCk5GVOIgDYAfUVQHFRy9vqmOF+oQFzNaUVKOfx0bA59B4msllCjl1faipyV7AHd/wIKOej62SU8XNKos/uNk1nnWJKcmIOHwU5xsacDp02bKMKUVeFJsF/+JuvGrEnw2NyiQuGtL25RHS5HOCxjq+sa2BtUtrtj6xbFbPmnyiQxIZe0eLHNBbYhctn1LIpRenDLqw0+lNeO3raqozLae1l371BTG69Gk9vd7J7gvfX7PEkI74HFvr/TCe7511S0tNIWCpijRvvrQ+sXrhwu7ucRtPv3LKKkPA3frtLkG2GI6unlBbldCaqHu/OKaaBE4k9zOQLFtBA5gNp8uWHs/p1JlWkpmJfDOIaTbBTFqwNEsmbOse2oFfp8FpeMERSfP0SnrFJCzOk7A4T5o0ZZaMxXeWXGjE4tuKxLdA/mTHuClYyqdgKR+PpNw3TvZE8+Pwysa4cUaSNG5mIcsaa1h2lfEWI2HcRa4GQfKZrX6/uwHLrI08e+ssuXEGltnOssx2Ypnt7BzX39+Ig/Ht48ZpNJIfi2BSkgJudz5ZU5NNp5OD5D1bstk8TqhBY14+b8MJGHNxAsaflfmmyvIjetiRtKnTSpnsCcI4nEUii8VPSYoyKMH6yeTwUFI6OTcDV4EtDsA1Rajm/pvVQvlqjQBEVjWwmWA0ASU7v77SBzrfYC3Hmn5prPdLRnvLzYvMRu+UmVGXK9ry/pnvwWv7Co2ts++/u/SL88ffFHpp/GVNnR7x/LygZaW2vqOffYG0kU5vruqqR3PJWNO4xtjtmfE3LHp9eNaZ595c+tfiBYTsqDWemZk+7+x7io/P6nrlJ6W/Pvvsw1T6C8QL4eQxHfkc/X4ZJ+9ALv1x+LgD4SPCxQXYTEFysQCDDZakscB4xigQPjMKhKCPPLRdhcynkDDJCDS3o+Ha8TmICL8yHi6s4KFhDB76ZkEVEhEuIycs7+uDfX3/30NjTrGyj8sM+RJwHBPjc6rsIXXs/l+AR9P/GTza/k/Rcfj5L0JHhI3HdMjf9JexsUk2lrHx1MCIX6eVk86mfQkqPjOKijh5absKjLjUqjR+vB9BYQUH4TdBQce4cYH/TRg8aVA+DgdVGDy1hCkQ+P8nBBye/L+LgMOzv3CAJVRbsYyBfz8RAWWfCoHfDLeeVnELtH9DJOo+AYnYr4pEXwo8/4vY8o2h438OD2p+KbaPyhjwsy9BAFlCG1+mvLL1a6hmE47u/CLVPFkX/8da9/WV6hvoDcBNOdGPFtA/BzRggR44gAeEQBrkQSPoAuPBaWAamAMWghWwJB/7kfikSFwkXiPeKZKXROH0yJIIEYrkIp0Rcs64leOIqnFN4/rGkXPaV7YTVe1N7X3t5MyW5S1EtKW+paeFnNm5vJOIdtZ39nSSzy+Hv1gBf7UYvrgUzly4fCExZ97KecRDie0JYkkCbk/8IvEfiX8mqAsSVyU2JshcojMxPUEu6bB3xFOzVhVhoTi5uKBIFouxmVPiMBMvxCfHyXiGn9wLe2E2x7jIjNZN5UyWM6XW+VNiUIxNji2IkZtj0B+rickxMjaN6wlOntjQ759WP8E3cdHqpsuabmki5aYpTQubSF8TbIrNqpkP5/tie2KED/3vqthmeXnsrdgHMU0sfHpqWYqIpOpS3SkyNX1zEiYXGFchY3nulDAM224R4CphvUAIAaaerQuRwAd9IcgFgC50Vs0yuGxVYX2BEAu+QqEwuUAVnH2uCZMy4kQ4cVJt99Rsz6TM3r1v7t0rvVncK72GtjLFgf1rpFfUna+Vd0qvDxT3v1bc/3zxtYH9uWIRHRh4cw3aXSwW94PM3tbWN9EDnfq6sg+fvPfNV54fOfDm3teL+MgALsI5MLC/SXpuL+4dg08tDqBHsQiLIz/oPQzVheoCdKAugOAjB3HzelwLsQ5t432Bulwd2hvAvb1xbSsYsoQMAeVQuZs9HjiUfw3gyxhylhzMJ6EFAY/6AqVQ0CDlslqw9C3YOfzz0m7YSRSWLi199NuZ+T5HfMH5R2/E+6h1pd1vLR3eUPrb3//rX3Mu+mzbW0vVneifNj54993f//7ddz84LCxdSnqVfehCS98id/1wzrI7vT9Z9e37h1948fnnX6TWvbV06dKj62Bn6e1/pCY7r4eHoWvppwX02fyrxHO75tWnidvRfaA9xKU/27v3Z4/t3Vt6AnYeXbcUfdxbpGPJvpfPOQCOQX3pw9I/EUZBNwC0mwZK39SObQR8VsMMklrZBGjqWRLoGOpZCBxaDf0sQT4N2wELI3AmsCelj1qHWydJR1onDrcqgXrSUfRUWxMwBAwR9ATdFDjqJ/celWnwGfBTezEePnbsz/AofTbSXjdYt5t4HCmtk/ge8BK3bfWwePHOITsNfTbuFu8DXsKLi1KY+5xAdvjyYB+ESkgG2oa86PQ5CWe1yPt4gh+EJpndo4Eah+d3L9uT6J6KE4eKh/GUUwY7V5Ok7mVd7xZBYeLwu4XaGtjT1dPV1wVD0QwcKb8uQg2p2Acqy+G3qplYPnPGhPELsnXuYOeCBZ2dC+bDnWt+8IfnTp84f0Hfaa/84fzSqwu6lCMLFax/nHiV3IW+G4+waIHsIrQIiAmty5MHUEfpBZsBQEYjWJF6DcJLZIfZzEDDNatsm22EzenSXeOnIOVwjn6BSdJHxYnDiLISbhCitO0tl5JX8lrJ0crxx78p1q4wzxrXM8kOL8sus89p6+13Eq/Cy/ub2mbNq0vNL10OL5td0zx7fm1ohRpvEz92mHyDXgFcSN1XyT/naM7rol1eCgKWsFCAJc0IYTUGLWAZiXPpGIm36xlJtAmMZLQJGoPJJpBmq00gLA67nrCg70JY3C4dafbY9aTZa9drDD6XTmPQuVwFwJoBYPV2e8EmmG02wWA0er0+H01rCgyj1XIcz4uipBH0ep2OBSRFud0ej8lkLlgsVqvD4XQSeNHLZbfbbEBnMZsNBkkWHXlR8kkZiZRyAq4FiaSkGu30E5DIAftjtqv1jxUEKDgDuqtd7NWuxzLgA/S1ZdGYBw7/qusUgicRxQ9LhxWiI0sUcSCJwAY/S+gXcwH9Zoqtyiv6Ha5stBbGPJ9w6Bo6nfyO9Nw1aTt+EU/4wctgNlOoLqc8cmQAPXKWkPIImQKkKWAKzJ157Q9a3vx41pWzYWzmlbNvfKj17U9nXjWz9Obc82G0ufQHN3zkKhi+Aj5RmowfV5QOXFWaDR8pzSZSMIw0evKxC8k99ACIopGxDp4uB/WQS3mgK/Wiga6z5LVu4NamYNrFpqCZdVnyMJUaJFk5ZsmbLZZ8ClrylFOXt2RtMEUlfT6PPxDQefR6k04UBKeWHSR+uUXndj0DncjSycC7cA4pvGsb86pOH30KvfWAGLxrq8dJBQbhxi1+v+8pdCYFRLhxmyDoX7UNEke2J2WDOZ/cTXyIBJAijoCsWvgkO0h8KHu0WobJZHDZtmjU43GzOmTAms3pdCzmdLoH4Rmy5PK7alwLXatdlKuh/p//sOMeDcXM0Cg7Tv79KDmEHsNHkGZJ+Alxd0gaKhxGTwjD0B8aWVorU9n4zYjuAdy+DCcDC2V+KqkaSt8GDWMJIfszZsh5CZtBNUTrcharzRDCRcAzUA2JtZmUBYkYUf9Bx+xXds4668GzEuaZ3130j82//OWsR38a80yVa6fM6qvuab9k1swpvQvIzjsnrrhp039IF5xL+Kpg57nXdmvh3+7cvvaKFxyZDF8svbV4XSpgJTXBuv70/KlHt5kX9RXO7cGN128+9gKzBuERXrOKgizog1O2PwueJYkkdjOdHqXVOn7NYHdTQBuC1unO19pxnimebUavSWX1AW1U4b0CftKWD/HKehDa0OC9/UqYPtoAED5GkGaCIHH8pmFHKta6Ogdzg0ReFttaq9MpPVJrXet6F3ThfZLUSosU3Y+g/pXEoQSRGCT2P9n1xiuNhxqJRrS9Td5bA2sGYc8OP3hsLw5GIPLbGPiYTCj7XmEOMQSD/yfwxiuWQxbCgrZldq/+FT2hd0zofxq+AQLgEmhHA1ZyEoLV4TUfDa9xDjvtSASK9mHncNFpV/ZNwmMEkgQ0nH1UHJJakUa3KltHKmqMgXekl46SFlBkYQgGxgwbtnKF6Uo7S1yTDrkr8MtP0USOjrua3HdUvvnZ527dsHvfzVbB4TDo7KLZqrdxBolz8FTi1mefv/GGZ5+51SzYnSLn1FtMvIM3IDzm6bM/PYN+8MXNP/z1cw88tL9Obxt44qaJ1VY9b8mcdt0j/Xk7N7zyhe//8KWXHvj+r/K89ZxND47P2XjOlu+7/d7xeQuHR/9px97WTEXyUgPGgQmwWb70bs1G1x1dD3U+2LWt67ksE+cfcRPbu/Z1/aKbvNh0RRfRqFkmXiiSBVggmikyk8nUxPrIOJ9JZdJkBsFBhiCTVbWaWo2mzewxm82e2qqkhuJbPG19Zirp16CDVCNr7mvzUKEeYh+s2YfcGkPjIyHYM0gc3WLjdIPEsMwauJoFYBXAMQoB2cwTC+AqSMBqfp+o9yEu73FGdxH/AnncghrJXyE/OU/kB+Eemcu0FFomt5C+FtgySHwq6yX/A37Cv0Xs8HUQHYPEZ9udM/sx/EsfDRWPFIeK6Akhw3Bx+EgRQ38rzphGvxgEEDRg1ccPWNmo4MA1wnNYNsoWJ0AWZ8AiEOrStBIJr5YrLK9BliMbrGp9Q8V3iih1tcvtXEgFJ3DpwvqGKHUzfKBnymXnL5dTyQmtVdOKvfMm3bTsOwcueubQ6y85nW8/dtNDP35y4A/fa24srVk5viXWlOn0b5sSyJyzaWJ0QeM/yGRMV3j35jPCjkXW73flOs+Y0f+bG+44OLX9280P/MdN8we+3/nCuw9dmGjRLInNKayemJtQqF1d+m0w2tg9f9fyQOBjpZ4cuJH4d7hVsWuiW4GOgsh6QRqou4Z6GjYjx0tVLkRDRC4MlLgm21h7pKlmpfn0tt6JNnSZdb2t7bPOqE/Nw9edVlpO3EbjMPcpcvwaAXloDdRdxO3sI8RDLA33AZLfpzfpeR6dW2OudIUeJDbKrCxBaaZp1R34YxHfkCWqDtKIWQogF6HSEUNjQAaK1WaJAoMEiNtW1HZFa2b154v/QPbwJPrsdFf73JseKz1f+l1pcFlPXXYq/BB2QRkOoXtzoHubo9zbNDlYT11DXysOitQdxN3sw8SPWQrdnQndHbKYJcZfvivDZHxXZoR/PK+vMU3DgnWkPOCgmxxzd6Y6xW02SARuDWHFd+dYUdsZU28OTi49UVqe7m6fe+PjsBnGYa9ycyV96enSz0smlSdriGXkzej++sF/ynqdne1osbd0UH4TNA0Sl+xwOHx+5E/uJi4B7aQBtII4adgO8pKiGD3bWl9hIDOIbD2zAHwPpx8G+9a3wrdaYStzSAd1GMgdekNe1y58gExSnN1FtQOr3FxnHRa6FJhvrusaBrLwMHjYt691XwSHAlSn87dEYGQQdshsg4zebW6ADXtgB/CDNJFA3vhrENliSYf0kXNoTRL/oR+7U8L2eVI6nBzAD1BYUxxy/PPPUqt9aA1SxMPSkaEBCRvAuDYRLM/34PqdeG6nMqOHZyRCQQYXO1ZRVq22z5RVro1oiAWZUVfOZoVDpKG9PZYstBnoxppMobm6dUKLOWd3R/qTNRc6Tc1VyW691uQLWLX6juqqltTF6eqz3Y4Wa9P4llThfIOdPNTcui6U7mnPV50/rtUWzHY2x5MdJKRqI61BRyzZ0juvpT5f11w/r6sxFi90BqsxIdGV1uoNKv/i4FrqHOqXgANztmI7dRCaZQ4+pmMeox7zYyZA8zbWT0MabTxJaguEn4UsPklaBR5D5ispYyHlpy1RjNeB4kQEV8Oth4sgc6Q4jDDscLG2xoR8VUPAEjAgfzYO3/4ufLvk+27JR7wHD5X8V5bC8IB6Lx2lu+FuxB0baJAN/yIgo8j3S8Y+Xkf1W5DAoDvL+UQottt/dhMW6uKRYaUDHVJ3NZjLVFdBsDF0RrxYfv5KhmE0vCfZMmtp78xLfla6uzq7ebqB1TKGM9o6ll51/oaD6j1k4SriYqINz5rLPPFHAJw0dFD44yZJh6V3QWai0t69LkBcPLyT6IWrXlb/jzj2NlFQbJx62YNUr6CaHoCEkODIx/BlHiOqqae78X1jl2oitvYKo0M6HsGJQqnzMrgHjaEX0ter1w0c+xN5PfKJkuBl2ceINnFF8uLkVZarrPeYNlp/bHzYusvEpdwFN2HWIjzciLOBEcQAEODaWbgQaEGAeAlEid8gs1iL7FmkQ9pyVT7tIPGbHbJAO/XAPEiYtvkhpHW74EbAQecOL6AlJXhe96Tht6BKqiKq0LZsEG3Q5kyJXuiVTZa811G9C86GtwCFOkh1PhpA/u4RBIRHhg1NGYdzqBXYCwXnUDKJJEHC1Rdx3B3mFIKfOlyZHLMqNtJDGycrArXXLp5PVQYfdA7MrJktXzz3xsWR8W9ff9OTp8+74NLS/lLpp5ObOpIBj/Ts6RPO2ks8Ego0XdA6/aLb9T965Kfn9d9Q1/Sjda+V3miKF9LtgnbzBXOv+wuiZzfyMbfSp4EgnCKnBQ1kdQ5dHMESZdZZXBY32ajp0zxJkxwNkfvopjwSevZQ0Inj7LCVD4LIbwwaxSAEQUmJv2a3GXFawSD8YIfRT+4hCXRicCsElHMQbpJ1oslnIkwHeD2BfJSt8FUteIrQgCDwwH/KTlk7RfuAltQ6w9KrG4IwiIkadISw94BdwTUTDyOSDiHBO3IYyXlxqNA6XOw8Y7ZsJmW3oUDKLgk92QT0ZNUXsCU4pzSAju8EFOIxOoPCvEYnKa/oPOUVnYpft5h55V+Sc4aK+J9kbxBfNIgvGsQXDeKLBpGhg56MnHpuck5ZYMGIBaJUa4NrigMwQAYYSsE+KlThoVW1LxEXw4EgAxuJS5cNv5+Dc3bdfXOptOnhOW3tydiUReOqfbFp55UeKB1x1dOnlUrX6Dd/99nvfHB5W3VjssPflZD4tTMeP4C0DJyG+LcP6YMNxJBGsGYSLrdeaMV5OZ/IFmR1Jciw5QULWdDSQbvdR7NRy27iV0gfNyJtYuGm7dGoBGjfINRtk/TBA/wgfHsrcFbZB4kXt6tTOVjMOTNmhNkRrzACSbWis4ptUcDLCNLQYSWpQzU0Oi+W066IzhSOul0eF6ExRoRoRBdcDL0G52LgF9FWiIsuhi6TbzEI6NETSJZTepOJ5OWXK8sMyFhA1lplfUgZNJCCGMMQmWFGlYgShjZy3/Y/rg9Ve9o77vr1ub867zuvXfRH+L3Si9q6dCCVHt+Z7IvTK9zpW1++28ua39xz9aFLroPaew7D6/5z+Nzr5etLpXzk7AeheWWXgi9YH15G+qADd8gcYB00odEyyLsdhPfLIoBI2KEOApJloBaN1Edk3ugn9hAEICSCQINFcAfLainAawaJX8s61snfgkb0j7h/7oS3Ylvs3SKmGpLdQisaRVXRJbCUEVjKCCxlxIjoHjaqAnWNImAVSKdhQCmRbApAeDYcKP3loenN0ehiMl5qclMLkt7p8KFP71JjQMaj7zJIL0GyEUY4PlmOkzxlMvBmUze/InpxlInABtvM7EXUd4krHZv094Qf1T8aHtTuMPNPaIjOGbNlG0taxERt0MVH7IDP5/AL5UtjadlipNPo5QmNXjGfRoTfJdclQQHkeXI6PyWyhD+P/y6gI7xen7WHw4AX7ZHaILC4eFmUiNMjdh5QGmMWhsN4bsOiz5rRiTBMBrP6WlEfhllKM+bDtmj0SgVVTp93DZJA9lhqag/I5BTyAZIknXk1CO+AWJPAcVQJfIawAQ3OWHRZRw6LrvRRcs1QEuMxQpEjw0nl3tVbV6cRKuXEFG1O4t14r7GJEaTWawTpueewlTinbMoqpdBP4Tyc4DQofSdU4CZ2bVj18WsvHlh/+/fn/eXFfa8OPBsJNyYmdM5fmfLpzf6aOZm+pURp5fYLHvzT8xvOebDr0nvPvPblJy9b+D1t9tsTruiuWzS+777SL9220NV989c3nl3cp84TFhCfn0QYYEXWy17ZpSOdZIIk72IfYQfZX/JUl5a2hWitzReDTyl6r4WbtsZiAJNW5kUa6G2vAofkIBxY140mZyJ0gHsVYrpBR9WIyqujNLL9kPQOqSp/vMZnnVHWGIjoo4aIy+l2epykJhL1C6HFwCs5FsMoi7aCvG8xdBrRU1gXG6P1CfTAag+LNjQMNlQsRDwOGi1mgoJlb1xJ7ZKULhgP/+UaV9usmk37V/1m1UWvrdtfOgtW6RL2jCOedcc6kn0xtzt6+x9u9jsO/vzqty69tlR66PXS2iHi2tWn77hvVpU12fJw6b+w0uO577/Ao+Q+pXpYdidwYDvbaMpr+gDD9xk5kexjq/dYoMVhH5kEPjJc8WpgcuwkgmnsVPXM7kWLutGjq2fRYvxK7lPeosfwmsXq1mL8+XeV7iZMyueHwJydIII+348+/18CNFkkPb4Ng06/j3/J22fXoXupcUn9AWz9ifqc6PK59rhIlyN8yaaRW8OdMhUzsKA6fmoaxtjbJD/HLoSndy9c1NW9aOH0Ew1Ect9C9Y4XfvrGyaYiBFVgJ7KbbwAacK0ctdL19Cya1NB0AQIzpCk0+qNtbALSGoKkkBmo1SCzILmN2Af3IVM6+aQfIIsCAA12Y0xIf2UN1Di1UEYmuIOpWNPIYRsoz/siY2riMPJUVITUpu1JCnv8lQ38jSOwDlpYSJ3z2dNU19Gt5MSd8Jmp8NnrS5tLD6nz63APdS55rbK+MkHWUQygNSxkkDVARnYAZERAdWXDjO4HOlls2csmRx44tOoNYQvvXeQcIRv4I5XQCq1NyLTHv3Gq57Nd+EFee8UvrjiORrfJ4UZ6NhpbvoBCjAYcTyFylEI6wZjX2GxORs0X5FhjnrDZKvfVvazrI0Qm9HLkq1PLBC2wjoVVVNdnT5MTj26lbih1TiuNuwEuhPMQrb5z7M/kTcieD4I0uFI2Mi6bi7hTD9l/c8IHzBBJzi7SAUKwa0cVhxeEqgdhl2wFUSlK4Cd/9LIoFb0aaCQNocGH9D5PxlPwHPJQ/4+wLwGQorj37qqe7uk5u6fnPnume3qunpme3Z09Zq9pWHa52SXKKSt4AYLHLioohICK4hVBjeIRn2i89QVkFRY0kSRqNPF78pIYTfISyQsxiS8YkyAxwZ39qrpnFzD53qdsVXdvT+901f//r9//rOhnJdcokF4i/Jwf+rHlQq2rpDrUwxr6icHhMb0+yNiH1UGd5zBcllITeFmvLu/1nEXJeOO1M3nxwywMXppYPb1FjriVnsa2OW8f+O4PV997cZXvOf/8HvQDDl15xXeuWXjTV6K+ACfObWmY2j9l/b6DNy5/9MKpqz5Ht2B/0vk63Syr9ZmnobHoIRaCXVoHBTiW83BRTlwUfq7wcoEROM7N+/mQ2H17mJ4VXh3eGCafZ3pKJaJUJHrOATZTIJgu9UybSxwiXQQgec2jOVegwVuhmSOdHJI0W8wrFCSNoxo79+6WFgHJSOvU755zbREcAk8jBHKRFjbdz+EtdBctznzT+s30lGBocdOU/s9m3VTZx4+C1peE4KIrLwqMgvxNmHHmosXuQ+xCwcJBT93SPSm/JaqDCIf8lhs7Magb1BCsxlRcX/fwmljZzjk7dele6Z3TWqUKM2ZOn9k3k6Q72jvbu9q72010NmWROTmRkuXe6qyvEHNaZyUIOm9KEEzO9i3giaLvs3WE8IXRt9l6AISC/gAr4mtILXQk0R0z26d9Bcxum5sgqII5QVgz5m8R7phX/5Q/ZPSuuBP1LwF7yvktcMa26Qqm7jMMv7nc9XgVwatzK1nPJuObOaRCmaAXdXGitQnizsXxyUSjSV9bjLD200kKaP3RgTo2TtSrZbRiUkunTA+dOCCoYu8vdtQerv3mZO2KP4KDYAEIgm8Pdl1ba64dqW2p2T8DhwH3SzD7yZHapw9etDpwTrHanWmafsGUoXuWqS1tMx3XpOTGykrZ5042XT0r5CYfto7dsbocVx8B6aeAB1z0u9qMz2tP1qaD4t9rP699H/wZbAY0ePUvL9QO73un9uw3Lpzbsui25ukJ7/DlQ+99676GUN+iBbnKTX+6K1+KpA/9ZkVvMmzgAo4gqL0IFySIJChp94icja+u5NZzG6Tt3M3Ss44DnPk+x4gDgqQECVGSElanLWr1JwJRvw0BJ8hELT6XN+pDazUh+q6SWC4uEQkuARMSTBRcHHbySVBKwIyT9TidLFzvBE7rRhdIuDjW5JMSLidauf0SKyYziGoBOMZpHEv6fT6r1cKwPuA7BG5AQqOoSXFrsJQaQlJid+pI6miKlrHM0FID6MrO1N6UecflSLANc4MndEE2iCugGM69EMLRnWOdrtMWYJw3rgM5RjcBIxGHDgZfU3Bx2UolQHDHAXfYaAfPPDFznZ3mzs46uFNAwpArfq++Lw5owt4kfNJk7GiTUoENkOfWEpVIMbym1jXz/F7wWzf4Q19B7B4bCvfHfTSMrPnBEXDDtqlKJcwxsmy76CFT+6mn/y0rULLs42K82zL1r+DHtQJagRQ0V06kd4QRVm8AC7S77vcD/pLweri+9FTgufyh2KH82+b/KvxdtWZAG5gBZoYXwCXhS+DNcFvpafD9/E/yH8Z+L56MfSYieTqDScmRZDLtjEctosjGox5RKskxMkkU46WGHCHHkhGk/nkiRVm2eJJFL2KDXJFhLAwR5+Iw/qvgw7wp1JRsYNNCGqYLrDPY2DQKTCOJrsW6u6YT40AsT3oW7yeKXBEW5/5hMPxCce7xJSewRbWTO45/jGp1dYedLlOwaEFzhB5iRoKl0xAtjUohIfkClNkviym/TKfysuSLq0DEjWIuqiARSOJGQtekApVTcZBV54TCqENHAzxihYrfWPpDAabySqkiLsnfnP8pWkgxap/wB5rpLGhuRPjHVS4CqTnRqON4Cl9BF8xBoIcgGmfkju/MG9q0q3Z0rP/8nnB42iC87Q/fHbpz7Nd3bp8xfdvdoLVlYPuMxQ/CdwraeXc9cPF1stR2BTl0RUWUz3li8MIHeO3qpUuv6gRjX6/NbWxpnb79nOW7jL1xiPnjv0YQaS3izOhBwje+dcRixXnZek/XewfqtSXowB6yhFvcc0M3+24P7QjfGmHWutby17mu4291PUU/7XjC/33/D8NWGq23Pb4pka2+m/w3h7dFDphejlnV1GphA73esT58s/sQa251uvhklFgKowjaAA+SwUsTz7h4J7UmSjrXILS0XHUBV2goBVK8fMVB0KibsnoWaxbWKlihdW4weAJP9YhxdHzJPG7w5CDWaLEWWKn88QRiJbS4ENxbDaXZ51z3QiODJjjpi9AOO5paxmK2QDqccvisMkFHUGMLOGXCEqJkYExnDk8mGNSrEugyHntpcSUCrPTrdYu8WDlI6pYAHGKIL1GL0vlP7t/yk4bqste+vvXd9ev+9sTPansO/BAs+e6OR5YF46qZWlvLjb529/pdB/fX3n1g6NZrNqz9Jugb/S5Ydrg7qTYZ8hKJTWpY50EF2LRloa1o6CXccLhRcLPKvTqwSn4wO5qhVrkuRSe7XPf7HnfTFznN8Sghikw86hSlSJF1QrE5HCYYvhBho0IURruZkhkMmIF5c77rJQOqD2M26pyLh5fToVJqLuHhPCUP6WlBg4qGeX9qbgmhK3x2fEmdrY7jCFw8tOfjoZ0lKVyId7vckM6ks+lcmqRPn0Ha5/V7A96g10QnZYVLySCHGymEmrQ7ghsFXVNkryifwVI5/J/BUfi0qRkPcovOMApAHOPHSpkTovWSdHnq/lIXh/WzcKGjylp8PZUCXP7Xr7308rK7X72t68alnDvc9NTia780ZeUMWY57LyW/vLqclqfOr42+s+PPDy8P2U3jp351bsrKrnsQTAPU1zfmBR0vE6Z/oPloAPO04z5T0ALjTaWmoaadTU/73/O85//Q/ze/5Trr1d4vF28l7/ZQt1rvJ++33uN9mnzaSsc9vV6taaDpOpKyklYrbMKGu6+Zvm553PRNy5Meyg4I83y7/YdM1ByPRwOiqMxvaPh1PqrQ8wH4IRWlE/FoVpQATdjNDsLLeaHXp3i8PtJv9vtG+GKgIZMFRbs9kIUBhjaz5n4zxHtc7TDvMb9j/sBMs+YrzdDc2LRHeVWBqlJV+pXlypXKFmWH8ojCKDdyviHfTh/pC2lNCO4aLtPuRDzYWCcPnTjq7DU4jIMnhtepSOusm9u448c762teZdAAbApivT8S3Fi9mzglOaq+rCl6FB4xbJT4aEKsBSWXB1f2wKeksbbpE43nEk+1ESMhwWL4+qu5VMo+d+UF7nL7/G//tlHuOnVZoSMZctooazg1tWC6MhW9dEXbg6ba2PuP/dtY+9Vfa6rdMNQY3/tibb7sdYqBleSXl3klRHS1K+/ZGuPR/BbR/D6J5jcPEtpcs8lizZOibZaNoinaipiBRCqDNWVL2fvJPmu/baV1vfVmq3NjdmfxJdNL1jdMb1g/NH1oPUmdtFqd+hIXjUe9opian8+Pwoy2Jh1NsQxg8CRbogyBWG8+hD+ko+ZYPJoUJcZsTkF7vwP2g9SrMpBDexGgJoCDdQpO6OyOsoSAZEJ3LBYNFjzefCYJMyBjdziSHme0gi/IREZOQi9TKL4CEKgkuoAZBzNg4x6en84TeqhK53H9BOgzyh0fxHil05hXdP4h96F+U32uPh38Qq9vFIGkoT5lCIbgOUM8aEya94wJMzhzYrqa0kvX9dslyf3M2rQfMeNYhzFVmDFN12adV13e+RiaqB+3bL18bNF3NtUuwOw4MUv4uLbp1m1hFs3ROeNH6SR1GdEELtN8Vo5KkrIze61wi7AtuU3+avaWnFWqr1b2L6xeObx69aCD1ebVtg22DcmD5LdNo/SB5IHUgZx1mtSX1XLbszfnqAdSu3JP0d8wP217Xf5h1jzLGcDG0KEAiL0ZDSwT/boKjq5s8QPXm1G/KDWdsYCJxNLSM0pMAJzg8AcCItWskI5m0YIQvgu6ukEspNeptNi5cjOfCZabXwHnoLm6Ahw1Ak8wgmEtggVadARj0Zc05WTn3Lpj2Ag0qgAcY8RNrG6KXk53EMfDY0HciwVxYzxHs7ZUKi2nk0gIm2W7ZJEJZ4KbCuICy9E5dGZNO2SCjTumEkxWX/GQuK1rMIbVGwzrAhdPt5RKomUPTqx6EzPsxbtpe13Yo4CnGus2db9QK3WT3FM78cj9Pzh32f/5asOqFl9vgwTvmd3BWW6o/W7Xd8a/19oH0KJ3yfz863yk5EFLovja28/V/uPR79V+fpvXA0IDKlLiKCHpnlX7sL3j0ufW3vYcaARPcszsbAVjFoRRaQ/i1x5Q1fgeEekCCC1GGVEMYH9IAI+zszVSJQJcYHeAxFJ1FP7sgNgYj+ZEsV237KD72jV0D9sutO9pJ6fGo+3onv2iGT/BPPkEM2febSZBPGrGT5BccTzt2YknZPUnZIXsniwpISmN7tHOl5ri0YooiYlMD4FZt4rNOrlsNhDww/ZKhWHMjERM5abCqd2NbBNA/5YjubuZ6F3RC7Xegd7dvXt7Tb1xFggAgm4XwQH0b4AD3OZpXevr6/W6+oI9OHxy4oQ4M8qQryAJPdap04ZSb8841AUxh2Xx/5OBvZKhdLoS/3Tli5+ApS9yNnwdH7M28IFvWiUPX8t3SugMH491GsfwjtqyL7K6cVzbCraePvt82+lj8DhhrMXwYzT3AnGbVkjgCbDGo1AUQ/EoL4rheBQhc1s86hIl3gUhYELYMgnD3TY9bCHQJ1WP4h0SNOuQ9bDVtBw10BqMJ/Avw+Fo+WgCDCUOJ2ApoSWWJ7Ym9qITWh93XKJEH3tlYryrusaPLa/y/zKA2OYOP/5Xw4OGTf4XI6C/s47NfeO/Jk+gd80RizSr8Zop9IKj8CdaQPJ6WQhgopm1pAiZk6HcbX3EBmyj4MKRfBRRPFg5wvcrOw7qAoY7ebyickjSjxlBS518fSu2M7/oRASSEZZjxKA1TSooQIL/me9MBlnbvO/f8dyPF3Z3nWM2tYZSXUqbH70JNfH1x1Z/74UNL17et2heJeK1zneF3JH84E/gu/pL6WstPYDeqQNccJDoGj88ImbKXXj0v865ygywOmyqrWMmmOm4wrGe2E48CB507O4aBd+yjzoOdOzt+pzgd6P1regvdoBuxznquR1rwKoiQzg7OliW7SgW1QKLFlgHo6+uPlEsxKOpZWJrR1u0lQYITSFB4V0mCfGoLEpsC2hRm6Mt31eBWny9AxQzbIcHPQUQhrO+4HR4nE4H0eHA7h5EOh34i7bhAxUhawcgmC5u8tDX2pKSoc9rphk6pHWBrgIOOoZct7A7BmLBzq5X4Ln66hw0JP7wBLDSgwpxNGHnhOlAUZjtc4vKIA4eM+HgYP1osG4zQCx8hrmgfjLIMZ1Mp67M6hALC3ALVjSbdLtBczkNzDot/gtSrRNA3bdhyHZyAfjlJTObO8a6e9LLam81BqbNHjv3DBr+Ri8iYTv426WKbxF0TZ9/N9k79txXCnFZpmO+3NVge65255ryF+jb40wEV9WWgl0LmlI+G4mEfHY9ookU0ncciCZkYofWciHYADZJQ2nTTmln8skkeZq954gGY6P1iAxLSQKT/ZC8Vd4tU/IoOKhx8UQGIq4HDGTkHxEPI0bZo/lOC4BgCufH7E6T2Hgwb7CObE+cGENICftBO08MdmKjIx5/pW5+If8XxtazmTAYohxNp+acMTY/7tD5OyAFVwxftvNSFfxXLfkv+Hz36orTMufx3URdrplXozFoAf3auhi2kNliwBLbFIOltt6WgbaniDcJSo60gA3EhsiG6M3E9sj26APRp6MfRf8RtQ/haFiBF9yCh0tyMsXyrJv1EElCtrTQZwrIYns0JdbHUWjHTKDGo80iwk63aD1ENBJHtJ+JhD2RSJhoaSGIQjTmiUZjBGiJRkgBhIiWZiR1UnI0wrsYgmhtC3MhEOq2vmP7wAZtoTYd40Ri5SEjPBchL4vXV26LCRm1qFcUxL8rHi3Cw8UjRVgMtraNgnNHEkjC6jZiHIGrC1jEF8o6BUNTNEW65Sagc4nBJ3XrDbO9qFCIMRjMIvhACRhmGD3Ych1W3olhxAX/77ULiTWXx1/nCh+OGJucZ/IIGIIZQ+JNLF34eOyzwNgnlGPRYK3kLMzL2CD6pQJz4D/Ir6B5TQQu+fyGM1a246cU09uf917sb6zKMhDKqu08cumqprSM5zw6/mtqF5rzBBjex/NoDfpsn6OCO22DvcJFIiwXiUZZRzuGNmEMPUTYHjWLGIb45tQtoEjXSHARP2Cj0W4jLCAaFgkX6wQg6k/g6HgC+n0MawHYOuoAyx3AsXkASXPOlYkQYTAQBkT4SsQgm8U6vBgexIgCo4uTxhFWJCZwhWE4w0qe7qI2bX6NwDWhJ+SSomznOje/tp17DeBZ6Fl8kCDG92qKu5lgObaVWBcfSmyNb03cRexkd8Z3Jl4kXkw4THFTImdK20R3LkRzo+Pn7XM3o+5JhLGaTQj9eADH7QS7I3u5vRFGr7qBhNuSnmWLX+IYT7iK6wVqFj5QJRinu0rgtFfjjPVU2dHx342ge1D/831OfxXUS8ApSywAK5dmLOyg14XJwKdTBl7ucHhgM6jBh6XSMDi8sCMhfr52bW+8JgwtjipTu6k5nx+A0zcq7VCWbVL/ilO7TJd+/tg1X0ITvPQy8lvJFhHKuh1nAM3vJ9RawkHEwHNa02putft+63v8e8H3Q+9H3ov+jreYA+aYHwbs/pA/kubS7rQnE7LGsIHHjxtvXYVhzzDE4Z7BjHUx1nHwXQA3/C5wH3yAfoC5z77L8SR80v596vuWN6LvgfccDmgyM7SFtvqBH/rtfocvalkZXBm5ltpgXx9cH93F7g/sj74X/oSxLXQ6mwnS12y28LagcMVinSCQaqIFiTCHiGSuRgIypMarcRhneYGHPNJWsA45jLUWjT3rBh6nKOFfYZOR7qPGSsp8rKR0ghgnR1OelEWmUsFQIARp1sHLaJzCMvAy6MhPoyOX3SkDRwSiFritPpkImVCjKJ3o/0l3vaJcDxCfY5vriwzNV6jR8ROaja/AAF+xox84Ov77fa4KUgv/iDoKnzkqFnT2gqMy6cJZMmnCRcQFkkhrM8NEPJ1ycQQl4jhhw7jEN3MwRfrBNHDvrjdr99TufvPfwEOg7dAF/RsXPLCqd/GFFz9ELbfXrqj9qFZ7rfb5Z68BByiCe+Z8++u1/6o98eTVjRoI/je6ZrsC0weu+vUE4v8QEtTvHCTiiP/tlTjm/2W2Sn8K7Aqc9J+M/1005ZgIAexICxFFpIvQouTAwlwKF3miGInQbh4i0MElQOJXK3xbfY/4SN9tagqkwoYSUXAQds4OB+wr7NC+WU6dZSXAAndCm8DWvUEd2BqmnQlVQTeOxwTJEwr4g35IS56ECoQQakRvUgVxfwwbwvGM1I11+GQCbJxh4Y4bVbhIlxF4lpJgNty7bNKk3Q+Stcd3XvC7hGvjtm03wpW1W7AB+7Qp+8jXt70iBuD9Y/vhXffvusOwlQ7U7qT+TOFazSnwltZrsq0Oro6skk28jbW6Z7Iz3dsdt7O3crfyt7u3e63TQI91tbhKfsCxi9vFP+B9MvBs/PHUD9gfuB0+zEXxrWcYEGL1nqv3Acx1VXSQ0hkONwRhsVitdhtlpzkrb/VN4WbxN7O3uO0b7Bu4a30bxPXy7dZdgTfAG1bLfOe38fZD4+/r5TZtuL7mk8RviD/aSMImhf3NLhLrnSNyvmweBS0vkg10MzUKLtFcNuFHBEMv4p3BdOayxBWLJ+wFmoOQsN9rrid0OAMyugPewZczBuDRGVMZPIkZ88AZ97yEbwlj1sS/PL4Em8w7T2JjQj1IAwnYQYNV52BWbbGnEohVg7KcivskGcTsYRlp1qhJ8ehU9AoyGvyIA3V2W4j1yyDpRg2BfaL432nfyNk1HbGLhHNwrooX/bCIT93ohzB4cZDCloRWLy2JybQenK+7SglwBitiOy/54+J3784Udm04VPvFrJO1H4P7QTuogPtq361d8eKFX9q0cNf9CzbNXWG/6WamK7V/bxlsBDQogXtql9X+s/ZZbSNFvfxw7Ve1x5++5qonwGzQd/eoTlMYj/4M8aVEFMC1WnVBaF3ofi/JSAFpdmh6ZLp4QeQi0cwTFEFzFEebSuqq8IbwBvEW6e3wD6UjKvOA7yehvwdOBU+FKJWxj8J3X9Q5Vz/AzIsOtApmYASydLFakESPJIlbpNvRdBK5SCK8VTwmnhBJThwQj4jkERGI/lxElFJyMTwK/lvzS0iNShaKbsT68R8lEqJI02YGqbGA0ix2IsflYO5X/lESaj57UkarUV0S2O0DeP0vdh3UtRCsEWI7oJGViG2CE3YE3W82pue5HR/rrDvMhtcN4qrNfGUQL/66ThLQ0RYik3g67wl55WAqI+c9ORWkQ6hRfAUVZAMplQiFT/vJDBkxqMfDZpCws9krCmOvRAJub7eeQLVEj6v4FwJEd5EhJFd3gQLSZTjIkCSJIwkyNqsuSdafPLbzst4vgz4tnG2pLajNXlK5/bb+ux6Fa2rbzpYp0w5suu/CbqHWvMQnkDJcAx8Y+2bTTWsf+hrGZ2vGj5oSSLZUQEGrBEqLshsSJO0EFtas0KUA61cKrMJlXaoYV5L5llyLsip7a/bW3DPl0dyhsrsyaR2cqXmJpWyL0AJbnmlAaHppPCrEBSCMIurqiy0lQlwIhp7xZhWWSbE2lo3YIqxpPbs++xD7hO0l22ssrWRZm0mimhtIqdlr6Qc4w2kL2AEosMhw2IwCTnPyoQ68u2kHywhIBUKXXhQaisH2UVB5ob6SHzuOhcJJPfnZcJX5K4PDOttjsyIOEa+7zfCxfliPwYyTNpKFcjalrLFdym60XcfenL1JuZd93vay7Qe2H7AOxNJ6QCKuDOGW6kVZ65U3kNzH0Q1GKW/J1VQPQ0Qwa6JCh2E5JL9ry0Z/s23lBm9UU5/9+Jwv1f72trZuYUkItfOynD9119BNTau3HXxs0ccvTe1Wt4dDMQe1ttb57DuXTy9IajFx7jWrV9/87KehpCeThcT7v9k4v7R0/pTztv7b8seOcfYp8S7D5zkL8bcd8XeceP4gIeKNlkO4iOVhrYPjy3FRQ0x3WDTpdbzBL83mz9EsBuJRThQt8SiL9KZfhkKfx6KCOZQh4pBjGWIIB2iBnCYyhgm3O8gFQDwwENgZIANxTgBxYUDYIuwUTMIhkCMC8JsjuhznTmLnG4d+sCJaNyqNdU74TSYcJ7g6+mDdBYndIf+kxujqjeSi7Mn4vGmp5Zf4e9oLY+2GlenCW7sX+VPUnNpdW65M8Kc+Oq2cmHzt8+8DVxpjUho/Sj2OxqQISO3RABsUYcCaFnPSJumrzjulPdL/kcYlC86nIEgOcJAjh5B6tMW3xX/Q+Wbm/czvM05K8jo5MZ5ISQ2JpaL5u4lPJfikc78TNjFmbJYTBd29lYsXo4SYNEypAb8foGfa1yQtSB+JbxHAcmFcgMLmUkkrDZSGSrtLVInBqV3Q3J3NDuRAbrM6YQZFkGUCtwwbespxQ3gpE0JJTGQsrDWVkp2yTWZUIp1xSBxCLQlL2q4SrIgaPMj6OlUXTMPr0DK1zo1VRicwrHeGAMLUq2v/p41luOgJlkzmEnxF6u8Itn5lxRUPzU1FC18C70Yqc1yO6okf711x42UhbSE1R060Xz22ev/6eRd9832YPW8eWinlYjF+ztjYn36yT9XefAbef01FBHguOKQ37NP1wuhBQkJ02R5Klo9IoMm0yws5CbT5QcV/qf8Z/6jf5PP7vYFg0E9QIEoEkXD3OqMOO2OL2hNBpBpqo+N3aC1+Mx1nsDEbms0FP2JLv5ei6Yw/iI6CXsZMm+xUEEE7L0NR5oTDTiA8aZEQRxwozCxLfn+IOASKhB/coPFxu4aurbADe1CULkvsuPy04q6EgnPHxgJ6nqyik7Jh0cLxW/4KNmjhFYPabtQoHnxNCZ0VBHNWKAwO98I/hvQ5EIgzrjLSX5D2h4UMmqR1uPKinsSHdHisrxlKPk6gtgAjgxrNF7VvVnvunFohUVPPrfTD23yL436uCBLAXvLFBWU6mhZ7T+PBUydMLd+bZpFlHxvlG9aODcIll88KxYp2l66n8+O/NmObcwOktZEdls+ycGbg0uAzgdHAm8E/BP+QNVcCwJz3EzLRQvQ3Lm8caFqLtM9Grgn7fYeatjbtbNrdtLfJ8l3wTuNviL8S443UVZargldnbrLcGNxNPOXdS3yPsASCWUSgalOFmBnva1hHrAMWggtz1a0EsASDZgQ0g8FAKMTYiDDiwt+a0HwbziU/H3XFM4lonECcaWejnBBC0qkhV4o2aKasibCNjm8bCdisSLPYpF2aRdwYIhgOrRBMIZvxZLMZO2Hj8LYohYDfEwj4LVYLY80Egug4SJvNmWwO3ZTz221WE5cJBS2IXgL0AsSK2VwWnQf8dqRb2hriAk6itFkZs6UJk8wUK/gWErFZ2EloSORV8ZbP44f3c64yh6N44KqRM6lHJ55QYCwUrFPQpFF0gojWYSriv0BIzFkUdQZtKYQOWir/C42defLp4HZsQMWmi04wqNTJLhe3OMrxTJ3scALv8DCxbhgnhACd8iyTxKeby4EbLWhYShjR9v5wnRKbzR+nyh66UluUru2t3SnXpk5r0eCc6WoDsL7bVmycUoV39ca8gcLffilxbf2IKsmkbN9x6lFyzef3mc55qo+WZZiOpjaNXQHhzvX9CMEAqznh9a8f+wrsXTo1klV1kwOiVSda2w4iWq2Cu7Tv8zMdM7iZsVnCdvD3Ljrbmm2bBVaBlcWN8Y2Ja9X78s/ED8CD8VcTh4qHSoeqn0xxeThPLFgiWWBJs6oAwiZBpUsqaIgJcWdDjI07qxyhgipHO81ROhgLRYN4y3U1E01Xqu3RCgVMUYoIgADnjwZScaQ2tDW0RttKAkuYKL1NBascl4k1eGKxBqDe4QRqd9zpiaMHN6jxGOcEDDV5lApOQXRELa98Gyro1W4gUqgXoKKxwaBWaUunYDBAU4w2ZRS8W6el3E3Y7z1hJcSI58SJsRMnDILSoxT0tGxsW58IypvMmcLhYP8fWjFacNa1iUIdOLFbz6MRuCBbdepNxumugjgfMOxOSywgBvwT5vhUmjTElW6hx/m+FqAnphqLjNcjAHerDpKkurfVTF4A1g/2t4yt7S+anW1vvDNYUr1Txv62pKnnWuCoPbXAHi4X4aNie9Hc+/SOK4T2LvDXjhnZ0GoyPPbubR2IhuhkiHfGvgTksauy0UYbuuKQineDGeDUZmciYpZlOeLjVo8Te7a3hIshRGRhObDZoCtej+GcgzSi8w4SyfHfj3gSVQnb2p52VAQ5788HcklFpjwBT1BIrkmZbks9QT2W3E+NBvYnR1N71d8lLZVgn6Spq2IXSxuk9cnr0oxsSlLJVCqfKrQQLaDRxHiTSmBIJfW1zBePOueIShREk7FoFCEIxxyJi4BIIByNcAVQSOWjhaTMykAu+AMev5zyB1KynKEpDy0naQq9rJ8oFKLRCHQ4mRKudQda9E0qR6FDs9DJq4VAP94uBKQ0r582++sgg/BpviHfXp/Jdwj+nlDR4utg+fJRFRRVfbVDyrGCY8Ex0DiBiz8M1k0mGHgA3VKth7M7J+LaDTXpLGIaVM7sdHSnk48ysaL9s536DLpAUqXuqKH29iQbL6v93DelZc6YebruWa19Z/m8KfC2aIc68OmJ80LieUiYWGK5l2ve2uilTZO+VA72Pt8FZFl0J++qVcED9zWE+SBVlyEJNNeNaK49wK/ZAMfHqkjXD1R9GCKX+FjZAWwUYYsCl43aQz1DP8WdsJhW0Ovp7dRN9L3UvfRT1DPcfmov/Qr3smsih4u12gDBuGmf18ZZuDLApGNDB7YMAUHGyujaCMa4evJWk5nh3Ta3HTDQhivluyJVULDaPFb0FGizX+lDGqBfz9JcwQwxWxmKWUSMwv/SQh5mLwMYK2HPeDwEhOjBnuXuG61Br+8QjrcA5RcuN8wneuJmPTZ0UAVc7cSgLiWGCaMuDxIRynY9AUsPF+Xe4t6q51thM7cFJHDheByrhHd5ckKz5Db99+e/AfDAzA3PJ9Ktp1Jk7K1r5L5N8xHMo+acIvzJ7zxW81HQ7Ji79ULwVX2cf1q7DWKfD0eswZWuXASA9xA8vFsTXMyhMvyyaDlU5r4sQQA5gmcsWLcz9ItR+BdNL80PCMCBFWAImMAr4DHCBR4HdxCTQX0IHisTjurJqlZu1yS29etU9lNwd2FqwW+yNMwo1G6jv5sLN1/yj09XOJNi8qz86TYtgvfPqRKkhyBI9JchUgn3wDwF9hB50ysHSRuh51Bz2KFWz6BGI9hQcjcBCX4FvHo9zp/G791Tuw28q7/3As1z9pvyCEJYGN2LhN7WgCn4bZ0ECwA2YmC913hZnvh3NI66EQPrT2e+qQtzjo7a07ozB7xbu2LyHak5f+9OhVoupuwrnJKUQd/nHvigyUOtJmhiWHPPpJZQl1Lk78GHeM9n0kQTFAbCglym9gATMQo2jwDTHhKXGrGzUIAqrEITXAjwBTe9J47AzgCxk/iAoIigeTIZ6viJk0ihJtTPO3E1A11YGOkjbtCEYcQ94KEvga89UvtZ7VfwQfgfY42QqOl7ihyv9ZnctbeMvHeiSoIQeq5pVu9Zee9kwptwm1Knfl5760bsTzUJ4PvURvSZCv6OWMMygshwRZwtJCDhtUhdnTaCHvSlg/oY4pVy7BihGoJNT8NJuKUUKFy9gNpYewLnmoz/lfwV+T2igeiEyzQvzXEVU5yrNGqd08q3N99jfqiZ7MbTdsHs5v0V8BXzk4XnOw8U3ii8n3iv8H7zhwVLs7nXPMs9yz+zebF/JXMv8VDzE2A/2M/Ym8xga/cDpgcLX28wEd0D3Rf5VnSv89/n3QOeaH8VHO22Mr6B7qs7yBkM9PJeaPjg/ZU/dYDGJgaBUSWfUfKyks92Nj3X9HITaWrqaprbtLnpq02PNP1707ea/qPpl03Hm2y4xlAHoqy3tV0WC1zgYRLMJcw1jAkyHcwcZiNzK/MI8yTzJvMzxmJjwkiqkB6eIQOOlKCgZ2dXqh0zYOMuYlBVYUDLKmU2IASWB64MPBLYE3g1YP4g8MfA50jbD+AKzgGI1hIbmxfyar6aN+WnZXtYWZCh/BGBcD7+86qlatliedViiqMOEhYOczV4WeO07q3dUOte0Q27n/YCL0401TIDmep4GIQVopVrha2NlCbJ5SupTyhYojRqgFpBmahgV9sCtJg13GQwvzL3+PCJYeU7g9zg8IlB7FNFwuAkNvpUcdE7dANev3BE4NiJY5xhBlqn6LGdE6XkuLcYrtPZ2YlzoNcZUvxFeyAagATOPMWRZm3tEcnKkSYWAb2EbEtVUs6YK0bY45YYEKV2sjVGcBFHDFhF1LSZOmL1PMvJVBkcLg8QntYx9bBCYPuwXM+UknXo84Wkqvou53W9HG8Agc1KLtq4q6kRznzuloE1o6DZr2Wm5EKR1MyO6oJ1b19x00N+p9XjCIVjjWunDSy1XteRTgQLjbfturR/7XN3nr+mNRvlA15ByTT0zmmacWPf8NTcrtq9WoKTA7N6Zt8LKtPnt7QWpXo+izJ+zBRG8stPpMF8jeX7GD1pDASCrqTgHwUfa2EptY00x1I2m3Mdy3I2P0FwuIyAOcTj6LF9s5v1ILK2jq7yQPZIFpayWnYgO5Tdnd2bPZw1Z51I3gWFIAzmXLzGgRKncQPcYe4IR3HBzLxhQ+jpBlSkUo0EE9gJengkENf7fX4BJ24vwUalisqhyVf0W7PGrdn6rdkzbj05AWKO6csw6eQQfB6sZ9PKJgclJ1M4lxbSFgTrZZOYBlF7MEY4nIIVHUt0Kg1CjliMSDCx9FmzrMfR9yzWpM3UkGUoviV5H/MU9SRzwMTcwNxkgVtMW6xbhC3yfdSuJK278ZYAV0uTbug1Jtcs6VI83Vz31DdOZIyCPevvWPHsio1v3zhnfeUh0WxVmsA22jqno2lmQ0t66kJqztjYxuEjtzzwjxtLLZeYnpjvjoShPPZ4bcUWqWNm+/NH3xtoN/DOvPFj5HIk2yTiz9rln9IgaQFLLE/GXoevS++Dj8B/Q7OVAXmY8ywSVlpWCest663rYrvcz7uf94zCQ579sUPS67F3ZLR+e90E6YwcIY4iKjkCjgJoAh4AQcLtDQQDn7iA638CKZs5McNkY53AqeCszpHGYFXP7gxbXGW0yO0Ge9EnQnvkPyF5wUaECIw0muv34X5/Rinr5Xn0aFJn2RxMtt1Zr1Co4IIIekgv4qS5x9bpoAoXyNFzjgaHK8M6vsI5EfpYI96TdR6CzeXTxXJSkwnORkx9C6kJU1+/8uWjKze9f9dzvW0dcy203y+UxPK5M1tnNyz+c+DL14HQG6/etefupZVp8y6uBoNNcx/Z9ucOpWjwSz/il17ELzGkPWzUpPsdTzsOOg74TDzfyhAxLgb9QsHCBB4TYq9LBgxHPPQieIwW0MF5Bxhlm93O2IRRsFwL+q9LpDxmAu/KpIODHI7yhIGcPoRONEYs6AdwLwAgpBqchrsRxGiqHr+LRmxAPaLCIXW3ClUB6QUa5hnNiz86wWlHOBMXLLZdH5gUpnhUER8pJ42z44atFqc24xqBnx7/HHw6aLDNJONkxJzDnZQlGdJ8ysiCcCK8nUoTOQdqZFcCqc6skq67ThGn5HROUYccQ+4hcSi3Vz2s0kPOLfx6/xZpKLupcLP/tsL9jl2+h/JP+p7LH8o7t7K3uiCex8ElOoerBoerdQ5X6xyOn75E96j4sQJKNTuNIs11carzl9TsxnOu76ijO9jIH9FMoa12zfQr+0ZWn7v6pdU9qzss9tLU7bPWygFZLRf8mcXzELJ9+3JPIm5KzP3awu7dN3xr1582lqeA0FpfNJIbu/lOj/D1R194NuW+bYIOyEHEZ14iDpq1xTQ/2zPoudKz2ntJ4DqPWbY+Bd+Ab7n+E/4n+b7jfe9fyc8c1i1eo/jKQnIleaW4gdwi3kje7PzI8XuvJceM+wBjsSiYEOIMyQxScR8B+nyjIPNiOOU2U6MgNmK3WXS9xYbm16cFxbLvUgJzEZ5uArtjD4/YnGVCDw51NRMhVayKy8U/iSYxnjWcZo1cnfv0PsYbfapU1unGjgjqCAe4YKLOhXoUjJGWNnhSUTC5KIqRpH9izNAajyF1YthwqrtiUdlwqkd4IUaEPL4YiLnCeJpQU3eqY9epgqd5GCQMjjRWPjyFPJpBc7nOsFFADo6NW5b2XtB5YZs4Z/S6I2sXjj17539+LMleqZzoAJ8euuycnkW+h67fff2rHwHvHx579FqBb1rykGTUeUK4firC+gWgaMs0FdBuIQlZmjALNGc25RSkb2RdnMNu55HgVzjWnhTMr4sgKdCIb8NCuBom9yCY0pi6wQsKzhvz6Ba0MltVXE6EVQX1A5VUkdoG9AjtUjBcDsSyooZ6cWdW/fkHSKn/KUFk68Oesx9hAfvTI0hO/tTh4LP2eqkc3GtqtrEctx+xQwQ27CX7VvtO+247jcMcVuiHR+yf2M32YFwtqbCo/iBxCFwMaBzuMDxPD+FFwhGtdcPHhnENMXz0IXdSOfEdpV4IeMJ6PRfvrnccC1McV4nzMvVkQaPFbK7HCCK28rVisw5sdknNTc2Te9XW96maqMLh9zZ5wQee+MKxn1WbPbfcAn784qYNs7rKXbTJzvmjaXgb2Tu24fyATCaTIFyaA2+9sFfdeXhZW2FqS8IScbFeK1tq3rPhQlxTZW6tj/wF4iVci3EO+LG2SOZsbDUvb7fcUrgn+5LpoGVfdn/xk+Sn06zWJkszXaE74vMoBrFu1pIV2oQZwh3MTbmHLE8VnuqxaTOSUxOObIAjyHZz0tOddaj27jLPwwU6pg8hou/W+Eq3lkqXu7WYgBpvoFzqBt16zapAuXuUNGlej1GeJ9q6y26PqpDU1IYyUpQimh1RcsMu1dybirIzdJbjqzP0+gHoO8dngBkzAu14q1EshB3toL0xsM4MwTrBDFS80pG0ls1P1dCHUMNW1anAqNA4I8Hhi5x+kQNGuO0oSWmeVLmEHgXLgC0LZVjWEiklj/+egK7mtUy2nMcQms1fmd+RJwfyR/Iwv2EuAtA6rkL8e6wTzzp3fFCPtdXbscFhpLwdO65fVoySLSc6xxQ9ueY4BtV1jOzRhERZWXJcqe84alw+SHTj4A40flgoR4UyEsn1ai+TVV+wraFSj94lFBy2qLtOdVY39iRtbTQqydI46wLXezmz6It5Yt9STHCkaD59VgTwYdAx0uAOXPnqLHpdoau1+99/1D+8esH1T3/lyNLe829Yc9XN1x7dOzirfaC/pXOgEL9mZaKy/hu3P8KGLye/fkVDpqXj4nvOoTqyySIsajctuD3R0LCoVJwZ1Nb13lBq2H3prW91XzN675VXPDIypXTqzy6huemcWT1BV8yny5U+gjC16flVH+B9Tz/ZZ6vowaDq7OYy1QfhAI4FNVMU7aNTtIl1ECKRFxycyOVpfo/zVScMA8KdFJyj8BeaS0wnBVESLUnBIUmRpJAYhT/XLpIySSEvSSCMPkoEVprMYiLhdDqsjGABlpzHrSWmVN1a7/SyW+tqdms96KfSjk5KDahJZ1CjFFAjJlGD6Nutca7yO27AukHc/Y4bcrhuIlLP+MNFIBT3FqFaHMJD0d2MX2QEPUrv0dP0Hj1Q79GT9D5f1HvNidijSBigLpdJ65fQF/skDdT04fSRNIkvjbS2l/UecY/eoy+l32qJJsrpYGGeAUswaSEa1WO3uLo+hUQbUvawfJv8r/OM3BAEVvAGKooe1+XEEkxHDQnMw7aqngNh8dirTpyhqJ+5fQ50hoSuU8PmbJwO5cTkm/BUTwfODWIwuQ5n9SGadWFIEQN6dLRh1jZiN0Ta7KonsRvXUgjQf2/u1t7Fm7OZrlqqMcjzSjgzJ8+6O2qpjqAr3Y3w+2/m91y8fXftnrXN5mTSnAhdAh69uiPR2luzXRwUmWSSjvvWkvvXlBkj3jKHGom6jLAREeIXmi+21eWvsi6CJyKCi+O5CO1PCjyGlqIjKbjwgRRICpGXwccI+tM4OrncUt5DA1ojgD1C8y6rBY9CBF01NHSNzNrtRoZkLuDX0ONxUti+9mbcjcSlst67/XqvqYVSea8f7PADo6bIJi02EINCbEVsd2xvzKTGqrEd6OBw7GiMjs47jIQPmrqTg/UoKTxxSEOvr0XV4/X0nX8q9HPWSONRTU1Zep6mLV36drGnZu6OeYpTqcv0C5p2Xq1jLHxRqymZhKL/IiiiQ5mA49+v9YExtO7biAbil1il/ESL+QJlogmsLK1suLp0dcNtnhtKNzTsLe1tONx0tMnWpCMfp6tMNHANMJ8UGrDS65QCH4m7eLbBTuNBxFYzNHJ4ML2jJKl5cKwTrsWthQf0etxbw5bwKGkeSSmKPs7+fzXOH+UVPW7cyZUReb2qHFWQ/s0pUHkF/pRohL/Vl3VOH7XJEeOO1YZx4SFlEA/c8fqoDQ4TXxw589kpL3UjQr2qgqtVH86LtSVLq9WlS952Be/duOmarmwqDyDHBf0J2gpIoPRSa5dU8ehWl9Q6P2+7Zcr56y6enp9SKNg5LyO5XBnZ03Wl/zicWq6qZpmo56/BpG7/RMTFYypdwYO9PGApgiY4geJojqNtCFbptIrwFaXTKoJbHB5nn4Q+ifcongBKNkyJNoMScTdSKJdtdYrEvSYhktxrAztswPD0bhL43fxenlT5Kr+DP8wf5Ske399QLuN+f6FYdukEiUXKWRQ5kfZkcP0wjkX5AvmNnCa7OafWTxIb+eaFmNj0959DEPQ1CLv0wXmaMB0Cnhc0a6yVYd1EJ9EnuJGw6qNBS2swKSAF+70XxUJSyKADzSNOSQqdksgmBbckaWkgJoX0KHz/gKR1gNak0IGOtZw0NSn0SZJZLLQkzMAU62xcaYqttOK6Sn10Z0cm7XFbZ2gICegQZEFMLBMzds/YO+PwDNMMBE+dLCuwkM2FgmipCOJ14ZHgq8F3gqQW3BGEwT8kxFyxgH5V0H9VeLXwToHUCjsKsPAHgm0VWmFrbqq+e1soKpZXTDk6Be6esnfK4SmkipojU8gpwekzRuE5IwksyJV5p1PKdOjROTbRD3YaDom6RxP7NKs4c5ebqHJX0dP5jLy+ujzXlYqk2hCO2hwUXUpFUg1UMQZoc9QWigG7Q6WRcA7bY4ZqMRH4oletmHnudRovxBlLnImlKcGSSBPxBGMGekANYRhxkitmHJ0BaXvSXrZrM35qo/qpfmaepd92eAbVBvvpfvs/aBPGxMPrDIV0Bi5rGdUHeoTzVmlcTx4tLnqPlhw73txoonc5jOuo189Zm3HO1n/P1T+Henz+gq1yRq11YGi4XkOj/f8vQhir1+2L5n8i4bfm3jhv6cbEwD0DF1xVSHfXopUw71GiyuKCyz+lFkkXWI8aziTUZvS7mL5WkU9tOrfn3IVLB5bcel/t+svKaG2i0uELwN2bpyWq1Zr1kpCM+UBq+BK4e4uW9Aqza9aLqrS+gl0GOX0FM3BSK+ILBZowTvr9S7aKhQYF3VI4u3mgACiEkWSa/Bn8KfluiPTSzQg9kT8FH4QhzzqJBKEITi7BKXvYV1kGhCOepMAamCmFcJIkWhGG0jFTHGMmr4SQlCJJiXicZZ3W4EqKNJnDo2D5yBG93thL2sJAM7iOIBTaqqMor9eDYZQH0T7rAXHPOx7owZDKg+CUB8Mpj9bcghqEgjyYNzwYWHkwpvJgTOXBmIrzAA8GUqxQ2FuAamEIsQ1CUYU6itJ79JBCHU0V6uipUEdVhTqq0seERWiqEDE8G7l0OjUJp1JATR1OHUmRqTqcStXhVMqAUclyKpg/DaN0FMWdAaMUbDM/TVs6O3J1HHVCGUYwqvOMSLOzsFTcwFLxCSzFYiwVn8BSrK4JYyzFYizFfhFL4V09sZY/uA7bwieo2ffPhPzPNPu9GdvmnHeth0MkmW72c7wSWjgr3VxL18nzunnTL5ldeaz2tct0KCUHLwK7r+pMbKrZLm0zn0WGaDDTtVmmEKJDkVDB1VqQVxlsBCBc2AzAuWi3KiF8lMTGuY81W13/ryMqLSwVtvnNLh6hJ1pOCTba7OSyIKuFQ3yDYY9rqNvjGnQrAJrDgYYjDbDUoDUMNAw1mBr4+rLm4JHeWLJr9gH7YaTQU/Zg6SzLt90wdtnrxi77FyzfdYOdfmuDcWtD/daGMy3f9ZSH4wbKwtN5lhUvnsoHYkFZSUVTaTkfyKZBKoaaXKiQBpmIPGm9U+p27o6kVp1elnCzJbAltiW1JW+62rMlOBT9sjSU3qLc5LlDus+zK/BA7AHxoeSTnmfEZ5P7Pa8k+WleoFvycPyzPBH7PDm/Ca9ef3bCLJ5OpX0T9Z8QNYA9/lLf2P/oqy64paFp5sJVzyw+79/XzO1pbF14YYtUrqS0S6Ysrz0+oxyQZZjwryB/gbHfphlx9YbfbrvzfzaJocc3Vs7941+WdNxt2GznIRqYhWggShTBpZqH5/sY1k8EBD8XMMWIKF93dKSk6BtC4HUxmbKb89tMtoDfya7jOJeZZV2CQES5KIzmXPykcZbv5yFCOnyoZBBDqU4MpUnjbOlICeK4T1gSMiCj6b5gK/4oA44wgJkwezNBtW6fVf7JQKuvpi599zrs0eg0QgvOcmrEFQpXAk4l4mIc0rkULcu2TJqQHEIMOFmFQsdpSzIN4s5kDGTN+X/t1MgNUUO2IXlI2Vs6XKKH6C3WLamh3KbircX7wQPU14tPU3uKo9SrxbeKTmLSSFsyiLFUJ8bSmUZaWVftdbueXvqttWliwcJujyCYMPS5DKAKD3Y1983Zu3L+pveuHdhceFjkQv1jx7rbvJIakOfkplbS3cnzLtRCyYc3f/MuYnx7S+vlp3qX+WUgy5HidPAtcP2jq1PunlW137+3qKOxXg/qGPwJmvdG+Ky2zFbyclUT58h6uGjWRHt8njfkN1I/4z7i/s6Zs5yca+Nacttt90r3Jp+xfUMatb0o2Sg75WCyXvt022w7rdk0O+QbBeIhKACAZSHAFptH9HjpXs1NPMSr6EJZ/asSEIIPhYVQCONPdMvOEAiNgrVaLPiQ7688T6UUMx9L8ba6dNB4bxmch3Mmj75o8dAL8IFmtXjgAiMtUjf52tiycSZirVVrR1Qk4G2e2DJQy/3l5eUry1vKe8p0mWfi+CG4hQuM6HkNfdg4EkPZzITFuJ5mgwkwE2xqGzYIENHfMaR2DOvS5iUmjkS7Tqd+9BFG8ySqTKdXQo1PRqfo3erSfh6u37AO0+7ERxNxQ/M+qlnQMxLno8/jN8GxVnqPnqL36EG43zf5LGXJMUXPqAkCLRNAgxxxoYYLowZnPWoOX72kONKK8B+KxWJsNTY6/t8jdo/Roztwj5Mk9Rv1+w4SFIIBPLqXiqEbqRi6i/JM3ILLkAwqE/kC+AU0VtWsrqqqWVjUGHXMcSE2xbgL/2W5gL4aUkqOjBg9elW0HMoFtDCisx9rFnQgF9BaKY+O/3kE8QXqjx3A8j2CmOY04ltCDBsFzgexqeyMhAPThMUMM4pETuQa6E6t+m6g2IAOv8aKXTdOybZ74iA1OO/OhT1DMVvCl+DEwsN9pa7O1Q8Upt771TnTwy7eFyC/U/vOnatbk+Fg9vu3L5x330DO1ggGtm3ryJX6pq9p+9JFl+2RWVbC/JMa/yu8zzRGBIn7NecO2w471BubnQiOgv1ofkweD+m9EQI6bivZNBtpW2e5xGnDxemdWpSy7beHwsBkIlhKoCCVc/u813k8bg2NvhuTFId0CtV92H3ETbqDoXkLJlwOCMCc0DEKAiX6JgbolKiOHRvE+QS616ET6G4/o4SPV5rwoBv+Pmy4xsUFR3/1KzbFTWmPzd+/ZJPLuvErL0w1jdWevWjs1flq9CLf4Yu6xPvA36Ulr12H37U6fszUQD5FiOBuHBN4WHsSodTkkSS02MP2nH2m3VSxPxh5JjIaMf3J/DEDRRzBlNDDmCjCjfRct+kDMxg3A6ziSpKh1cWweU+ikH4bvMRis9oIUUQDQBN0ro4LYjQGnTRCoTQCnjQGnjTGnDSGmzSGmzRGnzTGnLRux6MBS4M4/Q4NJwq/vqxZkxjLJhH2TNaxZ7KOOZN1zIn7fTnj1+jJyTr0xL0WRLDlcBIIyb1JqCaHkjDpEbzAm2OxoBlBD3bWkaezjjydxsN0OeRGAPQTJ1Cdh51HnKQzKM2bdDTqarZu0TvTivcFmx5CN8dP13tBUFRflHDijb7zn84U6yY1c8wLRVBHEfVZx2V80Cn5dqardmPPzef0b8qlu8FmdzacjGbaMF4cS2Kb2+aBmRfc8Bi4CgPDsesvbo+5Q/3gRN3eBgj3+DHyYzT/EbBNC/GQQJo8wQNTKbbEvyQwEDtgPxr7JGbGaZT7HM0x/OqpiFCu+vp9C2nS7GQEs8kP/GEEKox5AZRA+ziv4Bsdv1VbwxKReDgS6WM5D8tygCDOZ53oyBlxAsJEc3EkIzgsL7HLFnJhPxvmWCegIn6fz2ym6QhhC/+Nu67EauwAS7KDzo8ArmivL0JxsBtATE7vABIM4G820tlf1r9hWEqXY5qDLXO6ne5ozMTFwF70HjAaGwXkSOI7CwK6oRXPC87KGQueGDwROD4ZAzpRxh39yqiZr0eCUvWQUOVf1f2c6PTpM6rxe2P4y8bwl4Ucjn7EDaKeo/s8Fb3z4u6zfTa2OpFguYQCKaN8hxE0o4eJTpTzAOB/aq9X4v4C+LPqCuQf3NRcqIDGfFtb7c0IfPdGKWSRZZcvJq+sPQrUG1qENJRlumXbmIjn2TV+jNqH5jkPF73IEy6QxynKT+Gt3EjCZPPZ/BzBkZzJrHpUn+qveqq+qr/f0+/r9y+mFvMLY5dTK60X21bza31r/RfHVgrruY38Zt+X/VfFrotfm95RvF95n/498aHzo/xnxKfWT20nnafyKdpK22iniaNcpphWHCiuKFoAgDzvcrsJK2cTrAiWCwFTGqSVjJA27IYmRrD43XH0zdw+wZ+Ky0JKGx1fP+IiIdLBrtIuFYh8XMnn+4S4RxDibsJC0AIkzhdi6DRmIi0kIM836skiSUPAPhePjnnOREKTJR9z84CgXbY4+J/4qTiMK2lBiQvoqoszAWs+nQr4rRY6T0LCVsQ0nzecA61thhMgnjCcAIFgqFzUsNMZvRPcUwRFvz+UviYujILCfm2Fa8gFXS+DAhEnLBNxCZYtlnELWbJolgELaQkWiqNwoU6Jk7k3w3r+xOCZCRSDhsj4Qh6FTprDeIMyI5NiMoFi2PnPRzrFnp2mo/xL0p1I2sE1aIx4ZiSGdAARGz+KvX24SEO9/wxBhIqP8VT86AdMkC4pkRPUaxBv+oy8irNJmTw2Tpwq/70tHWwC75eS8Vu3WWMFFXzQFotuuzaUagXeYotS+0cEfnPsS/DJh9S4E8Fd3rWgdg+4PDA7y8gyGfT7ZqPTgRmhdNKEKL35y2NBwzapEgT5AaL1dviaNjsdfUCAoQjXDvmnYqDdcW3pYDvJOz1CStgA73M+2PAW+KCTQUoxw2G9KOBnzFjDF8wD5k/MJJJCwXJzSuaSeGMJDGvZarJF0gunb3UHqw+2HGqBxQJQozHBoUadgqOdJQqgnTU7kGgMRkNCMFmQhWRLe6vQcogGunwMsH4hIAmiIDWrZaG5GHMiYai3UvAR9XkVLlPvUF9RSTW6i32+/ZV2cln7He1/Y8lF7Hb2kXYy2se2IyHaXqjHNKD+Te1mBKZ/UwDnFLYWni/8uGAqAN6RQUxEAS+QwTqwDVC3Or4n/E0gzxVuFO4RnhZM33D8l+Okg7wdPABeBuTPEJ4/3yF4HA6hXeOlKgtYB6uy7SYBCA5BFdpN7WpBiLIOwNCTR8GW5qREBwNm2rq783An7MQOA9ZV7kTsgMdoP4KdaOmmDwEnAUBsn7oz+i0QIwpwA9FBdMK+kcRfsCg+cfzkGEJARtbZ4NmllPyV4WHFSPfQ93o2rAEAkSKaJYBJ0l8wek/G6NmY3u+z160yS3DdJSTK9VQR9Aj99H/LF/lXKSJfTBeZyC/SPNGA1VlmcePETQw3RN0UpFt4N6uDgc7OX2Ft9svqoBJAhwjxDhupJqFmpVeBa4hLbatia4pPgeeF5+MHhR86/uCwgsFhI4va7ZsoHd1cVoF5Yu9ArFG2VAFpMBkLdOgsgNYz+Axe8di5DWF17G9d0fj8XpVm3Il87e5pw5fNfbR/XgnS4TJDkcGZqQGpAGZ3rZkKu2pvP6r4YTJJ+dyRzvsv6XW4EbGyyeTsR9aB3N1TEaMB3syxnFm9peWKvDdKyTKcvtLgO1etjzyO+E4FF72ke37sWDf4ptvbjUPoZhGzHDNCS0JLw4uLa0JrwquLt4ZHw2+GnRl3xtNGtIX6iD7HKnqVeZX9fvVp4unQe0EHeqpDddhVJ203C7Q36BO8HAUoYBKQCuMWPDlvOpNUnKraFwp6QqGg3eEIIP3GcT4uo+PANJdQQ0Gnw06YvWmVSOJDQFGh5EfKzhib/Cjm9XhomqJDhG1Fw9GGTxpI3aLl8GTKDYiEWa+KNxsFpOanstl4upyelibTbyUUgjqCkH2w1HAaTszTt8sYPIYAvEHH6ybhxFwOh/AZO0oaxcF4vHGCUt9Ysi6kiXoYwf9SVZzhDNmMRfMgBf6f0hWetRNefQ9S8Jfaj6ZNKYI/N2Qad1/e0dANKsX2abVPL2noXX3Oqunlxi4AGIYNhDMtKfjSwzOQxIViIDVUuxuEd3XIeYQmqK4XxmbXPu88d3lP+xytJ2WzRXP3GXPvRTL3MjT3PMwh9ZggfeQfyFOkyaHvHyvJZTIeiuLaN78ficVx/4k2Oxgut8NZcDW5hbzGfhu8g7zPcQrHi80m++zTHOeRC+0vkz8gzZBDH7/G/hcIVUa1xF1xfqH9Pfvv7H+zMzZosoehx26q82LGDj1uKwzBzfA2+BKkoANQdq/9GvtN9kN2yk5ayT4r7egD1vpGQ3qx20F9PQ0fJHg08xWXtcpYXLwLvYLdwV/suNqxzfE1x+OOFx1vOI4hcWlxnD+x8S3pICx2jw06Adlns4ySKc1hsxI8xyOEA6w0j69kHH0E3E8Aqwc7qwgP3gHQWfYg2rIx+y0W63mAvMaW5RU9eI3zVAgN725KjBPwShzZBuV9jmvApPkMieig2zMKZk/S3LAyd0xXOk6cMLY5NqKflGGMGZAGefxjXOJ3kOv8WM+SOb0LEQK163RJ6kASE7MMlpxIYqL+EF7k9XPOa/Ssfv3oPqd7cqeyza/hZ+GUGkK3eWPJDNYNGw5u/cEk+qCF1f08mgUhXxhADXrMxy/g4mxI4VeWZEEzwHksZsmV8OrVA5rInv9L25uASVGd+8PnnFp63/dlet+7p7unp3s2eqZr9hkY1mEbsFkEBAWFwQVxg6uC4gbuuKIJAi6XHWnQRENUXKPJE4033kSTS4wmd4I3fyQanZ7vnFM9w2DM/ef5vucb6OrqqjpVdfb3fc/7/n7f/gKhBxbPzDr9jKGMhJefiTvNzEz/5CVQ6/j28GX3iO3tqfJi9B63EtSA94WGgDQgQ37NBFmtZpKsUzMgm6m5WLZUs162TrPOtM5xm+P+5FNJrTKYDwSAJW+FeSz0Qmi1lOASrJWzVJtl3SxiaZhKIlEloYdEN1Z8SBWJ6OgRnRsLduSI0mukB4xuIzKSA1VeQWfLemurupV7gyCgDXgCnwS+CHABW+bDLaOx7kNnTsXJ2vYQYRwnO3Sl+0xe5DVNUSakxlFyU+rGSR2FJGYLxZUnbp0mP09chSqDvOhHTZxA6+vQe0sXpqf35a64rmHixJr5y/0XHS26LUsXLVpqdk+5qquOW1ltWN7WfnJix50Zvzscqr2tJf/6xO7lxhRc9GB359UDXVNXa5u1V/R3zFrX0rp5pkFDynlHuQt6aeyQX9AjCBnArURMAZ9ayZLIGELLOpz/FKTwWFeTNuhqdTtuLHdJgl99JNbT/PKFaDN3Ka6nPwuFqCahRQFZVpbXdMj6NLNlA5qLZBdr1jFXydZr1qW2JO937HQcdZx06JWB/A5i4iR1hWuMwaqj1fICXAKMWJOpBBbRwGlc9oe83oixNHrUqBVr5FBVIiEZO0rj5o+jv4LIyMtHcEVFatmxc6y2UvPmBK68AInySAVPB0eCXNBeu5pG/5yllYcr60x8rNoqNTi+8gZHa0/kyqSOXXX1JCIU79EKq68T4U9oVYrwnJTolJ+/ZFF62mRSeZMm1sxb7l9WwpW3ZPHiJWbXZFx55QuTuPLaTk7svDPj81Qqr7fnIlMS4trr6SC1t0YzWnttm2jtkfJXwhvZyeg1YAdzjii0BkvWjvvjYfyNRxdGd1C7Dw9croOsUoV/CTLrPla5VwX20iFHKdNnod2psjneq4QqnY2TIQWkhvBI8+3wGYJSibt7rejkLwKDkOUuyygxIWts5B+6LLfurXtaO+brmqT3XpyrXXZwUa3L370Yvbpjp29Wc/+inTvUVX0xtXQBACMjIs8I/5/6kCoEgE6iuhPeAW8GmSMMGXLjx9FDIIr1JTx6iEP+EZBNarRC3CHInyA+XUmtvwfr3wO53Ni9jo/d69fwYVgF7IIaq3fJCE6Gb1nPREviDeM0zfTyDYRLAaeJ0DQfwTdwOfqfhyJAKy6Xw0pdNmgqjQw93xOHMCiNkrTxYg7Q96c48xIHTh+j6e+As+CTIHEID921x8jbj3/1LAD41Q9rczAXK5WNB8RXp/ehuIK0HGrpfT6Am+CNwCzIsXoTdKgFCCOjt4uT96Y4dfT6bKXc3sLlFhBMDFoYgalIIbI6wkRAT08cZzo4lrQ4mBOfR7FDaPqmceXuFJRYh+7IxNwCRCg3rvjjlXQ0poy7BqfrEvMLnsEF4TmKPMIXAhLcpZFTh/EzYctx9DBOW0PTDn5/2k6aNiyoUAvxKG4RTOZsy9gdhPF3iMcr5S3e496xe7wP9uAT9kP4epzyvw+vCH/n2WNpBsbS3Amewz0lK7ax9nEXixVVGjl9uKtLJqOtTNPl7kJdblellY17hwvG7vcBINF2AcGAVjdDT/O05pFmptl9mmRi/N1J4Y9L/9hY+l/TcogcxC9DTI4GaxaXgSBrb3e7he+8YXy0HqaUbyDxL/gePWK7BVtIuxU08OPM6QzakdmXeSnDZPCo99+03QbEdlscbbfUr5/WxUScnlfdcSUAloMoYBgtft8x8lRa8/94Pam7x/CNXAeQT1y2UWV9BjlJFxhLR9upmO7esee8f/m456z4Z88ZGHvOnWArrivarqfGFsaQJuaOoZghQNt1eCztWLsm/oTT6Hv+UszXWwCYBBk0Km8mxaAf9zRy/cj/UP/Dc9d3vkXeD+pRaWTNYZLCeN77jfwGX7+Q5ke8/v3XAYiTXmo8bURTiacEHjFkyqwRD6mLcAbHP5I2AHyP3+N7XEjzKN7jzrch8B9E0E7TKrJ2LB3uOoIfjpBlXGnS8qH+JrTtzai0vV/jtpc6AKmvtE6lzRYSECS0CU/i4wSbACW4jWYjM66oRvvSRMr9iPMO5OP6sl8woiARdjxBuBXPyQCQavX/C+k7wdP4hFvQoZQfijh3aidJHBxfT+PT3juW9n2wG5CakuOrgZT04nNPPHf9wNj1d4JnCVm2oMRje01cwZKOEjlXVblzaS4YS/MB2InLKiNY0YgPbvS960Me3zQfEnyQfvtwYflo2z93o0ES5k/aMV03oe1kTqWsPhHzCoOC2ZolBWUEtKOdy+toOX03bSfArQgEDsAg1QJwck1wI55sXPQGofNvMJb+3rH07wNCsE3nmLE3HZ1jIgENoANXSHC6syE7WEHE9/H3GRi7z53g92RF6AgW8xCKfvdOmYTRhe90DGSIhqzWZd2ZQgYJGZhxlUZmkLlrcG2cDolE7lhSXs08yvUBATx0xCPFOp+L+H/h7wZiPbQY7Nne5rnNKJ/x8ToAfc48zwOoxkLI4ZwlIsuV0KGDTSciL6JDwMjoQIpxP+8GTRGZpa0ELzuY2ezDFxyJnLDoNlvInvNg6y+3kMj1U6dIMOynlKiwcObUmeFTRAM/lco3pvIVVkVKMQqJpgL9hPQ3jIVnfrwXqaUisI2S0POUhn4cET3Wu80WLJfrkKnGb8rU1EirLb5rI5muzlTk8W5JyqWdmMn2afMqGZeqFxIKsy3X1Vljt2k292qKeZOjvHoevP70/XfEL+7npIqujpqatpnygaVtDa7C1L42X+O6ak8dawjaWL4jk26TchP57VMPPP52+S7cWiegw+g0twKogA3cLnjkipjiNHNawT6svV9/v/lhK7sL7uKfke5Rsc1S4yRJCd7wvHoSgJZJWMJtOKqbJLfZRcL1M5OHKMH78JBIsQxtyhAKalQ6L7BBixcapHjPxOM9rULthVYGb/QyoxeYObyp+OtRlxlioxqEmXMUti3Qci6MIQTvn7Or+NbWrW8Vd82Zd/0NAwM33MCtGNg9b+tbb22dt3vgRnoEf0SflY3lW5htXAfwghhsE07MrnqwCn1k+Mj4RZRRhJfFnooyWtwqN7kejO1Gu71vgQ/B50A2GNscuz/GdFX9NfLXKBPS+iK+KKMP6yP6KFMv7XP2+Xb5/lbFPRKDDzsfqXrYh7U/hVPhY+xSg8HorOI4luf1Wl9MKpVJJDoCyeBxOP02Pc93SXRGfGiaDjodgIlFzRG9Dtj+HAhpVGqJpwexjIKXgAjEMpYm4o6gSHvMHIf2ROxPQDFNgRS2+HH4CNwKRiEEKGUzVifWDlKNKU/90PCGtk1LY/GWUQJwyv8JtW8Qe7w6n+fyeOcVvEPsP1ZcX9pgWKkKBYOqiAuElQHiDApFuiuKcDQI1uItXBski8Nhxm8gLVqPRXNDLTNaUWGGLCQyo6yXzBrP5q/nTH+oc+ecuaePh+sf6Hl8oL+jLtNu3FG9vP2yFz2RlD/r/T+Wr+Llq+G+nveu+RmMsnBLeYlvdaGhM91YXjC9D/20Pjtp64otYl368Xj7AbcGdIBp4GPBNtE8YL6ymvFFgoQclYkRmPLIE2EYLqFXBEUIMUwwGAol9T3HGR9wM6aDcg0eEJzPe+QwJYdyPBgf1CumlBi7ILMpsh8XFiW5GnxQ0NQLOmO2fmUblvmU6iwsoZ8KOqatjYmFQwmnhlnDvMswTAmdFoyx2Izp6hNPaKBm6YxJq51LpxOSU+1ZSg1KY4AIojzZ0RK207Nx0kEIm+VwcfAM8Uun/Doi0qaIuDnK0l6EtSY/8T+vrM3WiiXMjzfEhVJ4wKkNnRemOz62zKhnKh4Q1C/I/NHPUE3u0oZLGiPG6IGbWlb1x6MNwrSL1iwxZ5ycovs/jmmKaw7euK+3qbkXQZM55E9nfxLJVKWymUCoi9Fsr7Xfc59S6bXkDryS6myyeZe29ayUyloSv9u+Ov+D6x985IKWvr4WedSgqbFYmlp6y2eG26sMKa87WSvykjI7sd7fAfrhs8Jtig5HRzj0YP8xZ6mq1PxCS2mibMvEmyZt6WcuEpb33tTLzO1f7ry4wHT6OvKdk5irhKt6r5zINM5o7F/hZKJCg9DYyYSk4VA0xigKiomKGQ6cmnu645ne3dOZ7e1PO/a0MzdOv2nGzf3MLcKtk26cxqxzXtW/qYW5Cl5pv9zBdAIwfZK319vbS4BXZUKzURCaHU4n+dU0HRinTwfNQlNbb6Db6XBZp09hvJM6ActHJnm7A51gCiMSC2qUbuVCJaOsXxTRmBbxnKaEyodlslkzm0poRJAHNga2BVBg1kwr/clsZXYwiJk1swZfJmjiQnxaHG2Mb4uj+KyZU+glNPLZ5Zo1s5v8VIohbW2zZq7Gk5HIjTq2LQ6mRJyac9sUZbwfShVTxbH4MTDqGD4aTFZhEj/PVCxRUwZxanajf7A4+gfHsYeLTY/y2oo4niwxJ42F5Y9ddy7irOJgU0/tE1wF4yoEMzO63vnBg8daMzUtykLzpIuikfvhikXr5hZmP7P68WfwJNVqyxfmLvZW333kklmLnlvY1An1uYQl2Otnwr0buq954aGBuo6WuGGCIVK/oF7I1S34+JOB+2fMura3f8u0exbWdgthS7fFkZzd1J6YMHf1DRctnPNk7Yz5Ncsa3q7pj6WiQqOTyBST4WZ0K+W2DgkG/j4gUVksduY+mU2pGvKuvpMYRL+dPEys738BBYKpMj5UBK5ct2v3Vet272JO7F531Z49eJfcE5a72FlYTrGBWQchsh5H7YCBN+ERZq9Ge0KjBpoSXHLEbLassVlLUIVrHK5hANIihErwJ0ckNvt7Io335DOEOvQs/mjPAEraNXyKkmXr/DoCkEqJYMegJ/06tGHp8T+uz1y6duKi38FSYkJeo1jCga+7mOXSVb/ZctGm9W0qfSLgs636+n/44/g9m0bOsircHzvBn4W5vPTLLPpM8ccs2mTYlEVXZjfpUVC5zoB+VfUrH7rJ95QP8ZanJbstjC6T53VQVx+qq7O1PiiH77mxXgzd4QdtcmqWhmgttygOn4jD03j+GDWJafH+Nn8JNgtZwQmdr4C6+vV4rMtn1qg2qpBqvrYG1vwJmKDJ3t0p+m7/iRe4NdxGjuFsXVOOjU54o/QoFJT8THG4iAfRs8XhT4vE+YJ6N+Vp+x+k3FjDoim+QlJGW3MUUjB/Mcidwga70PjWi9uy5Fy8TzjUDAkgbY4yDIputWpoggfLt9ZXL3p93c9f7cxctfyKvv7t8xasyCWqfF6JRmMw+AN6xNk6epqyctbsnRp1BJ0BSX4p47rz8Tl7bry6LWU0zTt+2a1vLrugkKzTJ/l5nFIZcVhX1is9TVvXTqpmmxNJ68W3JwSDvecarI6BCSO/417DdUWKRgAT4SPC7e66b0JfhxlJJzSrjXqj2Wl3utxRdyocfib6TPpY9HhaKUMyntWzZqVd6dJENSkbsvFmucLtcde7G9wC21q3JXZYd9hy3Hbc/WHn551fR79OyVMeT85Tl6pPNaSEmlxNXWtOJo2Aaml6S3pP9OkUH/UoNIW0x2TJpjzReDb/ZFV9iWk54mt+Uqjy4D1BHUgmo9VVyY11MPNkVR0+dMgfjURK6JjgSKeM6XQqEk2l2WAmWh2pSde01bT+woNrnzoCKfSFfXi/pm7iLzze+mSSkI1QX02vVLsHQOseqSL5WBe5leaLIARYJZrY2lpTk2nOkGPOfFBUc9i8BrctpXMPa+8z7lHaJo0JqNQLTt84mNLhj3ZInHnz2sHi0KlRQrWirjIjU/trvDh8ilBc6MRlNjJwUoBrOCiuoImESVhoFZsXcbMaI24WaUAthN3ZqGdrMwF9LosCnLcSrkuNmiY/4zeJPlmZils3rIi5cciAQ3DmSy+W95ZK5X0vvgRnHny0/KvdO2HkiSdheOeu8q+GP4OXHO1eNjBvi8ujcf71nWT1pPJAi97mr4Nun6W1OGdeiFt5tPzssVJ57wsvwBmlY3DW0YEnyu8/+WT5P3buhOEnn4TxJ95LFNZ0r7b9vc6h4nxwzWuz0ozPZ6qaDT+cUc2XH+UunDFzDpG/mPPaYTN4SxDWmZ7JHdIdok2IN5gddocrmltn4LCgOtb0SLMz6GWgWlud8Fb7vNXrs/zEalidbM56SvDeQ76s13scKYAH3nukichbTSX46ZHqZDyYr8Mj5POk5uP5dIkJCkraAtIpb4F488LWo6SKC5Httfi6o6SmW3BNl2CbyCs+fJbW9/DZIq5c/IN8CAtsfDwNrOgt+n+tNYvOf06Uohj04/1G/68VdTBkvGX+Zffdveq+wfWvvvj53388e7VHrbcx/0LtvFz+atnl+3705nO3dW34r8MvfRVRWh1YFh4ZRkGpgs4zHXAlYen9QviB2ZF9zXHSifZ1HXGgQtfUrlvSzIz0nJpFaYZgJ89xMFtSRzMnM4wNj8pZRDfX8fxxJosMn2bVO3zST7OqHX7bdSbTcWvW5v8069rhS36aje3wFT7NNu3wCZ92ZO07AoFPs9Ed/tpPs407/Fhm+rwmY6xxVtVkqpzO20gfd+Ke7kxlGEeNM5WOxmLpmprGxqYmlUpdQq2CG/ASidFo+ilwVVU5HHY7wSKrSvkDn6eSb6d3YRF8xdFM7W2CpwALJXRAMEkhcwJtlkg/Nxo2W08A267O94hu/mWexNrnzwzlKYkZ4Ssgs+UYWj2Vqs/7ImgNVMQWpSKyZM6NQjJyFeD6+CjC9pfjdiogf/gvzuA5V2S5rNBoEYAHslAR9Dqg11QB0Rt1rxgjExofX8YwMj87b2lIby6UmyZUafyL5ku8zDq45o9/gPPTAZ3G2lKu7Y2WX7aWT/DSZH35j40BnSFQz/X9fu7s4SOzTE6fj9XGJqGeGRf8vqyDp0PGyMRypM9Yxfp8KNEP/z68BD1WlndozXbo8zGGWDf8ZXfUSO0op1g32kRx4HBnAwgiyIzhwB3eAHFdlGDHYeZqZGNLcOTAkoowMgxSReqDSt0FZNBvQJvKR2ZfQZDg4Hyc3MxOQQ9wc7EsZQF1gpPfBPSblEoAbESk2qSRQdlXmk0mm3XGAxVkOTxvj2L60gDG86Ur77h9pGuYPKW+fsqU8k8qO9xc+jXuQ/OmKf8nlr1WAwP4d2EiBJwKsYBTMhIDr2SkWpmSUWjkSkatkauQTitTIb2BVyGNFsjkJo5RKgsqZFRhcUTJIJYDSo2K389xhv24QE5iUVy2Xy7X7tcwSIVeQBcAJeAqS1qc3QRsxvceqKDvxQn8Hi6n1BBBARoeyo8ulFPHT9zKKmajRk3lryZt8GIt2mvy0o/f4M15DV4Nmvve5nfgsvKCa1HV8K73bnm3/Ch88trhU8xCpB3+4rHyq48O/w/SPAonUN145HMAJASrvQ10wgcIgv0XQpPBmuV9UFItabI2hZk6pr66vmm9/nrXFr28yjvLtcx1pWKNZ413s+IBxUO6+927FM/od7lVEgS9hN1ErcED9Nj3F8KATJU1SSXx9kRnR0e1x6uebjINaKrUMU+V/15fXVN9VZ1qulQ6oKxS5aqzVbm2Ca1VbROamiLVHcbq6o4JTdVMrMvl8TI+tc97yJn0b8WtjYRUwBIMHeF5SbJN/QIMARNQwZDQKU2aTP420FaXy/kTyc5OfxvySysEuAvVq/G220wCR7LwpjXebXhCsHdLNGa3GZlbOmLpGIx119m6SvCeA5Sx+BTRkc5Jj6fiVGkqjlEW08GBqFB4vj9FxotT8eI4FuNzU/94/xkRiV9k3BujN37jFu31r+QZCg1D44MqkDCDFKsfxcf4jUPhyjhCOY5F4NBRMmsvw1fWdL3UB7+C+Qt1UNIRti+7b9clgQXX2vx+dcSxtDnASXMzpy0+tDQUavlmXt/cNjlb7n2pWqLonl/uqZvfg4Id7oYFsKV8FddXvuzmLXXDH206Nty0bkZ9a3nJXIPbM/+268qzgqmwdgkcKL/bbXTaQw3E17f9cuaSVQ5rXB8c7kSrhu8jMsD0kUPcae4O3MtJJOC/CfIu38TUbN9Aiq2izG4yeTZMWHAM5Nd9o3RU96P7uYf0u9Au9lcxXuO6Vf4g2s6+xr2p51ukQOH3B1KphFwOLUqfz2u12lQqswDN0KySq+Q6CM2MSiXXmuVmeSJgDNm8fNyDVQ2FUmW2SBmtz29NsXFPIuCJ41Mh59gpiZGeCjlzRiZE6Ku0tvQ4+iqdiBkwmbHXaDxuD/JQdhzKjfM8PeqpCIwDo6wYosdVpUGMfpphKgVSKSvp5ES7Bo2Tps/dP88+wKu175CPXUJdYNUEI6iyQy2kMd4QjlW5dQaWdwX1IS4UjUViiK8yeIIgzMeD0K1zBmGMDQVHiZQqYdnkgRX2c/wtMeuo4BIKS8L1IZF63mOph2NRYW4oEmmIKg13+OH3f1J+5sDKLxc9Vv/opYNY8HgNMscfLv8il5+26oHi5T7nhFsvWvVYNizhdNz8g++V332nfPC5jtZDNYeWQft9L8PJh+8+WN65IVW4/pHyAzsen3H90g07r3lj9cTcfNI+cmAldwOzH1hBCNSCE0JhgroTTxCz4YPsdumDVokxNDuEWqUBEFAFbIFQIMyFQzYV4HLV4nc6tsdcy6QXaWude2S+RbISahNUDO/O8/Zcdd5gy+ZKaMYh77/fKUL2ijVErGpEpCMWtUr1iDF96XiqyqszsdK4qXom8LLumTClw3tVUryXMMZmQg/nmwmT+vRM4JI4Z4Jzhmha0sRbsqIr0hi88DhDh2E0iojq4JJx8mEdurPjB3c8+dsPNy2Z1bBY2L5q28nStbNvfnbSPfOvfWrvqs7lMes7NTdccMnWOwcW9qbQI49d/dmxo0O96aeuu/RnP3zqzYHy04+uPHD/vS93Ta6eedmK+6/ftGNWA53fwK3sLPZ18i1oNECh4jmpvJCSjVCg0FVH+UKKG+EQV4LGowzjQV9Qq4LxKCh4NF9okAZfI8iUBYVH9gVNYRQUTEJaQB7VF3jaI79lpxVQYdOKkxlxQMSC1alTRZAi0/UZAqVRxHtDsGJcIlOXrlZHkGbxJ+zVebXwdzfB35XdEH7yzQsQ/r7sRp/BT8qem8t7br4JDoh2XPVINzubg4AHcvC4UB3i6rlubg7H8hy3HwIj5FgIWLxPHOM4HjEsAxglL5ftFyTSF5Cc6CLw5cNoL9yLs/qyoPYASQJKE4BlGACoK7UKz8u8XQmRTVHJC7G+Vpwn8QgPUjb78NDQkFV7Nm8fFq2uRBxkR8VBskMknSDMQZMM4dyxs745znZ9exez9ptjbM83pf+Eb98J336mvB3/u+DR78lXqIeD/1uOeJl8vyCVkAzh1x6fIYOHkSagJCHmh/j2QURXwXGukMViU4p5wtITyRP+OiPm7Hsy9s/yZYAmmJNBInFo2K5vjjOD326FJFscLGfvLGefgSvgim/ufJTKVaTAy1i2aIJ3CR1WrzvcnepuWu69qJp3J9zVu6sZoNXotFq3jq3LdeVm55bnrspxuVQ2mwv5gtnQw3VP1x2rY7CEkK0LJyLZsKxVDj0gC7RwGPiBhe7r4PBhnyeZSJRgQFjo8xh9Pk+qCYD+ZMqYTKbsDgfH8f0SiVRqtaZs0LZZhximqsrV73Z7PEn8jklN0p1MJQvJqcl9ST6pDWPBIRwOIa1ODhHC4sVBqdvlstttB61YwywK8uoUTD2bVPigD6uMR6oTzQmEH14QTMkk68SVJZXKYhanw2G1TrNASwledmgCKXfKj3VOqaDo7mcHrUNFG+4cVuo0KcbWiWuGFZddKm5UdJDJo/rImfPuRLGx1deLVtlbuOuJOvJPCSoo1EoRKxxeiQlvTBXcbhHjuhliETIXxpvR+Il/9OlFP4Kt5Z0qeHH5Qala6AsMN/n6JznK2+Aadflx2H00ETDH4FBzqOrkzrCvBQaThQi6uC9ya19iviORDAYjrSsjfbdG+uDw+pCFTSSgU2eaNvyf8KPLU1UOlEioui6nbWdquZtdz+wGSfCSkNqfholk1Ot3u1E0EfN52ZCbM0tsUsire8zcRU6nWRHSaPzQvx5FO5IGEv7okWnkbjmS/0kqEXBjKkjgVgkUJFDyOXRj7SWTrATVJStBdUkxqE4kliVBdUlYoZVNjUZGUqdSEVylghB0howJBAeZiOxDhTwd3c7ZzakRsYiHOroYo/PqLOIwX1/xVBO3xnMLlvVY9duOBZh4dN4k3NHCVRa9Qxpn713Zs9w26bYpkXyNIt2WyzRZPTpm9/DEqbn16CfDW3PTc9bAzDsf7pveP9Hkb+5+1tfS1dyQWHD93fsq8fcjnzNvcg9jdS0J7hFCCy2rLYiXS/SSkEVu0VtCIS6oz+m79HOTK5JK015/fK9SYSkxpkMCLtISYzxoheA4YwJV8O+Ch2U8uzQWtwVZ6m17CT+2PZWGaXAiDQWsFO6KlKD/iNaWWl3RAIe/LFLmTqwF2s4W/wCsheEz+dSnxVMFUXcjM6VfnCq1aBSLrgXVZiyj61FQhFZBlTkSro1lj1y+/a5f3rz4lsXbJl17+KXizh7pFd03TF8Gf+Vb3dnVNvvy/IQly3axN9xz29s/Km8f/tvFU6Y+MuPGLw8MPDCj+tkFTZGybPlA87TyfbsWd1/5U4KhVO7i7sCyqQk8huc5JWSNZiPBjfUKCoViQFolUSlVamUJLhbcLGNkWUalVinVEdH/WsWoFcoIr+Egp1GTa2QAqiVzTLdZGMIZLUMcyyIEbebjcB4lyptS6eNkQjl7CpCg2hSxQ+gaG0lXlo6G+JEda8WUIEIk4e4pg1jJIzYl7yhtgIXr+/vH6LHhJWzZEdFee9mwE2WGb2cyXf2Nk2yRcleQ2cSsC5b33XbVsOLbAw794hVSyp1e7uJX4DwHwUVCvf1k1n2dP3gy67nOh05mJdf5VSez0ut86pNZw3V+28ms8TofgHuNBgYPmngsVYOgLfiRnYx68jD6SK36Y4guYJ7JD2nPDp2zpZC8ibYR/PreUVpcIv3oiKGywkIx/jj74bd/mDg3MPysf+6kiQN+vsk/d+LEuX7yeyLX8vUb/T2hUPdM7tX+nmCwp//vE8TfxGtu5BSrweNFBvxGCHIBcwCVLFClJDCeHiWjRNJE9foIHtCtNls4QkAeIyV0XFCCDC9drlO4FcobVceRDCvELz8vM2TRQpYCi8rwvnXhDhayZG3YbtxvhEYbBILRnCXWjxSB0s/uwNMKOa19KfxuGG0Ibw2jVLgQRuESfFrQ+NYmntdUu6tRta32r2KQ/+DkoVNnisUiAZo4W4zjmi9i3b/433EtMTLi4QQPJcPxvGh2EheC8SRQ6SwmPxKhxcg4Mrqui/f9SDK2ykt+Uho34jBSy2p+FXAYIwlbWB6UdNbMnrZaCu2v2Y2OxmBNdfMqtZv1dSV9jmDk8mxkFbP73fK76xYEnK7kgpfmtt5zbPKFpj+Ub7v88bZ4PpZ7ue3ON73WCZsfMmrJ/D4SQGlJNx5VfnegVlrxz5F50qkqHms2YjiDYAkEgS8RhSpN2pKImY2sMqB9gr9cWUIXHqx6IoSHGUEVCPjlnkSKWHsomIfgC8Wz6Z0GwRrMGvZGBfwriqeAakvaNqk6Abp9tlS6BNcd8s7orDBwnMH695kz8aH4mfiUT4u4a1F8neEzw2MAV6OLmCLefCAcsTt1esQ5QgzC/ZMPO6NeqOMMXhCxh7xAj7Tec5C5+A9PgvXjJXpxKVNvMjLjg1zGFoBe10tjjgXJzKRc2B+16HQWWVArnVE3LdtWG440GXVmmU6mZDagzoeXtbe2R1KNAWOVP7qivOzbruGvyv+xor0jV10nOL2xKVt/+jUZw5OMC13FrQBpLE3FheY+6QXSVdKrfLdLH5U+K5X0MhOb0Mfe095vvcwm332+nb6jvpO+X/n4amtVKDvVttC22rbBttW2w7bPJrGVmCpBnRGU2kLmhEzmSdacoNjFGmOBfovM1y8fUunEb3wd+BFTBRpBnNGDBKM7HF2UTDYeR68DBF8VVOq8B8Z3JVoDG4IwSBYnjUAuk2UyAEytgZqaDTWoZidnJrZ2Z7qOPJXY549wj08gtYfHizhRwAh34ZhHwxnRIShPCQW+JOOHuEwd/wMZByftd/dP2h+ZPo+i8XxyAHoaQMMAPmzDh7348AG9B/+O09U7ONZBvo8DQMTBqYLjAQxyfAXtFF522dz69njDb9TRqqhTa7Amw/HchBkb+le5eJVMpzMWZuYaJVNDtmCVj1k/vzWdrZ6woKHgtRvkaqXBbnHFUu6GREtj98Jfhw1ys3pW9bwXYhm32xnG9dnAmNBaXJ+Ega3hoDHPl+CrR5V5AAmnBikf28ENOqgjxSnbgfvF406iuhL/EEKsWfGXGm/5tPhG35uq7CHYf/0Pdlx/wxNP3uCulqhzUVdCqspwK566efPOp268eU88EMzvu35KyNf09JZJuC/LsMbg5f6CW5dUsBkNRstu/fHE8UZO0ehoRG5PJKpUoBgowfLzMBy62092fy/INirhUuUVSqQ8zpiBAh+RSze64VL3FW7kfhEf8sDfAz8TPBxhmbulZCnGiafCSDQKpZmkCcY0UeiOQk10ahTtiMJoCX0ihCIgpU2h1BW2OZE5YfvU/Or8hjyTBzWEnQYBImRsI4gv+FI9EnlQr9DNQXMY2wTCqESJSc8Q9tni4FoKm33u59pzrI64YeHPl38pFrVk8yWVu4naM6qfkqE2aPEytWYLnpwylnCSoRYSut5DvPQ0sA4fr6PGtxYmp0Wi0URvMaM34fBtfdebNO45k6bMVV1226qJR6Dw4/+CvTsmt2c2XKpc0N3X12C6vm/49pkzunPv3/vIwnVTm5PvvANXFPUhpV3Xc/Mfbv4QTtp5tHzoxVv+2tfYorMr08vK29/x9dz27X2wDZqueaj82svlD7qy4vravJFT3B3MT0ED6ATT4VKh1xBR6LN6srmJeX/qp1OZkPm1qegt9Ufqz9RfIjYsfbAeDUifCUJe0tVncUbVU2HXVHWdXBIn4AkenuGLLIBdnY0E/rwQqpOwJegSauSKaJRQkuBqi+qcoZSkr0en6ByFNrdaurqMEk2ju3GkkWm8+OUKIrrWICKiE0AmALS46dv7g4k46IW9GeMoAI7RNmOUeICQjfyEzovxIt6ntMFY1h5daB2MpypoyRT9nNQWrPirNFJupQoqU2u+o7rB5m7vaOto7WD45pArWBO0h4RcpwtkW+on4F6f9LiAI211wUxtR7bgYvINBRd0Vztd0JZxuhjRpEPxMEQhJkagDYsiaxP0niMNGWfeGUc0QuGWK1NDgMai0OlDMuoQQGw/HI2tIj02Cbk7hk+ZHll05wLvwNG7Vs4s1F/86vwLr3gKLnPMyE2IuqS2gC/V1DADgruXzahJN10+7cm3/gxrfQ0+e9zihuW/bV8wqdY3UO92wP/z9t6HLE+sqwn0TZu+qmfg2JOTl/TUuC02idoeTFa7otPqVu8IWeqa6z7Z69U+3ltj9LfNvTqybFV3utvlar1LbFMdI6eYHzG/AXYsIdbAmSQ+7+VDMi0FHxEceMcu4A2gGweo0Tq0NQ2OHgevKo277srzrstLQU1IheVruyOo1mhs7qgr5ceStcZmB1DKGRzBUA2b8qf8UdfYUZmZHo26QhaTWRINSeUyRUrg7EItrNX43X7kF9IGwTDNsM3wnoEz2DIVHKVihbyC2PhE78bhMUNs43hDbCMxuwpyAWIhTqPUKOfZx+yvA4Q0lL3+lVdE+lBxT/R6TMSSbp/RxEu9Po8P8ZJQdTKRjCcZ3m3yu0BMmnJBn9Hlgkk+6hqzwsYoNiZFAaSWQigZg+QWjbCjGPyWeuqAJ6E+v6aKJx9pN8yPBltNjpU/u3ruLVNXplbXGqyf/rz/uvbV38i7UjGLJyqBiJuSq7b59VaGOXDTQMv0VduG1td3XJu4cXrL9AWvw3iqfmP540v7NeaFG32fLLx1qdHZPP1Z+Uuinnh5uYu5iXkbz0lETzTIIrJ4Q7wnzqY80GPaG9KolCXGdihF8Hhhh6ACyhMirq7KH2XIEStlFCOblGyr7LSMk23W6N16pCcnFdqoJ5qOMtGvUlVERxRr7zhsAmn4yAECEHt2cEic34qDFXc1kBouns0Tzxy6FjIecLfWrB7VCMXQw/N8zbCohoLtCxa2tS9c0BhF9hXeFd11Qach3p6pn/z20RNvLX9gaQvz9oL29gXkU45fdtlPrpy96YYqs1Xrm1xf0za1dd2h4zctfGJJ23KxbPaVu+C3zDsUD/rK5/9gPmtEKjzr2QAPu7AaYdJscz3hQq5n9ZRTQGlzZ5UnVAL+UslK+Aodo1JZAaNlEJMYLZOuo9usT1iR9dmq4/AI/C1lPCvika5I/D6HtFiYpcaF1PBZKvt/J/tuOPazAOvgzI4FC9vbFy5MVvPhbOqCiT0LMzkn887CDnysvWNhObH2B79+ZdbkhYt6J/3811eIvvFR+BK7mtkMONBxkMOyHrxCUDBsAUKmICDRdGiSqbLILuEEfLlgsGWBjZ+xpIJURkyjg2TNktTTELXp+nVclO36t28nMJvLjbAXic+ZOXKQXSqZDCTgNqFeieUE3GN4TlIQFWgJYAgmSj/HGzmOZzkgkfQjiM/g1s+wnAQBhudhCd4kGBie43keay8yziaVPeRd/cAoaskp7ae41KxYd5o8RMEacMeW3iKu00tHyV3Hdmhx1sqgJByErH1i+fWy9jUfrIb3SyZ/tYwZni88+O0bAI6MlLtYyK0C7RAJ8QdDJXg8yGxHe+DTiLkV3opu9TB2qdWo17IKc7C1uT4XYlOCJpJNlaD6SOONUdjuIzQzslYx5ISn8MktRksWl4CiaA5xmrp4YnmKRC9kXslHC3HQWmyLtxcrnmxecV79k8cf9xW9az1xhyYqJfOwUb/NFl3tgFsdIw5EQLBPOxjHcbgfdCCd2JGKxcFTZ4eIRkQIuYj0Q3bOnDlLHZaGTxXjBWJxwHtxPAY2ir7DxJm7aUIo0hTJu0A4NCHc6IJ0/hOduSGDzi1iWCoQ16MKD+lyBn99pk7/Dz7FoqZErq+VoJPLOi85unjijHw8VmVmZVqVs4ZnVI5L77JduHRlb8/yKf0tyVDGwWkVwSaZ+mEroy0ry3v/ek93dThvM/hUCisvVbc02/sSoSmXbUbWa6ZBT2Njb31GyHhNdXJequruCK+0J6dcQ/qsCpxh57K9eA7LgYOCtl5TH0Mhq8GSVVjFANTPDukt2RyBBjDjnTpNXaxb0x27WnK171bJrT7p94SmPm/dx/4q7nSQE/F9AXLCHY6QmFV57T432Asde6GT1LNeps867fXKvSpVeG/EVldZTqDdZQpZUzg/glV7dlwsawWe/X8JaDX8L7GutgJ68sqGa1+7q7Vtjl6Qbru6Mbf03xelXf6OBXJ86oqG6167s61trg6fWteUXbp3cYqcYnt+eNg/Mz998e79amdfVCW9oDwPH+nPT1+064DG0RfDR0iZ2gFg3+RW4j0OXCcIZgRlAMoYKEVmhFiOZbh+iIwQIhb3XeYjgIw4FQcRA1gWQXIWAjnL8sAugTZeUoLTsBa/xDq+C1NDd6ERjgEEjOEKjfZdQnAaxU9l3/xmGroCTisPlnu4lX//I3Py20YS8QikzEfMDvyGCvCxoN8BdvDPgef4F8ALPP8GfEOCCEOmEkjQvUCF7hEmKmOSwzyKghiM8sxOsJM/DJgQfx+4j2dsyCYNAUaGZFJUz9bLu9lu+avsScmrcsl2uF1yEvcKKQ94OdjLccxeNOq4+jIePldiodl/iCorWPWV83sVCtneMTrKl6VQulKOrxBk2yRQslRZGVaLxMMlPkwMymeLlV2RA1O03A/SP5F+k5B7BGWwljF46Za5q1yEe3r+/OfhL8oDcPfU06el8B34ZrmuXEu/J5STdC4L4fL5TaV87hBCDWyDvIftkT+IHpS+wb4pl4ZQSIrwLC8xIzMhNZQDntSUXzDJpXtlMsVenoThETydldvkUP4iVAEI/YAlUj7JGgvZlWKBaHA5XK08jprgryvTG84NydTZ4mguxzI3OFg0EAchxku3l8MflAd6/vQnpIW7ywNT//IXZke5tlwH34Tv0O9X4S+InLpv5A+S6TBL/Yf8oPWItdel7NXjDnnIBXp5EsflUjh6vSW46qCm10RWO5lemS3w4buj7kTDZ7GISJeAqT16/CzL/ZN9OKtr8YWdnYsXoy/wRtzpWkR3YJae6Oy8EC4Wdxaj0Z1zceU0LluMBe+Et8EnQfR5FCKhxiEaaanJhrR4UBJD/sbHOsfFWFQxnvzXY/f4AG6GG0HLARIWvvGgOhek1hxdln7jCZyG86nsuf1BGNSeJXcdH8Aucst8X+z2B/AVwpQtaJDHnXYjwT3NvdHNuLGgUH24Ej45Gr5dzOF2NXHkL5LHuYUgC7rg34Q1y91XuLcatjP3qR43PBR9ILVT9e+Gp9y7Uz/MP9d2jDnOHnS/FnsjaVCpkEFmjCv8Ri7GNrKrlKsMN7AblBuM6923sVuVd6huN9zq2+5+KPZQ8umWZ4Vjwmu+N4Rfs//p/jD6Yeqj5o9aP/V9Jpz1uXwksA8LXBHifCSTZ9sq3/nKd4p4lgTwTq3ULJV4vFKtxKyzeHxeuBXugPsgQ52K3LS/4jxLdILOkNXRYzqoIx5GZsqQiI9qRQSurFYLtfjio1LfRu97IlLsIaUm6y2hG4TpzqRfEslKk2Zz1i/NogmXpJn2XFim+YVW/wutTqODIopHdw/6xfn+SD0ScX2lJdeV7oJd3T36hK37siOjDijPawruAioQf5MDWNoZEK3Dox5KZ+KVIA/i+k915oqnEv43FC/msUgZj49tiuMso9o3iOeRaB3Nt0VSzcFkqDUUi0fjiM+nCkHQFsGbluoJQSjE2893LhFD8Kgf85izUn0LIu5KorOSaEah5hKfCEuMctr6OuLUXMtkR0kCdVrRh16SjxgufGDZk55kOlQblYRC7nXTPTqDo6d553/FQi3DGtekLTecuO1A6Ykfw/z6jbn+PZwiWDtl6+w1l86+Y/ksrq+86qq7CsP/YTO0XzNneMILG8pPP5hTaJ9/rtzPK3uKcNaPofS1P6u58tFVVfWu2PpHyzeVX9u2duHdou7bNXKKu4v5KfDilizAuNByM7PJst27x/uq5TXrp5azFuk6yyYDWm5ZZ0AXoeUGNNsw24LCMpiWSqTSuEcCRZwPakQRciUYEdRuX8jWFHJLbJJESEfNKc0KnUKhUKuh05kWolBIa9Mb00hI708jTzqdRmnThhzMCTZndkduXw7lLpYS88kasBE8gUduioJNTCr2Nk3YHUZhwTRqTDHZWs8ZU8gSQ5yghhTjg7hd4IYxfAq3Bx0BtC7QVUuyEKet2FMonRxtAr6GQpW3pdCMB2eGn+ASXKDK2eipd8FCVZOLafA2VRjlsHwYI2YR0c1VNIvUjZKpns8NSLfBcbyALZA4roegKCVSPDHurrJRf8/MCcuynmkHLp+6Rui9avZn1xYHP1g//xZhwrVT737322urq8KJaMBenRXC4aATLYc91S5HQGuHp9/Y2z3T8sj1dZ3d2ef+7fgdf7qxvaen/YtnrN49n79yT5Up9yQYeflWl6V8tMF43wpzVX3/7ZQX+TR8jNUiM655h6BCBVAGdg6OJ0YWg3i8OS+r/eZj1gsfW0/T/Td8VGr4l9JJDX/7D2kYPnoNnX+no3eZf8cylAWksAylO4vO2pFEBlm31+aEJwBVDZVvA2g7YY0RmuXA21aoqYVEj5SzkzQmaPoqXGsjP03OSdWCyZbdWg3FNabZ6WsqKD9FXPnDROIfPoPfg8xuZJYbGgvwojpQBfqFaNHj1efgPznO3L7iKqyhcXJPTePcZT0zr9lV/sV3j3Ara0I/nGuQ8RJLUWi/6LYrbvmg9R+OiDp1Py6HfZVyuELwfI2+tiOv22mTyFiS97cDvTGIy+NtPKFDnFGaf1utJgzDX7GTTOSnAdZqaP41UGRamZ1efQx+BMaK4Mzw0NniGRJgPHxmiHzOy78hN0oAO24NB+eW+yfHr1x+Fc9wnMKTbpqztLf/2l0w+d0j6N2MmFkpzmzHsi04s23/cATrxNvRz5GB5r376Fms6uLqp2YSmfJtnOXR6tbjfApaa1ZjcpuQyWYd5QCndUuaVyVD/1tlwtNXXCyRSHhlVXzCnKXds6/BTS+R2dGvk8okugta2pZuumLrb6mefu6d2gTd38lLsaPFXylvPSlv8j60sMe/Dy3jybSA//eyffG7b4N+jt9mplYmHfc2DB7pvmJnsRdguU4DHGDOC3hcDgIsjx9U7tMQs4uWCQoy8xr1RjVSbzCU4A8EmU2MCtvAkF8aWWKNbSMW3zdo6p2i/80Z3BBOYWVY9EvDct93AvO8Ju94KQ9l43k8uOXzZZ7t/OYF5Kc/m/PsBfkYPoo/5Ttufrw5Jh4m7ZngfZ7k7sKjswy8IFx7DX+lFEGrWpOViRsse8iADK0H69EWdouEl/EyKb+GQATyEoDFbV4mWcNyRlYiZTmZFDeYNcQOIpUgiOcVco7B53isYgEGjxe8VApZKc/ipsMz+JmIkcLHFezjcgqH9SkZfrBgPeaHLK24FkgretQ/7pBao76hMuSXQYsMoSCWwResLq+HtzSWn4Mz4XLuruH64QnoVfTG4uHtww+h5VSmpXiLFL9hfgW/4VXcmiaJ+A1138Vv6KzlTBS/oUBg7T2+bIEAa08twEJhdeF0gRnBe5LSyFsUhYhgI4tYDvg5+jFMppYKNtAL8GZQJz4n+x1Uo0x7jYWniBPaelgvqLTZer40sp/clSDmZAEs3zLyKvoZtwK3NkFwvc5AAsa2TzRKEc86JGP2kRF9Hxpmj6MkIs4b2uFRz1FcttTz6vpXKpENEP3s2+abmZ9yK/5e5H5I5ofPR04xH5M1W1gUqm5Jwls8EEqqoVGihxEkrbZWo0Zo4gUrwxDB0RbIkm+hUabMMtCVEhxSaIU9cC5kCYBkXBryRSICVg6kEWskEmF0IBK/RPBxUpVVhXJIpaTsJWZnVlmh36KWyKhal5UoLUq0W3lU+TclQ/bDSkYGlFKp0JuTXqJTcSxIp5lICd5/RAirlCoVJcSRubKqTIqXMlYGyQBTYuSCxyZIXVYXsjAml01qgzXARkg6bbYas9NS9eX/WOOp/G+ICzxcuKCoq63FW7tVO3kYf7/6ivY1IhVatR/YSShd6p0P3iGsasCqfQ2fphDYQEdSWAv2ycPkWByIcqk1hX/k7fjGr+FrtHm79TdYXcTH8H+It0Tq4E1eiVdP7eSWCu1F2F9fm8vW4y2FzLCYK7FYWMzwMjPKKQb+2FKerx9a2xeenJyWv2TX0ObVhmWWiWiJZaZv2w/+eOkM68Kw4uZV109uNsHfo9/FolPKqDd4nf+uusU/eeKbKVpXcMofnzjoktWU37/jqR0b3hBtnUUgQX3M48Q6QqwMPG5G9+JD9wguvp7tYrfDV1lWBm0wAtcDFhGPz39iOTgCCa0oBUAz4MaLW8A2+AR8D6sps/nVW8Y80iafsxEUKFqyaBoQzQIIEINA95/+JIFvw7fKuXKWvuNC/EJT6DsuFKI8NMMQvBKwDexE9gH4NssySM4BHu1lGG7vu8TuS8Dp6DsJJkg6kgZShelj8i4S8i6TKdUpfpU4UfCHxswVg6JC/yz8YXkufgvm8XK2nINvwbfFspoAANuF55sm8HOhVh6PxOMJ5rbIM5EXI29F2EsCbwY+CzDSQDTQFOgNsBoemNy81sQStiC/zx5wmyilHRK57YQZBPPf6Pe7NPZUdl8URv+UDfmgylmqclVBwBN7pbw6E4rjsSKmEpRQ+bnGWbXe3lRhaHOk7NBu25GH+Y2K3IT8cyKjWrw4heAlUjLASriY9szQGDCwVuT01VUY1CpBGwTvYpC6O43RKnnPI6z052qzFVoxY4WiZdyqoAm+hFxRoWwv2DTlr9TmtrK506lZs2bxb++58N72vraCzR/R2QuCN65TMT8YDiwssIGAJGxegNYP3zLf4lcFAkzYtAStX/Loj1dnB+KZXos3VFWvNiv0Fk9N6EpR9qrDZd+Kyz4E6sHnggZINC6txO1iU9JRNqaLfMGA2+2nnEx+vy3gdvn9Wqi02ILRWo01XhsywpC6pImEw1qthne7XBLCz3yx1WqLRYUgDH4O1UCjxWW7Vlk/SsOUwuVu29EIG3EhNzR+TyEXR0t5aMyFrOLqWhg6dQ44VHQpI5RK6TqdORfUh2pCWUO9C2RMKRc0W+p0tS6YNuPN6BKuiEkCv1sPIVE1qSVkBpWgGXwi6M2NQ8SgVaIxtpTNE+3qVatg8eQ1oUVNH2qiibIzHpfx5WHIOCxqQ1XjBTEXIwxvWWwnhKKSiGkxWrf8B/vXarTfXD8z7UaBAOt1GKfjg0cdDkvErNMpDR3pO2hfuKx8CXM31weugBME9UPND7W83vx6y4fNH7bwLaWRXwsJtaHAafGmXmqwZ0/CD5rPNjNb+Jubb27Z3Ma2tQqFlmaew10XKmdLKs47FHWyWqktSMCKC/ICPpIn3jf59r7Zkq24oRPPiq15Jt8LNra/147a23tzx/GsohY5ldUldOhwo/xE1E52Usad/l5ydiX+0bX2RP+i4+gQmMroBOvSnQNAbj/RGI126RIrPIkLQonZmUTfVSXGe3DF5gtI6rWLTnT1Eyilvs2zX4Q94ErwS1hLuTZP0VDMU58SR1r6D1f2sAiZRE+kzuTpTvwU1lgHqafcoAhSE4+LW7p2AQep5DIIRREYq58S4kM6Fn4RClPz+Ln1QV4yDhIFV30ShkW3GYLCND6u33IeBBN1TB27K07kguiWfNJpbGqOyHo2Rq2ZZjzwTa5zGUO8RFEVas7UtkxVBPWOupm5mnxL1JraJijijU3mqmShrkba8kwymS/EbZnbBcXMtmS6VS3Iotnb3YlwVb7GYVYkW3LVXBL9of6S+Te2pWIN7RlZXtkYTzQGbDKOiVt8zdMSmXxzKvFsD8NJbcHGWKxFLXATOpKJZMvSq9fkopPr2KnNsUizusA1709nOlvT9szdXay2NeCIxxp4ZHJqJfUTcfsbgGW4h5mM5e3YUdDLU0SLEjQcIqAW5NtLxnnialeJvkz9A64F7Lzwws6uCy9kJl/YJe5SnaL8EMJamqhTfD2mU+h7lfJ/UacY+n+hU5QfohrOeToF1jfLDzH7YO6f6pux3oB89OX+P+ub+LULQ///65vlh76jXG/+1XfV7c2/AhIwYeSk5BWKn6vDUnI9mIollSuRU5BLoAWiBk2PBhG3eZ30nAx8SX7Ogvy04/AGMIfRPQ878jUN+VgJ3iAoagDDsK68Qp/HUsENhzUKqKghpnY8tyrXEeh9tS27DregmS/CAlgDm8BSWDg4b3aS/JyIf7bAguDMCjpTNruxIZfdmKvLFrJTs2hqFmaXSsE+poReEpRSuG8aWoQQalVLScoATmnFKRVqIpGobVdV8BmI4DGkPbN2SARQIm76RL3D/0QAdLqidCpVHCaGLjqZUIsX2RIJnmo+xKnjt9yVM4JrBy8fRPxlqy9djfgLlyxesmgJw18QumjZ8mUrljF8Itg3afIkxOebJzQ3NTN8Xcjn9/oRj+cUi9HC8NqQ3eawOW0MLxRaC20Fhu/p7e7t6mV4PhgKhoORIMNfMX2NF66ajTcLi0u94OK5eDMlPtELG+tbvMAjD3ihQWf1giol3rRn8LHOND4b5fCJwf4rvXD1rJVesGT+Ai9cNnCJF0yqnuqFzbkGL/TL3F5g0ei90KZyeUGhtsMLelN4E5ToqTfruT84/kcsHouRD/1P9/8ND6VUp/F+B05NBP0fw3KvGwXm+VeuCv5LV7FvfjvjFubAcHTKPX37N15/aOaD3Vq1hVdrpBaFQSs380qlxKRAq6bfPfVHay99Zer9fQaFkdOpJAalEf/nVRreoEAPTL9n8k9Xrf3RtK3T9EoTp9FI8FVGuYHTqCVGObfy7xdwO+ftWXLgJ6/tXvHc7IzKHL3o7fUFv0kuN4a79xzujhsUwxfN37P08IvPH131zMy0XB8a3P7YpLBOoTCGBo7f0R/Qy5IDO5e+sv/FfRc/OzulMASX7rp7blCnkOvCa3fdOS2gl3/ves/78FZ4K3AdQfsjMKKlyLBxLBmdtx6T+x783vdhP07nOQrT9Rvrt9VjTfGPR+trvTEBwvpzyzC5733mHXSNySWoUUTQGrIRDUXODJ23sjT2TKpfxyr69RysX8cFJ4KLumG6W+je2L2t+73uT7p50J0jz0ao4TsQvt+HPdxJsYcthyCsjZXK2sM9YQhzY+nG0qC/0DTJCo5lDqchCKk+hZHAT3rPwQx/3/Xvg1pcPhSXOOhV2HGxBM/DJabX07wlKzaKepy3HtF2EPouInLOj28Rdwi2l1IwJcSS2ZTgDeCN1YE3WKNO2UsjAWpKwH9rR/F3v/tOnSBL8n0Q+uykokku/ONyQdPQNTeaJlupqzdwGo8gRxrfQt9WH+MDpZFv6XKb57v1/N2078OTuAwoVqkPyAlWaeBcKX/P9Z30WfR6D4j0hCno7bjrKRYzvb6p8m6X4+tjghVmBJMlmyFInhlBqctmFC6SufT5a5W03L97j/fh0/gdOwlGaPofUbT92XTMTQremREc5OYKbfalDNyaeSmDPs6MZFBGQYBDKYv4QO773rETPoXf0SfooDudSqMNaZhWJCjQ7HldbDCHZROCyetnduP+8pBg/Phf5kx3+oGWH8+ZvkixRoFETnSRKt0nUqUrDOZshSSdspaajOasW7/oHFs6IzKj49xQd9fBtf9Ii/6PpOgHx0jRmd3DjjFSdORbIpKiQ2BiTehB7l6cmbpDPQyELzJuwOEPA92ChmcY3DngX/ZwNskoqMZVw0Ubcb1IDf33f1NPO4M/LPEb4NtvTf7LlzPe5+4t3/iz1+HV5N5Gtg09ws0DVjDjMARKFXGROaQ138P/CCsHKqCFbiBjTIJdBU6wCbGA6u3KveqEymaz/8VLnkgDNshMjTXp1Ld05Z3K/Ti7tRV5krq1hESzDQUhXJaD181tfdXrikib2A1Fl9HZsTxhjnBzjerLNi+IZG+8j5d6UgHRrmBk29ED7KckOEdQgv0MtHPAxs4YRdoQZVcSeWxENw7fwH76Q5wmzMbRzVg+UoEB4uv6laCyObLsPQqJFBJ3rRLjFPCwin/shdK9EjFjJdhxpMLXgPckNvWM0aC34nBROyTqsKdosOYQgagfdegReSRRe6vk4BWXH5a12VZeuPoSbuVdBw/eVRBaxDz8lM3AzykuiucwfwsAWBg/eBAL48fhTngXqDzme9DlZjfPnt2MP9xc+oU/or5/M/N3FOYeo34SEUGvX8TzykXAtOg9BjIyzSLZNcegFd82NaT9DfG7HKpN/WN8wTko1Vlzr7l2zuxrr5lLgFXqpkzmHrtmzpxrr50z55rJk+vr6Qfn4e7yDfAPQIklzlmCVmeVqbKP6KBWp1agvUBGfKaUirwcyNEuoHhWjUvzj0cB94Q6DWx64hB5eyWXuHkMk1i5P4BCauiU9tyCRzxYS0EEsRghMlCE/HBOWypfaEn3Pby0O5VQ9sonN2Vn62wwxTZmXBFSDmtYL/orxbGRgFVjtYcF/Q0kgG8U0UbQEUgbjsY3Xj1WxYKW3wXgXg0usqvHLj2EbNJfHoOfVd52qHiqOKT9kn4R7JuhYqo4RHoyJAgt+AMPn5l2BVL/z9S13DXl3XCAfHBZzS13wU9AHjiAW1Cp1JwDmO/h1Cq5DoBU6p1MBqaGfvuO9u1MTTqoZkxGFxpbZq2g+sFjgY463KbjJnvKYMytTMc70ramgZWZvD4/cXrEGXOqDVpbW7M9PsFbd8kFXQbwnbFiwqFuPFb8GI8TkPGcP17govnLHjhuvBgaGy+G6IBhYGot9bXMx2/2nf5yxgesCd7ws9fLtwJxjOUI3lQcvC+4t8XgM7EnqtGa6ttjyOVye31ej9rldqsUXo9HKS+h9w9XIZ+v6sfofVAFzOiXwAc06H0hUGXCcrZLrWBNcbdKFVF6jEqlR6mKuD0mQOA4nogz8RI8JuixUJVE8TgymxCSxn8BHoMkCFPv08irND63D/la5LYEaJ5rjW8SOyqNsKNBd3nqdkttUFjdJNGYoxi4lkZipZJo8/lb8IFXmHP0R3iopOArRHxthpJcPQFqGg1sJACL9SbJOecHTlH7zYzqvN+mkr/4oqV5QjV6r7WzWcZ89pk9oL7ksvvfbIQflYNBo8ZjXTv84IKHEL+6PphI1AQ0y8tfH7ngaNm4qknFH/oN5YbFjdmFy9UKfi3k3HaYshfsW+377S/bP7HzGhmQA6tbppVrrbxBY0R6rcbI6CDg9ATaSMdoAm45ndy4gFtGJzdjwG0lk5var9fodHI9YzcC9Dc86hwXQvq/6fBz5DI5cefaJrb8mNGoIfyNum0VdllNZebT0Ahqg4XoyKL971rblIpXajw+VBTD4IfxN53oUlhHJvbTxjHDHsE2Eue+QThafqM4d7SEySS4b/XqZGtZ3eIwXn55ssD1DX81b+a84Q8vJrOhx7oKTizOLCL7snqUxDLCJSOfsGR9IKRqoDLCb8Fv8RjqFvCM3+xuXti8upltrskQTHzhPBGLyBedhMOaYpzPopj4v00D4BUMsO7/Ye9N4OOq6sXxs9x7Z01mzayZzCSTmUkySWa7k2SSJjl0SdOFNqWlFEpMka2CmqQCggsNCDxwa58ia5+tiCI8eN3btAqtiLjW9iGiPoFWRdSntdVXQKCZ+X/PuXeStBR33sff+1PIPffeOfec7/d7vt/z/Z7t+2WukJpq620jbclK/mnhjf7Va4H3s6LeXq1evAzqbeW2T/B0i7Mq6Ob+0XcxX8lHfO5xfGLrarFQBeWImFYChgt1+O+ECnK8HP/pq2tun9kiVr2OeI57SMqDPdDQq0VZIqQH7wOnYukYUN9WBayb67dJFPGhfRAbpEqwiU1XEgqDVkOvhAEJ6UqjWFQUQWZ0twPa8iJ/mNAD7lARdOfGG8m/kv+aiL++k/xkIqb5X4YirgNeDYONXsOuurxqdfWdVfcExtNypC4Svbzli94vBuQa7u8nyS9ufsnxy8WVhkgI1dVZIyFnXbTO3BA12U3MNGIaM0mmpkgu73I5SVM+HEZG82I1GlXzTl8gH+GRc0isx7rfcMhADH61e0U58JG2S4pvotIc8YpNVK3aJqqUWDHlx/jtR/U9VTP4LPOCpddtfYdx1nVsfjLnruEjfaKkU5lUNkWVqSeiaCP/kF9SmmM5d2sMZ/klWQOXlDfCLzl4l2vxN8WQiP0ubOQm/k/fQAXdSa7sySmaz5X7EjCCnFXuSn7O1MIXqV1ufcjssIuNUy1dvTbz/v3eWYUWsup/bt+5d+Wn9310xkcuwLil+H1sd1ZnHzj//eewy/pjsYhnNX5sPr5qtZqIzVxSHD+47vf/NhSwSqWJ388vti+Lm21r7sGzsbzhA81hjVe0WAVXQttl0A9322SDyQv2Hfedf22lXXUY4UKpbDIZzGaCrNYKiwVTBRGzrMiKtyZkNSG5tT4UsZpkJJmDYEmZcZ+TEDOYT6Tea7bYWi0EU3NQwWYciQeVxrjL0sps2gGf+nA9qWdpL/OSAe8hL/FOne+ZPOAzoW9ym37OV2z9N5Y778lYdwVk/5bNIByZG8rhRTVfSPzwTXsN9rZ7DZzWRPdDIBYOW7GBe+eze3V3SLxZ8A9frz3ev8a7+F2Lfhv+zz27Vn9v7PrvXbl09ePdy2tzcguLuayzm5tnVrrqeqRrPl74l7OXRGs62m7uvOqO4vZvfKFYunHsyEe33nhf6NwLf5T54Obib5Z2Ftq7z8Ho8evT5XVuMabp0cddu2FME2MWjDI4wywONRMbL42LAWVKG9Y0amMuEcdDX4//wOR6/MfRi9CWdaxKnMZdl9mXOZiRUSYjV8FIIDPVb/E9nHzs/m8gqy2ogD7BMndJD0pfNNKhzi9lHmyjqDVlsVZHQu66upZIKCYE01UXDUVC9XXRVKtNeEeP73IXWpG+jdIfq3e564nbqD6vBLpauONrYm0JVX+4cxxfsHWFiNulCyXXwbxjOTHIjwMf5QJB7TKPNauffIe20HxGJ7UNZLrTgPby0KjsUYDPK4WwQz8HCwJCavr3XDx278gzf5jrro51JCeWZnrr/Wa5KhADHfxIC4vCw8cvD9bP7Wp+t1Tjrx0fu3LHBT3vz9q9sVjQGXOeT695f97miUb9zpj7io9NbM2p8z54xceCbk1GEsU+KQAyUodS6Oes6d76f6//cj2903d3DUkZXakowjYFulpHWLEb7A6FL6h9Paovs+2oq6gPO7jmNUdbLvP6PB6vIbUXDyEXeZ61Op0OFH0FXRcbD0fAXrIYlEo7NDYLBjLO8ujTeqgCV/jTi0bLnZy9TNDBshsZPhfNFy61BzG2pJV2jbR8ES3e7Kvxx5LxUDwRa/Y1JnC8Bi5NgZYEbqiOJfStntoiGhocjDn0sJ+Tg9JaR5t2lFo7zsbXW8ons6A98GZvum/iN2LMim/N5OYtv/zBFSsfueLsWdn25e9si6qFOLv0rKHi/fPzvnic1Hovljdd3CbFJr7aH0nd+IubPvmbD9YF7v9AYdlv/3B+lx53r4FcIr2H/Ap0WGYX6hVDWnHKFAYZMNybOq4kaWOyF5Kj9heTo1NDvwaxp+dXN/Gy7kEv05MSH2sdYgmwjygM82RiMhipRTFbFBMhzQptlo0UNRstzSbFQkwmHlG02teimnqN1G2En2Q5Ao9yr2JxK4rFJI/Tqm0KQV+mVQCjhfRsNyomyzjp2UGUs2QKN6wiAgPK9UaCjBEj4QcDtjuqVOM4ObDdyrWtn2/cHPXN4EGYZ/hPzIArSs3wT/Abvx0u3LXglD92cYeN9iP2I+Kiu4jkG3n47rKECb8C5seyC4uP4GWDxYeL/3EhXlJ8WFpRfBgvvRCeHx7Ey4qb4SU+l9NkPrmLuOXVKIBGtzv2qGAkhnbU4T2q8VEcAoXuh6uTPL7Np/rHyUOsMhDADp/RH/CYYIxs5IsCASQj6AIu3uEcAyvxK/g+GNoMi6GrtsLLZ+WBUbVju9z/HQyaTmLhNLXs3HC6eIutG4kY/qxBrk3WFGfWqu4K2WT0OKpzTpyRV098babL6oxEzAZL1Ux8eaun0h2+DvDwAR55wCOIvswi3yJgzeyhX3XTJ9zfd//c9XP3cSRvdW11P+GibsRH+U5mMZuxMcCCA0ES5I1XhQgN7cbuzVX7eAxW8r4dmNOHG0uVxgWVMsoFHrcFcTAn78UXg0GcZJXmxy1pvBkUXHv1Odqh/Rknjk4cPTEq3EUD0nzYcVQMNMDseEF3Nr5gS/XSBVual1yw4svIXfoecpW+19FxvhahF9fqA1ygQdkLhUFoo/YcMRQdPz9ntnpupilyy4Wrxy7ff9e8eqdMW8ldzt/cwXJzzqm49NI1c7ofuM9ZZ5aEPzhyG2kCmjSgp1lVwvmAbbzhmw3PNRxtUAxOr5M4kSCEzWzmmz3MXiN+HKGKGh6k0hS90WtcgIRfq+thnApNjC0RGY/ACHEc/3Gn3R6xE/s4eYoF3ebHhywbLZsthy3HLHIKNH86GInjkTiOQ05Wl3Yz94h7o1tKuXvdxB1oGg5iW/BgkISBmP7GQ5xwL64Z5fuXR7myH7WfGOWaYXRicJT72gZKDvI97XxzOx84pF5w5LRhgyvfph88MyS0hTSDZ2qjhdAi2jTG5vO8rT25hZ2NF2x/x/BFt+z63Ei2rrmuymN5TyrRfiV9KVjljqsNnYsrdwx1LVV7r37X52q9EX/cJC0uJGe9T9sr3l/6unxAyEkN6sSzWA0KP5l9IkdX5bbk9mf3536Q/UX2ePhE9kTOZDNi/95T5GZHQBct1iJka2O0JlhdvTlU4w6FanwmvycQcKJgTbqpGvRZsEauDlWU5Ws7CshNvJlMPCDwZlsLboG3u8OdrDBQIAXofXblNqv7VKJ+mbwPrLdaGmLWcCSXi4QjtenGx5v24iSqhyZ1oDRO5wqPd+ZsYRz+4wyEeXhLPrS7b3vX8Cc0DT0DGuEEZ2DgYsG0iJ8v4J46BvlYbgIa5IVeztZc4UxaYZrDZBhK6xvluGMyIeSDp7F7Ftg9p7P76J+Qfr7E9adEAW84Y+9A//1k9230CUx1Qck2nioob9J78G18r73L9ZvPMHX2OZWXXDo6p/tL9zmjXIYk0e4/1Nu9ETXjAvNB+8bqG+O1ddGmeG2yOdEUbeAb1d+0zdkb27ypuXlpJOyORMLNTRFggICnqQHaqxnYoKYx2Fw7yQe1tgiOcBmsTkTr6pLJcNNIY2NDfSy2rwE3zE0k4mU+YRXQEYcb729oTiYbGhJciG3xaP1Zsdq6WPyPYKc5sdZv3be9ZVgLQsONhJf57qYTkx6wRYgEaN7UdOdzk+5aUtMavTyQ19te3OjncPkJvulcIMKX/8nenrc3yTlyVdGqaL62PZd/swb+Gt95ua84gW9YOX/+juKPlv7gT7Tp61fjJ4udo/feO/oql2EJVeht2YCaUTtI8QbmesD22wYSd/6kgex04ITRXsV3U/6RrbI5Vcnp5n1kWk1lOnJqqh26ks72bKEjk+9sbmxq2pxsdieTzZ0dHX0tre6WltbOjtaOQktze2OqMxlscsdbU51NSUtjs2xebB4yD5vXmiXoY1s6UrZW3CrG4PlMOl0odIy0t7dlc7l9bbhtrprHu/ROeGf0xnIHXGm8tEJuab8/31kotLXleeMG1Uz2LDWVTufU9SDLWDbvEksQB/kkNk7umuqsmcmem9Yh22xuzLvixe617nVu2c0dSpr2QV+8oeurnxRKbAL630HoBgZH+Z2IQPSy7qFqOp+AgtN65dSMUx0VarGKxNC63E2UOWSSX3hPIZU9oAGzcB5BWsfOjdDRwb+8dzedzjyP/MnuXqp+Aw/9OQ2AP3o6O2nxx78P4ye+53fGw634E63/2rih9fON0gfq3tf4gdaxRkk22cwuU9gsSdAPfCjq/IZq/lBdOJwK94YXh4fCw+G14Y1hY/jL5GcohmLkBWaJqGHvXjX0oWgVtMrF21yYQLKbtjze3Nz0uAiWknC4VQY2+tzI4+Hwvhpc89lsnCbSaYRsNEwJ7XE6Xc0wtOA746OZ5pYW5nSpLXwzcYspnURN9ibSNNC0Cq7xhLTZlPoyBQZHDdTBYun/SPQmFidIAsU9YDwsJdTlIlVL3RqvUHfIZDbHxqljd3xpTYhwa5t3FS/w6dTB1NHJCSMt2BDf4XVUd6EtZvtSMzCP3HxiMpCVXWwAhBHLYFI4QufhrmaUPeoPlt1iD4o4V+5Tuo1uPG3OhJ9Cg1GIg7vH5vt+EyRw4IBvVkfLRFfLWfVBi2GfmC+hjzWauy+bn1l9zccc0aj9hhtw7cLzcvFYzO+q9cwyL6Sz+ExJ8YOD182xW/DE96WPfmbivPs+XqnN7y0tHVHqDQjG2c1inP0j/CL+DAqyStzBgjG1I2nkI/SpFfLyvODZMD7/iYjtu1D7Dj0mxucOuoTvbNm4BC9J2fuTFC/RIqyWj2lOrWP/ZHKN+ccojz+CfMyKUSNftMY2Ls9QY+9gHutxGq8oXi/Vivo69Jisv+VxGrfiThHn0Q6807muk0Q6MfzfWVUOzdqph2YdHdXLWVJcS54WsV21udCf5DBq3oUjuXSO5MTmc5+aEydYnWrOWS4mp0cmTo6KuMaln8rnibmNBn1u4yn8OQQGtha2LgS97A492uTUTCyPK1t6gQ6JOY1+fU7jLh6bltmxPRFJkHUJrPncs5RX2qfF9izHt9Xqrp2s+3l8GAYkMebBDSxQrQ7z8HnDHAjEJ3STkxCMDianwfDpSRieR1sBBoB9U2KLVvWrIrJq0/QpFUR47FhpDvQJMaTiC1luxLG2am3TSPq23L25L9kfye2xfzlnHrGPeEYaRzL32O9KKu3GkXpczywutf7rNdFwvZirl+4z8Un7laxgqWmJq5JFjQesktyQramPPhMi1ePYFgqHSCjkrUcNca8he5PNZrGQ62IxbQGrKcgXpbddmBfJApEwd2c+YllnIQOWEcuYhWqr1XvJQdTGvZhYK9WRtk1tW9poW2gcG3eGwcpkLnE8AH465MI2F3b58x03aG4NB7l31F/YB5MvD4r9mGKc84I2qXqUn0IVO3tfdBYm5+rKw74J4Z52Iqn5bmpozNg9yeamZqJUxVOt6VaiOGKNnpYEytjh0uxuSOBWZ3ZyXkK41tGmiKqietgMOX/q4cN8bb6W79gEVYD1eEz6NCp96n3vU0D/Fq+eO9y3ffWy1TtXz1rdVdyKF2GlInMW3lj81fwrY75YSm3xNqxYJN277OR/vsddG5Fqz759ec+mGx+989gH1LNeXTbDFqlumrjlk+7whs9tfSju+qiYp7iu6MQfLX0JuRDbA0O6X233+lXCPU4E4o0qDqO1pnUmYkImG6VpJ3Y6rRhbU7mUI5cazIGVnYM0pS0eJ0Hz5dXTtgiuv88mmTw16cKsjrPOLTpDhXcHZAurjc1e0feYqP9fi2vxL0rfQlbEvoxo6X+QXPofFjLO4I6+iKJYCbEio5VZnarVaJU22c3YnBo8CtUmtdoBlkG+EtyBOrxQZZW7NirA+GlD/Xjxxc5/XzlDvnN7SnpXP8hHR+k4fk3udsalhxGyG6S7eNxe/r54P71MugTebxXv1+H5ZMUZ3t+J7uDvS/7Sbykfi8al7Vo5pXeLmMi+U94n4P2VkCrSvUjMw3GH0zL8J9Y1UK2j1hGDCwYD72SE7j/JZPQ6ikj73877t+WlqE++Bm81vAw5bagAeg05S8eZyR1QbXZblWrmwT5M2XaVGhPNqiye4MbAfyP8bD78lORppE5F4/SR7TyKzF66GSn0kW1Mksbpjm2VrUbxC3Ah/6WSPrKLWVkwAtY33cEqWqPMUKlGo8FWb7b9LBPdisZQFvIx5KYvoVbQQPBz6z7xvhHeB+kwwH3fNkmCYu/btdaKrdaa6Di9afuhOly3l55ANfQP21u83pZH6U2olf4B2VEbvWlHe7vd3jmOozeDGOZSfK8oX+62n4ABMLwZ5ZsjwM4NHE2eCMBVGK+p5IJzVmxhgfOLyQAYL0d5MIexwPn2Yko8CvNV33mJefw4tb3NOy2dHqSzva0Xu8shAXqxvtiTb6/BeENu5Tebl/4weyFcfxsI5fjBElck2pg0ypVVktOZDFidVSbJWh33OKskg+Hl1mRsINkQ7Ulr6X0L020V1jpXpJAJhJz1RmO91RPt8C8wZCyRbGOL4sr8c/Da/+W8uLQXx6QXSR7y+h5FlHI/JtCR0We2yjjFozaKQ+OOWunF156Wm3EM2/8p4P5/Li+iOEbPkT/J7S70KPNd4bzCS74l/VgibqPdqfoTcUMgEI5Exuk1zGkIuA2GQCQWCPvjCUPW4bDspd8UIcYrayJqOotHsmNZks0mxun+Xb1+7Pej8FfoCIppzcfsAYMjEubmeziMCimcepRuQg7eqqgNO262/yJ1dNDPuwm+swT5dHtoIpsaHE3y3sWhjYEdBc2Nv/DnP+MJsUIpXKRrp1hEF5ESsVWdfMzTq4VZbXeJ5TCcEMdayo656Dkfqa/pbGizz463x1yhDyyq/1jYz+J9eUqjLau8MV/TR4ofdEec7bU+u7uvzpPGMVvo7CvGl0Vzis9e6QzicF0wGWgMV4Yq4u87d2L9p9U6HLvWZgr53Q6PpdLu/+do57fzvp337bxv530779t53877dt6/Lm+phFrRg/JS5QvOuGMPn9dzDpFUKYoqd1Oygdnr1Q0olczn38L6+bh6gzLHqchV056fhWfnPw2NOExLlIcBJv/k81ZlHJ59b2m9/VDPI4ZGqMczWe8vlFfh2fVPRZuthhV2xfrJac8vO5XKymnPa+D39frze+D5+/D8CfHMxO/fged14jkNzweNVfD88b8eltLNeANaBvTxas/FY/qz+5+DXm/nfTvv23nfzvt23rfzvp337bz/b+ZF38Y+/C15N3KiGjT3rErkKE0gO10DXxroTuRH1fQg8tArkEI/vc1gQOP0hm0VFf499AbkSk1kU0cLfAlpQl8lKqa477YOsTCkVEWFHwxthZe6p1Z78bcCSTlQ8Jtjgb72wjylX8328z85NOuar1V/6tbr7+7cdX1L9+CFJ9vhh2xuPvfr8w2A8yCpQxbkeQyZ6EOICqBuREisYUG102s4uLi9beHZ+Y5F+N/aFi9qhz+O65NQxgHpPHF2uPEsExTxEDKhKrjaoDAnvXGb1ars0crUlsZSpxXsmF7JgUUd+YXz2zsWLW7PL1zQ1rGIPtWxaFFH+6JFE7dP1vpP0s5v530779t5/9fyYvQuHCOPSWuQB61ilbvdOMz95C927HNQxzj9zu5IyomdRmPFWRb6FGKIL5w66W0oghz0X1EFvXMb8pnG6ad2Go08IC/fQ3PUfmji5YD/KPL1Bo5mU6lBuB8c1cLpantGe3ENztXy5TW+jFZFHit2zYwmTaa4sT2BV3gLqWX9N7Zlcay67uzmy1QSjVw0u7cWd5y97rrdAma+novRm63nvjS5notRcS/uE+u54hvjX/CNEb2y1zjtG/ubfjMx+Y0dHdtr17+ZWKt8pPicoRa+eRez2iijQ/QIPU5l4XK2tk64nN3ucGquZ6MGk8rzkE3cGS4P9TeEjoACYCarauMHR+BvL54NoOzfaXKoGJNULpWcGEWp0eRgMrWGu97iO7prvdGJtbglc66h9rMIv75P+cjEDQKGS5lZg+E4lc4IQe0ZIMB/S/2v78Mtn9HqP7lffqp4nqh/Aau0EbwebUJkytdD0EYx3yY7RA/TY1QeosN0M6WUObwq5acrEZ69jVyLUy+AZuNOWo4O6tGYXdGT+3HLFVBLcSvkmjipfKS0TNRzOdCaMDJEjpDjRCY6pkTHlEzSGvKQTQSTKVrbdHSRdsho9m7KAFNKJzHluxEnMaVytP3hYnF5EhD9LP/k5CFo79sEDBcDrQUMx4l0RghqzwAB/uvqx1B/8bbivy3/uAYAntgkP1UqlGmNzkBrgm0kDFAdJseIPESGyWZCCac1maI1naT1hEZriqOubxQfXf5uTmq8GOrZCbRuhHrC6AFW00ewyVfoUk2+nl7VRCoUjyfIlCHliHJckRQdd5EGQiJlaSDCJgUrFemgiGgZxEPBI0ES5KgHHY60G7uvZb4BH/HxAAw+n7ZZsjKoWq6t4Q6gamoUZqhWlZycOpoEyojL6NFRfjIG4E4eTXGPxjySm+alck0mLeIzG6I8Np3u6pVHxYrWlbfyvdI6y1YhtRAnPQ/Td7R4jLg6c9bli5ddoey12KyKxWUhLbZmkyTJVUpVnb+2PugAOqTk7xRfMkRQCGQrSmSz00nNlxzxYZ/vdK7eTPcBV4+Tu3dUVNivrNJOS1rUqirjlauqj1eT6mrps9wbjNjfNHiUI8WDREAj8C1PImYEP6ZWiTkOYieiFtdrekyw4p1L6+Q2U3fzJdF0tLshc/1FH+5uUc7OxJPLu5sb5rtNxqg5Gg40tidC9TnBr3cAv5pFO36eVb9ZOx5X6BlbsfUMrYjfyjZEf6YNJ/77b2hEPk87MUs+Wfq2we1Q8Ik1GVSxDWFF338MtQKdfECnFUAnP7qOVZrN7uXl3kWTbYNRnS7jrA0oMynbXmV5JWtqUSsFkSrxUOWRSlLJyVTplMzenI/f+nzmnCUlmp3vUBEUSB6doYs6vIe21yNfG6bFHOMnr3KeIste1rd6YTjiNNpbpHfOjYWdgwM+f6yiGStPnJWM2I2Z8+YYpLqQP9MtdGbxFfkJNKEsR3a0bdcthlsqiME4XnqNAVw2eUg+LFOZGfOyaOyAKtJQvZaqqki3FcTPLNCTl/eZD5oPm6n5LIQXYzKMsQ0f4f6ZeBgkl/ChzUsRaahOS+s139rbe3o0H9uWs2aquDJnswl24KOYlLZfj3f4o+X7GZm0twONOsV2nJxnMgz7Oy65eN5CSzIU7blwZXejs9UsP5Fs7qqzej22SJewEaj8OCoqy5CCbmeVkmJDQ+gwdJKAJNLBEyFdXKGYCq+VxQoZVrANejCi6Ggoej6Rhmo1CagGPBQebQ0hRaKfhQb/pRSRP8sU5ZcRyZ8KTPhSgaMBflwYUofGyikNNe5uLKUxOCiSnJe7/Brc+7n0U99OKcs+NXu21k6XFc8ubS/dA2O/a5jLpoQVYlMwDwE6z4628E4dgOntFcBv7+zS0nRWS1tatTQa11J/WEPSCYoH8WCYhyhFFEeg09mDXciUAsNsTZnuyTX8KZM2TPNBdUKPu3XZRX1akC0NxsVSuPQr+b1vgc7xcZ0jv1fXOZ+EehJvST0/PqWecahncbmef6i9MjHO7RVekbAVpHDx8reknpOHptVT9AA+z8pX/a/pKPonddSNZ1BR0ufeVEVBe7QAnf7nfxH+P6NjP/NXIVAqvf4b+WRxDegWAz5RCqA3ahee5/OQp0nLU3zqTfLcBnnsep7xM+c5+QtpZund8gU8D3IX31/Oc8/0PJdJM4tHtTylz7xJngjkeUDPs/hN8owXzy7KpXuchsrvFc9B2rv5xbMn7tTeTbzwJ96tgXf79G+t2rvXn4V3jXq+a7R3E7dKM5FNx2f3meGYuAbg+Jr2Xcmuf/cd6Dd9+rtLtXfFc+DdRninVH7vtxyGD0N939Zh8OrfPQxlvap/16e/uxDePajne1mH/3fwrkt/d6v+7o/wbo7+7lP6u89CHb/R33Ugwc8nU2BLDAtb4v38lP8hMJSWawMFekZjInuKMXEYOv/lU6YE/ksMiaOjk4bE6J+xJM77KywJzifAkw/ovL34TDwJ48/vAL6Wf1J8J/7nr8L39d2Ab48ugy+eGd9pfk3vZZ7DziNO8o/3bOr9X/dsSksm+QvoFTG25DGh7tla4X8U7B4DckkUYQmzhdBmrKNLJawhC5fqsErGzFY1TNaBIt5HDhKZq+cUPB4EFa3MHCY4DO+5tpY0xT0Mvx0jipEg87iEWAUbkoYlcljC0n5s3wOVeVJHZwSeHRwNHJ3xYZTy8cg17xAex5OIh7o52jtDeEOrzddOn/KWp92/UnTi32Xr67P8r/hYNhpV+Z3yubHij+szGfFDNJuNQoregPNvdiLs9HOLtcTMcEONNY1qhR9g3cYMrnGJsgWEjlFOBMqJQDkRqCACXSe000Eqc42VgpvDVJ45THEY3nL1JWmabBgyHqOKEUwzaNmdME5CICUS2YaZMJSDwPIRnMZb8H4srRWxMw/iw1jG2C5oZp1GszLJNIo5CnyzOxYhgZ47kEQfTg2dRr8DvTMCZ09obrmSLkO0Hb8JEZ98ciCLq95IRUPtI4+cgYzT6KjwFRtcudVeLYhm9nCinS+TMUT/WrJt1gknn0Y4o+yTG2AAI4NZDoTjU178S0rBlIfHCh7GMYKoF5hWI2m906Nizrv1CWBbV5U6QsYIQcROtpD95BCRZxFXhU5bw7CBHDZgw34Xp62/TFv7E4KMnLgHxPU5oO3ZwpkrWPzdqUGg9nRi++xPBA4UyuQGUidy3nbXm1D7+Vsfvq3vwVuHzkzvgYE3UnyK3lr8th/uQZXAsiaXX63AcLHxY77AuiaNdalg3XOstjEbbwMbbwMbbwObaAPbOttm2z7bQZvMgy6k4OawDdoAOil4e9h2zCbx90O2Ych4zAYtYKvk4/tKm5XT283Dwm2q2FJxqEJeXDFUQcA0U3RqomFEDkOPeQZOHfyLeHQalRJAw+nLda+UyfXAwJMvvKtMMfk1nVbLgVEnGZTwuV0yIvuQG1hj/x5kKz3FaqGT/ZjzXid50IpvseH3uD7sItTmCrtSLmqSqgy0YpzewwJBFmQGs5oK9gbXBmlNEFNbEFtIMEjH6R3MhupwVZXPgGrsNcRKa8bpk8xpZmZmsKhmM+31LfYN+ahvnB7fsdGBHXSvPq3ce5T7reUHVrSODchQcBT8KexL2Q8dzXKyDA0OatJ8VDjkReIVjwOa5LPQfBFTD6TCXYM5q/jh27IPYTIyMZ+skI3+yLu7B97bv3jJu/b+ONjoq0nHQt4Un7k+L1Zo6pl5xcA1920rfuq7v0rF2uq94aBOp7ukTSBCfvQ1xiojNrcqWfEL1hNW8kXrLuuTVvol07jpmyZa5bvUd7WP/sD3Cx+534dv9n3GR/os2IB6zDhsTplJirurAwq6ebjdXi81eL3IYXdEHLSKLzbcw6oYCmI3a0ipw24c5u4xNrqJe5x+C4wBEWowDRRzGAxkimhZfyrnSwmfv6NrkoJYAUG8LIgfvBt1FDT/BYOjPOD1KCeVMAf0MDPTyETumqjb0dr43k985v3rzr/0zlvrVzS7a27gxJGsttr3rL731eLnX7l2+aqAM7lErLOAnfpfeLMhglwogFTm8dntFW5kMVTY/RaZyazKp8oe5zhuuhmlDnxXtOv3ntuPUweyTx/gEdn4kq1BSeI6HpTBAO3WhQEiAz9ynMvizWm1/4EwwTi90HfNVedcEGk/95wLlK/km9MtcoVVyagzN14cf6eY63hJ/iN+r6EGxbFzD4pAB2dOtKih2mDMhWrH6S2spQpIq3aqVaw+CRcQVVsVTtGqKmswyPwhNSjk0gaqjiIrD6rMYlBAVa0jHHPZ/XE15nKEmNqlhlh9XBWH3lM0FAqjcfrvrIMQv1JpYiZetsnBLIrCEklVYZGoyqcvUspGZbMizxhShsXdQeWwotjBxBunR3aGWWOLGt5LH0Z+PB+odDT5wiDIvugvnwwceELrAPgUytm8j+BB6pJg8yW1CUJo7ad5b8ED3elh65LJKQkRXr6QdvpT83GuOTDJZdt1GalyG+CtFsMTv/cdC/MGk71gcQQsDTXutMvjnJ3vasl4w/Vn5TO+WuUDDbUBB/FGK/o8FdH6cEdPxhuvrnH5vcIGXC/9kCD5UdB3/ayJyFKaYom6aT2oIRnLSi/CFuiXk2BXyIpNwsekkkQkmaDUc88Nju7H/tRzg2t8wBZ+u34D3KFpCYJuXXXr1bNmyY+++OK1176hLpnQNOh+yS3VS1QiCsHT6uIWGD5GSoQQTFFqP9R14Mx18dmo9hxBUNHVt66SfnjttS+KM+AHQACOGGqccete7oOi8uUfIZTeaYk43Nwq+iYzJZMWCxvR7VVvtbBXd5jg12rUmk8mR3EynyyVkKm0DB+Rf66XY6h8GblfvRAlWRjbkuHk4SRNskqXmmQNSdWfTMoyw6jaDgN41Mr9aiQn/QMHoD+Ky38olyMH0Y7i06huBx4J4qAI0uwMqpFg0GZj2A6v9O9FjA+l9F56Uv6kMy7btG/JR4sjKMp8hMUwiuFVsRhCjISbhprGmjY2SU3ax8KdBZr8/gfa9/aE9j2U40GvFR9Gl26TaJ+IAG9VebrN6VVFfMm+Pp+PnVKFRFOLcO+ig4sOLyotksKLehetWjS2aNOiLYuURadV3wr9Wl4Dgkd4EH4xaoobpJ20CDS4TcfjjyePoJo90BW8zmzZbCbD8MaZeCYfLc1ErUnhmQS+KyAmZ2XmjEu/F9/5ifO1b6PEDls75gOz3+9ON4GapqQgsLCphXFqQL1JXn0+PyhoUNoLBGqWx6Hu/VoZqAHKSO621UIZawPAE8/tDrhbjFBMVC8mOlXM4D+6HFTAMTmr1EKb5Hk51ovwerkP9bAKglGcxQfiW+LH4zIvLV5ngDqx8N/jrApw/z22ZDrJkgPJjUk5CcQeLJfN4QM+a1Y2AnzXaOWWjslPoLO2EcyD0e90utW0HYA8ymrtVh8vN1XVW0WgX+Whg9PQ4Q5UbazaV3WkyljFSx4VJWvt91aWjdLFS6Qx+Xko+5sab+D1xf2oicexYe1bRBwb5m7P1tUxHG5PtY+0b2w/1l5qV9p1Xtdxl9LyfVDGt/QypOJNKMv56wCrCwYrKhhf9bGotmCY20AsOBQcDo4FNwY3Bw8FDVzmRpMaz/0jy9JwU54u42a9DEvyqyjF7ARbCoXaWqBUBwPqdfAmrrBWqraOcMdwx+EOqQOKSeqMrPMfh0t5oAyX9TL0lPxdlGMWguVQCKAiuJoX4+HFVIerCb8MV2+s3lx9qFqp1sB668rTcDWQSVyH8DIlgZJb+SrL93Z3dkYiUGJhEtHCQGFf4UhBKnBE3wjXDybhGkLPyq+hLg6XV4crxEupgVLCoVSIcP3OQsOhsdDG0ObQ/tCh0PGQOfQm+P7Dy0XvAn5/THoG+qiX9X7hWegXYqzSVo8Jdoe8MheIuN4lxE/tofj3pbXTv7euRPxMh2UXtvn5p5NxgBbzfNw3UeWjwrfJs3gIvXcy/yyWJXiVb8RHkM87H/pEW3+fqNjHWN7mSwkrXuI3B33HfNJmSIiP47JGg4V3Ilo9Kb6/hvtf4vVwWUc1CkNncTqhoB2YfXNQGi99n9UHvVFeAYrYI6lIb2QoMhZZHzHYIuEIiwxEDkaOR5QIr0HvonjZdaeVfTEagLILzERwBOReV4jVlgrVFKxLiNJj9hjh7tpZbCB2PCbHyiVq0aSgTHPp3fQa2Qr0+6PQ06/g1aXFKLVVlLXN5AGV9gfmDQZBi2FbNdP4uLd6pPpwtSy4OD/ld8tcaqMP0i3lskDfrHh1P2Lb9E7YYXep9uT+JEHJJIHhOG4S8/fmStXedKSJjIAW3N90CG7lpkk2Ed2cKLu4TrJMlW1dSWaX7KiwVXDddptDFdwX8kTVVSEcCoV4FJ5qBu+HQOpIpDqt2Raib1mT1PxNmYvD9MRUmYD7iVfvQg3b8aoazL0RVtXU8GJSIcxC+0KHQ0eAheWQjvTgGeCyJzS4BF99E38IfXArCesmQlj4AnP7VBZeHyYV4bDdzk4Fvm068HfaMImwYJ0a4Uj0RhZHSAT4gkTeBKvWQY7VoIZccnRam7ybflq+Z5Jug/j90j6U1tqXhU1A/CAO6e1bE66J1LCagZqRms01B2uMNZqSKPsnE2Upn58s62LcJn8TdWzT5JPV8cLiOBSPc6sK2xvxQCMON0Ya042scaBxpFFpnFRfo+V2ZaXrDVnZBWW+ptFPCkgdnH7SFi6Xe2BI+ipLzZkFuhz3cgMn1YsP9uJob29DAzQN62WL2TCTbCwMyVq2jh1kIBN6E0EtyXL/VVorPc/rsX5fqwev1+ohKyBDntdzFqvv6eF0MM7o9DRC4V29XYu7hrskW1cYkrVd67oOdildeuH5ZP4tLBex4lWGLH1IowvvRwQ9nLwfSc3CaFYvJ0jZdileJT1PP6XBwPOKukXeVT0Y9XT+bXk1GJQMwPD6qTCAPbsYo8ULXNZTy+V5rc+cWq5EV83HaH7f35YX+GOlcUwyAgwnNf6VrxX9O0l0tuGp/h3aYaXSzPNZf6zlI7/jZW4nQ1mQ5V/uyLZiDbG/Li/nT+OYsn6y/iFpi7wTqVu5Af0sq+3pDDeAyYq67d2pbmrrFhFP0t0D3cPda7uPdxu6Jzle43euR5VmXp5e9xC5EMrLsHoopC3rCfPC8vZ8Kk9teWzLh/Pp/EB+OL82fzxvyE8v7B9fFuh3sCOlol6WW6EozxJQRpe9a3MX3dh1vAvuuxAfMqR6sK0n3cN6BnqGezb3KD2TqkrXK33FK6SIwQCwvaDbCw8pzWgu9BVt3OY1V6jr24DYx3e3ZSuroLfIiOFkQM0Icx2MiPWZzRliywxk1mb2ZaSM6OWmqQQdZvo81+nWX+h1XKv0oUGuD4eSw8n1SbB+n2MVyQTUcLnrEg/RVM62uXmheeq7e9QmFgypW0DvENQ03LS+aXPTvibZ1hRuYk0DTet0TbRGjMQGy3pY2PM/U/4T6n1Rr7dGfhn6VG6r/Y7VNDd4qrkRn8C2RDiRTrDEQGI4MZbYmNifMCXKhNL7v1RprWLnPtrkyzW9RoHPkJ+Zib050pxu3tIM5sL2Hc3NSGNJvc/hc5lgB/wPH6NbV85AKLRVjJt225yqPRqJEu6mMVpbIT6a1gfyuT347sTkdyBJcnWgRpOkMjzKDA0e3p9xeOwcrtfli8p1K9/V6rbHeRlC2/nk36N3MjO1J1YluLtGgPpnuxIxh4O9AS7WJACjce4UMs7gl8VxPBQfjm+MH4wfhsF2PAwjucPxY3E5rpNfa3Zd52p4KH0aHtNgGJavRHO3U3sE2uHXrDVSw81SwK4OKgtzXRpm7Z1w8WXhYrOrqTC2hYfDB8OHw1JYYzBRVV73iZkqXnVK21xEuUPjit0gEnp76PxQvOqU9rioQc8Vq23Rc6Fyvun0v6hDz1cTiE/LhxLFl6UX5fc74865Gu3JmLSh/F5JTr4fImPyAMIoi2OmHsC9HV2ynaqqa5xu2JFFhfoGflNhsYaij9GnUD1qgqsftdKndlX5bdaKCts4fWqbSW2HZDvFFtM4n2LNHcoezdqPZlM5+/NPH7VPPH8Up76bzU58z37o6aM5MYsZreOOkGSpti5B26XaSEzspJAlzR8k95sUqxJeknLZWL22qcLg6cKmngV3elyeuyZ+X3xX8ftf/tVzCq7Go7QXH7ilb6A4e+LGrxeiYV8g+hm8fNuNl1+8Hf8Sf/eRhQ11harwAhy7z2Ke1RTx4ri1MBjsikVaw9WxmYOr4/d9+Dud87uaauvrOjOLbhkyafu4ldeAHkl01h5UQTdsRy01dUCL7V5Dc4iTogbVw9WFGgB/m8vIp5cVjvtEGWP7M88Cws/wDd92jmkjdvwFaCqv/eTuYn3xE8WfFu/Do+Qnfw4xGi0ev2h2YwTb3xSj8v53AwN8VLRiO81k7LxZU6itNsZxCpjzEY5TLUrA1YOSgJPTYxVNm1F5QrHWsqJhT0PxDW36l2GqNaiBiQb9q3CebMxpeEeCZ25JEfMVcDfKT0JfO1sbU0hXFfvRAtZpWwbjw7kMbM61c9fN3TiXWufO9fvZ/XzYODR/3XwyMH9s/pb5R+ZLvfMH5o/Aw8b5B+HRMB9pc2yDmioZnNQl5Gcy2FvWOVo9+EPFHj4utOWgwHQzXtyME83NoRD07EON6xoPNtJU41jj5sZjjdLBRtwLBu5GeHm4UdaM3PIk3rTypeUCjz69/McBj7ms3TYXyu8UeHSu69zYSa2dncEgr6V7XTcZ6B7r3tJ9pFvqBZtiBB42dh+ER2FX6HVM4sBpJS3j+lA2a7oES6APr9xKxDQlKLo+MSMBHe5YH17VN9J3qI+iPntfpG9/H/TXT+7q66sCXSxy+dSSmurr7SO2vjAki/sO9h3ug9L4KYJdgRkq4ucH+NyDPqbSuulptBS6f44+Jm8A3T9/K06IvQ02tzqSwIcSRxKgDX7D4okE1IoTLBhVbYnFiZHE4cSxhBxOpBJrE+tAmRyEF4YEmqyoPM/0VteBGsFOXaZkJ+l5EX4HIOhjDkrYvJF5Y/P2z5Oy8+Yk6jRrdbKPn+Ij6OMHeR8PI/GmePZ0XfAX5NP430Ah39zT+H8VpmSp4Jul65ZuXEqtS5dq/E/J0PJ1y8nA8rHlW5YfWS71Lh9YPgIPG5cfhEfD8jfnf+WXUE//afzfCwWmO/DiDpzo6AD+h+Lz6/IH8zSVH8tvzh/LSwfzuBcsy43w8nBezr85/ws85p3G/0uh/D6BR9+6vo191NrXB/wPtcxbN48MAJW3zDsyT+qdNyBIvnHeQXg0zDsj/5dWTqcVjHWXwQ+VfAz2+x3nLZ2RY/ocZWnlNFwV6+AKYQeBzdxZtoN4nmnwQh63yFMzv29RvmwraW1TW67PdjV5wTAP126XKDmfS9yMflWkbZ0iZRWVXpWdj9H5vefvOx8E6TFmOf/8gQHW32D3qAPjpV9t91erS3jko55upsaW5Jb8fAmlS6wrrBfev+TFJfLd87/genDBFxaNz9uz4Bvub3j/a/6PF7za/+q8k/NPrjh5oQ2qPbwCH1mBV3Aj99I8T7avOF/lKTP19asr2MzZ+tOMbniqiehPvmp4cnrE085Ku7oC94+XxrZfUFL7eRl952up2qul/gRPD7FK+MTeX99Pbu4/0U/6kZiD4CZUa7L8j7dRXrOghVhxQ3rKhha069doV/oZ0M7Nacenc7f3D2jTuo5KvwrchzpYx0DHqo4jHfJ46b+ZpaMjlWIJTrf0eOlHnG5pDlFb91lqVcqVjqXz6a+lj6RfShvklLXd2nV/+mfwoNzRdHvLHZlXEyfbT3YpnF7t+Eg7btfo1a7Tq71Mr3ZOr/Yyvdo5vdrL9Grn9GrX6dXOex1Br4ROr4ROr4ROr8Qkvbg39ZsTJ7jD/z9LrzUauabkp7YsP7arUQ3Qy8mqAIvNCzFa2LtwYOGqhZsW7l94ZKFhvPQQsyxcOGsW6+I0mqXz1mxOKyDRbA5NoT/vmh2b/YvZlM62LrAu/vzsn8+W7+6+Y84Xqh7s2eH6hudJ/9NVP/C+2vV698kFJxdXcHItwEcW4AUauRbo5FpQJtcCTq4FZXIt4ORaUCbXAk6uBTq5FuAunVxdOrm6dHJ16eTqmiRXV30XubnrRBfp+jPk0qKOizmDaGkX3SD0oEWf12P4ErRxqxhkbjNVqTA82JnJhMNMm1cuqTE9rdfTqJ7W6Wmtnkb0NKzNd5VUHM6lc2O5TTnJDjcMbtfnDuaUVbmR3P4c5c76t83KC9/9MNgUqcmi5lCrdj4gX8YDT9ed+Iho5xMa7KVbAfYvbMVePoqq9KjIa/fyxbudXq/JxOw6QDY9rdTTCj216qlFT816appCwJ/2j/k3+SU73DC4Xe8/6FdW+Uf8+/3UryHg1xHw6wj4z4DAYDL/fwD+03lHt6G+rfPOrLyYp2hoEvMU2yNxbb7CYXOo6QzLjGXWZ6RVmX0ZQPAIcBhoy7+Hw3Zw/ERFA0tERdvmivpZBHDJsEBIXZzZktmfocOZg5nDGWrLhDPr4FabLRFCMR1B7QW00dZT28i6srQQcPwpc99mvNv4ayNd5bnEe4mfYi+bmfcKPOtVkVZ5RcrsNpc65l3vJXYvtnlTXjGqr/B6ZZld6Rn2Xumjf0+7CrS9OtpeDW1vGW2vQNu7xbvfS4e9B72HvZRvL1oHt5L3jWgP6pYpnxtfg/7/jfvpvG27Gt8PhtS3t1NtUo5ZrXYVta1v2992qE3ifWRb29/bR1bADRR/OI+P5HFeUxx5XXHky4ojzxVHvqw48lxx5MuKI88Vh/gCFEcendb1nyK+5XX86e0LdsUTgONXdgMQqHpfNbTWt3ZWV/+9PU8ZrSA+oq26AVpBHa1gGa0gRytYRivI0QqW0QpytII6WsE/gdY0/f9/ES8ULX6JblDSkzx5LfpxqYOv8XPEOtMKn2zGYY13tjt0VrDaNFbg+h5rJpI+psLH+HjNqs+v/UgfUwU8daeNvf6SfKinuEhaJv0CYKvQdcGM4kHUtpv4Y1GgdJQbMd0lFQRkjDngBqej6TgxMRtQk9SP09+g3nwqyZVMedyxlmTln0G9r2nzr9pKBnLa3dLUuOPP5gG47p4OF4yllr0aRbN32NJiX8/3WUVj1CoB4TSf6rrGyoo28ofULIO+TLy1VKpZrY1GJzf96Ht1pmDga/Lz9TX5EFSAPPZGXri2sGkDOeeTS9PW5P/e71FP6XppmXwc8BvT90K0yVUozWoJjiSwkogaa/iegDFzPs6gN7bHsS0+ED8Yp/FpqwQ6f2n7Y14BWDr0NsRyNWrbg2jpVRZnPTUxRnv5imqqt7d3qHdt7+Fe2dYb7k33DvQehIdSr6H3lP0txauktPxtKK+gzzs8Kx1DM7bToXo8XnqYxevrKyoYjfL9kFF+LjrKJ7hHotgWDUdZdCB6KHosqkR1Y3ZyHfmtKlfsYdtAj0zugfPjytduRVdBW2TPrpznGqx8T6VMiTAyHD7NmglVVKqRDLZnMMpkoNIuW5e9y9HlvJzn5Bb6tt68MNQbWjSDPRrX0mBYS31+tUsXfTHNIKaGNN7S4JHvLMMDY/TV0ldQYSvh6mUnX0GOYR6+p1rbmxdngbDWwOF4JM7ia+OluBIXWJYXpnHpx8UN0jDJoxaMQD1HzBWqN25xq5VebKYRPvSBYhvHtdhAZj68dlgq1LZwX5ggGTupXI+4TtvldKv19ah6nH5jV6WzyuVmbh5jxWpzq24+PeH2VLV8uewVhTkpVRIJBnXxRR5ip4nacXr3NoVpx4ZhkGFTsI0qKOX0uOxVHg9vLpsn7CGer9B1yEfvRnbsvzl19IXBJHbkfPYnHQX7/if5nlbtBMcT4lZsdEW9gbMnns4e0DfIO/TtsUke0A9yZdJiH6zYDov5/lYPjxItdsFGHPZ2Qz7mJdqm13Ye2TNaF+U76NvburA0fO4574x03XbppRs+WRx/4Ec4kryfdV18/advenRDv3/ujeddtmwEx7zGRKxwx9r+tkgWx7Hz2Hu777AXf/35i9RMInpxpNIYW7uhY+bUPsVLy/sUK19B35z4EqrZjiN5aNOXmDWf9bYybIOBHlGn7z8rrSTN8rnw3UfFntNXGu5CGWYhq9wj7jE3tbnh65Osyu3mHME82OZJeXo9Q55NHtkzudQ/tQ78jypL59XvTPLqSrxMOo6SLEJ6YzG+xxMYszd+OE403hyIDwN/boobtFUrLTwcj39pBj0yTGaiRtSCMihPJGZDZrt5vZmalMq4ySGYk9UDd/L9OpEY9SpZNZfPsXAUEpZnbr+azzc3tSRbBHPB65YkS7LWnJpkgaiKklilyWS6NZPiArwTfs+wFOgfFpTDKMx3TYR5qGFbmIdBXBs+HJadNKyzfDiMgsDyrNrKrDzTkHXYesxaskoHrYetxGbFFmqtGqe7t0XcjVPs78nn1KzKAGSVxVtU0CmZVLq1lUs/vGsVtgS8b2XpdLYl2dzUpP8iFl4z8EtTM2tmrbPUZhZOwsXpV5ubbVnsoNmsHUQrGhWiBX0biFY0NE20rCBaw8pahSio3b2P3ooiqAoEyjspUCcC/qP2/b4nzyBI2p7yHD8Br53kSWphVXO+VKD8MO09d2l09sQzUJ5PO6ain9UQsifEjUsgZDogbgpZfU86z/XdyVea0GqPmbQmpXAtSyqX09ryOotXEYIaOUVKsSHR7oW/BPwJibU7QvMmNm9adEFf80jH/az7InLOhgtlTVyLPXWX1c2GPy/8geySllhhwZKuO9p6bt/4qZX3NP36hv7mpnN1oT35tb5Q3w3w54Y/NLUfZ9qeD20fjmUXRWdr2z2m76eZtodD2+/C8/X3/Q35tH0W8veh3gktn7xMzzejU5ZOKU9p5vmsz+rllfR8avZvyKftU1CqIN8vdRmvQ32obytRwarbFsyLLd1NZqs6oI6oY+p6VYICklG2vPma5luan2mWSCqHc1zEciwQ0aZ2RrW59bLNR59XLoPyf6WX31yekz6yo7HRYGBTtuHPFCvk+7Vm912i53p5R1NDcxlgglKlq/CT6BLh60tlfoOsSBQjQiRF4nFnNxqwwcAj86DUAeC+1OiBNYUCTuX4k/0AZ8AYcJENJ9rxk23rO2bBX8e7mt/1L/DH+yqKuorfwQdLPxLlW9BhpmIKpbPqiGojIJ0E5J/1L1MR656jIqSYLEazWfxqhl/NRsYBkjjNauAlkuClBILLsnNUhflqVUUxmo0mCxOjj9q4dtrV6vSqFguWFNnADPyHnjmqofzDoVMwyqVGdS3IxTY1ec9R1IW6LO6FUx64jJ+eIZOWgRhymSCRwo1tWIXLMvhbuKp+1bnw9yH443RxFn+NX0DXanTBy9kMi8lsNLMKh7rOvNFMrjdjLdowp8F1htsMdxvoFQZcMMwznG+gTQZMbYawgTjlSfrwT5k0IJGMhJFklyIS9Wi08gU5mW7Bd2ByKb4akzbch5djGsPQFNiOoRCKCRKePmZBIcKrxA0ID6BVaISfASFGSeHe2QwGfIfxi0ZytfFmI+kzLjdeZqR5I/YY40ZiNtpM0DZ6S7CqTLtqYXUxaAYomcIvVDs7yU0noLxGZn5GDXgqOe2Jn7QahIY4MKizmTiexomrHWDjPwLhy3Q//Uf+evKlxpsuvafDL8y/f+EY/EXgr+PD7MPF38GlHf6EHGwtfQgvAEnl7fEhlhFkZfXtqsQURZCHPyCiSDY5LKdkWks5c7F3rlcN7OzzBHtt7+/X2MwejKqcx8boerqJUsFqo5zXuAU7hStOHdAAzQp1MQ1m3jvjTN076q+Bv9Y+X99N8KfJ03tKI/h21K7zTSXzaHzDLVGuOKdJDFePUllxcjSM5Wbmv4jm9sMviB9kBcVJuOIkXHFCgxt5rvgs1ShmI6v8KrCAQZa5AVGWKTAWBLJRMBhsBjAYgD24KJp4Js4HDD7jzY8pX+PdAW8FITTFlTtVj/FGnVR1+jssBEyTs79IvU7RTrT37dMUV+ANeqkRx5RK5UNgiw1r8x/0CuV+1MHnrrrHxU5Wq7q/G6Pu7kCATxnM4BMRM/hBg+EZG2eQGSglDgToC4b5qbVVXqa2twDKtJfLXDJZ5hKMliyprORlDvAyB0SZAxsHyMAbykQY/o+Sr+B/4efJd1AZGBVIiFP2JzJpR762Cn6KXnIJ108vodvpE/ycVYWsnbOCr907ycDA+gEYwr+0Y2DgyivL+xVfQvulZSKvMpm3fjcZmL1q9vrZlFvWlbNnDw0xNEBXAQtTOmVbo7qSQp+Q/1uvx1D5Mm5+tZLHSiWlx5h1aMhuZ2SQRerUQc4ksYSWBmtEyipcVWp6kA0eGywNSoPiUIW2Q0o7m1VSpGVKRIeLn/G6BMpOsXpim720NszISl6wbWV45aqV+1ceWimnV7KVG7XblZODaq196zg9lOVlOOUgerbUgbJbyTwx+2m1qWje2LxN847Pk9C82Q15RpYxu0u1LQsvSy2jy8RWhHIM5wCnlyhL0c+gLIGyljMHCXenuom9O80vx7sJ55ztUIrgoBgoedTd6m5lpJ8XHe5P9RNbP09o/ymk1SHXVhB02MXcnE7jV/ARfAl6eCuZK3pQh8rTbf4Q2BInmH3u7Dxi6Y50gWzp2FLQPDxBnhl62qWnnXpa0NMOPRUrkHVwQ8Jz03PH5m6aK9nhhsHt+rkH5yqr5o7M3T+Xiipn5QUE3T2qBolFnXv6ysfgKEdEb0/BZ7WT7fkKPgF4vHM7OdSF+S4KU1dHa5YNpHGaw1BvKgEMXemusa5NXZIdbhjcrud7mVd1jXTt7zreJXVpUHTpUHTpUHRNQTFY5lOg4e+maAj2WkLpQ1/Q9q6wsLlS7WOZnFrqw6Y+TsBwR7iQ6kgVhjqGCgrS5zBn6GmXnnbqaUFPO/QZdq1hBpZoDTNXUInVcTJxG27x3C2cgsNzNwM9D8+VbHPDc9fBrTT39Dl23cw7A+3AzrsF4H8Hl7OfM1NHRzrNUhrhBAAFHYCCBkChDEBBAFDYUthfoMOFzYWDhcMFyVYIF9bBrTjtUwZgUDsjJeRmim62q/EJwzy0n6+jL+KF2qAPG1u0fhFhiwYWHV8EvcXTzLWo/++hIDPDDZR/ZB6ep00Rz9OniEXa1y9SMTk8j08OzytPDs/jh7Xm6ZPD86Ymh0cnp4YHtb03+TPyo+1qkgbcrua49fCKgZPGS/+1s6cHiJueDli30AkAWLcOWLcOWHcZsG4OWHcZsG4OWLcOWPdpgOHyngVUV/y36X2p7Rq8vrQDxtdOqDPZ1+e0MbiZy89bczE7ZW4aBYq/nt5X2q4R46C6bRIV0aorOzq8Xv55N/+8e/rnGK3BMcki70R12LAHVZf+iyXcARV57B5iVkI07PO5A0YWqlX3GTE1Gt0VwkrENFzxKP0OCqMAfR9yw5jdFgoZLMhmtxGzbPM5DOP0U7u53q/Rnc5U8BG3BQeoxYIcrnH6aWZxMzdLNKtuB3OImYeauIocmJ/iZ44BxyrHescmh8FMHQ7kw3xircIcBHMRMRN01/W+lJ0f1c5NHdceneZA42zhLk8bDpcf4Qmu/hQMvHv3H7UfyA6KPIPCwPCnxAlvMc+F+UFuKs55C7c/HofbECU0Lg58e4UjL8lizs+/NQGDh0qrUrU23PDx2pT1cXbzxm/OudbRcEtnnkn/aT+v+KzpQmvlz93PFn/60B14IX7vtQ/sXli4WWVclz+KdtOvytzb/N17kB/Q87p8ql9ulInJGOmVFktEsnmwiXrG6Xe2MaPyFXolquDELh3ZDsaUmD5021xqxJ12E+S2u4HwRrfJWQmUZxUVrILTtsLpRCYJ3mynKGhK2Z95WhBmGpEKgnJJTpQnNWcHT44G/Ha+axMI6laqDNpZd1dbnrtMrLIbBAHoV5X69GN/2D3r62v7kmaz/WOLFn209Z346dof1krvbfzeK3j5wYNnsfecW3zmJWNFkPOoTfQlkUmb5CXg0AzzQR8TRfUohuIoITUMxAbiAwkzJUuECDpBBI/uWLIkGmVCUJC+F8smZDcyabPwslq2iu2DzFnhVO00QgmF8eScgTmr5vCN+jvmzOFHosTMfau2Zx06z+n+ea5/FFVwh0RvgTsiaVxCW7E59eTEk2f2O3RU8zpET/c09LlTHAyVHY6Q4m/lzdgn4A7gapZXFI8SV6jZGXA2OcGKAOGNeKhDDliWu5iLARmPuDD3PUIaqctgs/mW62Z7uE4bq4BsGvbqiH/4jYgzlwcuFfY/Q4K1BKfglnsIkLRf1hLJQB4w7TZ9w0Qf8uz1fNtDPSZbIMeQtFk6LBGbtE8iJirxGQ5JsuWwPfUE98XFxXCUe23g02GF0dHTqDZJt/JNLqUNAPXH/ZogwyCQU9XrOc1/Vxjz2WpB4Ai+eJ66eomvwWWtSNALFjY0njPgPssN5P52/6p0zFvZsvB8R11kKcjrHTDg+qq8F5nQfNZ6lXKTQtqUPoVQRSIGk4UPsomkGmYblhmuMtxkuB0qIxI0PsFGGOikQOjshw44C4M4NWh//rn9Tj66zaRrow4MIEI/Rr+6oThe3IMvxU0b6DO4f0PxGdyETqn3Alaop9hD8e3K/QpZo+BZCghovaIq9BQoqGJcb9hkIDcZ8IgBG6aBkIPhMIAxHQb+bxIO1xQcn/vdBmjYdRuKBvwqOhWO2axRUtwKh0I6rWLT53idY4b1BsrrNU3Ve2q1b1Ijnkt/uGGinXxrWn1G1MEiX5QxkSlWjGbueZRQIhs2KfhfFTyijClEgWo4aqk31PHGKuSaDSfn012ar7VZk3UsZ7ndCgZsdhnw3ZxoRrMs7ZbwlyQsycZPK2Bw4fcrGCiNnyS4n6wgMDDm2EG9ZcLuzw5C8+Z4/fyljqUJt5uwDsFlS/FcaFrZXPwuvnkILuqpcJhQlvkeoni5AIUTVpagemVaEx6AavRKpnioFrdzVzS8knuKN2mVABNBFeO4f1r5BjSTxYF2JonuophKyjdl/GkZXyXjS2XcJy+XSbuMZahNmcYwOmp6pVrLtWscO1GzFFgE+OS7QxPryOhpuMxk0UksoLp7KX5A0VAjuwRZgUWMMIRNQT28BofGj1PYlemHJ5sQCHjPS8AmZB1H7vqiDRTiKe04k8V0RgEUCb5DxpfL75fJuZx/sMDZsF7BGsOk3qzO06v8j5/q1Lxi4h1Sh1Yf+YCgZxurEfTkO9Y1kt4k3y6T5fJlMgFCKjp6ZRIOnkZD8oENxUuXTraWxhAA3CQ+17D5qw34Vgl/hOL3U7yCrqYgZyqdTSmwI5d7jVW/IeE4p6nh08rngV0+ouCrFJzQGPaDnGExMZzKrkOnMCw3BPS+AA3iwdP49pzLBUtJT0x8h7wwFy55dAqcJnQZY7fQJ+kz9EUqCSDbaB+HFN+sfGaykwQ2kPB1ounv4wDeDqIL/QSX5zJ/F1IpR86RGzwduKl+SsDlmALsItwK1Cvu4YBtwgxHToGrh9VtoPg6ehslX1Twecrl04D5M5L1RtkS9X0YOznHQ22jZN0pdQ2y9s8rmNxDHiLkg+RjhKwmeCXB88mUMEOPdbOCrxEyANW3i+65LAMcZ40fp7Oj8DcFraWLgncaKHf+cQNvFw4Le5XuObVNFKSyEAYVRAmh8qelz0uEjEn4fRK+RMLLoRGg1qxWdGoScdFnloXbfDkIt/y+ua+vlL4wWbbO93NY4630LihaY/5D0IZxwf7r5U0yWSPfKJOL39iVnCoEaHC6GCy5HDhMI+wPSFKrLzYpBx9gZzca8G3SgxK5mt5MyWqK51DcRnETxQbqheoVqovCtdJd3BuSgbcFyPoNQhR0Oagm2DJNFE6VhdNF4cyy0D+qycIVJ5+TZrSffI5GT4XVhK5m8+434M9wcO8GgOm1Er6Z4GsIvoniPJ1Dr6Ygt9RDT+FEodNBbMkIB/bMQjEkKDiNR4c0GMW/Mpj5KTiX4B4QjYlRDufXyW3bToPzEtYlpNTLvUuBMv2cQh6U8L0SwI2vI/jd5BQltEa58c3F9RSwJkHC08ByTIE1imugoYvjHKwbcYWuN2LT9EYMZPV2Lie3KOQRiu+m+FZ6ukbUpebAaVVPEoPLbW5arXe8CsLCq2ykPzyVt85l+auEYvqCjM+T8UOiwo9S/O8EbyD4owSvJtcSUiDzODdzxUIlYHvetWdThcI02dHRLoNwirj+f+S9CXxb1ZU/fpe3SLaszdosL5Kt1ZJt2Vq8xtZzSBxnNxCyAI4DZGMpcUIIa5qwBgo0ZoeSkpSGMBRoQoAs0Ja0mHRoY5JfZwpMm60t3ZuSzm+mhRLL/3Pvk2TJcSBhOvOZ//+PiaSn5Z5zzz3b99z77gUOXv25ysGnR4+KY+2pTXE/I+JHRXy7iG8Q8fMUZ8MKGFVOJOHd7c0jeJoVqf18hzYxGs5sP29Veu7lzudHFD/Oe7haVUgSpNjK7AhPkWD8XxAIaMDNAjYKLHCMWpYgEm5VLOkakOB96AHYDTiQ2Jjx7xtVgKw48qyofQ2eyazI+OlJ8f66T08Kxlxeteh+ZcFXOK+QgKmMzmfm3pXhlQKzaQO/XcLfEjC9SWDmRi0C5g64Csw8R2O0PB3ltqUyzV3SWLXtU/1hL98Kse803jOm1X4Tvgi3g2mdCjHm36G716vjOcr/zcp0YF6WcqWsGv1zMlZjNPD9AjALrBMBQ8DIU3BgF2mA3TmMY8Q5Hp9lYFNlOMvxWIsDUV+Ja8DihlcybgfIlwjN43WR0qLa2+MizjgEENOAtEViTK7kfN47Dn9pzsbnK2f8T+PoJnwbNoGapvYyjs4D97M3T348r3pEwGuEuwWyjWvr8xhjgUiyloUzSWQzH5mwNWTKGn41zlh9qoyR+cZfNgGFv/9SrMi0z+1NQl1K9Y0YtAjjrZBbCQ9DcARzv5c8SYhAMA+bCDQIIiePk5GxVpeWdzpaMsubsBr3MGKfHha8jNbEbF9qFOsLEp7PRhIMSCuIIMF0DGJbN8byOsE9VwBXMkntTb12Pv4ywWJFas/V+CZVxyZmx222UvuwjKfI82QC+AjS63spvpHiXWQ/FxEbK0EEMCgTRjCLAfdFx/fW6jAFRodpx3T8lJqaxlMHgP4oXhnlYboSfEP+sUzWyHiZjFU2xtIGiQpjAsa4HOTTfza1r5vTh5zgqtQRoD/8fZIcS3+OUheUcImECyV8UMZvcB6ep2diQw0an8UEPo2Rr6Z+pgoC0Omjqb8DI6f+hdbm8aFBC5WWe0RcLeJCEWLnvYQ0k27I/+gJCf8cOJPwNgG/RPBToFOiwKIIjyEQSjJx5AwWlDYh0DMxy9Btqd+qDAnvfgzcfPobwanyktbthFIG1J7ioetKgueDAhHQZwGoYY6VI7Gs2uVHkQDmqrx9Ot60SbSkfqAqXS4Wh9i8QH5SJl+T8D0SvknCzVK3RBwQGNUgAdIGIpoMETY7OdohnCXEah68L++lnlIhMUq9t4lj1cdy8gBvM+2m5CH5GZkska+XyT1ZJwTERJaIUG1mRI1DplgetV41dxunvgLoccqm1Pss8cin53lcek4i35Tx7fJDMrlOzoaQLDnNmcj15dIbW9XgdRTaOUaWXUrwEXGrSNaIuBl3A62tEoQGNbySNIoFNSFZFcmXJnNBfapunEaSvrdpuFmNqRNz8pyGOxnmgiA/RcQaUU2nQU9u5nqSDfPgpgQKf6PjmDaY8ZxGfmDfm1o8B9fhyzhUxJtWpPaRRXn22qs0vi7jPRK+k9eP6DO8AHG3mOZoAWdDjTKMDTJOumkcjDJWoqezclqgWXI+nsY9GEhl08LULlC1eL7/aFJKv8npA/FsfJPV/uc4i6GxXR9bdLlDpQSateny1NMADFF+DDhfaVglPiSSxSKeK+JJIk6IOCACFFstkC4B0tt/SmMpCBEC1zQ511WNk2LmlmHK54CGgZp9uGR4ZQYHjo77TKVmjiptjYCfJ5Af4WyNhFG7M51ZcaqZtDYSYatrxhnzMeWRJdPx7l/wfi9OzUpdJNyDcnyRDDGq/hERX69Wl5aKdK6wRiBTIBzk9plluWfodu+Yfufmuou78RxOuTf1ErnrtLqJWrF7B6gDYHyb0uWjCeQzPN35ufipSA6IeB/P8+8j+MYvbAR4jAKmjeH8XrDr8zlWpFM6hm+gN5xeN2lXCwJ3jeaJ1RRv4Qz+WPy5SL7K7TPHKlgsg5RRIFR1fnZgjHM2Hm9jMrBMBntBL4DDbg4OGWMrycY/5/O1UGkCptZQ3ESnUKI6pjvTHEGEzcWGeRxpPpejcVEh8HM1ruOokPHThTvJsjx+Iop127lY6GmFm168AZtZCJ/WNmxnCDBfX1YqXVt4JwEJLuFg8BsiHhDxXdxYG0X8cwG/I+DHhG0CuUHAjxB8zxgrGmM9Z1SVUfvNL+f04m+wcg50/9RvPj4NH85Ron8X8L8Jv+fkwWs+KOL1Iv6xgJ8DbgScU4c5O0vCY4wJVPUCTn4iqOl1ebK5XJkAOsrLLvNHAaNadeFlC47TIY7cDyLJGhBPcjVpuJWXceRgLdw3vt1chVuBHY4OjaFTU4WmsXazSpmi2s0HYpYzVhXNcgaj+VB6emCviNdBEkmyNpTJBpF2FMGcccjw6ICNsaGr8CRuQ4ACjd5TrfTA+nweb1RmPMd53CMyGMgKP6SR4gyH31DZAyA9R1oskafJtwlwidfmmNY5MXo6p6ZRTi/GURUBGmtPlZCr03M6uX6oYx7wKqqlUu4nOZMPSc9IBAz/egmQ6rcE8pUvyh0+E2e3ZJCgsfbTQYwgfI3yxVYhl92dtrkn8D9hglnarGX6TZCsosDTIFQ+CgQSX/9oE6jRp5cDChy1KQnVKQ4O9ARWKgD1+CYo7HphgPWIlUb7eiO85dGa/aixXIUnQ5OBUx5hEZOjP8tvh+K9T3pKekGiC6QrJfKsgO8WmBs9G+jXOxb97bwKLyTtYsXwyh7y81w6WrRamfKOhLsk3MShxaPgnWT8SBoN7qd4N8UvUnwffYqStRQvoFdSorKg4iE2eGzszgaWjRm9LAx5L/XoVXgPZNIAED3DT84kP8/OX/hzbeATtZC3X6KTJRyXcEjCP4RgJz8ik6UynswR2wYRL+XFt810OyX3Ubw2I7JRfslZQNgxES8HzL5yFd6tgsnE8I9BnOlJjFxen1Cu+E8J7+eBDvR9gYT5DC/w+5+UsQwhGkZym4wHZMzmeMk1Mp4n4zAInrF/t0jmiPglim9hUr/yiwLQMRnF6X15JvWO2hfw1vOGP+kmP08XoUf7wvKf6W+L+D4R3yzi5SK+mMWwLpGERDZ9eR9PKSDXBhUagO4KjwhkM9lOCHzw5S+IUEeDWpbRx1I/VRVEuC1VMpn8XK3ypflM22C74tkgPC6QF4HsRmCCfImshaSQ4VXEDiIYC1lzolhfHmYFW9mzSXh9+P1ZzFRy8l8JxZSyr7OZmKvJLYROJbg5BxCrddXYaXA43TJLrlfOIb8CfDq88Sry/TzsEFUcV0o3SaOGBbkQt6oxmDSnOJ2xb1M60O2Zg7+MlzCA8p1l+CaOf0fbv0RJgFFz4DtFxnslvIHr5VIJ71VrHATnkJaBjzxAzDRs/5kUbKx57J2TrrWAK37nYvxAai+5ZWyt5UIlcgAg8Xdk/IaEH5NYuYlN9d3IpjPSbDA1l9i8HyjPWWSnfafVfA7MSZdaIBUEPp4e3kQ3jMUzC5XmORw9lYj4jxI+JuEhiaX0iyU2pUhdkDszWJ1VY5afMdFoPj87w2N1eGPql3PwJu7kGD8/OXWXcFWWn3Ru1qxU/FXAPxTwBvqcimjSuquSPUMellUyNaSAJmxiRH5yPr4Dd+TVCVoV12N0GyXPM8t9ipBbR9MsEDZVZ0JiY8oD2XoEzdRa/pzqU2eu7knJmxhCza19tCvuLhk3yVgrM/egzSIONqasF9q8VPv0yl1OmSVT02GwexMruIxZP9KmuLbx+TGgGJcZ6spUWU4r6XwOpUxBh5NLvcdzh1G5dSie1SKv6T5PKFDhueqFEs4prWjGL62k9WC8JTGbUnIW46bpTFWCKqCEcPyQ+IxI1PUUp0HJzECdWf/GTJIsmYPL8apNwupT/4I39ad+Qh/Ns8d5SkzNcidJbD0S5bTXcNpNYn4dBcYQeiucDWIcm+hmSzoMLDI2/oW8/rM8Pi5T2p7h2GmDaoOki6Onh9SYs1RcIwq7yfuE5CDGbGUnR63Opa4zh89tMrjIOPoWnsi8VS5PHXw+DeJyZgXIWOioPXNxB49T3pnDVQweNl2W2gzwMTe+TFSCPDdtFLqEuQINCLiL4WY+bXgPoeocPEswhUwgHVPOwb05s+68lkN+tRRy9TF+pk2pBDjaTZnTfYL+E7iXsy+e5NVN5qS7cgGg7aH8vOFWZfZXJFzNwtonFL/Nkpn70nigOoP51Omr2xh8UT0tZG8UgpFbnXLLwj9EsjNE48K/9Gwb7hs7zGm96+7HNfgKjgLptVOHHxb68/O1ryqXvg1RiKH1NRKplrDK8X1qnWcNpcCxXZ0qvEHGW7mpqMXVxRJWteNuQGYCph7Vo6ZntyCCIy1nXM2Mx/CdZld1sKOThKeZDbAfxb0cH9JrZ0Ag+/OafP5B1hw5f8JSy7cpydR/MuiQYUOyWsIXZbj9NsE8R7olpx50bhCx94xzclP7uYYzjEivvWB4AXkJ/8eY/PhSpREwIuOOFYWEZ9Icrsqwd+9/BbmOw4/q2VN72eDX4Vb6FMrHWo1KxbMU30kfoWQBJE/PY3ru6BDIPJjaBBRO/To9R+jPmSOsYY1vpZShwi0CXcXXznTBI11N76TcslEaPObYdu+4ts0sD1QCwuK1s4fnCdsYLU+2L91K+OvSSxK5j0+qPCJsFQgAx+sFPE/Ay/LgI1ITinHhozqunjSC/Ci16Dr8Ov5QrDhV3S2Ec+ix+kl3I5uftkuE5xYAaS6ScSOYCXfcq8U7RbKRMjRGAYpNp5fQq9milSyg0WYQpPasAE262uQbTaw+St3OmGNZwq9OfbVTiKb+gG0oj8fVyrSbpHslMknCsTSvvDqhLvxZLW+VyWT5InmJTLkX4tDx3jzceA5c5lVws1z+OLVN5ZLVj07tahOah39P1DPaRvl8SOkDjPsjlpzflV4VzJldQ+/mgl0l3y6TWhkXy2AfMn6Or/O4m6/zAIzOxUy+BGIenbS9hIFHbcaGxjI/dnlYjkM6E/rdq/YCEKN46tMOIcER42gfNKAP02URf8LmJSaL14t3iW+LYlDEsmiHlILcTVgN6CHhGYHcyWbls56ol6G1HLyogRRD8zl4Mc3jyrw8+9upt67DbzCs2DRsBAZHsaIna48dShWYwjc5dZrNhHOxYi6aywa/vvRsfQ5Y3AO0eFrVLLTl14EvU1ofSi88Wsb9mjo7BRnddr4s6D4+xX4JR17qfCdLZ1hG8fnZXXZoKOs36/bHqSuX4W+znPyvqePDK88n38VL8utykxT/dgk/JeGbpa9I5FHwB3QZPRfEmSaZgzr/nLpDJcoSulnkCKDO0+YkprKJXbZ8ZYuMH2TVDoChav78JH2ekq9wKYwBn6z8D3nI2WSY48yy/yS1WeWKQdDhlZ20JPVPZGUeX9OV0J3M6NfIeLR2+gWh52kGohJnuHN4ZZQuG+6la8fOEQD9bWyC4E6JPCx+EwBmv7iez+idI9JUJ21zyH8z9e4yvJ2DTNbzr52aIcw4bb1lMBMUeKXmAYKvIjeTs0abuXP8CdUGgCQnOImu3Qm0pmf72ae0ZMq+y6QbeDrPqow8xs+neDvBX+c1pC9qArkWMJLqn47XQprEUCmzS4XsU+U+PRsbY0rJXo5q5op8noMKnz9HmoHWvIAznfyM9/RL5LB6T8X0rE7VK7Z7JPyFKzigONPxl/GlHIosw2v5xG9u+xcqkTtlPJcVZllZ8QZeu+E29EVrJuPo7nT8kJrRd6f2XIEfhaz+rXwZsjngsIpR72KroJljW83WqW8VzlV50xzkMLA59ZPp+GHQXiaDfvzN4U3CoEo7rbtJxfN7Eb8h/lgke9kE1k0En5Pa5pVJgBQndDF+RJ3zzauTNMuYFd8hNDEFvXV0WcoZ6yTZ7PP0OolxuGmTulZ0tHYRVEyZwoj0mYWRTIuJtJ/PLsbdRFuezm+zU/Es4bUXh8zqst0El5xb+eUM9Rcmpk14aXp9bV5dhK1OAmiqwvYl0vUSmXtWdZF0PjteBWZT6n0xvy4yS6ldLt0I/kPEQfrPlKgKyJZEs7V2uROFn4kU8+JF3kITE/4yR4f4qaWpU8J3x9YrJymeDGlONIuZMlnh54ITPBbVZWsyDNUxsr8VLl0zlm634pvC6DLZPi/gJwR87pTHxURAO44v4RiN0f4RGeQL5XNpz1RCe/n6GvA00Hne7/u/MFwchwG1DAKjDgzshXxyb/46l6jieE5gK6e/xlZR5qAxYTw0xostHI9xfzo8krp9Du4GXcJbe1NPMUCWu66tUwlA9rmEr2G5kTxByAKCg3yhHc0u2BwLxfInvXOgmFoEYZ0Q89fuymiC4n2B1RWelMh8pr/pSf8NAsnAMCLzZaEgvaFxZvAy+OsvqctvxW8x/PX3X9aJ9+etub1WmTwKFLZRSOtYnsUhWJdMtnKIwEEYpJ0P0K9Tcks+sGHrb7UZJs64/jabbedjr7+k1jPGWAb4l09bgLXUcezOX7/cr3Qz7PWOREfZhJSvU8ZRmUUPfpfTmvR8XS9l8GUUHj6Qhi+nszjOnS2jHObElA9ST6ocQjZ44tM7gcXhY6RyzBrr+5VLVNx1L58XsUmMVSryiYnr04t9tjL4xaboLGynJ0yfZen8YyLJAq9eBrzOUbJ9GbSVM/eVz/8PU99S+YeE8uNPvw/8Z9eMjq7HX69cCIDrK+KPRKKiLgqIy8ZAF36Hry9Zw2rWbE2+VQLO2eoTfBdb2PkCYTZN1vHbi/LRF/fb+6KRcXnOFK1Gec7PI1SWmUcFhnPW5Kftr1Fx3UD5bOFWgW7kM4Y0i77A7DIePM/s8nHXrXhwk+D99DAzB2jbm1NDDz3LbrJ8TCKQnlxNb6EvULqA34ORTTMhhkOgyAzN+IEiP7v8eWrGKrw3ja9OhaL0P/HDuXRZ/udghv68NKq90hgFGBqb/3my+d8nqavU9lk4iAoKh1J57c9TYntkvFheLbMVKQw7PCLRpVLWhLJUM9N3uaQ/MwPLVbdfpjaqfDDwxDh5MnUPWTaWl6XKhJv4JIVVSkhssRLemrkXYT1f+JQp5n4hprJ3IOSz9m+pJ1aBWnVwaMVY+3h4Mp2eN/YLlSYIVXERW0VMt2VQN1nPYTdkqA8JeLVwpzBaZxDZzQejuj6+InBVPw1qHUg9uwoP4bg6YmLZKTeHWio/6Xy1Q/EuozdQkq/p2ZRV5OEs59aHcfU9DbJW4dfTpPyXj70/r0WpfIYv3XhptK67gFyZnv7Ot6ixcWx0dnoZ+esm4dlPL5ktXj0Gx/cqzY/xSZn0KuO7RXYzFV8TwhaE3ETpvTkzyJlbu85SAbN2ZsorZLA5v+GVs8kL+FusnDe2lgFx9WkJ38fvhgCHBl56WU5ckyn9DMvLkh1by9iKL+A50WxyOI2/RmkuU9rvALe/jGOw9A1DHMHPzSBaLpfl9IspfW8mGOQr/cnUbcvw/8E+jsmAMepKfZ1uH1tPWKy080UZAYLnMJasvOJCv8l1f4DdRYm9oro64/kcP3+W2t+XySHztX8Zfhs3qOKic4bvEh7KrzN0K9WQjWRZWM3X5ai3EpylAfSqd0/lgTZWakiTJHagNysrA8A+z/DFBPzW3K/xG/3OzeHn+vtfpC7oxo/iiZuE5mFDau8tOCoUoRx6WjRF8adhCMPg/E7lL2QBGaocFvxnamk33piuqDGydfS6p3PpyuyeDDYVSrYJ+HEBX02yhYzTRDke8uWG3k3e50K8hbzLIV1ev6JKyfMgR1bKP1tzyrek46kHu/GT3E+zHiznc5yj4zRdCUOAuJAtiQIkzxwzW7bznECvPFfNPF0lu/FzuD5N99bUEDtrXaWd1skGXv9h1MhZ6mCe8nXjgXTjd2fWxo9i4Ual/Hm2zvluSjJeOK1+YhqTHhqKxE5bHDBevYDuOjVtk4pZRrF9rWLl+RpHu/w+EqZe6XZVvvNXLeNs0SCVSl2XXkdxKrRJODQrn3e2Jtq2neAnR2sFvHHpTI1nmTZluL4E4iDTqE30Mvzd09ZoqOtBCseuB/kcImesRrAh2ISXsDUaKaswA/9RnIYKQa8C1ACUBQ0qxDItlBVBKffE34QhloU3NXifBmuUwvVEKthDvoaS+/Y5jziP9K7chyND6n5PR/oW9g4Zj/SyDYtkT8CT/of/+KWayNEI//clcVpqBfyXYvIb+URoJjvEC5CVnQOxAT+OicVQ4CogBQV6vwBEdpnNOoR0mkgsFgEYiZInYpFetqNML2AIST20ku2AFIuyoytjUbJj3YJb1/ZtmD/b77qqq6SiuHr2AuEvyyNVVfXLLrt1sdHUcduYvYZk9AbbuW1E0RaXxDGGB8oOhLdXVMdlxSC5pI0SLaISUfTmOISh7wkEBCQJGClIFKjSg9imWoisP6v9idjWPOI4W/OsAPiwGS7Z1qRrI2O2JBoK892pT+DI8JGhMObbazmZhOHzYk8gxrbV6enZ/+G/sT10pNUvpe5cf1ofv/MaYl3De6CjdtZHDe8fkoy8cC8UUr4v3GvQSUTJaZ0krJOErqesk5R1krJOUt5JuhFg55v0IBUN1EUj8OIYhU5SzF5+REeooL6/gq4DjDdCZZmeYydlTxPT4f37e6LYynopV76U7iYiqePiNuzm/SzF9r1IHvmdUmy0xs1GeChCOCCU6tjOS3wbYl+8mO82LBvixZr1RmPJXEWzB3q4gPeQDQbx039gR2mOVPcIZKe61a7iMlvjBowdFNsLjKUxQUlvumSMsQ3XiCnSyzdeSm9Bru6dpm5xDsIB4fWNlR77girAWMRpHArn772kilC0yTl7L/GNw7jhcLG2Y0d06ZRlMysqTRpjrbzN5zIt7HE0WZikj3S4OsNuoxzdJAtV5dPALWVlXojsKIKL9qJSkDoTuJ89UINBsZXEDXsEpFygaK1WJk0rk6aVSdPKpWndaN1ufdN60CoarC5rBF4cs4I0rZi9/Mg6YhXU91dY11k3wyVI0xpxzw0ogfRIqsd/wkgGytZ7vbVzy9imWRKQNChJ9CY6CAoBSo/26Rgb5W4zRmZcQc1mhy9c4Y3EHIqDCd3h8MZ8kTxxp3erW3nCeXhhb6/zBPc6uVIdMwAO4yAIPoyM+7i+FudsHCbmvj6D/P/G9hRj/1Lfy+wwhq86w3BIP/Y2NPCvp/cfe2Hs2JCRG8Huv8rHxoBef03H7L5oT9rBGZjdIxDIK4pk0KV1U2fQg26+phQZDBRe0dcoGz3KxDZNq2jZ4GnZ4GnZ4Gn54Gk3ardr39Qe1IoGrUsbgRfHtDB4WsxefqQd0Qrq+yu067Sb4VKWtafbPJOZIwnCxhEn12xsPOR0zDyRtvoc0dlBfedmxNQM+pqVw9dfeon1uVLcio7yPpvR4b3sJAZFL+k1JocpaKImU5HeCD1UCgwGlyFioAa9mV0WIZ1R59ZRO9UVKUXqLuS2eJGiN+nNhvX/85JwssCN+YbT6Vg68wQEU7YxYHuk13jIwXamy5dKIGYfFcw997x4b9ejm7Kyefqll3p6mI+k2VjA7LUUbfoecoJzLwF7ocgAnZt9tka6kZup9Jlmai2VmMCKlD60ApFjEEn2lej2QuZrjpzY5zzcu9IJFjRm5z3jPhj44X3JMT3MNR8WAcYzlYk87I21i9Qufv+PHZSjmT6HnOh+RSlhp8sY7JLWRYq8mgKz1+aySwbkYnvtS0mJSJ6SCEkSQkJFio3vnikbkNaoJVqq9ZiKuIZYZV0cFeGORUX9RTuK6KEiXFRUVso8Ru8q5qSN+xwz/8r2bVzYu89pHO7d99fe/b3gQD5Mfhg9EWUZ2jDzEh52+IPdWpmArKUdexKxRDzgDyQg/SfNdxvs01NyR4XljjsMtun4nrvxvtTcsoDo9ZIq+xWpaT9jF77UFSz2nRT82Ci9gnyoDuO9yDtyXDE43PEaWl7iNFj1ep3Vyrhuk01xq1PRKfCsK3QqTkW2xJ0Uy+VKuaLTx8vLsZ8dSKL4aIEPW+ErgqEEO2mJXtHzXmug13pcSPVYcRkN9rjsIh52KtwuuTDuCSn8rA+XrI+HagmEOMXmiGMFfuPCuA+vw5vxm1jAe/DNd6FIb3pX/yOH3s3dUlw9SYOHsXQ8s4Mp/CukkyAzdS9RU0vaMIYye4vyrULNLaYWdbvQMKgITwRBlhGcOWLDLoG7DdjKIWHkKaJVjnMfHIti4/BxRRe3lZtxSZnBZSORQq9YIOpNJWKgJ2hdP9FrDU5Yu/brgv/2gNGx5AJhsamrSytJJruoD7j0Xum6kGQtKY/Zbo2WFcoL2V6YV2If+Z50qdnPcJNJ1n+MKtBmVPYaXlG6rpTsGXloV6ndbFawYw9dgZKjZzcVjFxD14g6+N3H6u/w8pHZqPllfjLbK85KftDaTq0tvmfk3xV7aSlCCjaUKWXEUOYqS5b1lx0rE8vSh9qk93geeR2dpPWMF/HONC8IeKnYTZXWntZFrWwjzl38AHLaOsoNP58iSjeJH5n9unnp372Kosj/MmU7Bis2YMYyYUJlpUINSXaS1ubkm0kxCQPLSP8Dfo9Qagq9duQAyOJRhIwBYRObVzPKwkayn8uKfb6Cf/7YmM9/mP1c/f3j4/3+/+3nlv7/+VzL/6+ejXh25xQCVn965A68BP0c4vjPIMsZOflKkYmdBPE79gxd4NcMv75S5WObyX6c/vxjRQcvtBp4N31IxO6KUFymkNOkX2tx/kktrzhc6rPepG4ZXS4XxAcKtxTuKKSFLGZGEDVTVKAUKE2tXHpKMeTks9nhKLiA7Va0Q6KSEBnqHWLH1GVOBUGRUcyyP+9JTfrCCP755AD7a7LDH16y/MnmJ5O7lj814SHl+h/MuWZ+/9IfLFjZx+7dB1tvGblDjNI/gI9LMH0wxsif4YMKxY5RsCfYH1wfFNiLHUHaGqySmSTBRYK8d43cQdbSkyDvNervsAOxM4OwZNY50OjZQmf5PTRhZJ0YlUAvhX9P7wn/G/jAphhpPUTHRaH+kDA5FOSnIPVmzgCqkTZDu2/lnP1IQRJlutzzIT/nO6gltTq3/7o+vk7crBQS7PJijTfd50T6PEMyP9sXSdc3AaFa9k03RHV9j55wG5G13FZ2muwQa06+qle7GeYnbqOMrv4j2lF5FxWQ2V/yeafEVYM1NSGDJp93cQ/Q3JdLkxK3DbKNHhuxpWnacmjaLG7NeLz/19sBvbsEeF+gyt0YgPH+tvBlfsbhcfhCqxIm7lA9jDt1h3pCpDPkZ+NQ78VbvCe9xKAOi8GzwrPOQz3qER78hISVmTPycs8F7UXquaAWoyPn7NDP/Q7w+GyubkBOsfXv76J2pQSzA+yI4l/k7/cP+Lf4xUY/Z4gDajNkdJHAugAxAtLuD2wOCAGetKVPy+O0nyU1ozah/3jkXWg3rGgxMuqKoR1zth3zOjMxmhVzv3mzWTBn2sme2/UPaQe1YB+MRXG2n3/DW0fmolLFhHt82OBLy7rPQzyZw1JQJg8gNWwMVT3W/y24CVXsRXjkr4qxqEgDQ27QR/RJfZ9e0Ku/TPxXfqeeTyqVwu/+OX0e5hxRQbNfVk9kbtFo4/WNSuP6RjqtMVrhU3BCmZBIKCWueEIBhYwk8PrEwQSpTyiJnkR/YnNie+LNxLGEJpEJm+qhKNm+CfU8B3tHpYXuFy1ospLARic2OG1FRQouUdomxCEfKYcHcO6REryuZHsJYSlKDyQpm+HiUIm8uQRDLtI7SiLxP9C+KiuhOSurPlyD56BX9yL9yHqlojbh1tfr9+kpeyID+i3679AD9DA9qZcI5udYtLbx8yyUNntpHLUOtG5p3dEqbGnd13qylaJWY2s9JMD98L5U0xrVCYq7CA8UbSk6WQRRP7Z+biKmzE7EmAdQ+JNSWdcQd8UisRWxgdjBmBiJYUPMFVNiPfDOm/COHGODsDJ9DOrKdNbCXq4Mj575KpCsvPrQ4YyfHijH9vJyJrBRX3e230WzU8+Q77F8SP9dnusexn3oWvjNUgRyQ1OVRoEq3Xha93QRKQQvcvQ7CHLYZ7ELh6IkDI6IY7ajzyGwFwcdHzmE7fBEHKpKpQ/X5dv0M2wD9vo94b0cbHM/2GtcxShKobYorpTagQ4uy9pt2boyYgSY0l+2uUwoy9htOIN55tM1dIdZEn+Ucx7hhdA+P0tYd4UwQ7wRRV4meM/Iwd2zpnkZ1zP5SSeF+vhMBQwmMhNvnolnjp4FnMjR/6OsLd2/qG3h/4C2eJSyT51cwlrqzrTUzVvqxpu7cXdeS/+4dtJnD1ZBOx+m7eUFcQrqfhnzw5nNVn5I886Cojg/hzZap7cquIGZPT+m1xIIxZMN2xtIfYPS0NOwueHNBrEhTSIH72EfVXn9dZrG7cBrknmm3yq1AY/JoeCIH/5P+mf7V/gF9RjTzf7t/oP+Y/4Rv8avtCX8zFT9LGMdPdc07fN+ye39N+m2g2DvzaztvyuBoNdWpmBjAEcCswMDge2BgwGxPtATWA/hY3vgeEAKsFYD0Gq20YxMZDkrk8vQCqkGzeDjnVIczY0gBIJ7mtY1vdl0vOlkk9jfNNBE2KFIr4A58udgSD0kSavTx5uYuJrSZ1z3ZpQhIxe5NSuXy1CX1IcuUgoIjtQma/tqKTtrdWe5O87O17LXhkFQBK+owcma2TUDNRTVRGpITZpsTYZcjaIpiNdwcqtUcmk7UWUlvZeV1WUIiZ+ieUoQOlO3qI6U1dXYyxiF2vW1m2u31+6rPV57slaO1PbDGwO1Qm2aVG26h7UZkrVMirW5PczmI6p+DWdluRQtlqrQ5bv5geqHEvycZV8iBhJ9pO6R+oGGp2Kb408lwFv2xNfFN8ffjB+Pi/3xgTg7C5MTj6eJxzPE40y88VHiHJqp/orLV5OV71LUI9WiVYqeYEMoEkqGDoWOh8RQjoyjoSDI+BHPI74B/1PBzdVPhbZ6tvq2+F8Ibq9+IaQjWKnuqSazq/urB6opqo5Uk2rGhh74qlYMNngA51I9KvteVfhZ2W/Nyn4pyP4dNEPxQ0/Di8KkLFxtY7Kvh7RsRWhzaHvoTWBO7g+tDw2EKD+6tq5ePbpWC70PMYmHOKEcgYO8IyOXSDXCYsg5lqn2wG+QYhlYTQ1CuWeTXkL6RQf45/+r5mlB9Vu+ymqUm8s9IWyB76jYr7dZ/U6FsyrzHRRJrZaUHHp9bFtTVLKTcsXcCUOzZ+TaV9O0M74Lct1c2n09DFNSIO5DWUyZ/l4u/b4b09+rqMj9nnqGHrfXSelzuz4Ge73gZdUDFhos8f5ufKj7eDeg8OeV2u5uKzixbkXWgGcs9cQN3bO7+7uPdX/ULbKD1lZ0r+ve2L2l+yC8penOOjMWITLjyGlNTp+RHlRpBbK0AvgQuBbCTiurDQQYrQCjFeC0wA/1B44FPgqIrkAksALy2Y2BLeCWjgU0gXFoCXM5ra40rQlAa6ZShPvbcB8/6OxQm7BnZIdS29Zmtyu4jdFp43TaZrf1tx1r+6hNdLVF2la0rWvb2Lal7SC8pWnLoZP4bzmDMKvvt2bkZLge5LQVtbE22TFZr0FQ3lcP1v+C4qgP6R2s2QhrNsKbjWyOkAg/6i/vaMOMTHi7Xel2F2Z4nZTldRJGkyYZjazR81ij5/FGz9t8Hjlv3DMYU6tljbg/qz99+AdIrXIYpk6ZEFNwjt7+UvxWduz70P3wPftOgvlh01qDOR6tC0Uzmp7Nr+bytrtUHQY7s+0iOMlOhNwz8stXJ7R2JdInDjFeKlOzgAbDb7r0mFuEL6M2wB59EBPJIj/I7EPF7feXl0PQ9K3zHfON+ASDbwW8pAafyxeBl4KPJ655Z5KDL7xAvAH4+Fu63ZPCJtSpREnU6y0uVohvvTbhW9+Q8CkltfHNvu0+koQmyWbfDt9B30c+QW15XabtVZlDGP9721blQVflyOOwWueQ/V45z5+toxfQ/bk8sNz0FbKRSey5V/1eA8qpcZztd1FH6lJhjvBroF/E9W01Xp76HZqlWCjpqV5UvaP6ZLVQUu2BVJ0SP/PSmsI4e95lNMdP+rGfV+06En5s0OIRLdYijOrY4Y2JunA6D0vHh38Qtu4Y+bIwR54E/K5P4//L6Z0mWThMJqEH0eOK+T7nW7q3iiglbq/iXeT9yAsO5I+7vB6jTcGVjNtLJiSMle7K+kqKKo3wpFQOVG6p3Fd5slLjqnTB1+5wYkpcDbMh7zvYcLzhZIPUgN1sAse9viCRdGOXO+JOuvvcb7qPuSWDe517u/sgvPzILbnTiBAEkI7TYZ7Es44gQcWv8iTkQ9WoEbVj417khKxzQrEjzlANsUl6h2yO6zVtgoDLFKQxatwaKlONBmGsmMzxeqxggpv6QMjRdUEcVPzRPfQritYdaUgCv7ThdTqAaunjSksoGXbJxKOgFmOLu2VHiyDTlhb9BL0i6+IGvQtgMjVT/QQ+Z6QxxTH4SD2tDigNe+ienVF3ND3S0e/Sa6HBn6AwvRpX3YWSJ5Jh5CwxzjzhdBxl86RqDfHIPr5QAmXOoHOyO0FwxHho5vBfe50lw+85HUO9Jcb3eh1DQ72jR9U52RTTUInx7XDmyLmzmkai7CTbSlOlP+APNLHD2GhcnVVKpbrjmnBRuUEw2XVOE/YTr6ARdEUWoSFSYVl23swnZmN5+KtEX1huSvTMKS2+YnbDkqXrxNiV7gJbzyTDZH1Tm4ZKBjPWV9kLKoRLPaLJ4i03L0l998HZD52qxcaJDeXtf160uucZ+qRvxmhNAvRRMt6AsvopTc3Yk/5vKAVedOrL3Hh2Wp2QLvxpl9/DzvgmvDYPgSJCMAItdyrE4HeBF9wIuED0o9m0j62/5Yehqv48nPVHJCr70nbCaPjwcjTlZcKW2LwGNEaKMZtZ8BUbgQ5xm9eZN5vfNAuKGSvmY+bj5pNmwYxFdByfBHXiBJjJrhpTx/jvpoE8I7voJqkecOi/8TVpfI5BiiIHel3RWeyOYocsgPJTuoeuUcocxRaHo1iwy/yUPx21WGixRms0Fmq15k4t/QUqpNfDTyloq4IQvVrxSVKJtlAxO+KFhcZijZk6wEcVUq3ZDUmsWWs2Gm0OJ96DvXeBpu6LRWKxkkh6AZS5xdzSwuY408qKkk4+Sc4OSGyJsJUqqgbvO7Jvg2gMrzUObhgcNMI/UGTQTOpJxCI43mS3yBZQ34A9ZvUU4+PDP8Pf7vmXt0uVRXWQ9dV7TZfOng1dNuK3pn0tdP1uh+RsO+/25fqF01Lto/NlUhR0a+3oXKV0S2auUrcUzxG3oCTE5yo+KI74lioYlGuUoqoqmw2S7UoGlbjTK4Kc2g2urqdye6VQmc48IKvO5pjqPGg807ZYig+kbKj9Zezm2YwubnRD0zcrbrcbmmb+sCBuADe4CPzfm26RecQV4AgFd+bM4ZWqv1ZrC/ZsbWGpMEOcgKYpZoK72Cqg410nu8jmLnywC5qfu7urKxgExifzuW+A9pM5tJ+MI5M3T94++c3JwuRRgK9WSrK1Anu2VrAU/wfQqFbKCbYkk9XV0KDC2qlXFKVH2axsV95UJIUfgDim3vBfagPNG/lQmC4XmP3kCRabit5nsdwka36A/hkPoBt3CjTKTV6T6In2R9dHKYrWBKFlFMQoWG3BikDrFE2CJVuvFDnjPOkK+4NxpW6g7ngdHajbAk8n64Q6EmYDawgfC5NkuC/cH94RPhkWw2qZh0/0q6Ob4Ekg+ize3sIB4G2VUiVQVuDckTiUEFCidgxbEWArkmYrkmUrMhA5HqEDkS3wdDIiRM6BLV5DOxNPB9Fh4GktyIsfMavhR8wq5XpT/Dg7fXyszP7hzIU/ZzwPcZldo5QJ9GAd+La6/35p5YzhpCw/H2T16zD+EYqxM3LRhMYIYyaictK8RzArWjJQg2uApxq+eBiaS3Kdzdr+mdp9Cweh3QkwDkk+zajTx1GyKbf9ls9sP/w5fB/kfHcqFcD3FPeU+il0/ZSTUwia0nj2NPjM0GfQOMT7oMqmufns283gmx0jH5LruQ5sgXb9Re8PcomP7AANuHknJRW8Sg0WXbG+AoC7wwJweJEF91hw0GJFGLJmJ7TuTGuDM6sNzgHncScdcG6Bp5NOwYntXBvsx+wkae+z99t32E/aRftYbejNsemRD4C3vafx9hYyAG+rFQ8lSuWOykMszy05na1SYKs0zVZplq3SgdLjpXSgdAs8nSwVSs+FLe6LB8eV18GRwbS8qtPyWlTdX01Q9f8CeR3i8upXXJQcdGLkdP4Py2pSlp8P0ro1qGosBZ9SVQrMoFKVDS/XWDzgwA5gyHG6xkKbf4Q2Xz+tzbeQkVsyJWFuyUXGOAp7ctv2fWbb4c/g9yDntxva5jM25SZL3B2rj5FDsZMxgmLn0AN+LPkZ+3CI90GVi9d79ryr/qFg5EP6Uz72L6Z9+Za077yfWUu6nqfowJJrMKrxV3nYgvG/Kroqj84FNILQcjCtAsGsCgQHgseDdCC4BZ5OBoUg9nEV8B1jFYA+X79vh++kT/SNVYGcuHwmvt5Cf+RxGXpbH1EiOyKHIgKKBMayVQ1sVafZqs6yVT1QfbyaDlRvgSfA79VnzxaPy2fi6SDawuMy5XMBEJf5FECRxR7vacKo6TSZ/aOZC3/OWB7iMrtG0YEls2gc/O+XVs4YTsry80FWt7aAxjYqWtDYxvpqlZnd1Sov0bTS+rEfuPKfprSf0e5b6E/QbhLGoYV1ooDF5ZaGMe3HPrP9nLx/fBoHOe9dip0Sdyde37mjc1/noc6TnSLqPLeeqHMVZ6RziPdFlVE0ek594L7igzE+6YHB7zGNAJ/UCKj1++QryINe2IuEkU8URyxWbVeou6a+RqlZXyOgmlq4JphpwquaxMlqIP2HXdV2I2QH9YzybMjkOhJgfQ3xiAIAKqL4a+DB7YWHkjJ4sNrhQWOIfxQZiRBDZHakL7I5ciwibocED66TcE0B3DPmWR84/8zyI+kiIP8vkUwDMeiZiu8/u0+D5BD0aYdSKbgb2LQklRsa/tf3i9clfzZuvz7IG6uXlALhzfZ97cfbT7YLe0Y+2dXezjrHQ4tBWxxfEcModub+tb0hmBFF9XzxIyvEv5JU4vy5pZU/K+FwXdxQv6WeGOpd9cn62fWL6vfVS4b6vvoV9dvrT9aL9eN2LL0YMtsntbKn5oif3S91vF5/WWjL9CHSlmwj+9qOt51so6yLbW3n0sXW/9EurgyP7+MeQFtGvqf6XnX06FLo5bOvCa7OSCeBXin2zs4mH6hla32r0rq+VUCtbXDN5pj/uqvJB/YtdKjK2A7K2M6UsZ0pYztTxnamjO1MGduZMrZzZWwfaSeG9tntfe2b24+1i9tBQ+A6Cde0neA461Acxz9DGVVVXJk4m/4M0hehP99SfIIrGUkSd7I+qSSpnEz+r+wTX792xj59kDdGL+8WDNNd09+cznRP0U2fznrUqXgD8U6mPCWF+rix093Z17miUxjo3NJJUOfYTk5VVbCDq2BHWgU70irYkVXBji0dxNDh6kh2zO5Y1LGvQzJ09HWs6NjecbJD7Bi3dzkqmODKp1rZWfRNHa+dLwtTWWpSWBznnZs69dw71/0/2TmwLoKq0CN0UPwD6kRd6D8V87wI1pXi85wVbiE42WDDtol7aFwJGCZHsS5qCHa0t9e1YUObq420tTzdiPsa8axGHGnEjY3BpnjLHvqE0iSAjKDhAq1sELEoGrqD8QJ5R9O+JnJ+E1aacFOT2ALfaf+68JJA+gQ8i+1B19G+h/5O0VVEdc7zBLfbEMKhPbR/l33i5Mk2m/51+hNkplfyW/JaIi2xZG9LxA5PsRgoZa96P0hL1MEu9h3ZhyPG/dFIb+xAbKi35UQ0amphH/Qah3p7o5Ehdt9Jr3EYPjLb+U347J5iOWCRY1aPJNt5rV+SJY+pAzexKj+/e4/9qfcc87/GJk8i1piAt5rsFruNBiS5kQ7qJVs3WbTcMUdxGG+4dvYzl/VO6m8Mdzp1jondVpfBVBW44aLLZnuiC2tNTz1DO5pDFY4v1yfnrRRndE0p7ymrdE379tdW1/lcJa+0mHQ4GJ1+0VfbGzoaq2sdnikX3Liov6f/0rqJAxdtmBZLljesXadXrKZT/dO6OnQIxO1E+4Q5khsF0QSIY1VaGUdq22giLFXbqkm1raLC4yi1OcvKzEUa0SES0baHPqV4Kt0eD+pIJIpq25oikXCTZLaZiblIRA6Pu6yitLSiogmG4TV3GIfDwTdgFBAqot97RafVoj30apSMRmInjCdA2Ek2MOYWkL6pxdTSy26NMrewrQciRrZvxNAJeK8lGnk3Xdp2GN/tjZrs6g5v/IZuIkuVVZ5Agt3Rzf4S8QDIOBBvsrECtq3Y1oZ9FpkELOpwZAZDmDP1wsbQ/KefTP1Sb1i9cUrV0JQ7WpPGhzcYV9cap3cJRYXnTU3dGFq1x1/RM9ff6J92z9I5v8O+jf2LU59c3keUaIlped1Fly17vPeyaZdOOvTI4Wl3pj7Z9utoN8aXXdDS3jz7qe6LJ816X81XQyDoHrnU7C+axfLHovtHfoy/gSyKliCXS6tViGsPeZLfUqOea1OT6hJ/IF6N2tClSrOsV28660BWo9VtpVarsz3mCyWQB3sMTpeTODtCTkci0USj5XFS5Ssv8GhMCWpg817vDg/CY+xEFEeGew/0DhqPDvKbz070Hh1qqPcZkXpPPL+7FPSXzWMlTEZPFTWxOSwQnVWd3EqY2A1n/jBOVFrNMXexzSr+IPXrVy+eOLmrscPjDiUK6b/ve5Jqg54JtcNttdfZtEQTrOqoJeLTv8fF287/e+pXqSub2+Y3zawJKnXJueYrBRN+IvXt4ZrZpqjT7vN1V/TSWy8sijltvlO4NPXCtsNMDuUgh8fFGagerVW66qVgxFoYLA2S6qDNWm0N1tqsFpvNWsTkQqxWWzRQXhksNdhcNmKrQ+WRSlu1zeovDxJneXmp1VqqMZgLQSpHBkHnjEwwbEok9q/DgzjSOziclsyBDcawEX9/g7DWOIh7HcYDwwca6jGbzZOsJr6JANMgWyxqSmCThQuoAydM3NLZvgnsbrFEpfj4FEedxeRr3v7W/NBXLEtOPbzDnXJde3F5yOVJ4l+Qr3vqrsP7xIC2wFxf3ffp/JcnLVvRdz0mK4XmU8/80OfDC75Ev+uNm4qJ79RuMuXmcLOP68XIL8RB0ItmtjdORissRovbQi0WR2u9JxhDlbjS4HA5iKMjWKTRBGMJh83jLi+sqjLZEglaXx4lpoSgZcpxgkkgAirCJo6YxQ0ZxygJ9NwI5uXO6ojdFnObEkxBrJ+jIOLg8y+nfpp654kLJzdNrCpxdP0rjn+WilxIHk39dN87t066sGlmS1Pzw6QnQC5OfXvNqH7gihz9eIHfy/9jdD2O0TnIgEpR+XeQBl+B2D7kV7xqtOgcAooMHR7CkRNH2S3C2f0fmnhH1Lv6TEbGO47Nm3PPPRfNn3/RPffMmXdEMiXnz0+aJPzhi4v7+ha/+OLiRYsWv7ghclfq7dT+u+rYnF85uhP9FujakX+nEZn34CuUQgORiR0bdHoTRpHDR6JDxiOgWO++O3wg1lDflCMlT5Uc8MWYgbXh36YmVs7SaYsLTWUxM27wyLrJFXe6y6wT8bKkTra4bhp+6zwz39s+9Rd0J9YDzQo0YbedFFdghIqB8G6ZkCKdTO17yHW7cZGuYDrbkgN6fuJA1HgChvXoUDTCPG1sSL3tUeZ3kSbinA8uCyuLW+qWGE1YX5cybS1dMyl+UUNI+cG8STNXNN32REeRyyoRvOCn5m9VPrgkPumCoh9FEhcuuqXjS4I2UEg5f/8XxoLxF0BrXgtAjl7sZWIpcEhSRXlxcbkDscsGk8lRAdZo+diPf+3H7/nxD/34Mf82/y4/vcG/wU/8SnFP8aJiWlysL53u1mvYIEJfWCSOqTvQDJnUrWkiJ4zvtkSMvHcQODJDnPHvsSiLBON01Yb1/ZffNTjLYtd31IerE0fnOurOq5vRWn3xK7NaJ192N163blrn/KRWrK1sq/5GTanVEojVJmbrX/WFp10YT3K9+xOMhZnORQWoCCUVfZFYKHjluExkASMt66dWFHSFGqqVCmFYdgqYosiRweHoILstFUeGhofA5nqNg6YWfnMvOIwEO9XAk5CxedqrqQ/wbZdMS/0Uu556aiXen2r95BOQ759AvkbaBUZ/gVJKXqBvUEIrXG5DvYEYDJGKZAWpcCCMZSC/01FR9gbYAkWYXLfLZd1nwqZCxG6uOjx8lMUCpg4skEZ6o5DcRLlWyDZVE3J3SWEiZMIrxsaJqf0lD60YWHn5+mRzz8y6OW3V4fa7L7/FFnyUdj3YIjR13XbztE6To6Ej5m0JL4/7Cb5G3W/jd8C3k14EhulG571cyo3FuFTATcIUYZ5AhXI7QgXsTZ29tESQJOTSI5seTGjIyId6SOXXeDTa23silvbFWb3N2HQTX04hWSGEYefG6fPKaqdc1tLeM6V/7YULXnzs5PcWWSuFSztozNGs3OpKtC6/5bwJM3ruPnbDUjJ88D1TOPR7rsO/gXEtAV4LkFcpLNBo2YZSmGgFGMSXCwjwdAL8yRFgy3h0CFjRYk+xuj1DEy5JfXT9z56YVdVUWttBLxqOkAkFpsSvEU19xO3ifPAVLlSNbtzp9TNL2OV2OwpsFg28fNXvr3Do2HiVIQvIIey4woYn2ebYSL0NB2w4XoFtFcagcHHBVQVkagGuK8BhLy7wCk6jwMQEUUzNUtMvernLgyQqoga4yAlu96PCyjpBZg0BkBv48kbK/LcqP/3C2V9a3L3gyfsunXH5wsnz7xzYseDCez1yfU08dNkCPHlpa32w4dIl03oXXxINeWrnLppw6X/c0jN/cij1zXhTzBZd8JXTxr1zJ6TzfOBLXQu0V2pJUNus7dZSLXcKhXZXubawUCwpFlWfnR12MPkYKGxEZV9m1tw0xo0z7rkTd8Iwjxn4n13awcadxNg4V/Ghb2xRh/6O398Ew87y30Yxha+Vj8LoBNCLysoqtxshq9lZ6Pd6RVEutJbbsRsfd590k3924zfcuNWNte4Sd7WbWtz2qnlVpKrAj13w7akG3GrAWkOJodpAKw2L7Thhn2y/yE4FSPW9dpqwy7JgF0gLP3DsfeG3oPwiKkfQ16FVqxb2Ro8uZO6NPQDaWNh7VH0N4NnEw3MMfF7MeORANMpeqCIx4HiTPyMOGE9JBnOFUWS2W8xEBh/ga13W0OuLXUZroq3WUq4rdHlt4d5KW7E13vVajSJtKLEUGZQ6j9FQbHU1d5Ta9OXmMrPOEKf4irra0mk1wTIErqSByUmzisspgv6kPA2SCgWDWWHV1dQweSE3PunGP3LjJ93Pu/e6acjd6iZMYMS9o2ofSMsP30RBzKYeyI+C+Mng88G9QRoKtgaJNlgSJJYgChlDxBWqqWk1TDOQrECtS+x4rh1PtuNGO/bZsQRunoBQ7QKWBNzyNwH/RhUsyREryDUtWCZWJtBo5MjCrGSNR44OHekdUi8yMs4V8zlJ2v55EjfGzttbM+nN6CR4/Cy5/60uXN4dDpZ21avPTP5zufwXg/zbUTf6kbJ2TevdrY+10sWteHLrRa1kqneBl7R6Gzxud1PtlIaOSdUNkyY5rQi9bMbrzQPmLWYKA3WJjKvlFnmqTOVCUSyUmajsrVMm+L3Y6sWSF/+nF//Gi3/qxbu8+73kWS9e473b+5iXems98c4JnmDQYH3bju17cNtdKLISzBRyncNDgM5W8v9A4vAanPUQM+BYxBRbCUI+sHJlNMLg9JF3jUfBKcGvYib1J2cjXUDZ4PTDmJm/P52L8i9ByArE1W+68JnFLgik1VMU88R8DbV2q07f6DaXy/pCnRwv1ckac4X0WWNRU+jUeQK6mDngLS0ymG11UwJl+rJAgVYz0VxZIBpMDj3bMwVN4uNzIYzPbHQx+o7ypckLpvYE/f5qz1Q36jH2kJ6LpiabaxvOSybZqMBY5IxAc3zCebXVk4O/XoB3L/jhgvcX0LsXPLZg2wI6b8GyBTcsoP4FjQu6FlDPAv/MC/3BYG3tOwb8ugHfa3jS8LyBGqwwHpPvYiq/kkk6FlGHhKs1G44jR4aiuWPC1BvGA5T7SBRG5MhRllW1sEHhW8GdzYhUYIgebFg82RRLUpc6qvlkY86vZfYxBwxnHiO70VCgEye4qxvay6hGXwRJlV7U6N0OJxFJfY2u0Fxa4SsujZr0Bp1g1X7WiL3grHXIRm1lecRvLamTzSaT0yQ7GqyBugq9wVKoryzUWeyVld7SNmOppUgvFOtH7SsC4xcGfDVL8blr/NHo6UNVHWn05Mp9FpP7kZUgxKFxRTzEkPbnSZTm7FwjpzWaJ2BnlFedEvH7m6v98VBTsbnEbvaYHJ8lk+nhySF/44XJCcX1bpOjQFPAYjSalurHN6Ea7tOfUBadFvvytcxe3uXF3rV+PNvPlr1T/+tV+IUqvKkK31WFf12Fd1Xtr3qvilatdOMe9yI36XRjo9vtrndTt5vLTnUa4JfBtzLbB7/Lno7Aq5WQUcHL2DhxTvwc2X2u163mce7GMwpnRjbKMT2YOvwzfGNaJvVoj3JDOBjMCiZSW5uWzQvhN8Lka2F8ffiuMOkKzw0vDdNfh/Gu8P7we2EaDtZGvP4Xqt6oItdX3VX1aBXtqppbtbSK5ojJPd+/3H8jiFG07jW8YyDfUiVNDHZZQOWiKizAkVFVMsajK4+qAmNBK/3yzDHrbKVmt0ifI76gGrRK7SxqfZYUMzHLblGDFkETR35Hv0FPICvYVHQvkmmBojP4sM9Xayh1lZLSPbRgt6nKryu0QVIsWHhRAtK+Xl59AKuJVghWi554qupIIt5B7FV6YrVUCByY1An4RM/6yyaFLY1Xf+Oqa7dek2i6ZvOqQGOVgWhMrkjVtA5aYK4I0xO1M5euvLFp0esPXnzxQ6/3XbZ347wLG1fvXm+bdtHcrprf/sY7f8GczoC6P+cMUIAy+h4qRa27S8DZu8zEvIdqFZsEeY1UL7GNKgQJlbhKC/SFrqI9QjFKDg8meQXp6H7jcO/h/YD1Y9EOAkhfLYYwgZssFYRVSmbMjDU6hRndE8iPkpN6BGdjbNZwvdcdUyrJ5RMbvd7EecNPVyoxt5fxwpYDbwPZVaM+pSgoe0QqCAaPy0M8IDWlRNFhnc4elmUb23/GbVfsPXbRbreZXqdeVCFYdgYFSK6rdspiAUrGhg/EksPvRtlGq+Cc1OIOJJkxXhLwRRubYrQy0UFBqiBsPZEDHWIsWkGY8GUrlRvbde5Jp44OfHdlnSvRHbI1xOqtbq3T3zRjceesm84PxVdsv/n3TbHUSw1f3nH7FdFwd7xc46jzme1t7W11ZaGplzUq16y8Y67AaqHlqavo3fQjk1xUMnIqtQFpX0Z6PvZ8zxKC/Kk+uhf6XYD0aKpiKmK7oRGtXCBQA3Zhgtl4WPQ6o+yWFZbFIL0Wi4JcoCpQcnDoSHSQ5cu9scHh3qHBWBrgmmJWj6nSBECbenAlvXDp0tSvhk+S5x4XUivxw/TEqe88n+rD37iPXp56a/gTfg9dP/06/QD4dI78IXU/4xNl+YTPZ4x8SH8gLjdLRaVcd9pS19K3QXcKUFyxFWAtgj+dRpJRgYyIkbgBS76Oq5CW60zvAVbDGIrxTYrNLUMMS1ZyJFlcifE1eGnqt9suaPX7L6fBVEvqQWFCuOJC/OzfnwC65wHdV8QrTFJR+acIFb5KMALtTGbuxULJ1AN0t2AqlosqEEo9jwp3YmRQGedzUsvg9z8RlxslJJazeeDfgtDfgmsZSSOLkNpGFHRvE+sbkvl12civ6F3sN0Uln7LrGHz+Ev9cwz+fzHmaAZ87T5cNXJfC9bP887L32HU3XO8Rr4DPy1We4Xo3/35Ftl7uEa+B61lp2XbRI+LVaBZarrRObO5AJSWREIJMl9W6kL5HxoY6Vx2pC5mM2gE91nf52xKGsjJT4HYr1uM76kySVnJBzGPGOqhWfiPJA+Bqet8dAi0ZPMBNgvlQXmlg2B5Xmkb3XEuYPIlYvAODTUDak0agmeII+M9y9m1Zj7MxnKVA6Qie4PeFkP2pT/S2iSnb5DJDf/9lRx+6/OHzZkxMlniCJmdSqQybikiFqeTRm2+5vr3aX4OJ0Vhir5QKMKXJ4Q2X2D1FXi8NWK8gN12x6Xsr4gvC0an2Sn95k95WaLa7G/zX332q/Z7OhasWT6nprK3VGa0aj8kU9FnaV9hPgE0ZU13if4D8VqMH0DZl3u3GtWsfuPF6Y51RxnNCRq3Wbly+cDFqbr4ohKZOnLgCGeHPvdFucj2AHwh5qpzuG29sb39gA8TzO+Z4HpCu8V92iWHD7dWzbo/F6qqx0y4XuLQOEO9ganBwkE2unTCeAPkmB0HYvJYci+DIqKj5xtw50mbfMA4PHjC3GAejfAJIlX8FYfIHt2TKXnDXyjfA6yDMQ9k7aMZRZaIES0dVN/b5w4I7cFMdZb8a/Y1wJPUnobjan/L5qouF1O9ocdCX0tUnHMJtt3WuemqBsrAzqDU1zb5qcvcNF9Xb/bFSU8hXQmWdtrA84JO7Z3olEh53LIcPE6x1eGwFOkORvRIQSbNToJOHHwwqtaXE6yWltUqQrMheW8Ln1ZMVl8+56J5FMWtZhbagosxSWn9edXnEbdLaPKUFRqO5SGsuthYS/8RLG+8/1XwmFaDG8KxSbCmr0BlKS2yFBotOqJk8L/QI87eQCQqV9CQgZjfaqkyyWkvd5WWlFRi5KkhFaQUpXWgyWEwmQ1ExLi6GZ42mguj0FXrSpdNbdDq93lBQoNMZXG5/+QCzRpueeRtFZyrWFRC51OayarhmRAf5X3KQmRroBS6JxBw8VWYzLuj7G0Q24wJvMVgS6YU3NWuN/7pBHBzUD27QD8KziX3KapV6zHIYPvPShGO4ArPXbEhhRAvhDU9EI3e1pLa19Pjw3BJ8VdWkUApNjImazvvX/hlbrrF4ivylHo+0YB61n/rOtKTHY7FrLcYn8ZWpYzwHtMDD+/R9yAFrUBOaq0Q0TaLi9+uUWMzR4jY0uZpIU8jhKkYOo4M4tBq3v7Gxpt5f7DIV1PgrXIgnBicgmTkBnT3B7irrPToI6QG3hRO8MMezG8JyMivzKaC+aeVmepjAPIeAl2FssqjqCukESUzfsLz95tV3PNa8/OGLhw/64pUGfWVTED/tq++qtRYH26snBGpnze1fVknfL2u9JDn3ehsxr72y7fIpQU9BWSxE7g3Hy7We1Izy2CR/QIk4h11t4UsXLr2O7dk+8idBoH8G39ulOKtRcTGMZY2h0FVIChVIjfWSvzIU8lfC2O622IuL9X47RJ0TbAN3ZvCsBh9Jp25DcMkwj6eOenjGZmO9abIyQ1RNlJlsjGUdghDQNc9e3Dxz9czA1x5tmNsz3T9716o73904rWfj4PVTFk2K2Eq9mgC5q+XK2fUTb9h6+YHjllAyfPH5M7pv37Wi/wcbLyi2FTvdTI9LQI8vhTErQUGIwKXFSlWVGCpChqArSIIh0eVHLkdB0K9z6UdHhzGsTnZBttmUET/L2zI+pdJn4ayqY1HCJF5UVg+9qrrlnY2zJm/Yv374IH5StlQ6738qcP7ai2JpOVfHyws9nV9+/aYlL98x48XKoE1++ycLt1zfqeaZDHC+DrxG0X3KLIMWa6U+zQrNZg27abImXFridIbDRfFgeRUyFLmKSFEIVRmrtlTtqBKqGqROibCNuN0SDUthKYr9RU6t1llELVF/0BWCzr1m8ZdDhpruo4mfSMj3hY6w2nDvcHaGD8BpjBfZe4eG2AQKH6aYyVOHmdqxnJW/QXM1sxI+pmGMd3qqJ8Vcgt9fuGhGRGPzVzS3Lz4/WeKtPXVbQ5tLq6tsraVLPIXVyiXtDxGXsWZ6W6rj8rmpX1SFHVpQzY7UDz3GyoZK8mBVpELvSf22flZTRVY2a0E2NegapUkWJK8f+Y1+t59KfslfVFdlK7VkpVJqBBAhScVFfiz4MPYJtLjGX+XyghBetRW7rGrEz8ggraNMAAeMR/ergajXOGQcGuKdb+R9p2rfY9bRXjOFyHS7+uKraCBAyxMzY6WFle0Nw/urm6r0rCsmusKjj3Qt6thANIuXpWqbptdaUr8KxkARPLqKaIBsDDSUFXpSf2jtabCqesBs7j6wuQSarwTiYHBOdwWuCFlKSgotlqa08QUcpS5IeEySvyaRaKgBA3zNYvK7qsD8YieiWeN7l6EQbn88mvYegNHNt0J7Be8kK9YAMKmCrGU8i9T4HC0zLlcmXTsrHIp6Lm0on1zePo3oJzTPOtT/8Af3T+p56J2bJy7qjlvt5VofuWvi1dOrkze8+KXbno17qgv1x2LVPl+o/s/+8LQ7di7vf/uhOWab2VEFfQWfKvwUxrUFcrg6jycWk1vqveFQmbulvoW0tOjazFqdRS5VZ7VDujI/QrLPaq5yeSwwnLvrtVLMFZWzSQZ/ZIbLVjYMHh5UB5RFlsNp3WZJf2YgGzPaa2WigHQi9yp3tPHOIlc8MPxxe7zA1VxLfLWJcg2+o6A8Vk089c3lGoO7wTP825p4qQb/NPV/QrGyAo+neTq5NxCrKPKARkerUiexMRCv0Hn+H9q+BMCN6jx43oykkTTSaHRfI81II43u+1hptcfsene9u75vY1gDxtgYgx1zxIGEq5A4BJwASUlaKKFpQnPQHOAQcpHQbJpSdk2ScuQAJzQhKQQT8pemtLHk/703I+1hkyZpy+Jd6embp/e+973vffeTrGIl3j6cqQZN8HW4LINCt8bwIMRDkKgrvqANlUMm3WmaJQka6TQUbeUwizpGBgVgXqRfogPk+dlSMQUWb8eFKZCD7R8layJri9biJApGYC1iPSWZ+CrkR7kqb5QkI1/NtQ+jUav05z/9ElWCY8kQTUUQ1jmAIxAHNlqgSTpNKPE74mQ8KrutTIbUzjQ4GCw2z0H6gpLbDBSUnd0hdCWwelcgUw0N6kDfIAdz9ZCpvOOdU9uuXR0drQZyEafNbstIlX57YihLPScx4Wqy/dzK/dPxjDIVGl7jENI+txj0mNzRtRvJPbla0EhodPQAHPMgcUxZH/eHq9WC7DUarV4uVyhMtDhXq8UVWmODYI0VDLY4q826Ewy6ABi0DQ60uFa93mqh4DIOAEOOS6P9Zmj1ccZErCrUZDhJxQz0fo/VKNBeTW6ZRVJLB1HbLNSgIf+YVYOU8O0yBe46KJ3M6maP6H1c5ojxulkwMwNlGp0PZ9gCHzcHNydy9UJRF65ePEz1pJUERbuXsZreikLJVNuoLFR8dTqPHE/628808h7ni3FLqBhr/1YsCDZTqFEkJXTagFROGK1ABrV6y25l/018zA3Jzu5xCD4Q4f8fpE/IhphQJUneGi1HOEirYo7vfAFEc2UX75Ukim9sH9qn8d9HIH5FYljxC4Qo0tElRAq6BPqI6JchXaBzpj23iEaxMlWZfwtC9XQPldtOvTvdjLD2WCNBbq6NJW2ZSnn1gXUVe0KyChWZPJKvBWlIssFarr2/KGZX7+nHNMsRhH4PHF+e2K3UrQASat7nz+mDXk70FD2kxxMvZqNxMRCcIOIgng94KUKMCnDMfp9NNENKzqmkjPRAuLSnZpGGgqpHz7TLc93Ql+MV2NR+HmdGn8kkJAB/7KoIusBanNQnwWOpusiyQjnW/mGuKVp0nXukzoOG1Ws7946PMmJfFnz9ZUjp5kAh1t6HmIi2JH9/6iPUYPvKNYokja0h3xkvi6zUPob36OnXT/9StxvONwb5ZpM1WiYEukCTLFwHhQAlAkBNDTJMgpdjHtuE5OPdPsHD26IEa7WyrMcco6MGk0Bru3eWQ8FPkHJRqjiH1uz4XHsOK2AzMzNzMzM4WgX0lszghpNdzEUTeQpyFupuNjqQB5eMrYi3M2xsqNj50Pio5I1HBBu4DXwE3ClU4i5JWjF56jHK2z4m1WJOOLOV5EeivhBnAOhaeGLy9Eu6B6He4SQSxIgSI5Q7XPe7Pu/6rks34gKiq+giXa6ULYy0EGW9GZj9MtIrHpZkPaPZCWdUQ+EMNhUuUgAR/9Fr6hzeX3DRdA+uufN7t9z41F3rN/75/DuvmL/n3M4/J8YvbBZ3rir4By9eNbRrLAZevuRrRzetvvXrVxz6xvvWTLz78Zuv+rsrGvlLPv2uDR/7s41DV34M26eQbjAP1yNMpIh18HBWbJAYJGtGMKiDTVsdRsLKWUUrZRXkUMiYku2CEzF0vVEw9CQSfHJpG0YLt4LMYbGWi3e/xkqhBNITQuERFWmk288lagI7soZMrL3zbStKl3z0wNWVHftcxfWtxCfhZrfAMSGGSv75WEUKDu+ZHty3Jju975L8VDmo2tkmOz+B+H+NkKCGc4GSt1oJJbZWD4b1II+ib8VYMabEqFgs0Cy6gdutGliU9QEQSMkC0vBMFrOVq8huPRZEkMdeW5RyYUazp6CwBM19z5I05HzlrhaQULXusy9V6+D9e7j61I5qqpB7R2vT0Su2h8/5wO7awsolJy5o5HeuLgaGdk8PXjgeBy/v+MQt5zmy07WwpWVzpFdfNuLZfv19M4ceu3XN+Lu/efNVnznUl937qXdt+OiN6wYO3t9dR92teF8ViMNKMxYCoagU3RkOucLhkBQLi2I4HFCgHB6JiwZgsMWEGBlLW51wcYE1LocgaypAjc+NhJOwCNc2ihYXGTzK6vpWTnatwnMzs0goQ1E3yPgKVdsj6JhYvt54z2lKoROZnlClf6wHymjVoaYHVz1ZFa2Ik5CJg/fvK1996S/Wre1c13llqKJsq3kuP1z6ZKYSNJMaX/mLSJa3SPLERYM7rop2Hr2cksCD07GBNcmZizEvhXuQ2g734Bhxl7KV98XgaWmLKQox8LYBUhxQBu4YuH/guwP6gQFiolqCuq9CiBWAIpXISkVpKu5UwQZYWxhFIPFuA+/hSV7flFPlcj7FuGU9y5r12PKIZdSupKoSB/qtvkBxHlBUxW8ONSGS5tVINeeCWFrDgjn2XYR13jDVNffAFlqyVxBhoc1hmK6cd8PqoZ0TZaefTyQcQxv3trZsqW6+9OC+JB9x6Mu7PrBz+LyxktsfZuMJ+8i5V6w4f1Np/Z79e9aXyK+NHtqU9wQ82UDn0809q7KrhzOtTCxVkQO1asW/4srNRZfPJYrgmpVXrM+uGiiOFOPJ4sQujMcQ5AnHsL3gAqUe2sbv5Q/z1DoeDPGgwAPeTRwBQAGgBIAIAMSYKmHZ1MDVEOGh0Y5yHuOsgq0r8T0/q4lZJ3DQG6f+UeX5ZRoKtthL9gh1LKHjq2uqKxmxP99+ItGQ7JuLK8tBXYL6MPnZ9IYhuZ1I9kk2SBwCJKAXUiPrZJBC43dAXnwlHH8C6v5Rt9snCwn9BCcUBUWgBCGlxpOmnazbQcQFGcnjD/EmuO3nVTEcFOZUVtyew9IOHKV6ZhowS7Z3FQ63fZFEWIvorpRrUdv3v7P3/gPNofWkNDl49XU3XstKAzlwiDrGxYdynQuf+E7h3CPbwRuDNUkaGu+w73jn3R8Af5MeTDgkPO6f6Spw3DxxrdJgGLvTuVNPu/ROt542m3Xo1mB9IOB2Oid0pEtHOnU6Pc+TZBHyN7uFNpGEOyAEGTQbHWJiswtWKuCH7Eu1TmHTFBblytg2BdnaESOX0WstaK4GGgoEeaBNEipaQVV6gyelrlKdyXS+Vuh8yDtUIk1NxWCc/wprHWqBHdSxXXtO/Qd1sJmSpKjf6nF1fOCYWOHECInmFjr9ksGMbQTvU1ZEo6WSN5VIkalk2uA3Bmg6UC7rJ9LJdMDnFYQAx3lNZnPAZQOkDdhsTNob8KWMfp2pKNhZIiqUbCKaJm1Sp4m4FFKfkNiD4qvgbmz6C3Bf+xCfskPJALXa1fQIJB0gZOB1ZSk4VwpPN7FoupCdnzF72GAwO+V4zN75fOLlzn8kOh/hyiJ4ppy0sMfe18/6wzIPTg0XTZZPP2AxD5fACriH7FJf6tQ/kvvbf07dlJIgH3P57XmpswKM3RkrBKCy5fVYYmJnFNwTKruEsKTqMRbIy1MQV/1ERzliMDDwuBKjIBpNFyqgUsn3p4GtkU0DXz7AM758zu/L+5qsrWHlGVtDtAGHDUAZu5AHtrwvP9GwuRq2GtlwNKINqtEAliDP8EQmDcQ0KDDAyIA0wzM7QdoF0tQgAAW4pQE/4PX5InyjnpZ4MV8RqlGkSlh8XpsLUIxB0LuXGkF7hFZAerrKCI8fUc+FmRmkUXDoFzZ5zsz1Ppix9T6y2Wzqp+hZSJcOtD7xMPAu2EIXDKXlYQDUJWIh8/QIoG9BvQA0RX1EGku3f9uXsLtue7/b2RrpXLP/6kc7b0KJLuIgGVcsyFnZD17Ju6tVcGlzk/zE3fV+SpLcLrgWP/4WH3fyEUm679/A3dG0F8rsgKRtLMN7fnFvvM8p+6FysaLSeQPtV2xrRradWxFNG9LZ7E4+7OKzgA9HwrzBMAlAFjDWrBVMMFYXYzUyLs3W4yF4Dh4vaSks8lYPYwIGgY4utfNgpEKCVfE6cxwxz/kjC7ZlRMTcC3Pd3WsHTbx9l2BiwekwCChtS6vGEyflt5tyg2B7elfza1ZpoND+cmkwYvm1MFwE/yXKTr3R+hAV5+N2hAtq87bOTzpPZOphBgpigItWY2+A+/taUGiw2IxMwNF5rntudCA+7MR6JW400DRDBAlSZ3aZURqUeaedcNkJu93k5FibzWQzy3Y0Y5qQTWjGUOmaw2H7WH7v0gicJPJfxSua7Q7gQ9IZAdf8auNNM/1MXDg1RO787K33ekUftXE6vXr/aOeD1NHDbwd9WC6C/+n/Eo6pRQwTTyuXmQyPGcHnjOD9xvuM5EHjDUYS6tq1KrJRVqsjQ6GQlM3CPT4wXJaH5Yli2VUsD0v5omQl0oPS0PBwa0BGgiQZi1lHaFCkQYQGyNJBVukq3QKy1ei3Wv1GytWSy2jLMMW8nAkJLjmLLJizJ9v/gPbLIgseNmMiFRuKmur1rpCbcc8fhzo3wgCH/AV4YziQm2mxkRMdoPP/vZkzQuFt49X8C13LH3yA+ootOZT16+Nx6+pVQaNHFtjB3RuUgJQ79bfI6NnpfNrJ1ld2PiltiIEXyR9K5uTIeYP7Ou4fkr/HBArinReFmNMVJONxff8QVVONoZ0bwDWqnvRb/avUi0SNmCA+qGzxON1uozWQbsoxHElBG8Wm0ryjSSlG0DQ2jZO2UWGUHFVKdRkujCfmiQVEWS45R5wk4eScopOinbTTwsqBgGy2yIZBmSAMWDtUvXbNnqlYQzYKIFYNi2rrPEQ8xCg2gmB0IhEtomHzLKjFsQXRBe3MiQUAuSvxk4fDk5OjPjIRd113zX57ciAT6OLXK4e5a/+qIuXb30hsWKV4bnzifVNQB7hybGVjCkn/vv5d1IuUjur88sIrOu9fit8rrut8B340duNXrj70lVumTu1YPUnWVq1J7frEuzbc+67VBKpdp9o5ksSVSjFBJJOhNBMImoPGEG/iTWajgzQGeWdAgHpBmjGaZRMvB03wJ2p3CQ4k9CeT0a79Ax6WkAFhdHEQiYgkZ2bnXkB2dg7+vu6ITi20ZncgnrNgGxkEdK1vkX0kBPrc9Jk2kvvvX7CSPPnkUjvJg5dv3Q8W2UqefN/22zt39OwlFKSfb+ke1HGQsSSgLHGrMswIosdr9hozab/PZIKvJnwml8/k8xHK+iQYSQIxWUySySRbNZvRfVEkr7BpUZKdPq/X73Fi515GyMt6s8nEGLH2pzlzywuvEMVokSZQPy+r3OkIEjo4/Lurscvo5pY8UHVBj7fPS4eBHm4+JE5BhOirCeTe6ynwF/7t2KXlfdvORargBZ+ZuqJ6aO3OU99mbOAJ6dBKpMuTrLfTL168fkGfz6bfkbpq5RPXIJ2+VL45ddPo41cOXVMhyW1roGp/2w07O9SEqtwv6PYyUSL2KDkLVP/ECuF3GBJpMR6Ewr9YlD9q+JzhGwZqyLDWQKILXwsGykDEBGw6tCdlwsE5RMcdDp3DFxT8+GB6fuYk/g0Roan8s7PPd71OAC97pafnLzUIonOJ6mn+5KBcjdpu7Sn8S+wAqdu6+j91zBjIJypBZNbYtzbbVK3RPWtAe/Ole/PTFX6RzyxEFIkpJQZVXq+SThvKkXDaYCdMRoMpLEcMhmJCJgTeXJQ5TPldx1ITcV5QmJ/FU8LzwUJIX9dJf4YzDaAgnDMcakeOnMWl9txzy51qoDQJuCV+NVKY7Dyz3LcmnH5FdzX1GpEnZpR4Ju1Ip10O+OMnFI4TiyajP82L8QzIOGRX2ulkPHISUbSZFwJmEyOr9HyyrCXHNZsnK1BBPd4+Xtbmp23xBfrt86g6eqLWh6Pr7JGaB2d69Q1RFdGLYpR1VyuX37Fh09WF0OBQdSrr6jw1dsmuHZ1Du1zmvcHpbRcUgHzDJ25esxkEVh1akwiFKlJiZFOubUj/Ztd9D7Q/KZEF1xbw0S8e5DMh9qUvuddtxbnlSJbSP+mQue/jnNJx4gFiA+FRzKjQEMsqJIh9WecmUgSca+0s8LcTL3bho1GbDcJLZ4F/rQf/DDFHnKvCy1EWwctngf9AD/5Z4svwzMLweRU+fxb4XT34o8TXYZsf1cEh6jH0AEVWFp6oLcx5X++ZHxF/f3pOrT6eRo904dZ2rke+bAj3NIb7MXFarU9M5LKoJHe3lif2w2KcPKvh8MMqTgBRr0tpqLLXl4x5OfztxN904atVDF87C/xrPfhniC+oOAREQ4VvnAV+Vw/+KPEZFSckICbxgEhyfBlOXMifhMf0I1R/2Dr+mjYiQTC64TcIC/B4zsj/NLkI/vZvafChEIYPL4U//XMIvwfPQYV/5iltBhEVPrIM/lcQfj+egwp/9JnuDEp4QCSZXzwD/Ay2cWPa+YlGO79QaQcQZRldXwXKS/CEbcd4Dj9V1w3ou7ScyYRdkNYyvxf+dijravCpFIZPnwX+tR78M8DXpf2cCp87C/zRHvyzwENUVPiaCl87C/yuHvxRCN+l/UE8AYrsX7bO2EaD5/ALjVZPdWkvk7HpIY6Wznk5/O1goAufSmH49FngX+vBPwNMXVrNqfC5s8Dv6sEfBbYerQ7iAZFnzqHHg17R9s9/dceUz0eM8DsKZ+ERsd5+f474DjGk8TgJ85Sz8bjHe/A/IL5KbFXhkyoPii+F70yg2Kce/AukTqve3Rdxuxb4BI6NweN+WsOlvzvubDYSOQM3KvwC/zkB5C4us0UMn/m98M9AXGrwRbX/4lngP9GD/yGgiTUaH8pj+NISeHzOo/tYuGfU8RAvE+epeEnnk1FUs+dMeOo5B8n9ZhGfjPX40nPEPeo6QD5ZS70Vn3y8B/8DeDZtVeH7qxi+7yzwn+jB/5D4q+58BuoYvrkUvjOB4md68C+AWzX+PlVhA8v5+wL/PUF8rIvXagP3WzkDr7fhcf9AHTfIdsc92JfNQvj+s8Cf7ME/AwrEDhW+pcK3lsJ3bkDxHl14lgBlbdyKEo0upbfbMD5+oK1vrYuP4Sbud2BJvzi2As/zh9o4Qt15DrcCIQg/vIhLkwSkct1LUO4bIcaJDygrZLnVokcayWKhnB4VR0YsK1nO4jVZfFBjF+kiTdLjApEWLcAyIo+XrWNygRMLIhgXx0U65YdqcMKHFKKGydAS+s8I0cBBNtjkiDSjGST8zuAQJO5pbPhCH82/RdAGjvRcpB5FlrzrSpNdcXkQRNwLARz33Xf2EI6/+quFII7OdUvCOFxrEwuBHInEQhhHYm371cWBHNP33IPOrX+FZ91BzPfVs+7Zpysah1XPxtSysxFyPfIyvI9U+Oee1XaRED7bWX26DeF3YHpU4X/wrEaNktq/uPxs70yg2JIe/AsadfE8Kn+t1rbG8SeYtlSYHz6jUVZclReiy/s8/ZL+Juo5DsNzNPdjcj1uR7Ej2zDN/ViTbb7ZpblSTqbP4EEuSPsP4LE9r9I+8RttdJOTXnrpnn0E89oXVPmky2mjUTw+adn42M4NSI/X4FG/D2v9ZjK0uKxf6gcqHEdbT5MZXbHX/lyv/Yfg3e0rejLJkz2Z5Hag645Elm3InZNYPL/Tr8P57cb9/EQbx+vaOAoFr3XhTgy139d6/Z4gftnFm5zG/S46o1C8y+mXde+G+sxK4m1K8Yoa2FC7UL3Wj8SX8da8NW8uZFESicGpifogYcsJOTKXLg6CwXFhJVJKbdU+oWYW5YCDyaVlglI9clDFmT+JfdFaSKCmkR7vWdiwaRQp5WHgxWHvdDdcDIVS42oxdWRGxsYcA213QahuPRC1OYHMQLUIeGjoQxc1LsllVwkCX63Xbl+bm67xjWK5KJjser1p1fnjNzbNxlLR1X7NXAj6WT1FlypBcB8V2b0vLIqbhgc+tGHPI9MrV3pTDbEyMFKPZziraaACbn/wk+/c3/7tiNcpwj1rH8yR10hpxhWRejJWrCdjPQdiXdkhk8b6ztlkxMd78D+A8JrsUEhh+OxZ4J/owT8P5aV1mgyXytmw/pJeJv9gnzOmqZ9p8s9XunJoqYSuUlgm56I9cyumqZ9pNPVzTT7pr9KRBdpW+32t1+8J4rtdebVUw/0Wl4+d2o7H8XNtHO/t0vbEhB7JeivPAv+aBg91gCs1ip1WoaeX7cnJzvUUvvNVg//xTnUnrJxIpbp8aGmfaMzv7+6DiWnc6/jSMcB9vqhPlrhG7XPduoU+Q/B7j2F8vaTpfUe0PZjPu40L+ArBvhbBQbzeq8Gl00vgkF8Xj/ElbYx3dccYiXvoZRx4wQ+cIM5RkrF4ABAOxmwzAmM6xDuJAAgQRDzAyMYQMt2G4iE7HZaR4eiYyy44u57f7onZnrWjtImZuXmcyDR3Yp57fsEBvPzsQ+aWMxzBR44suILf855lzuDOXZOdFxb8wSAxCQ50XcI9+f5oT75/FgBCO91qqj6wVKdR4WM9+OeI/+zKiHC/vZV+8vc9+B8AhtimwhfU/rNnwhucPfgfgTjx9q5mqekb+WX7Tf2OJ3rPPA+M6h6Fz8A9ip9ZskeRjwrqBMgXvgLFqZZK1dGWyx0NWSzV1gr9hNICpRbgWmKLbLXGbVWhSlbThXQpT4wIo0XEbU2NaJxx2d0+G2Sy82X4b5mPHMVY2XGU/Fx5mbcc++vUOFzvQmhun/by97vR11+0frM7knEHCk5X/dJiZqzo50ujsivt/X3u9Xc81Jd7l8KnedbJ+UcHA5lWJD452vKT1Fu73dG+QL5pvC/+VZM3v7dg17CVz7BrqPBP9uBvB68t2E0wfO33wo+DpxfsMm8Jv6sHfxQcX2Q3QQ+caTdx9Oxbr2jyy9PdOZRVXXQpL3b07FWvaLaZ7/a+Y7SIHiDJ4bN+x4K+Ow5lE20eRfzIMr6M/YEY/lcaX361C+90cnYI7zoL/Cd68D8kXunqCUE3hvedBf61HvwJeJ5oc3Z6MbzjTH3a8H5VP+YS1h8R3zo9h8c1D1xEVHHpiP5+qG927W+6FkVWiEKtVlDLRaI+sD8Rz+lVdU5ksHvmjYwMteDZNLrsrPmWZqv5tUYrwyo8BWnF6VSoZWuv5S85DGiM6lmIcnfg+39ekk8QJgaVoM/jEXtxem4cp0davWHZJXiWRegh16oWnoc2qxqr9VZJAW+VCPDAW0b/47wr6l7qdYIiDMRFSqVumDCQBr1+gqBchF5HUAD+UERGB/Q6EuiBbicJXCSkMUAYdDJFwiVTw1iHtVyqiq+w2NeNYjlmeoEqOLsDROIMAE94wNdPHSB3nOxQr5/iJshC+3sLujLG27O9s6+D3/+qJ2M8g9//UPMrqfGbXiJDDBPnKgWbxepTstnoiJck6kqUtXkFKKBSXgc5YgUlK+gGRdIOR6skJ1AwZ0sOqcGcqDQIcpBAtXAGssr2CTUe7OQJ7GG0V7TQQHTGqdKmwR3/byI+wTMJc7CUkEshJh6vD4tZS4H8/B8QBFoCewNRl8nkigY6f1HM6/XsxKP/bVxoV6/C+PlRD18P4PfPYzrs5tnxxHXKkNtN8wEeBHZyrIvjWJsDOBwcB+BLK03zgLHyWgQEYzWZ4K+Am3OoMQ8uM2vtLvyiaCUcrHRGIh2OVtJS6WYdarxD31tnzyWoN43M4sQ5cQInztGG+U+74mfNmSNJNFctJhvO9cSCjoPfq/l0ffDXQ3APMoRMDBBXKY3+gQEqFOB1kMKHUokEIbMWBmqpllYrGQxaIbRIAUgqFO2OWJKRSNJC0eWEmQZ45vPD81o4wLyqrNhRnJb2Pyi8gIhHC6rpvi4VnXbso5YikHic9grWaTQ3q+quRrITpX5AVSJItaHgR9PU1ri+0mo/06hQB+IkY2RKyVOhVIAl43GqOPimlOdZ8kmJ0hsNznBOJMVQlrFwZh2Ik4+ASOcnhZRc7twK9rnCLFxKd8Tf+XApa3TH+M7jYGMmaWVsZr3BaOD4lNj5LEF09QrMz35KEIvyZrLEBiWTSBizMW84jcqmk9msLe8x2YxqXnzaFoMYEoyy2ecWCNmrOupwWMzs07O4/qem481oKTKLk2xVrpboRnUhSWRR/i1V61yHA/H/S8556SDTyuker1dYhjEGq9n2S+kab6aOtkcrowkbkCR7cqRIrr3Ix1opqJWx1lalfUz7CDDSiv6ezoJ8rXCeL3ZjuKgn4TzdxAGlz2l3OADjdrknzIzLTZgZk5tw7zSbXGaT22x2UTjmygW3nMvsIOGPiYGfyFre5bBKFmpNSzxhFP6Bw/iQE9roy8AtosaIzOMEFpWNmwBadRyuABzU/oQlM7q9+T1Adj4GPl2c9Jf8CeHUBeAu6rnOi7n1/dHOFzs3cZbouZ37wXd6ugKez0tE7+zH71/Be6AA94gfzi9HVIkWsV/JSkqjRfiS4Va6alHeVgKlqpe009VWXrYPhdeGSXRMFcJU2OMXvNi5XK3JyW6SUE6NPGjPnpgpQ1Ue/UUvQGEW50LNnFSdzByqfanlYagR131apB6Ox8b1HRC/BGrIS0QNW6Qeaz+Za0QsR756da161dfeC6yRRoasZfoiNnDDV69pbbntofMskWauM3PB+edfALjzd++6UDK403HD0IXXjQ9dc9GoMRRz0ZBbOGMC1Tz/+pXn3bItb4imvEbyDd37P/yB2w3U7R/50FHMO7TYPYinl3v0/ir1M+IAPBWz289Prx0YWLsXrExbRV8622plS5S1tFLea7VS/YNC6xx5+5YtoiBLUgsd4ATVzZmqFE6iWISTaqAKroB7fHauXODac/D/2eP4FTzVu/YK+P8giCKTRQL/wv/DM36RCQQxBrRHKK2wB9wkeJ9gVoF+IUg3VsLgJ2gP0VrWHfWX7TlvJWRxUXq9uCVT3BCq28wmktQZjT4348p4N+0Nspxer9MBd6wsGEgrn486yap9tYuxUSTZH7Y5zDrSaDclWuvK3pSHcflYAyANtCmf+8SNFGWsNiUoZxgcJksu/gY8MFKBaiu0YajYb2VZSa+vJz0pr2t1X99UxgFWt7yM226GHNzMMaaM2Dlm8lkjhdH8zlqwFPfo9ZJFbGSKY8FGX2PC9IaUZry86ltPwLW5D55hTeKQEjGZm0RTDvGJJvypZqV43AuP/1ZVsVIAWAuyA/nVvQmebxJmYDbGYhEScFCCCRllRLqzL8zOoWpskFjnIYdGdihUgfakGig/r2ZncvPlir0CfyMqRoHeLbQs3SMfka+tG84VcaL6Jb24Ii/JdvwSYPlc5D91X/7iyC1Pvu+D8zf0J885erHuzWg+BIWHjs8fLYu2K64vbB1NIpswqAgpP1Phv3p03V0HR0cPvH+1cvUFE/YKE0iFO/NAsqfGLt1w/+ej62++cM2lE0kLcTY//H/nV/9jfciqbf/Jnm3/dlDuwrdU2/5SX8Af6d/9o32jmAYQvP1SDV6/MB6H44zxnOHzA+D3+fz+FP/xn6Sb/dG+dhyT/YbuKcjDx4n3KOsOVe6skBdUwEhlQ4XEl0dVKqlgIfC5wDcCVMCuRCL9KylgtqWEFJlK948RVa4f9JdrQsWcki1jY6TZYjEFw3LAy7RMMujmV0JWhaIWEYOaL6tpdXPPo8rMs8+rMvHcTLcwPU6+VM1BWtKlaqOVE3041VetaYFMsx6vlnao5gtAMIqWQtQNIYvU2DyYuvnu6evPq2ZK5bePxSd4zun3ZDLe9EA8vzFJUZTZmwi3f1VsCeZSfdBr8Xs4MkE997o8lPF2PnZdbeaGVZPX1isltyvKGq+7eXLPSCie6DzJiyYm4OUkyRGtSuRPAl5LLF/lF2zx12Ea2qLS6EGNIkTR7VkeU4DzpF/GtQkyxCYl7nK7CYuFBWmCyDHoWmCSVUJul8tulQmGsRuimUwiCnnPQ3YfTlFAaSdIADh+Uq0cfHKmjEMX0Z2oanlHLUWajrgjaoq09/eUKpg8uDarAx/u7NX/5V0Xvn8ot/brt9wyf/vkWeoVtPbdtW1y9vsTE4md50zd/KXF5Qq69k8s5/38bPrDn7QPtHxe2MePcSyv+fTrBg7S6zSxA2posWnTjrQvbFM22cIgvCm8afi8Yn0qMjFMTArTO2Szeb0gT+MM2GYlw6yXodyhFhGYn8ca2kmcMHhy7sR8N3X+JDfXnp1TUyBYym1XiVA9F7v1LCSUGQw/XXAdaHno6MBFPgKcUNgNCkNvdYelOmt1MPrDb//bS0sV73Qyc2Bt+3iiEbP/hDJxVltm5NzhxFDWWyvmqxa9yxUddHk5ndHgkJp56qa7oXgdPGddxp2tDCWoY1i6Tgud38Ym9oxsHRYKLGvXEmA6T9YO7r8onVtVD/tS9XBhtDbAh0aHR792+B/FfqfVw5mAdOqVWDFsvficLdWgYNMBops7hvE6QmwkrlYGNsZscBHSI263wUD0S/xISVk1An8sm51GS1CABJy2ZHh5I0FEJ+Um8pLSTfNCbnvPX4pdpBDR325/G2e1q/K6GnEGhTnsIMX5gn9wavvZFgR0KwGo2AYPWYIZocNqGe+2eNZnBCGzLy2QTLERMi1ZhP+Q0l4aSsd6Y0rqovgPS4Tv/L/F+Fe9qJ1XvUkb716MXGxD15M4v/siJSNJIdZhMaQdjsxwuZrpqxG2kBAiQ+k4lxEzZKZSqfsoSsoOyjXkgZZtFkmIsT0PtBqkDFmpmksFOSinMtH28a7pFct37uXYRNzgrDlWKrsld9Zvn3nX9axYT7TfLDdMvnTElUnGWZM3JbZ/gwhV0WztlwkMX1o7mCILzYmb3t05la4gJ3KmBSShKHKM3cN0/uHMnKzXE0MZj3b2X4P55O3a2Sl2z85t29g85JTbl5y1HOST2/UbIfyfI3guRPwC4hTDjw+mkG9xZKlvsfOi7nHMH86B3GFwLF1ptYSKgablYgUKQ+hib1JOe8KcZ0gMtYQBAVu47dNCTrYZkKB9fFbTMJGB+3lsLcMJKfNqSSe1XAFGXR7nCPXiWhO96nj4XgV8lUDPnaj5DbEo7VYL5ese6fzL+O6xhEminFZbsn9zq3MqmgmYzVb/uJ+MW+Ili19nsK7/i3JZT+mtLFOULKTklIq8Jegc59xDh85tbQ3xGZ6V2Eg9SR7O1JkI0k4957Svi6b0FoPBlI2T1+RaDIuDZevp9ru3BwPEgozXtTHC/W+E5xeKn0gRDWKdkoHyrlNB11aRxaLUb7U1hAbZSEupsNSQSZa15OSwwJstckoAS8Jnj0OZFyeIagnAZWyogOqo3FU/7AvHuraDcTUyhD8JdAsDoV1spD4ksZK97PVP1z5909V/u78U8Pun5czb1rXnC2U2Yrf4d4KPJ2o7tkKlutAYkaEa+8rKglc2mZjOHWhr5iZFdW+yFv80eTRdZ/i2dWVj9470CB8UOD1YblvtnuPoPTrHUUQ9pKf1EC9xok5sVLIcHHW6Xo80isHkRMSv1nwkiAgXIeE7d5AVSrLbTMYFWRN/TmLLK+J7aMNCxQCxQ7xf505g1KAcHZVewkDNCY3gFFCov9UduB6bXsLoomiszNcep24t11i/Ts+MDsX15W3Xru08/teP26UL3pNMp8XgHvByx2xhI5m+KLhQzulZ6jmJtFh869rXCRmLV+w8puxbnf7g7WDUcfDSvYD+3Lown9i89e+2bHjnBauilJ6pnmk7JfAhYWhCHfajwK98fOvF4MDFF128c/8B1/79By7af/7evQf3g9X7QWs/yO8Htv3CfnL//p23g9tvOXz+uyY+fH5OD1h9WE/qzzm/zpYyk2B4cnpy5+iwa3R0eJodnZi4YBSsGAXVURAZhfItN0qOjkZSpQkPu00yAmC0G0njWjb90fMPfHT/3mH4wNaPsofr7PTai86XWdZ4zlbh4snt5qzM80duuvNOAzJ6a8InMpUhZWwepwgivJdnobDZ5GY59Bf9w+k2J7Cltn1iHqd4z8wsSWtGd89zJ2ZnZrjn2/YmKhJyFiDIeRefU6q5DWvhC+Xc0C5QtWmKDlNQghUAlmIpuOwo2gBLtKg6HDbdYdYyDFA3VB/cEThfmF4syKlqPIVIh7zbGmlkyUqxKZrlMsvxUDy1uLnQntXx4XyADcj+dNNm5Gxe0c3qLE5fxJ/sS/AW2ubw2rc7I1Lc27n7Gza3h/fAtmAh0Z5H5R68Ia+L/Ubnbp8cjTi2cn6njbYEE41kQPRBphXwusyszWjvT/vkABsqj8ZXnR+yeDnG6+M5SzVBNeViEJ6i5mBR7vxUr9c74/25+sZgU/HI1ZAnGbYXGl5fsq/JZVZU4la9w8fbTO5wKnxfPOXSSeAaPuakO/OrrCbWpJckyuDOZ0CTdkl854ikd6ek+8LpsMtk430OvTVWXpFrjUWMPm+jYA8nPaGq7GkNBTfWc62YE363pu+ffpmKQ7l7mHinMuZky+VhTd5uNtWcYEXMFDOQAWYyI8OEFI2SRUJBd4NJkuwsy/VKHTKC+oAcYgZMOhMAJjX2BGXVzmtWOvjyZFMVzJEdAH6gVietdGsZIdNtxYNtNL2SpAsZ4Kqmg+PvkWFLk2uwi2CHZIpZ5fKuwrm3bEl6Whev3XTlSrGy728OKhetGwlJ1QOt0to6H3ckaytLrIe+dMf64S0HDOSjoF61uh2pFduLiVUjFc5SntiUG9wznXbKjXikWQ/3rc6vrAYll3GUBFccuHDL9VepeQfwjEBnqYL8xka3LS34fAZDgxCE4miyISrpYl+qGBNBXAGyAMEVUedr1k0GgW4g0SWdcPsEb3JZ8Jy3ie9zQCerljLSlQJRLRmUhNs9RxeO0YUIHFXSWxKT04NHu46SSDPjWi2RDfdql99ida8yt/9ZmnZZLZ0PmMxMIR1vf8+C3jrtmyxkIS7lgwxVkwssL0kB/472rbmW1Qdfsq00qWu/KmVtnE17e3iHP4AEP3iMnlLPUIwfLJu8T5VNgLMrm0yNlNil8R6aHfAayEO3EJ9Sdkys27Bu59SEa2pqYsOUaxSMbhnM12MT6BJCcnBwas2aqSnr2g0eUPYAuwd4RgyAMIgG0sBvSVtdRtEKrKMTvLyB2MJtEbdQW7boG5VUyu3RyjdMrTHqhXV0r3yDxgjxpTMny93qfThsES5HAa8Azj/EmtCMXeNqZ/oIl/M3ajFzkxd42yLGBsXxsxT3qY87uJDfxzgSzY0DcaWAWJQv3eRYr8Xr9VpZpycSLK1slvidHika83ZuftLhD4r+B96i7M8JnQFzl6n9E1G3XBFU5lKwxEbr+ZGiZNfF+tdk75dTTsRWwpAhIP/V6dd1N0P6HiZ2KBlm2KYX4AmVLlgBaw1bSavTWR2JZ4Y8E0SVq4pVpaqrEoOCSx7GImM+KTKoYrJqm0X6JDZsaLpkARWewbWttEgIr+qUQrz9D1IfdTdnGqLFZ61m2y/m+njTv/33auJR6hjD52PtvRs8FijwkbSvmCZ//YdohGf6u5b6Rpf7cBZ/bt91pu+jG89NvQbfP02c4UtANY+QXA9xP0B8SJkCNF8B1goIV4AFpbeXqjXabJ6I1FyRSG1goJZOh0rAVgKVkhSpREo7pYhLiqTg70CklJGS5kiIJmsDAoFKBT4c8tqQkWR+WfI0qmU/t9idjNKKVQ8jfMuxs8ZZAjKmGXRBGq6RhOVTGqhi6rKlQrnnQHMtSYtLBKA28jVwaSDtsuf9nR9LEzw/lUyP5Hz1bD5v1AfdfMPLdm73ZB3OZJR02vNF2vybB6xskCmXkKTmcNqatfYnJ7fY7VwwXQtkhgs1ITqQ9JHXxEuMBe4zyeoy+LnO+WCzr2n3c0Yj9jlovhi4HnuJs/ogoBz7KMT3GNSLiiPDhb50LJfjUEkcMhYzTHBaQQyDDcp5wDAMBEWQx8xFO5sT8twijf7kHCbz53tlsWZUtehpKMxWFmT5nrqj+d1Url3ufoodNss+xL7Mkpxh3HBfZaIhMm6M1ywMqzMYs6m/2G62ma0Gzh8LkgFjvGKxWiyMqSg5RPEzd0hOzr8B6j99VosDBU1aisX2zfGE0aQ3W1eSN2VqFtqC5AfOwpSL7XfnSizr7Dx211FUi6oD8XQJxMsQcaFSGBpK99mAzShAcTPttxN9XB/Z1xdR0vl0ioiIUMbvq/p53pZJkkMqtR1z2AR7N1dfLd+H7/mBurmKnblZVEK965vs+SG7h5imIKoUpu5+0AuJUs10KjolcidprDQYiARzscK35+N51hfcdt+WwfOGBDtrL6VJQ6nP5MvFitsrlJ7OFSA1caw5I7cP1z1RqBjq9aZ8DlRzZX/zvNEXkg3GYkZq+2kC8WV/AMTFrAV5RfA5Zfg2xMk5kC9mwapNwaCLNKU3uaZao+lysxkqu0KxtGtqtTDNZeVp80AzSBFhoZ/kVTrRSnFAnGDrmlZBBanOUHzGLxFfdC5ow6qq3FfvBaGonqgFstG06N6HWvUyTQzofSq5INPm424jbbatPG/GZDG5Y7wL/NrRsptMUIcuJN8pyfAv7Y6HnKTNGS/wDLIUOf7zsF1K00Yd1N4k6phquGhfIyQMFoujnzyS7RPgkROwtjLtI/GM0WigGVNMgITVJ0A+axH6Mu13J2uCVZIEzlWMkgfRA+qew3jcRexU8mDzeSoez3Otak0tRuSWKWETl5GnN70lJueWo/LE7Pz/Oi7tPYPG/xClTDAbcUAlJBAYXn1O7XeO/yluj6RqorXzWHmDFCsEmSU4JtG5ojuKc96byG5hV5QSKJXEVhMwaTGhXr8bsIlAbMoWSyQvowzmZETuVn9Edf56pcvmnofqeXuhdplT3a9vZQXGRiDQNfPicztEPifVWdbB6BbZGNe1n1pkPyNHkDF3+1qnR7XmPif9HnMusp11nMhcu3tHejzQs9dSSD/X/xbH5daIDcRBpahem6fkN4yvSg+O9Q3enwf5wfygsCkeEGoJU1oUgFCTzebMRJxYIYwlsFU8I/s2NAJCH6503n56lju5uArpDMTFoqqyiOfDf/gOzSV4MSxFjColUpotBxtkIzXPWet7TkpVDpnFr9HMO5NJZN75HkIXNt1W707UzlmXcmdrQwndWPu5ZF202iI1mUwl6hEWUkd6mTW8Z/LB+LsBm25PvbKycfE5m2sYe52UBEyht6ofSmK7x2sYr3ViSonYFLVKXF5oyAGhnrCZBBPcw0IdYTJO4Bz5L2bgRz7Vr9DuFXCd69VvPflH4QvT0SLEfOZALej3rUqmr1mOmB3nuF3uYnNkuUfgrXCwiIRQnbSXdQT2P+1UCuFwWtTUYDEEQqFcOuP1eDKQ1DIerzcQljOiGA84mThUeQliucrbc0OhCKXF+i4+9JwVVZ1drCeovry+SC2iuamkHQmjHPAURs8ff8fjt05P3TZ/y3u+uSY39MEL7rxH37kE3K3PrD442di1to9NUa+KAafHOfWerxw69M3b1p2zMzEx8f3ZyW137WsV1+1rIl/G6ZcMj1GvE0Uo7eyBa4iv6FbMCTOhlApmYC6ZS94Jh8DI6bDTW5ezuPSfDFfUJYYEzSDsEhxmRSvMqMWwF3CJxrk5TW9V3UVI2Z9ZKNaYkN7Ki1FRVaXlMX2Gx3AA39yd63WfPLNO76dNOz44e2U3rO+C/uLMqrx/YPei2o5TNz9y4K2cFXs+887xt6r5CP/THdZqBX5A2cZz6iXD6eEwsIZD4VyYCheyNDDTgCYBiWuQ6Wl0DStXIAsFc0mnU+/O1qcUwsyZRTNlLsg0AHFBr+MFMmyOy3bB1rUNw4OsPNstIHgSx/DhrdGc7VrPkNjdU5kkgO6ocGphEUvLlWINCpfNg2cW+dxw5+XODes2/OzSK8uX/PVBMpGDx4JFrKXaz6T6Imzh8GWe6halAh7sbJaoy8GEeNWOgd2TScnCZyPtvWosK2kOVjLkSxfPJNcMxLrxtYd0nybCRJ/i4cNhVjRqNZw9ZjbUDUU7Rpu7F3CcPDmHy46qEvG85svqiicLFdhxVAd4CFVT9bb/wTY+gFbcSiamLxyWLBJ1Z9utLeQIeTRdEy2S2FyT6/wSyfNh8mPke/Q3cTT3abCJzGEZ/23kF8h+3PaZXtsYbLsQtz3Ya5uAz6ptf9drG4ZwF+tvhm2fXdT2MfIi/ZWw7XO9thZsu1z/Z7Dt8722Jnz2Mtz2hV7bKP6O62HbQ2d59uFem3D6N+QR8rt4HptPvwu3HYIE2cJtn+m1jcO2XbjtwV7bSvis2vZ3vTYF5fKT38fz6LVBuN3k3+N5dNsGYNsB8nt4Ht22fvjs5bjtC722Ffg75vE8znz2YbUNxb5BffhyyGMUYj1xAfFxZX2jsoFq6amdsfxW10iEilHK8DDIDwPbsDBMDrcYy/7VYMdqsHprbGvLYmltjel23TkGxDEwpvCrG1MuvZcYEhTFWBnxnitHNqRwCY8pr4VhjHY7upgAcld0x+38cLOJb0FtFnBijQPdxXByZsaB40cLjiYqJIX20sw8iinl8J2z+Hp57LXqRgNQiA8vyshYGoKEjNPdImL6hRSOPDL4aCEYUOfVTRanhgejAzMxd80jWPJDazLDNzTG7twxeXBVorD+kgbnLG06OFRY34r4+i+YtBdqzWBRrsXBRDtQkpKjW3JC0S1NjvU/JCTdRrMnHhSkIJkZOndPcqAZCtnlVQNy30CjlZw4v2/w4o2KL7s6OXjJ6nSovCKeGm0UfeKq1dPh4Z2ixEvT/vF45qLNUAVMXLh37wNmMZFxe/oKYl+8cBna09MEYbxVv5rYRBxQ+jOZFYVk0g2kdMEdcFrTgQL8WbVlw6ZVK9TDYmhs1fhoxuNMCivcabMkAgO9YXVLhiwAbvc5nAXTFc7hiYDjULvhXcgPq0boaUqfXWX8Xk8v/FRVkrErACcZLtzJU8VlZFGhqQUrp3pZD75JyW5wJcZHR6Tc6oG02W30JMSOXPY7TKZMMLkqZ3O2OnJ/wK5n7FbHxNpVvmsYZqw/1+7PlcftzK73DW73yPrV7Z8lmxLHFwYiYx/tfLA+HLXoYjGj6N8D/vqqUDjSN95hdvslOhYziN5LqUf8gtNKmywG6nev7PMHEvF4KOm/WOfp3/jn4CA6R/LEp/SbdCeIw8R7iaZifnep1Ghs2L9/w02PUv94zC8IrplHqe8/bDObR75MfR9qlqgyauUkEhNOqiZHyC+LJaBZxKDoo9rFEpJKoVqE5xDVV0U6SV8FB8KpREyhD9XWMPA6VU9IvZZX4+nUdkr1jsRZYAO4pmpfTWKBfhOp05E6h49nszNbxt2eirKxWl1ZCJpIJhKXrMKOYiAvuV1iwmFZsfX8pMFoLUsottFgW1XKT6cSpJ4irXZbliN1jD5llDxsIpNxcN68XUdG2AhLkgajmTbabVYdw56qt7aEgDmer3i9cYYyR0neEpEiZteIkiftydFKftNwPDG2oxysJLxGqCk5PayzMTouuluDTae/Zg+OBp7hR5WWZ6BaKgGdLZGMs946H8jao+NC543GGj8X8jt1tHjp05eFUkyh6Y87uGimIWd2bJkOjO6bCDXslN5sNgTdd9vjqh/kb8BRcJT8LWEiIorFSBkpQq8n9AT8W5hvNv2FAvBpL1CJTEDLCYhPDzhq9Nn3bDIK/u3kZcLBDY1VwpWb16H+7gZ94F7dAXh2hhSGYcxmitCZGQZ2V8H3gpXhSvtx2WSD6jkHiT6oq4J7WWua9Hldk9XVF8ar5Hj+yDn7Prdy+H1r/v6Gy+5FcVKgAn4O+40QJcXt8bjd9hDPc0ar3Rjw8Dxs4Qj1gkDuxDz6mnJZFUL93RLNcOzItwK/VU7I+Dsr5T6UfQF+bmQ4k2MkAbcLbWbi1krlSqWakGuXGxIkBah/9ccEv9UnG+U10ysC8X3jD7/39k89uZYP3WQWJSwniKBCcro9RJqYVMRkgo5EoxzPB4NOB8MxDK2PhcOxaCIRjQZ53qENEw5UjYNDERwVdNksHCrKbEGXInblSHQJKR41LVUTXWThkC31dxiQnD1SFNOy28HFaItZH4v6zB4rmxOGVqwrJEHc1Az5DRFIsvTQtpq3LLEWU2hwsO656C8euKq4RohsrD57dGLlJdUqX1DpYS+ogSd1F0I8jyqi0+FgDFD650WWNYg+n+jjRYpwGhiWAg4HkgLnKwV44KADBon9+Mr6OXwDbhmHn9Fybw/iv/U+pP64vNp1VeDJ5of4YiPNpKNrJ6ZXXetzyTx3qD9/BTj9Tz6jrSAMDXPluBuq8RddtPtBPcvZaV/S6XTnDyXjkOeUwBdIgnqD8BAy4f4S4bVEOcEYJ9C9pGDhclL0s+hibcge0D2kCa3oMkQkSfjjztDISG2qVFw9ck665M856hfyISkvOo1hecPKQ+RrtZGdbjEQSCWVXcfuDdvi3vGP29Jub8BCZmOFOsREE7LpN3WXQzm6ongAxFkYeSCtRivHh3mvl+cRtvC646BfiC10C3y5rFEo3WNx6CzGd7DBRcY0qt7rBd6MnifQrNUISIpKFL1rRFlHRei4fWX9ep3PGySFn69YySUK/XFrsX84ZNK5feO2dWv6OYPftnfV4ZFV8PvDoI906N6G7qxU7DYba7QbAW1E18zZbHZaHV6lAMf2gv848nQfL+OxaRZwbbdClQuFJJCO/KDNLVun/NWgU8l733N1fNgb0b3tjbH9+aGH3vH2L7RyewaJ03s63CMnW+tV2gqDKvz+A/D7c4qDQvdUEJzJRnGckQDAZFQHYMd8wn/c9wL6elwuG1AyhcPOa9iN3qemuJAOz5Gr5GGvNFZo2TwR65pANegaIQdOQxp+/ZFfNzbn3xg7kBl6+B2Hv9DK7kFn1CjkTa/D7/cTcSKvOJmoDi2UO6DTGQKxEMdpS/TCiTJeIHVP+tTUZBpO3YB9W2hpVEISAFwhVEoVW9bQ/fKvl2oD9GA8NuTKieLwxpaXsektVit3oyEVDQcslgtDpPmfbfOfsns4eahyafWSuGNl3x0fyBRBKpmzm5x0GuGJh/zEo7uVSBGrlCgaYjzi9fmsFoPdHgtHLFaf1xYO2g1OeJpCxMU1jgKHXcZ3IaPLMFG1wnl8aSo3r9GYsw9HCaiDR9el0oi6tIhQOaHWQZCg3AH48YDHJLhN2VRTWesth3bIxXyF58NR8xXbbLxVb3A4o1aRHaMe/upQyBLmNpWym0XHO1wsV7Be/2ckGe33D/zNdkAfqt6Cdcw4nA8D8e6Bu2NcEbweD0GYBAmAACVxASESwS0AhBgTqhOLL8nF92jDnzI+NU7MO7oVm+EPmgthd+FtvbAmkDC8agJYGTHJWvUbVeBL5PsT0bGK0OfOQulqqp4bbaUjrWoknac+/k+dH3c6G9ef4y/73fmx7HmFzDXrcpveU09WlGJxK1yHPBw3pbsO6n9VxevzeuEKOBw6IuzTWaxem86N8E8UygV8P/LxMsrKQTtaxTscJL7UW2M7C/fT9qlWH/pug8kqf/qSLZMr9timlbXnD9bfdX28tTkcr7Ogcr+ydZtz5sIbL7spGMzEQuVVfydMpiv3q7XtvXBcEd3FkOttVvLBoAdyYmPEYnEf4cDVHNjK7eHIMjfKkRIHOPgZJUkhzsxGgqGQW6WVF+bQNnsBE4oawILuyz6BGJLKjCBxuDS2iejErR3WcgJNxePFv8mIN5hY6UbiEE1ZVtq960zmNJWux1ad8zb4lMmzSgonqCdcg58gwwGaPsTe+52Bg7Wr/+2mzVffGAwkZ2IZNBeG+A8yAc9OgSgqbsZiccBlDbgCFt5koGmT08mY8J5U7UnlHt9U767HThQ82gTmDLWKVs5DHWACpVL5pVv+9s8KY5fkfP4kqzcUS/W+CyJj4DGmLMdLFnJN6I5t3zg8defkDnksvO+zWw0mF8bxxGnBKoCXCSuRUlia1hl1hAWQRtpCAiTA6pAAO/vCPDZ2zR+3Y5lGH0nUIpASvejMqViFN6K/Yx5oTK+v2Xnm+Iv/FvrU1ze/NhjKj+H+O++xvkp8iVhDXPtlYoD60JeaLVcTsnbiUereR/RN+LMu8yh1t2KShof7+nIUSUP5WTFPT1dSyWRrYCCE3poqOZfH4fB4ImhMOUK7h6HCPX+y0mWm7Tl8Gzq6wU4LuMXtFVToUe+iE/VaVYqywEKpAgf8hxYa6RlSFLM6OB3E2/pUxoF3VqIP/R0CWR2KXPF6rK9+aXRG9L7vn04TnV92ftT5184T73VfsG7q8gnFWJCL0ULr6IFv07TdlzX85bqpHe6hTH7rttS1tiF35krf0aeADoRBGv4jj9/mHU6kpq/8uudgkmdc/pAQ8ruYFSuadC3fHLnn36NrMvvidML33RUb7YU9ey4tTQ/s/BbjCoSFcMDFZFUZ5vRXTgvUp4gCXCT3MYICOgJhh0QrhjYoWid7xE1+tm2hfv0i4EKYR8H1tvHgR0QI7qppxeyJhjmXjaJs4Uepe74YCiWN5iDUZB4ROVuUpgDSZTyMKQppE+p/5Vko9JxAWT4qvtGhMY+Cy9BXqUIcogyMS+2kGAYQmXYaop5GqLXxpx6/qdlfbc38R+x3Zu7SasaygiLBtoOX/vTgnqeOvn/H147d2Ox78cMbxRj4txDYMP5+c79Ucxze+4PLOrPO0ftcKO/69G7iHuJu0kgkiBJxrpJNJkKBYNAS4mw2xmixFEhjSAx5PCGPhQnqArDV6TSKVDyXo0ARCk2zyGzbbGK+O6/Kc+iu9+MVVIAd8V1HE1EWPAz7Ivjyjj5UiB1xXTfSUr3obmXMKZCe66axdQBO7u7O8bje7nToGdamsxotHqPFTBr1OjMLgMEXClsm44zdaYxOTJxzz5TZxur7+wpml+zS00aLTk8xESujW+E2sjTldNkmeJPZAKpwjf+SHILb5r1EAPINl9tj4OB8zCbK4HbbOM5JUWbE6RCfqCySr9Wz3AnHqJ12UM/ENmioCHhdnoGoaGR0Ohtl9YieACf6cgDKKNQmKWYKKS5bOpgYavZHNnjEqtFkdKi0dowcJa6lbiWikGoiouDXBwKM2+1yQemKcbndflH0+3neSxmNekhNXR0FDkfdqdhcvkj6r2Cx1Ykv4kUaizpMZA7AZ1pP7r82ELDbTBab3kjTrJ71O31BUbJRXohbKxzyRZWEizXpvWWHqyTEhvsboS2NRsrlZpxozPeSY8Tl1G3wNB5Vwn6/xwEIYxgFCcLDAlCiGPYHWY41m1nWgwesiqzoZCur4118WjhpNTHtjMMCR0ng5J3LTWa7iTXrIXsDep42CZTODhLZWJYL6kxhM8cYqNVGP+cXOYrKGQY3+LLuFR8cqri5uMWJYsWLnd26G3UNh2z5RxRfZZ8n+dM/IMIKQwKiXNbpFBJUHj39zYdZrlohCpkartBw+jTkAwd1RR0Jn3ui+1znaSKBn4MSNQGf8+Ln7FX812SueuHzWgdqTav/hT6Wjp9LoD6IpJ22XQXuIMpEWRF1FLFnb7msdOejo/YpDld1H5yX4vBok+pOTJtbZ3JhXGqfnX/FfWbh+AYUH+xz7SQenzpOHbVG8fmra+AgFQsc5Ro4cMVixaNFnS/0rs77/7Z/Qjl9PV2meYes+y/Uv2VGd4FuI8KvntDj+hsUSUxOrlihAGLFcDKpUOQkGCUKtQLuRsMBiOtOoD4s/6z2QW5X+6DEXh8rVgwNwT6G1FoeK8Dg/34fhPn0ZdQ38VzeVPsAH1f7ID/U6yMWE0TYhxD0emEfMRBe1gemEXpTl8Z1z5NF4n7CjekM7qE4onGioFGVNu4ihn9ChQdv9OC9HjOF6PJ/An8JiIOfGsYg/Fcw3R8/fZz8GuH8Mrq27RGPx2xWgEjgWijqPvkzDD/eg38Kw9sVEyBU6LgGjXwYnXt1X6TeC2FvVfsmZdgJhh0p+1IKGOjBwv13LpnV/QLCvk+FJV4HO9E4yNPff8TlommFDC8exx8Jr43l1t5YnloYS7mMym+NLB/LL3t9P4X7hrAkofYs/UmwRLj9Sd0XydHeGL5LbfzdbnUMq8opWgGTi/rtXEtmUa0wy9shrcm2q4jd6AngO1WHWoqdInIuhwVtSocFbkoqjXiSi6+iv49YrdU0Cey4ig3cj906Nv8XfRKG0weoe3W7HbLepq4DeA/xvLoOzz4Sj7tcCllYvA4q/MU9+KcwPMaXCl1dwNd4Z5vhBupVON7tat+6fyF2Y9rsfPSRYNBmW6A2YgH+ZA/+qQX4FzT49GL45efNd8Eb7e9218OiW7oepxtLzgcIe+oNIotgC4gtgizCFmev4r9WVv0L+WMWnRKZWrce5v9SPypf1f1E5auoH/07wGZ17BsQHwVbFo0d8T4Ei3gfpruhLuxqxOvA+j8JVhvDv3fHwL6pi51uqLCKgsawYnm//97tl30TPNuFbbVQv0N/EiyRgrCb6QKkJzOChTw5a9hMhBQnSYyPV6sKOalYbdVJxcRUJwmNcrXvIP+FpuF3jKvPEWVDVv2OdJplFZBaMp4/GPZJ4kO6nGGCk636fSpfKpGPqfvhXx4ZG5MkhVy7mI/NEd/UfQLDGzao8OUu/K8eaTQ4TiFHF8M/A/sPG1ai/neo/CYC4fH+UXvftDCWedj3X2NYwxoV1t+FVXte2e05BOWTj9M2wzBxN/FTEAPTYDe4CXwePA6eBS+DN0madJESOUJuIfeS15DXkUfIO8l7yI+SnyS/QH6V/Db5JPk9KHB6u4kMKOKD8iIFE2nJLgFA/dOLg8yQbokkRxtgQQZqgt6Km5a8lYXrM7CWj3QnLwSGumlENf1gmzL6jcLdkHkc9u/xVhKRqGqng10Po9uOel9ooBNOZGE1ZACWsFFPyAFKS7Vumk4f+vpEX8UZwXFL6C2KpcNqL5pJt80NcJEGqENg2Tdh6BpuYRdoSGGgOahUG/jCWzzeMIXNbksngZx9y9ADXN3EdzVTRDOkQxVL+0TTDepLP+tOEVlxkPKJQgGr2O3RnYpnyUyQBQUtEERCGHTfwq7Rewrbq8r1SiShOYvlBEBrpbnkFr+O49c4JwCoDmK1jAXometq1WGgTmUYYAs3/OPsag+JnpWhD8U/dUuUIJ0ivuw9oBPaN6N1XngV773SQwg9nB9EKAsog+bzBlivQq/i8JWnjF+5vPDbAf6te7eZstAmhiYpnd/Esg6LW2+B6qrVk2VZp19yVuqWcr40TpLe6ID8G5IiH94/6GgaaXeiHqkMeKz1dF2w2JT6DQOJD9zV8VR5Xi6OFAv9VCJlsT9Oedi40UzrKDO43tl5IZrU6a1Wa8Ba4/UWPfwWb8ZgZIPgYDwblSsBIWNy6F2x9vekEYEfStwUHBkqM96U1y6ygqQ77I3TAtiaDJt4qCC7IsE6HWTosMuRjJlZvamd1RtNlDWYCPsthXWJWMAiZ7LhsN/rq4WohM7OGNJRSbJ6dFRC77Iam4JRD/wGOainKdA5cmUgwS6M3MAah5wLeHDo2pXQqOTYMmhe6RlvWEV7JesKxMZOxVGzySP356wrPdIKvvcJucYZcLtFzuVnjIyn/eokeZ7TxFImxsh6uJiO0Zl5m4fTG0hD568yNpK0O3UMazV4XJ2L0VvSwJhxg8VqJMkt61inXmcxAa/BHmNNUbvJYyaNvtijlJ7WAbmYNf7u4sXvyLY39qjZqL5+DmWFeRrh9F3e1P9v7kvApKqu/O/ba69X+77v1d21dlV1VW/V1dArvbG00A00KJsISAAVNRFwiRriEtAgiBsyopH4iahg3L+ZaJgArjGZDKBDEiYaQUkm8S/Q1f9776vqBcGYyTczAZp+dd59r96995xzzzn3d85zqM/+QiJRq3i51UXLCAP0/xlSTFOsUsNJyCFnyG63STk1I2ckWrHLpTNZThMSpUrESFi5jBaxFEkMn08wOZrsxPt6b69YRDmHLy0f3FI6oAP2JtvwUmXYzKjkCtOqpFGklCl0EpIzB2QijVSukwxPGz0k1jUrrCbq39H/9P0ShpIolazYrAq4Ksxy8i2SJZ2NDpFRrG7yMS+ZFV4vZ0rGRCpRr1aqcqr4qfvVXp0l4tJUhxVKKSNmnCGRXbU4dXtIpwxXVdh5zlX1H60Gv6JXopDJOOek/XKzwq0OqRRmaRXhRLdvcIj1UrUzoaGLI+fuslhMLHxUky3UqNNL3MFKjb9Oo1BSsQ7Lb7uLh0VyudNpdokcVoMtlHa6JZrqet4ssyQohdRk0nNWgpFpFDGlwlAtEul1Ea3Op5BLXFWGoYyCl8kX8gbOWWm7rN7ipMhrHUpX5TqTU68cfj/TMv6BPcZXx3ecfqr4aOskf8hqtvAxqVtPRysT7uidRD8ikmKV0sT7jGP04aU8rxRRtFNCsbxSqXAqDCb4Sx9RKOxmkYxRWaifJ7tEOpso+sNrREaLWbp+V9EoUIyxxv46TCvMbashcrUSJUUUJBr43BJigzqs7GR4lYIiVFo1dW7VxM+9aoeyU2Jj8AdyMyOVsLxCS9IcUbBr9GJ3kDMwbrWIF1EqUlRBSoo+r0wmgswnlslkeyQur1chsWmlmoxGrJN3nfd52Jdz54hXNDalU2phKHlxmdqudEqs8LBn9CiVc+V2Knla5dJQGvKMVk9SnLT4ikQnJUlOapUYpPCXy0pWFlfA/zC+yT68G/kmIA7qQQe4LC9ONNRMmhQKWbj91Na8jAYejwaAKQaj0QIJ+zS1TW0pP7Dvp97cdyVP8EaDIfYT6l14pytAI45Oz8EVEdEO7UkcaoziVMiTOPNM2LMVNkqQii/t3QoL5OjmjgBIKi/w6Vq4XAmNkA3BVQsbLWgJSdPP3eqrutRl0y9cdvsDd+x4zB+5s2Zuy9VL1m26+eWVlUsbApbCwMLeHcVps5vT6d7adEddt8XsdZnjJjfhk0lZfzBzf0OsoVCZ+OHdD675/vHww6/Mnr004LnMKaF5W3qts7em8ewX8Z5YZf1Q22R9xqu1SsWykj3/8DifimNMYNaZ8MXpyF7lRNiWnCTYkpQN2pKGvIIAXa0KY57oyEtl1R0omDLm617Q/sTXVPrRNSF0Tej8a+h+fE3L+dfkc7w5T9Sja+rHXwNCxTWciHlj9Nnmk2/DE0LsoLuVTULXsHtCrKG4hvwT86PR55oPjoy290P3Gr1k5rz2dD++P3omVjZ/bbl1U5NIBFs3jbYe57PfB9sPC34AOD3874LdnUwinz090Q9vZzxlPxy2bR9ZJNi6BgPyw43/rbalZ/i0/AzQv5hMqYRnqKlBz5A6LxbAPFq+Lxxzlv6ZcF8jjgUY/ltthWegHxp9hiGigfqX0sjV1cGHIInshHFG92Znjd57CADmBtSeIoHZDG9OkZa/oz0IF1tID7VL7Ze/L7yjQSVUHq9UoXdEI24SgStHPuSiXA7YoUaZA5aA1eA68EeCAuvz0tjVkbUhr9F44sTB/ZAbbbt3n9u79+DceQsvmzx5cLCvP9PZ0JDLHDx3z7Ztd/1qP3U8L7/le7fQ9C233LVi5RWXv/QCdRzcBVBh1aMY+YPzr9HBoehhFLvmjx5GUffSaVzJA7U6ljiaOIahZ1DZBATgPbbB/SXsGAaUERp4GtrTSDHBE7Vo+6b8mrSyjko3QkVUVlEYpIA32FPQoM7Aq6FRiujEuENh++d/GfTGvqnT1tcZGYaRiURGlcyhiJvIrErPMcySVG3PCx4qPcN88/rBc3+UmEJ2tV2jU9t90J+V62i1usLMKsU6miPlNq9eDQ+MZvOsA0Gm0l/83GwawEdMr7d+7uCC4oH/W3Dd0EB76w3GdX2OmXV1q3O52/syelebe0ZFcc+iH3dml9PpbCIdZ61sOtuxp1hpT4eMUplLaQtWGapsIpFTqnEmpUm3wczYK3whVlXxh6jB4O6OWWktf+bxiEHv7UugY/aa8PKzT/4fA/lkI7tGlklWQrmqAgNgOVgP7gRPgufBa+AX4EPwKfgTMTe/aMXJ01dd953Tp5cuWTJncO68yMz+/llT+np7u7qmTOnMZbOFffueeHznSy/dv/3eR3fubG1pqSrc+vEG60cfOasKHdHOSMTy59179hx+4/VfvPfeEbmGPvKB0/LB3DlzQHVdNgd2P7V3z89ff92ABDP6a+vG3/7hFve6z75zeu3qJUuX9vf1zuqaMnOme98Lr7y084kntm/f+dhjj2y5d/PmLS2trW50jcRptx470lnF81b48TkQEYtphK6AMstDSyEB//DHEshmOFxCtWBx5svijnbREO5CkGf+GNqgOgKbH0EN+MOQJuy2HT0Mb3P0oErYwyoX0z2aOHoYvRTxkJC1jeA08Ap8+wTepsO6QijYCL8dIYTw9uJReG9stOAoAsVB6YU+KopnCH6swYW82hLuTPhHuHSCL1xC86GmqL5LQKO3EUlK8P1ZTmtAoQqftqSTSkA6jV59QU0k7NYL38lMcLW1rLDfjB1tqAyQmmOwgvCVNBF0iZFrjWt8YrChpjpQggcR1YFS2Ul0jLUVGzpHLv9gucpsdurNXi0tsxmSNdr0YE9NdWejjIwee7aiednjcxcGr+4L5LSaXIDcXHxy05bVMy6vunVueOuVk1omX/OY01tdc+fRa/OV1RGSfFgb8S4nehbVGVUqlU0uX5d0uheO10RnvJFI87JgsDbt85FzLbaEyx3LTbfoaG+9X8f72lgdw555Eaqf4q1I/7AvY00k6TrzMKk2O3mEP4V+JCuSchT7fkXME7Bs4/XkTwM+m9zAS5bVMs9ihUX4WrKmoF3HBOtb64PSmqr1U9u23bz6d4q/dDrWzKxIy+VaUfFzw/wHH03o+/MNi4L+pZv7fJPb44TiBx9KyV3h6nsWGCleXtv83QWK4Xs1970NtU/hn29d/r1Cp6TxjeK+54uHaN04rTN8oCEeX9Wdq4tUmDvjKdOMpcHJnMgjy25nB2/lnBV/RlpmK9YyP4wa9J6euFXkLGrVtYWCmdVoFXZeG4crmd1R/I4+UztQR+6weNxyrVFWRzLh5Wh/WgxA8SoZ0guBkl64GTyCNcPLRE3+hhX7XoQa4cUXoUaYd/ONG25CaiE4QS3s2PHQg9t27frBpo1bt22DotrSUpMphDo6g0GXVq3Zs3u310t4PC4CqoHgjp1P7Nr20EObNm3bvmXL9tvvuGPj7a3rXvjOixM0QEtr500bbr7R4/V2IqmXBjM1Nbmndu/Zu1eOPosNiVwuqNFqg0CQN+gqoOJRgowjRZA8diib5THE6jyRR6s8RqBOVAwI8xFF8LGEMXoIXoRrZ0MNkEiWN93PE/XxYo5OZbOqibKOMyMUNO1xVxL+AJGREa5EJYlTIgKakoRjxPE4IRfwSX+nmHMBLLQXFe7AmER/xcqQvmVNFPyT9rz9hzPF4Q27iu8UT59aVOwOEj0UQey6h6glYoRpVaw9aV61xJZUnPtp8Um5zqrsvik7JrmeOXWR5MVlVy+Xr82ZXRNkl4gue3fJuUsvLLTKkqCyQ2XbodgoiGLF9bl53fWG0ORshV3pyHRFiNXZN3/pyLSH1VWxqPap7xNU1eK64scGYyIa5vumliRS25IOTw6Nl8n0pgvK5IalSCbfLT55X/HFiTLJ/OuKg9dcSBo/HhXBL98cW/65B5GksSAxcqXyM5oEGVAAXeASMAiGwIP5urmzZw/MnDm/3g+9AhD2OZ0+h8MGfL754ulSDT29u6252do9Z2ho1iDR1tHSTNQ35mqI/uk241RbJZSH58NBhzPjt8HDvVIxjfCphxPDCOd5JHGSP3JIDUUBr2+l/yCfEgiTfQixLlzQcLEXgfuNPFrg1NlDAjOPW7NwuXwh+F1eswICVvQCi9cYX/nGs9joggFZVAlZXvnZf+1dfWK1vXXanFTxsfv+c5orFQlq7ZMjwjLB7lfN6e00KxQEecNXFozhX5a54S/XlI+IobLeZoYXvrxsOfwhfM111Uvmz/I6C3cP+ds7u8KNl4eRwh5acap/VuyWSyYq7n8dmzPJ2CExgjXncPGly15dB38w9m/SiF1pJT+Fs7g+77/kkqlaFaPNZOrT6Xgo2OQL1se1wXg8qKVmSeXpTMYSDIW69lPvPmNxR9CvBgbAX89ecolKJkE4MYWipQFjGE8i4MzJBD+cOHJyFOicVJfr/SeTuJYrmit4bBTQNYzgFOAIflpIzqKTCTtdShHO2Muv0EaHOhVO5kI+BD1aLFqm09U21Bn4RL4z/AU7Iv59vFYrV1jik6bNTXiyiUg05UynRVwD7wylfBaXwujSDJjsKnZRfrbfHqmoNGdmNKdiUXOwoUKf7ZvleJdSG6wKldeu+aPDCY16W/LKK+a3V1Tkp+QrkhlHzl3XcPmUCpfZUhWuMC8P1Ofbk8XdHmgrKJiq5u7mKntlSh9ugH6E4MtnR55nEtQnaj+TQvEQxRfE9jMfYt/z+fFxEsUXIz/7OrqwZ8v8BtJ/iujQH5cyItx+CR1jdkL6GwIdzKIPfB0d4STY9Wo/XSzd50+M+m+ng+jIOpZnv4T9WowxIUPUa6wdnh+kzpXiQ+vIley31X7Fn9Ceu2wQXa28CqqSnaPn7+Nc8Px/jZ1HHjjbgsctMDyfPsE0qf3qVnz/QeKW4ePo+8kd9KLR+78G+3cKnmfR9WP3ZRsg/bPxdOAZeZ7azsbULPNnAUOJ8RwJ4AJr8wGaBnq92aw1GC20xurkNZxUInGRFEs7RRznBPCvx2F1oECfjboiz/NSiUbEqbUWF2k0UKwWsj80sAV0OlJeiUZUtF4tFEmLHoIigBb3oyhF0ZAtAeNQNYtkwJNKRqGOGV0pDUmdB/2gd164qMkfyd/7qSU/Dy1E6phXNbtHXkilhn9NPJWmFnR0dGwLX7VP0P43LVbMhQS46n1O8ER0NBaG+qhm1X48Bq5iN3mc+RjOmaw02nlGIbSjprL9cMy+EOiElrn+4nSgKnbTD1LXQzrmCcZCBs7NGY3trBDiKYgOzMXei9NL9/l1+T6yQZIlR0rt48zxcns4h0sZ7uJ0YBppprLU03BuvxzDWlAfCVgL3E5HuDHPnqWuoG+D7c5iTKwb3EMdYD4BNJgJHs5nYpWgtr9a7vU6nRY9EaSgyndY5dALZWfKVSqlVMTJ5XnQ2VlNgUKhqz9YS9D+FAVehFxRDWKQL1RdXXq1yiq3OKTumX4PJ3JjxoBscRSuZwlszKEi4QnIBVATolpNaO0SLL0kfulLMgrbwj+qbBYnz6AEkSwuok8EWC4NWSYDWSadwrupKKMSF+sIQPaBTIN+WA4uYzZCCC7j6pp427S8fVsywEp5QgjqniFfiTVessrQI7p/B9VQE7abv6ugFNI2gli6Svy97bbqvFwqEq1d3vtIvNVgyLmzUy2VebPM0NymcyhFYnfw6oqBeI8nPqRXECc6WutlxO6OdEey0Ra/foMir1OHJrUrMkGrysFD8uVDawwhjUO+cCDHy4igqUKjqa9oW+CIN6RDVUZXe3hB3byVwaHs7Ejh7nACzZEZvEZPZ50gCVqhpAYtlvaafLo6rtEoVbxcqo1zHOEUixgyns8HAj6fJZcrpNNOExJVC5wSmTapKhSkIjnPkKpRMcX12eE8oChZaZmKoklIJtFrJvAEHMR2NrYw4NinknAI4cAHqqHhUBJRYdtchTfFSY51eQKpTFr4m6ojApyWIwNaYczxgMPRJv+tmWSozbfyaypVM3rJ1StJlhFPam+flg7PemBb8Te2NXe1eA613pRrJGaEV+33O3ou8aX97bcv6P899U6HxqvtmN38zuajHZ0dqWvbHit+ftfKBcX/N3+IzCdMqsXR/nmLt0i00n0JOHfzp2Yb0z33tw0UeoV3QrlGPiHfo89CPf4Ekgn6QWIVptePfEKtwfQflegfjdKPYPqTAp0UdIh+5HPqJUx/fTx95Mf0FjCNqVez9H3oc7FIbyEo+DlA3zfSh1veB54GQp7UkyNnidMkytMy5yVikQjQCpFYTQKUWUJggw5lP+ghByMO5YTEjEzakDboiZP0t5bQdNJd4wrkzdNpOpppL/gqiROrTIZMutVfk3FmLd+6Z1lrO0FUBCH/PDzyJfEx9TP4XX7gz/N6h0MBv5EGCo9FLRLD7zyYwJs1h4SEHGw3XvCbKT10efzjnuQ4t2Yhx8V8KZc3b+vjuMpcy2R31M2pHWFHRcjKcdZwOGMOEb9dYdPUJjrddRlv1nDV3Subuxgm6iVi2gqHimFswXC1PcAwAZtQl8UEPPS11BvADkKgKa+WiKVSBa30OYDdXmHw+OxBaHLtA1KxWKmgoR12BWhMYOQytLpQCIgQwj7YbRTq4xPYBA6kvRkhh0TI7aJ0AcGmRdFW2u1rva3P1Tp1Xq64iXyLyMytlPo0thZszGrsGslLFVFonHZNF+kJv7iqIrtoVpfD1PruBlfwMsEoDc2Y0eseMtY3DQQ8E/thA0FQn+dlUrmcZ6FVBUDY5PYGcC/kUqmKZ8/rhdCJiX2gLtQH/YQuXLsk1NXZGbxIJ7pfxOZ1N+4BozQ6dV/tw47vTTbWFwaCHqEeP3p+5hpofzSU1iYDvX0CvXEifWQd6u+49u2luv5leuMYHa44puKvRue5CsTBtLwlEqsMh8fNdzJWEY6Dvz7pOCVuwswnyjuN32T2KZUHvWBL9TdwwZNriSVrvwErFLPFxcRW9DM2puxlo2M0REaZ2ybQG8fokIcCxb/QJ6jnQQX0Onv2VHr2U1ufSTjgANy7z2qVZpU8r32R2gakIED97LloNa9UVqPF2AlY6vgeoxNEj53EERUe5a7g3VhU3CZ55OThcuasC5eFyAgpTcKmagY7HhxbTmyDbBYRtmyTOSJDn9Abpj5XfG7jLzdNiSQ31g0G/Des+83hBx8kmO1XXt/Rc9myxtxzlpqAyTZdqecIyRuNjYU7IwM3zbjnmptfD980e87065sn9fYukus0FLlyweZND9x/x/vfbkw6TAWhhr4bvE2eYHmgRLoRQ0VFQCnicLYH1FIodosS1SkJXPXTZqKBzJAnfO1T5665Y2bXwB2rh2bNTDB72brrXyueKt77cfenxEpC+/q3Gzih3t1VpItWAAplE1MUQQKcERoVXOp4TEx4CNJVXLSa2EYrzi2mtqIcQTpA1LEZoEfPI1cogEitkNO6sq4+KGQClodKsEbSwhj6Iy53qqki3KFOe/1xS8QTGWT+pdLjra8buGGOIW6ORFy1EYNTqkG8EQFPsN9lfsP7VS/g1eIUg/PURrpYJ/1P7KtQYiTPoFQn6NvH4lTKpeP2MjP/iXU+JNtc8rNWMQn6fbgufSbYmMTnw89jm/FqaHt2QJtxf8kf+KLkJ1yQDi4vXkoeoD+A9/kL5sX54JmRUwjzWVwjWk+LIP2cQGfWlvII1rCViC77N4FOnro4HfI03gdn3gXTwBBI5cWdHR0yua0uga3IJMhTVzw7c2jWXPtPkOqkvgUah1EoXjAace5SLE6UAIU42MaVNvLSQgCukdAhttaxWsTMJRtPMFKETT/I9SHCXd77G+V6ANc2hA/UUfp0n7WiYEi7XWGPPyapUWgK1vaofyB9/PvXdy8jdNZZzsHaBbH25rtv65ztnxLUZdwrrikWiz//1dAMqyLuqfPLpa1tb1Kv9g/2O+wzBma6yBRF0rzUkrIEA1CZRaT5tgXhbEQT1Kn82hmnqgL2sEokoQxGZ4u5r2aeq7r4eZO5pdJQqNo1bVZHYePQJVVLG8OdwUBwntdDHDOYTFyLzOm0SxagnDCMEWCehzo0C4LPJrLJGsd+6o1nJFL7y3D4qiCbj4IzGrNZPJpwCKFzhccjSowNoDCEcAyE9FU8MPAvWR4a8vi5X5G3a30aZdD8LWdVSpSAY5NtNk+ukITTeacmF4x326a3zi8snzS1sanRbGpoarJAD4w3hFUKt3amt6pakmtHXQ+65A4VzetMslOcWs5bZR5ePHlu9/oNxAe8Ws11SYxGnXgBXkcFPAPklwLoBpHnFEpHQzWJeCUFCpBXWrvbupyIVxxf4RUoJark38kqrlG+aPnRxfjiPzZ+HV+Qb43yARqKv4MTyFMTZh7JUnZkHbTtPgJWEAC2JjEwwHFxQLF5Fy4JCmoZYAB0t4aPnSzVXfE0UKlyJSBBX9mIUnKXVp8kPuZtIWOnTM+LdRlFoidrn9w5ry9Ts9Y2Q2lSS7oLRINr8bU31jWuu2qRn6JcjTNr7v3+luUrtqbIR+R6q9IbFd43MbKMuhphCkq5MoPETvo6HmG5ewCyE1qKS2knnYd64bc4IrKWIMCjWF9soo7RmyD9dyW9cwrYMX0heZyWQPoJrKfmTzktYFZGeqFflBDw38iuIFaNvIP1WhuUhxI2Bem1lQdK+u4CdJQXyqwh9nA3AjmUH1+eF0nJqkzG5apKaAJms16DA3tlaAHaQcBAAg8O9QtI4m8OEiDcbj1JuiUGhVZz1zfZe2e/TDSrbFy+VhXQBzve+etb2HgdWMckmE2leBsa/4/xevA4ebJ4phQfqkTnhVwQIe7EPA5+XzwzGj/6mvMgW1wz/v7CfdF8Ea+X9f646wPClWjeGPBNzoMs4YPr2LvleKH6avIZ8neAwrEYE/NdIIO2UCPK2W6sz9bWWixxeSjEicgxDBqeMDxdybKqKxeE0VEoIj6hnABWcwJy21UqwILnTEdxAS6QMWQo07lHyLMSO5/u7bRYTxafi0W1AZOJFYlNCotUTnMqsV6hqrYTGlZKM7w0wKm0jOSGeEugv7rZh2S+OWZpPNU/e/AF4kqaUwRDcW3IaK3SqjQOqdpkMsB70IzGxIkNisXGCo23jcjO9kyJzfN3lGNYqN9qVr14VL7Ws5GSfHHqteSztKYcS2L4ciwJ0reQf8bzeSMc7zOj8zmHC6Cz4HPqw9J8f+15ECVolqcXqFlm8VhckzGW4prnxR3ph0vxzLG4Y8mGhc/fOoppW8keLF2PYlNG5nSJfh9bV7oe0a9k5sPrG0ZuoKdTP4Lfv370+gRzXM3Kzpz3Gce0im9Bo8lPnIT2VBpY8tLqRCIdi6lUASe09I7itFxk68XiISIsoIC+ATfYiVF2IPzFq2w+sVgr9ZsvwATTSkwg4rUMwzxW5gKSpuWhcGxs4rWGCRO/yFCh0aQ9YzNPFqH1Rcj/B/shLz73Nf0Yz8wMc8M37Qdi4In9GInBWTlIWoAFrkzafQ6bzWCQKEnYh4O4D7F4RivUIcDmGNrtFOAS6IF16FkPfvq0WsXKFfbK61w5S0soyOgM66OLIj/5yR3ODrfMZpDNzPWIpeZkV3yOo6/6+EBqAO3XFcAT4gx7ENwFNoNXwdvgGPgULMo7bzpy3fsbN/9g4yfHX96198f7H966dWry0IFsdtnUqRtdBw5ch0wLAJpR+r8eDKHtHpms5HFGEdgMO1SHhCxvNd44Th5NHINe6EH+GK7Al0UqB2G8dP9DiC/hJc94K7lcSqjkfFA4YeKbL0cTYWOE8MYa3DY9cY0TZ4bP1l46vdVB6ywuPrl0Xq/RnGufW1fXl3JKSKnbOwr20jm+AvZSD9ZlBhMBhBUbA3tJK62qRAZFcMfAXoxIyom0IsO0K2/rIlZSpMjkXFbfU5Np6+m7fM6cL9d+cu25j0ZXTYf3oqvm8JK66QgpFk2UkGLs05aQUWnVy302Q/Ts0rFFmPChF1YQF4d1GeSamqaWCbAuW9NFYV3ZKSal06wmOefS95ZPgHXFFkRnrGqxV9ZrsuHGplR139U7ntm37yC16qPrjhd/+NfX9WElBoRJxQIgjGiIeZVGl9rgsJDXYBOhKYdNBOgljuf7neAZ0JvX3fT0dY8jnk8+8kCJ0R944G9l9H8Q7v4alv1HYdIzbV/Hfv8QLHf22YuxkxCfXkBtI+Yxq4EOyPbqgFSCUQmxuKb07qKUUBs0sCA1e1Ig0Dw77Y7Z5HJbzM2sJvz5/lhsRpP/ehKOslYbcOpQCeL/D7TqH7oAeJxjYGRgYGDnOVvVYJwTz2/zlWk+BwMIPFE+Lgejf3f+TRRg4CgCckGSQB0AYJgMEAAAAHicY2BkYOAo+pvIwCDA8LvzF7cAAwNQBBkI1QAAdYMFEgAAAHic3Vx5fFXF9T/vbu9lMQkhIWxhC9kIkBiJEHZZQkggIYAoGkXZRFMUDOCCoCAo/gS1WBEQqBUVDG0BFReKgsVCrVILLdSlioqyi0vdJe/+vufcuY+bl7yAP/v74/fL5/PlzJ07M3fmzJmzzMxDO0mDCH9aDUCCywyiEuBuIB+4wKimQZynL6FS0GSD7E+1DbTX3E0JeK5sgFagbJmHtjLfp1GgaeYYykZe+dmoVUij0NbwBmgO+lPkUj2VsrVC+4Ci7yp6yqHUyXqIso0q6oS6zbQaezfqdZXxVFMxvpWBMjlequ+gTkI74Xk3pfI36tH9tNzKpM5Il6K9EcybcIqyGcyvcIo616FvFYqW4Vsl4H0GUyOH0tVzOsrnoUy/c6UBokSkmwCJ+H4TtNMe30t2KcbnR7kcK5rILKEOSK9UNBp1pnnmKs1aJGUG4F25kUmj0UaleQzjKqQhxiHhIc9lgnURFWkzKId57fIV30nRT1Fr/110tbnbHqfmaoTw5XoqCVRThdUJ/LmPCO8yjUOYn2oaiTaGmr0o1mgpssj8cGmJdSXGuIf6WVPAx+6UZ42ilt4xGuvQxjoaom+gHvqj1ErkNgpylEQF3IbxJyry7aRfa8vpUa03JSFvY0wqtYoaTa3At/IozDdoBvqSE4U5DkynVH+qzLfIs5Kpo565Pac5Qd96hK+NANnHkL5MyXMrj1wL/8LliMeGcbVi2fX22a3n3wk57UTdPDIa/p0KPA+qt0adddbbXW96qn0SY1ykxno8gjwXeeS5zlhduXblGXM9TQvK+GSdmgeFlpvXQoZ0zLUrn3X7Ux5pPXn6IfINOWvP7WqHsHZ5XT+Eug+J/CawLKPMHWiT9U0J+lUicjKALtS3UjbyeG3nmdsoyv1uSD+skLVZ5hmnfA/oYKygSkDWDt51BYpljQBI58l8G0hX0UVArvEy5errmR/2FONa1GX8QXRrU6MjUE29eAwyDqwbbTZ11oZTJ/D/fSDIOsl4F2u2hgoUhhnV9kKpkyc6rcRqCp68Db7upqH4flsPSgUFWJ8F1Bb97sTgOdKq7IXcJ+1Ne6V2H6dlTWTIPH5O09B2Z8PRJ8nS10HUVPjXipJZFoGr8Mw8LRP6I5XJ/IxEH9bTUBnjKoypxp6J/n5qxMkYy9w61iHM1Q9U7p+Ofufiu6VY509RhvU6dM73GPOrQAtK0t+GfF5MbRnaSmrD8N1of6RFIR1F0Vp74DVqo88EnQj0p136d7QLY1nuwUmBjjqAcT90hYPxDK3G1x7vP+bxq3SSk0ZeIT0mcNuooRUeoJx9Uo+jLtokivZVoW8v4Rsl6Ae+oyfQsnCgzniFZK4P3o4CnauwV2GB+n4soANxrK+Ap7zQu+IbANI9iWpfIAreBLxEdHov6B+R9xnoPiL7BtDtADSrfT7oDqec/Vdgsnrep8peBAx0wH92LpAHDHIQvFvl/+pMnuRz++847378wXnmb9m3AqOB3s73uH7wD873Beq7knb7vD3suRnwgfNNri/f2wqaBtylyoxzvh180el7sCvoRKd87UFnnFLvxTOwdSevti3obOBhxYM09QwEn3byfXCL7AF4XgAKftuvh+F5RUdpYzAniZAFyINW6sis1hRY5aT1z0R22/ieBoXcsLwY72GNHsB6W4p104XSXHnEmmpnPA6dUEMvKX3Da6iro6u4jL2A9R3LhzXRnukvwnrrYs+0oMetE6BT7FnabHuC6ETWeSnQfQadzzqP9S/rZmC4a79ZH/qX4B1siVlF1cpuZ8MudmPbzLqU9aH1mOjHOKsPtWWbzPVFT95El7DuM+6lRNZl8B2iOc/oTpP1l0nHc4noxjKsc5TBWEdJuenUkX0G4x6q0h/Emvol9RHbN57ijWKapF9FhcZl0C2bSJM2gzRCf5rizXnUnnUfxvi55HMdUM4Te9qdJhqvUx/um38CfBruI+riPRlrqY3HpszEN1phnF2NcdBVO6F7NuG9jjZvoGjrG8qH7u1u7kH5TSh/AnZkCTU1Cf7cZtiIGdArb1Eb8w3ovnbASMwz5pq/gfZZL5cp33OEfiWeAeX3ZLKtEp5XI6+YUvB8N+cJdeYp25pMF8ncTWX9L3Y2m8FyELAoNmBQppTZA38XMgNbm8jzJvMOHy809/PAA7TnPwZ7UChz3k7Ko575DcVyP5RMnJn33Y5NlzYPij2Mk7YP4ruv0RiG1ZZK/O/C1vK3ptLVURplwfc7xXadxy924THYylgi8fH3UKzeHfyGjVAYYsyBfDEP+Jkc+8H8EZk/Reni791DI0Fz5d2d1M16hYYwjBrqaPWjMqMXZHkmtbZSwafRlCZ+Ddv2Yc738W6o2L9CsbHvyZz0oVjrKrQBX1764Xy/CdNoH3ysf1MTqzX6s4fSA/EYdzl4tZtiUCYKY8+2YIeZnzym6A/B21rY2UKKwvgIbcewjIZ8mLuoi/FP6uXSqDY0wl+J/Ifhy2yk9lEf01BrFg11v+v65NqzBK89+CSwTenUB6C3noWuzwGGiZ5Af8Wf7wXbiXkT3zpb5GQo5j4N4+9g7sKcrqZit78sAzwPPP88dg9NAx1s/QbzHgPesh+C9v3jJEYqCpzAuHfgewewTgfDj3JjB/a1Tknswj5TUw+N43mzPgcfD1JHlh2ePw8VH9Efg3V5J5FLWcbdvpqH0bft6BvklGXF7ZNL3bbctSTxXATfOxRrIqZhny2cH0I3iO/aTn3DpQ37pJB5ljteIyKn9akzTqxBlkNeKyyvoXlR/AlRFXtZe2mA1R/0KqqStf9H6MeNNMx/G8bfG+sVvr81Vvo1in0ucyv4+wXWCuI0jKOHy6vA8+DfaZS/BmvmKsoMJNunzL+jD9x/+GVu7Cg68yjm9xK0vxb1VqP97dJ+tuKxir3tV41V9j0xsKKBh6BTeHzTMT53buDTsf+Mvo23bqWe5nY8b6EHzeZII9+/EO/Kabx5L/WEzu/pfw/5h6GX/wwbUGv/3XyT5ltZ6NMrNMd6DXV/QzdbzckCvcvci+cHaYm1B9/9Cz1p/RbPyJPyk+hm8yY83wUf/iW0Oxj1ptnvoO5Efy9a7FtBsb4glfhG23vpW3ufb739hO8de58xEzJ+P/xrwLiGBhuPwDd8DPyG58Rp/SjoDVSAcRYYT9H1nI+4t8hahvxJNNWAFwKkGH1pjNS7nmbguUCbYK8BHaqPJR/oMG0qdMEytBFH043XUA5lYAcLrNtB74DemQs5ak/D5Pk31BFreYRFkNcCfA9tQaY3al9Rgv9WGsywmrFeEH+NfbSpwO+AIgDRs10NffFPoBKO0YQz+TQCed8D5Xjuq8pyG7cB1zrP/N6+Wb3rq95f65Th+rXvIT2TzulP+vR7Jy1+1F+1ozQWtBf8llMY2Uakq9iHcctqd9NoLg373Vn/LWVqnyFWfB66pgX10SZQD+2/qAfi+4FGb6RvQ8z/FLAUtmK2fdBIgb4fhPxHgLtR7++wO/F49wXKrIevsQB12yD9Hg3Un8MamY/ndGpm7AI9CHyHejG0WP89LfbPgQ1YjjhmHejNwGRnr8z4lFYzrEegk/bTQvMQLdSW21u1JbTBdwx+wEX2VtifBIzlPACzF2TfFz5i8DXgc6Az8k+jqSqgminqPhogkbcNeh/4hu/QQDOLHtZ30FzfUbJ82+hKfZVDOR90kZlPhdrLdCFToLexBnpfAfnXMvRZFM3w51N/RuAOB0Ye+pgn/ezGsOKg0wFu24Vvmb3VSoC9PQxbMhq6axV8049gq0ZTX7R9KffHLYuuF4WhOOxZ+g4K2LsBlr81yp9GWXsoMFfll2Btfm3M9S0CRgAG1sYa0C6gx4H9wCpgG3DKKAD/l9AO5j/SzzA/uM/sk+Ob8b5t9tegqcwz7nOo3w7fIsLLz3Bg/OUuj1V6suc5F+jg8r4xuPNSb254TsD7hiDzAfB8RfWFbwrK8+PCnctw8Px5wfMYDn0Hvu2M71K9JbUMQfEtEpQcDBCZ9cgFdNkghm89ZXGbkP1sYDHwZyfWCv7g+DTBsYHT1C3wO8rH8yKA9UE/YCy/A032wePRvpU4byGe/fDJuOylCjO5rCvzkIsngJeA913eMk95PbEM8zjdddPY3Lvz7M6Vu17qzI+Hx9y2u0ZCPGV+e+bbbZvT0lekIaNvAIe968/lrctDt47qR3advuadWavuOg21U0gtpK0qyvWNoUU8HuaH9Pd3VCh9cMaU7eUB58scntEBsAW1x8H/qcomNOF5cFB7BXzRC9gfRRrxfhCuTO0jytZco59mXW+PAtqo9Q4aPOKsd7E3W4CRwJCwtM/xfZlKbN4RuERhaRhyHZtnd1P7D381Msg0HwXg9yEOGWjkwUdaA1sL6PsB+HscD+i51IJ9H/0g/BxvHJIncUiJC7RTxPuX6oykhGMOjjUk3uA4hePHcrSxxaHK/23C+2f6FZSrb0Gdyyhe4pFPyJTvcBuvk8G+k34d8naRqecghmRMA9oqvAjspja+T2Af7kN6L9AFMeZDoHcB/wBWAR3x/ggol0kG5qPMH8mUvQnGM8i7DHS52pdIVDAVrlT7F5vVfsUMtZfRVPa3HDyi9jB4f2OOlGsr+xm/Ut/pD3o56LtAEZnSXpQqz+XcMqVnylga7yPbh9n3hT8Qj5i7GdJ+5L2vL7FP6wX2UcQEMYjbvpT9SKJ0lGvD+wrWTsrQhsseagrqpGAeCozPJZ2j2hsA+z5cnVHkOHupoRiT9zAq9KfshbLfCR9ctV8pe77O/m5oX5djBpGZJdRVOyznGP1kj/4ZxaOm4EWpw0vfAwz7SW2A2r+sokTfIw5/JX0AXlGV4vcUh9/Cy5V2Dcqnassc3uuXO/uLvip7a4jv7whtrt2ieMp+A2Mx0BfAHGM9KIg/iPgxuAv4h4eOc2AnuXtenj155l1OPeo515M9/bPRczzz4/0XnqdIZ32RqDqz+MilnrOUOrTueZ99RNHDip6U/Q/IRTiNeA6o6NnOLELxuKKRzgYjnBGG0x7hZy0R6bmfISYoPSXUjQfPRuvFrRHOHkPndHzOgTXNddWZSiWfS/Kcy7wnYD4zRcdGOlf+z9BzlMdI1D1bDp0xn2X+G6XXn52Gz1foPPQsNDQfEaj/APzFa8HzW2mE/j3kvAAx5wj7LdmzbQTqjC3BugZOPWB+r6DylZ6sBwsRJMN/vC5kL7gR+OFRMAJ76iGZIedmAnufA/iJAvsgAzacGObmekhmhGx5GPw+MhmBOfgW4D/iQPaaG4EFTydweQjJcj7XCPwpaBcILFdoFkIyw+W7y0eXLxjb97J/7vZZfd9t9+fO48+dl//UuBvruxfQIR8CLyvKZ2zJDfXb2oHxwvL51wKvIA2bIPdfHCQr2fkc+FTRk8CJ0L773ZCBJ0LlpU49OSimSQJ3TnaLzkz0w3P23wQef8P17AUOoKsb4g/PyzyUXwa6CphCpeps6EPMN8l+gaLaBuf+ju9iJ0/SK/HPhtA+zL+AdIcGK9BGPsMg+zPUv0ju9NTQw6hboe2h4Whvo3kxbUQ7YwPqGxb56iF6HfXic1ejStAa6QL9O/heVeDj7ZQeIF+psZ82ot00jPUt/zpKYuAb5J9PN6p+HAAG+mfQHCsG8NFG/Qj1Mkbatfq/aTjQG/W57MNcl9PG/dCNYylWPY83HkZ/P6FUsxC0UM5LNwYuo71uGtju2+1wInAWNDROhjaZUsHfFqDNgfb8DLQD0lQ6xYVvBZ0PxGt/hmw570pUvfifVF+dJ4o/yWfLicr32+z4jOKfb6BO4o+/5PjkZnMaqs6Q+B5EmuvD+HdQRtQWueuSCFu70GiJ2I7P/eAvBD7n8yT7JPso7v0e2Jp20sZ0uRtgotzFaK8bn32YaxA/jhS908z8imaJbwgdBNmqxvcGM7huAPJhPk9D+fzM34K6G5NpiPkL+Fb7ML9J9iZ/P9ihI1SgfLkWDHOe/aUxFe3W0CCdqKV1yLmLFYim88wf0N5JxMJOP0f4r6MbrUrHd3LhX0H5UWsoSZ17todvLueUiMmSsLYtGTPeoe4LZg6Nga28TE+C7TtJd5jzYDsPUZ/ASchxPzrfzKXFxgLKQ1yVbSzF+ltNnfzdaUTUMcjdeMRxL5PO+/pyJnZAzs5uQ/2+DHOMHTR328+BL+w3dIGvAH8h+Jy5mtqBH2P9iZTlvxSxHuLQ6G8oyyIqZgRSHQo099B4z3N7RdsCOQDvkxZDN3W22lDnqLbUOfAxdeYxBg5SQswHlBD3IdKHJS8ONC7mCMWx36vkpBX7uuzLwN/oZK0FEuV+SVOMp2ngemoavRZp585JrtWJcgPjKJd9aY4D5KwCMhZ4iMZwW4pO4/gIfasw51O+m4/nVLQxEZjF95hAV4TR5Qz/ft915g56Dus8HfOzAjTN2K91MPb7THODfczcoM114Ka9NBy+Hc47pgzvu5+a/z+BdsDcQJORPm7ut23ow6UM7QD83wN8LgVdeMKXB7RzKd4/bbxCk4XupzuATig7PJDjWx6o8r3gvxh2m+gr4AajP/U0+2Nt7UD8nEz9OS5GPq/VPL4DxXeLeK7VeW4G1rnNdssTR7nxkfjp1jKsK+ceQArSGcYnkIEXoDM2UxPom75mF8z7+4idg9DBiyQ2bmtkUQnk2OT7ORJDI0bh9vCdOzwocak+U6HSg3FnYG3hvT3eImf8aMMOXWVMpHi0WQr05Ts8jv2CXBBdLTZ4IiW69TnNULal1LUxLoXOKmIYV9NIoAXsxCbXdgB8z7Ua5d5jnvNdV3x/IN+NBQYoOznBIN+tSpb5bPFThkbC703Anby2xL6hLttVPvMAmAZ4z4tlnqHs00bnDCT4OENLp4m+V2miS0NzNRfxQCzmhO9i8jnfJ3QBA36NAHMRpz9IxVGl0H1fU2VUE4cGqiEvKVQJnZNgPlCfoq83yN2sQrmX4I2dnedViE0rQndlk6xv4dcshq9bAxm4k0qip9EIa2go1k0xF8DnKUcs/hbKzLbfdc8a/UNoBHRumTkJc9cHeqE56CzqHx57GldQlqED6p6Eoimw81n6DMReq6CfAWMl5n+lyEA/hjZH4uty6PycgC52r0jfApl5CvbgA4zhbcpDX9LFXy4Q/VVqVKBvCmp8KXK/90W8U2WQX6HfyPc4nPujmi3zvJjBc6MfFx9P7QvYb+hL7INKNxZhLUaDx/l8d1bi3L741pWQ8XTQzqCPQ69WyXks+zJNhFaL/UpVtB3aaqb2OgZbHDPx/Q2sU/ME2ua7w1/CHhSSJWmim8xfyVxl8d0b/zNy56U8LN6vxNiyJH49hnIcV6q4NDASsrJI9gMq3HXs7uUA48UH5ljkRdSbj7l5AWPuifR02PRZiCUfA15Ue5ar4I90oaFGVyo2Z1AS71/qr1Eb2X/j+zaHnDN7bjOqnCzjJvtTczlV6qsh20vsbzHfJHt3fH+wA/yfNXSedovI3TBjHtbvGKAj+MyAjoBvIHu0DJZHkcmLwPt78O0szOceKtU/AE/b4fk7yjKfAA+q5E5lP+EB2pW2n6IovmPkwL5X7p1Q8LTCBp4n9CtTWwqf6wuKBrpov7Y/RnxbDh+ik7kUa4nb5HjlT5RpHUB+e97fsU/LfcUaeoTB553GJmptTQDPb8a87IV/cyNVRMVSQeBr4H0qwBouiGlNBXzWCd3wEZ9R8pmmOQEyCl/FHEx9jJcxD+vsg+ZAzNFH1MOsgLzcj/HNd844XfCZqosGz1bXQeYaOlcddOY8NXSW2sA5KrfB7Uo9LtPdPuj7wN4uZ5Wd7a2Mn5PmswhtGtLL66aNmyHb7pnmOaTVOZ17ZlceOp8J8BkOyoyxt55LOnTGM5J0Pt+Sfj5gb+VnfRX6eDvWK+D7iiZpnWkSaDPQZh7aBLSJ7yt7H+ru07rSEuQNRN5A+P9F2nbYn+2w5aOdbzIincHxXTWXT4LvqCXDmEA6wxwP/dAIjF9ApzN6Ylze9A2IMVSbMMZ5njPd/m6az4pD+IA033rYvSX2Hm0J/MW/UVf/i9D1nwEpkOcFlBYz88d7w+5PPo86Tjvr0e8K6gma7ckrVjRbUTf/eqZyrue334Ss/SDn5B9g3GuYt06/+dkrRzw/YTLW203/BPmpc75uvI93gDct52wst53rpkNthgHjKDJGq3n2pOvI+mGsWzddVy7SMP6tDDnjHMnjdGQ0NG5HTtowb/iOgvEqJegfUwekW4ZTiYULfa1J7Sew3YOO3wTdlwWU4/190JUjxQ4yrUH85sTmWcpPysc7DXntgcHAMEWLxVY7Ps9ydR87SyjRHP90Z69W3dOX+IT3XtlecGwq9lbdf1Txa4Z7b1VsmIoNxdd17JfsoUo85PgXcbIf4/inB7iP7BMaT9KDah8kQ+xj9Zn4hvd9xQ6RnCEVyR3CGtjzsLMksVOp4vc59+nV+Z9jP9Q5YCY9wb9HAb3cyKZYzx5Whdz5VOMQe+3coawHdRe43At1r/ELudtYCD+8Wp1hhkPZuhDgy+oXwHYT4gzHn67kPSBjJPnwvqfE3AD821q1/9SMfXG+T8e/LzGfhR+GZyBOwPtSq9Cnr+DnPQv+LIOdn0jdtPOJ91C6ao9TD/g+UXImS/LbsmqRLZ7/iTSa4xPQ8xB38O98OgK8Z7ExtF8J3gRIncXK/pV9kv1rw7lPL/f+UT8B389197t9Y4J3o+wxvLsCGKd+e3Eh3l/Pe1xSB/XRbi8le9khOsbxT7xwf9PkzpMLRy6c+/0KmcBOda//l8A04FIug3YxX46Msl/nxl8sG2iL5yH0e5eQH+ysk5Xe/SR33wA4D2WT3fMzWSPuWVHYb/LUmegt0qcJytYzZtstgOaR9sBcsM4/WxnjMPRWI+9ZB5+tjf9LMB/l/Y4z/AnnUXiee0eqoTJhNjYvUpv/nwBf4S/AbmDX/+p3YLd9BHsMJBD7NLW3E/24nej0DqRPg/4N9FFgC5CL52WgA0Gbw//+1vntSHCyc4ey9j7n9zdch3+rUtsFbZ0A1gL3IP8TAGVPtwO4XInCjXj/L5RfBMwC4AcFRyJ/DtK/BSqRPgV8B6wBcp02fkS5H59nPYN+RHnh+gSQkXi+P4e1/QAD/sAe+D9R7AN5fMU2kXzsn+L/qPtRZ73vFsk/OldfKZIvFDEeUHfk+H6cvz++07+e3x7ym7zpc/H5vX6WSm9mNJAvaa//FZ728vTM3Nhve31u17ePxCsvbxA75AK9gERgMzCV73lJ/7cR6R/bX6Ps15F8vkjUmAu/bi69hOd4PMc7Mhc8aVxCy8IwMBx6gtDccOgJQtPDofJbhgP5TAeEA/kDGuhHpHKR+hEpPyMcyM/4D/QjUrtp4UB+WiP9Kw0H8kt/Qj8i8bljOJDfsZF+lIUD+WXh/YDMwDeyvz+jt/i3ffL7Pr5v3l70WCGl8D3pUHy1g9eAA+/NcrW+NrvrDHXWKD32HMMb0/2cPYdGdGDdu6FqbUaK4c5Fh52L/vHGdpHivEjpOjqqAd18tjsD2mx7E/AW8KqHnnDp2e5GqDqMdxjh7119I/uSmXJelcoUc8v7BKmgXwD/Zt2jcBQ4DHzmpOlCAJEG8W8dBikKe0tD9Q8h81NoGGh//RVK1YNYc/+SGGEYnzcjXhgo+8iFdI32in0E6Xz9BWoNegHqSPyK51ah+JXPy26hXtYDiKML0X+LkoxBkPnHqYW+k+J4Lx7pMuMI4oDRlKIPQHz8JCXxO/MW1OHfLX5Jxfpp1AOVPcoH8byXUo074ff3oUQrDenzKRZINNIp1Xxc7g4Uow0tVBffM1bLb/qiGwT6JP3xAP2RPmmj7Y+BE25f6oH74QX3I6ztOuC+uOMPg/DCC/AFMPD9o8BxoNbpE6WYS+vyq0473FcX2xTvXICHLoSX4QBvvag3PgXmuxcybheYhxDAA54T+baSATmDeRKyzH3lMkecPvK4eDxSR82/foy6S12U4bnEc6z0C98xiyGbmHuTUOdP8GcKVZtKnqQe56OszCGoyJaFsbHs8bw/6HyX3zM/rX4UDSSZfA57C9qdgn7sd/pkJFHA7b9xJXyFnfJbT9JH4xv7IV8MrrNM9V+Ny+27fI/7jjbdvhv/RP5sO2iBWm8jvQ38jEX7qUAxFfsNmSv+XWicth4+z3rEx+tpEFAE9FPoBRQCA1S6LTAdGAwMAfor9AZ6AgM5bcyj3MCriKERl2n5tBZYBpQB7YBrgPM11vP5+K6DAUBrIB3gOilAzHmTqCgun2Mve2v8eKETgZXAs8CqSPahjk3gO/aed9C/U4D5Xj8vUtrzOwDZS470jTp63OvfDrdfN56w3zD62vuNx+w9/jTK97YfcW/7HPrGOjBapxuiY+x1MW8SRf1A+eDRoIj204NIe5oR9zE9+7netPf3DSH74TnX4HMJ57dlwSD/Roh/awU5bnFW8G8pMqmDlkdJvlsR2/+N+P8VGO4dW+i3FMoX9/LPd8z5DYXX7nvnhWP5xvwPvQXG1kLJjme8jewFh+w8xorZCH7Dvw2Mmk8DGHyO/N9U5z1VAAAAeJxd13uYleMXP/57ZvbsvWfPRBgJUUji00nnKE3nUkiSjgpRKIpQOp+UmmpSatRUo4NK6UAoFVOmlI4qmg4ISQhFiKLfy+/3x+97fee61rWf577Xeq/3eq/1PHM/Ify/f+3/L1sUQvKwEFLahhDJCyG1TwixEyGkrQgh3VrGKFYQQrEIq8t6sfmsKIQLhF9QnsG5YCzjd8HpEC60dlGZEC4+HMIlfi9pzWBfsj2EzEzWivVj1jLPhXBpFeb+0tXsTAglxJcQUxJeyZMhXF42hCuOh3CV9avkuiqHFYZwdQXWneFzNeyr+ZaGVRrn0ltCuIb/NXCu6R/Cdd1YLrN+Hb+yeFxvvdx/Zq0cHjdUZ+q/gd8Nct/Ar7y18vkh3AS3QnM2iC1laquYwWhUEZ+K9KhUkmUxnCrxqYRzZRwr92QwKoupQscqeFXpHMLN4qquCqEa32r2qsOrLr46LarTvzotaoivgXsNWtXYzazVpGlNOtScytRdC2YtPGqJqSVnbZzr8LlFX+viVFe+ejBu41Nfn7LU0UD+hnRrKH8jtTaB0VSNzfi10J/bXbekTasjIdyp563VdDc92ujRPfS9F+f7aNb+aAidcO6iR/eL60qHrjg8INeDuHbH/2H+j/DrKe9jfB4X9wReT+D1JK599Kgvv6fkeFpd/eR51gz2hzuA3s+rfRANB6t1qDzDaocwnO8I9Y8SPxrnF8SN0bex5u9F+ceVYtbH4TA+zmgx3nW2+rNxmUCfCa4n7AthIt+JapyoRxP1YVJxhv8kvCepdxIuObjn6MtkPCbL+xLtXtKPKWZnipwvw5uG6zT+0/lNxzlXrbl6nGtWZ9A7j+8sz8ws2s4yZ7Pkm/Xfmnpnq2M2vWfznSP/HHnm0HgOzvli8+XM5zsX7jy1zJNnnr35sObLN5/vfNwXmOsFuC/IZmp7DdZreLym1tdgL6TFQvotlH+hZ3+hfi3Si0W0WiTHIj6L1LMY7mIcFqtzMdzX6f46jV7H+XX6LlHvEnmWqHkJn6VwlsFeBnuZOpbrxUr3b+K8Sq63cXjH3jv83zGna/B6z2ytNfNrzd9amOtwWIfDOhzW0Xy96/V6vt68vI9TAR4brG+0Xwhzs/nY4vdjGNv4btevnWrZjeMn60LYQ5O96t7H/1NafKrv+3ErkveAtYM0PKQ/h2F8Lv4LOh7B+Svx39D8KO7H1Pmd9eNq/57/j2blBP+fxP+iZ6dw+JWOp83yH3z/VPcZ9fwtz1k5/9Hvf/Xs/ImQlDQqJKV0C0mpdUNStHtIijVnZ0JSWquQlBgUktI7h6SMkyHpwuIh6aLqIekS+5n2S6wOSSUzWdmQdEUkJF0ZD0mlGoekq6qEpKtLhaTSvUJSmakh6Zp9Iena0yHpOrmuzwtJN8C9cUVIuqkoJFXICkkV5a7kvjL/KhVC0s1LQ1LV/iGpWnZIqr4uJNWUuzZedQpC0q1y1ZW3Hqz6+SEpy36DIyGpkfyNjoekJoHh2RRWMzmbW29RJiS1rB2SWvm9Q8xdeLZWVxs826qtnTwdrHWE0xlGV34PbA9JD/l9GMdH6NMDv57wHssNSb1w670oJD3h+smckNQH36eGhaR+anlGfc/g9iz8Z/k/15Ph31/MAFwGwHlevQPpNlCOQX1C0mDXg9uzwpA0pDzrx/Acqo6hY9m5kDSsLTsakobbGw53hHwjaTxSL0ZuCUmj5B6N+wvyjuUz7nBIGk+n8XJn61m2/Nm0yhY7QY4J9JmghxP1a5I6J9mfhE8OzBxaT4Y7WX0v0eUlmFP4TMFpCg5T9WAqn6nzGW4v6+fLq0LSNLHTaDVdndNpmVuSqTWXhq+If8UszFDHDHlmyjtTvTNxyJMrD9dZOMyi3Ww9ma2mOXo2R858HPLh5KvvVbW9SsO5sOeah3lyz1PrfD2cj8MCPV2gHwvsvabuhfwWyrPI+iJ8F+G/2Lp3R9Lr6lpif4k6l/pdKmapHG/oxxv2luG8DL73RtIyfJa7X47nCvWtsL4C95V0XAnrTZhvivFeSXrL2ltqXmVG3jaPb6v1bZzeEfeOfr8rdrXfNdbeo9l7NFuvJu+TpPf19QO9/ADXD/SqwDNZsDskbRCzwaxt9Hx8SMMP7RfCK5SrEP9CNW6izSZ5N4v5yP4W+beyj2m3jTbbzeYO/Hbw2UXnXfLthr3HnO1R2x4Ye/V1r7194j+1/imen+H4GW3289nPp0g/ivSsyMwWme8DOB3471eOQ/T7HO6XZuyIvF+r8Sh+R+U8au8ozb61dswsHJPjmJhjMI/zP67fx+F+D+t7mn9v9n+g7Q/4/ADzx4yQdAKXE/KdUONPYr3vkn5hp+hzij6nzNYpvr/C+hX3X83Pr3Kfpunvrv/Qvz/NwF/2/vZsnFPLP/+ZuPNTQ3JSZkhObh+SU7qH5NSerH9Ijm4JybF1ITm+OySnLQrJCWveickZ2SH5Av4X8r0owvqxFexESL64PBOf6ffS6iG5RKuQfJn9y46H5JJl2LmQfIXYK+eH5FJnQvLVOSG5dPOQXIbfNX1C8rXwrzsakssuDcnXrw7J5fyWLwrJ3pnJFTJCcsW6IbnSoJBcGbebW4fkqvkhuXqpkOwsllyTTy186zhC3xIPybc2Dsl1h4XkelmMrzNX8m32bpP7tlWsMCTXt5dlvcHpkNwIdqMjIbkxa7I9JDdVW1OaNMOnecmQ3ALPFu5bqK8FXi3katkrJN9Bv7vUdpe9u2hzd9uQ3KaA4dQWj7Zi29LjXuv30qw9HTvkhuRO8nVRb1fcuonrlsfgdoP7AL0eoM+D4h8U/xBtutO3O/0e4e+9nPwozR6nSS919ub7ZFlmrw+fvrTva/0pdfbj009NzxZneA6g00CaDYIxBE/v1+QR4kb6HY3n6Noh+QW1OsMlv6DWMfbG0MhZLvlFmozDe/zYkDxBHZPom6NPL40KyVPUNIVuL/Ofhv90fKbDeAXmK+qewX+GuBn8ZtifgXOe+NlVQnK+PPlmLP9wSJ5rfT5dvMeSF8q5mCZLcF8qzzK9W+F6Jb3eosnb8r5rvtbwX0er92leoK6N+BbKvUn9H5m3Le636vXHuG/DZTseO+Hvku8T/PbIv8/ep+bpUxifmRPPfXIRDQ9YO0iTg2b1EN0O4XBYTz5X6xHafi3/UbP0rb4do/NxMd+7/sFs/CjuhPp+oufP6vjlZEj+DcYfdD8j5998z9lzJkkJ50JKytGQEq0eUuJHQkp62ZBS7ExIKZ4ZUi4aG1IusZ5ZEFJKuC5ZO6Rc3j2kXDEqpFx5OqRcJf7qqSGldD5bEVKusX9d25Byvdgb+oWUm+BVyA0plVqHlMrbQ4pvnZRq7UNKjZIhpab9mnBqFYaUOr1Cyi3ZIeXW+WwVw6duRkipJ4ejVUqDYSGlEezGu0NK024hpdnxkNKiT0i53W+rpSHlzlYhpbX91s3ZIGattb27S7EKrC7rzxYxnNoUZ3zbyN9mC6OBs0lKWzzaqqWtPPfKf29jJve9q0NKu6KQ0r4M49deze3hdIDfQW0d+HTg0wHfjvTqKFdHenTEoRPtOsvRRR1d7N2PT1dxnreUB2naHfdHqoSUHj2ZuEdxfYwGvfj0xuOJfSGlD65PiXsa/jPwnsOxPz0HuB9Ih0HqHQRvMF5DcBlKo+GuR/IdDXcMzLEnQso43MepcRyNxtF7nP5l68PErJAySR8m4/gSnKlxpt6X7U+j2XS15Pp9BfbM8iElT+wsHH2npMzhk6+GufjNo9d8/V8gx2tyLNTvRWpa7P518Uvg+L+f8oa1ZfL4BEjxfZCyUh1v8feNkPK233f0ZbUeraHXe+Znrft18q0X8z5NC8zXBrEb9eND+4Xq3UTjzXh9xGcr7bYeDinbcN2Gwzb93a7G7dZ20HoHvXbA2aXHu83zJ/b2WN+L/z459/H/FM5nOBfhUeR5OIjnQXUcovvn1r4Q+6Vn5QjOX5lp/3tTvjG3R83BMfvH1PQdnON+f8DvR9xO0O8n+vysH7+Y9ZP66H9oyq/y/ybud8/F7ydDyp/uz6jhDH3P6P9f7s/K/Y+Yf3E53zpEQiY7ESJJ7dnxEEkuz/JChKiRlJMhEskPkdTijG9qTohEIyESOxwi8aIQSevMVjF+CX6JIyGS3padDpGM6iFSrAIbFSIXZLH/fgtD5MLdIVK8Z4hcFA+Ri/le4tdnZiTTdaa4S/eFSIkMls3gXYZPyZKsF1vErF3u/nL+l8t5Oc5X9GcFIXIlblfKUap5iFxtrbT8ZfAoA/daNVybGyLXdQ+Rsvaux6ccnHKrQ8S3TaQ8vBvd34TrTedC5H/wKvCpZL2ymCpibsa9Wu0QqV6WLQ2RmvjUGsvkrHUmRGrLV3sQo0kdut7SLURuVd+t20Oknrh680PktqMhklUqRBrQsiGd/c+ONIHfRHxTuZvqRXM+Ley1pEEr9d0ph//NEe+hiO+fSBv79/i9R0xbMfeq7T579/FtvyVEOtKho/uO+HTU1851Q+R+vepm/UF1PIR/d9wecd+jT4j0lPMxOj8uppf13tZ7W3uCNk+quS/d/B+OPIPHc7Ttb/15OAPlGqwvg/VhML/BdPMtFBki5xB8ff9ERsg9iu9onMfAH2vtRRqNo18234nwJsHOgTWZni/pwZTGzPVUPXh5aohMszbdzL1Cvxl8Z5rFmfzzaJvXj9FwFp/Z5moO/nOs+eyO5A8LkVfVPZeW89QwX9wCfF5T32v4LNSnRfAXw1xMhyX8lrpfhucy/JbRdzn/5XCXq3G5PCtcr7C3gtYr6bsS/kp7K/m+JfYtz8IqXFZZ9y0RWcXvbTPofRR51/q74t9dx2i1Wh9W02k17VaLX4Of74vIe7i/5/o9fN6zvtZ8rjUv6/R8HZz1crxPo/f5vu85/EA9H+Dygb0PzFoBTTfQa6O52ChmI/034rhR3IdwP9S/Tbhslmez/m32fHxEt4/w3+p3K4yP1bqNvtvEb9ezHbB28Nsp3y68d9F4N1674X4C5xPXe9S1l5Z7YeyVf18ZZrb3ifMOjHxG8/2ei/347fds7YdVRN8isQfo4ZwSOahnB+lxSI5Daj/M97C6DtPpC79f8fmKpt+IOWoev6XtMXx/kOsEzU+I/Yk2P8H+2frP5vgXmp+k3ym1noL/q9pOWztt7Xd6+MaI/G7WfpfvD7h/wj2D7190+ovv33T4mwZnzcs/Yv4xe/+q+V/a/Cvnv/z/Vdt5tZyny/mikBrKshx2JKR6r6YmV2dTmb0U6ymr2YmQGmnPlrJ9ITW1AmvL1oXUaH92OKTG89m5kJpmPU2Md21qojEby7Yze+ni0uGkj2IrmLiMDFabdWfyZcDMwKNYJmvFrBcbxHAqJn8xWMWOhtQLi7PyLIvB9K5OLT4spF60O6T6Pkq92PrF1i/pFVIzyzD3me4z+zB5MuXP3MLUnXkmpF4aZyWZWO/yVN9RqSVpcHkBw/NyPqVg+Y5KvUae61hZe+XYDXWZ3/L2b4ww+Df1Y2r/H94V1VdRLRWtVVSf82FqJXVVol2lbLaIFTJcKp0OqZXVVyWwUkxdVVYxXKvgUcX+zbS5mZY343JzbkitRsPqelRLDbVpW4fut+jrrVVCat08Rrd6MG5znQW7IS4NOzN8G9LWN1lqY5yawGyqd83V1gK/FjBvx7mluJYw7pjP4NyJx11w7oZzD63uUd89uNxDX+fK1HvFtBPTTsx9+nGfuu4zDx3U2sF6Jz3oIu/9NOsm9gFaP2jvIX1/2P0j9OuBU089e4yGj+PZu1tIfUIP+uDQV/xTcjyt9mfke1a9z4nxzZU6AIYzYuogeg7BcZieDsNxGNzh/EbgP8r9aDqOsfei6xftjTdP4/HIplm2GZtA94m4T8R9Iu459l/ybLwEYwpuU83PyzCmm/dcms+ANQPODBr4Bkv1/ZU6g5YzcJpp9vP0Mk/cLLhz6Jxvfa6+L6DDQnkWe66WqO0NdS2Xb6V+vOX6bb/vil0Ney0t1tFivd8PzEeB/Y369KE+bcJjs7it5s35L3WHmdilj5/w3SvvPvn28z1A00Nm9HPafKl/X+HzjbqO0u0YzY57jn+g5Qk1/SzHL2JO8v1VPafl/t0c/g7rTzqdcX3GtXdP6lmYvrFS/+F7Xm7vlmjIDtGktiHqXRJN2RKike0h6p0RjWeEaKJKiGaUDdELiofohX1CtDi/i06HaGbtEL2UlWgdopedCNHLV4TolfxL8b1qaYhevShES58J0WvyQvRauNfBLDssRK+vHqLlyjPX5QpD9IY4a8VyQrR8hMlxo1w3tme7Q/SmwPjf1I3lsgJ2MkT/V5I1Z/JUyGSuK8hVAWYF/CqWYtY8y9GK+WxfiFaCVakuW8VgOIdFK8OsDLOyGM9xtIo8VaaywyF6Mx43N2aDmPpuPh6iVa1VVXdVPKtaq6q2anCr4ViNFtX6s/kM9+pwqvutYb+GumvArqHOGqvZkRCtqfaaaq/JvyZ9auJQC4dacjoHRp0Do7XF1taD2rjW1qfauNbGvY7662QxPOqooY71Ovjdgt8ttL1FD27Vi1vh36qXvl2jdelRFz/vmWhd9/XkqteZ4VQPp3o43aaO23oya7dZu01v61dg1uqrpz6eWTTM6sVo2kBdDejTgBYN+DbUi4b2G+LbEN+GtG5Iy0Z62whOI31thF8jfWtEm8bqayy+MU5NzFaTUUxMEzFNzVNTWE31sCn/pjg3g9FMDc3cN6N9c/HNcW6ujuY4Nze/Lay1wMu7MdoCbgtzeHsZpv7b6XU7vW6nV0t+LfWypVq8O6Mt4bXiewcd71Sn92f0Lhzu4nOX3t2lT3fpUWu4rXG8m753q8W3e7QNDm1gtKHBPXLfo3/30Ket9bb4toV1L3/v3Oi9+tEObjtatBPfTi3taHGf3t2np/fheJ/Y9mpvb3Y70K4Djh34dDQLHa11PBeincR3Et/JnHSStzPtnc2jnfHrTHvf99Eu8nShTRc1d8Hzfhzuh3W/fnXl39V8dOXblR5d1d6Nvt30uhstu9GgmzwPWHtAbx7Qpwdo8ID1B+jwoFzO/9EHxT5klh8y/w+5f+i/ezPaXa7u8Lurubs+dMfxYTkfFvcwjg/T62FYD8vRQ409YPY0c4/CeIxevTwHvcT2wrUX7r3V0ps+va31pn9v/k/g9gReT5iNJ+V6Er8n4fXRsz7q6iO2Dy37WOuLT1919DVjfcX3FfMULk+p9Sn4T9P2aX1+2v3TanhaDf3MTT919aNzP1j94DwjzzO4P2Pf/7Tos7R9Vm3P4facup7T++f4Pmee+pux/magP9z+/PqbrQG4DfAsDRD/vPXn9XUgbgPVPVBvfQdFB9ob5BkfZGYHWR9kZgbDGiz3YLmH0GuIPg6BOUT/h/Af6nkeaiaG2h9K12F8hqllmDqHyznc9XA4w3EYYdZGWBth1kaYvxE4jND/kdZGyjeSPiNhjqLXKD0ZTYfRdB7937X4F+R6Qa0v6OsLejVGb8bQcozYMWLH8BmrprFmaSz8sfTx/zv6ov0X7b8o1zj+43Aah994z8x4vLPhZvudAG+CfBPwmshvIv0nqnOSmibRfJIeTnKfY+5yaJTjerL1yfrmf3/0JRpOodUU8VPV4BwQfRnmyzi/TINpuE0zH9Pkng5/Oo65ZjNXzlxrr5ixGXI5H0Rnqn0mXWf+d20vD06emcjTwzx1zoI1yzM2y/0sczTb/mzXs83nHHj5+vgqjFfV/qr+vgpjrpi5csw1m/NgzaPjfPnny7MA/9dwWmiOFqproZlbhP9ie4vp9Tq818W8ToPXzdgS/ktp+wYdluG4zNpyPsv9roCxQuwK1yvxWknblWbjTbP0Js5vyv8Wbm/Z930ZXaUvb5urt8W8oxfv0PAd3N6l87v839W71XBWW19tFtb4XWN9jZg1al1D0zVy+O6MrqHzGrnWmI81+r/m3P9n73lm13pW1sFcp0/r7K03j+vxX0+j9TR933PxPu7v4/G++w/U6Hs0ukHNH+LwIZ0L8ShUd6GeFtJlM/0203Sz3JvV8ZGZ8g0a3UKLLbC3/mdwP4b7MYxtNNhmbRvMHfx2qGcnjJ2eiV3q2A3zE+uf6Ncefntw2QtrL832mSlntehn8n8Ga79157ZokfwH4B7A4SBdDnmnHIJ1GJfP1fi5/n+Z8f/bVzT4mobf4HAUzjF9/07Pv6fnD2r40Zz8qNc/qv1H/flR7hPwT9DpJ/P5kxw/mbOf5fvZ8/qL2k7COInHSbNwkv8p759T/H/Vl9/U95tcp+U9Ld/vOPzunfkHnD9w+1M9f+rHGXnPqPmM5+4MjL/c/6UHf6nxL/F/ifkLz79o8zcef9v/2/5Zs3RWb8/S+azYf+h0vlSIhXUhljw2xCKrQizqN60VGxZiviVjxfJD7ILjIXZRyRC7+GSIZR4NsRLnQsx3XeyK7BArdTrESg8KsTL7Quya3BC77kiIla0bYs6SsXKrQ6x8nPG7sV+I3dQ5xP7XJ8QqwKpQIcQquq4EzzkvVqV/iDnLxaqJrV6byVljfojVnBpitfCpDauOHLfI7cwUq2u9XvcQuw1OfftZi0KswdIQ800Wa9w8xJr4bdo2xJrh0bxbiLUQ2zIjxFrxv6NKiN1p7y71tYZ3N7w2/NpsD7F7RoVY216sIMTuxbuda99esfYrQqwDTh17hlgneJ3p0gXX+137Bot1FdutMTscYg+0Z+4fVHN3eR7G5RG+j2wJsR549yzP5OxJu0dd+58ae0yuXmVCrHfrEHtCzid3h5jvtFhfNT0l1zOZjL//X7H+8gyA/Ty8QXoy1NowGg7HY2TxEBtF89E0fEF9Y62Nhz1BnTlqzHE/2d5LtJiSFWJT6TGVti/Tb9qZEMv1+4rfGWrN4zfL72y55kQYHvl6lo/Hq/o/Tx/nW59PswXWX1PTIvosptXrci6h+Rt6+gYtlqlreWB4rDgRYivhvqV/b8FaBWMVPN9psXfoszovxNao7T11vmc+1pZlfNfSY637ddbXuV5Pk/Vqeh/P9wsZ7A/k/8AcF8hVYLYL7BXoRwGNC2hUoNYC/dxAow3mYIO9DfTbgPMGHDbistG6b8LYRvptVNNGHD/Umw/N2Ydq/ZDvh/pcSOtCGhbSpxBuoZo2ybnJTGxSxyY1bKbzZj6b6bMZL+++2EfuP1LjR2I+otFHeriF3xazsBXH7erbyXenGdippl103mVtF9xd9NzFZ5f9XfZ3698ee3us74G3l1Z75drnGdhH50/p8pn9z/Rgv7z71VhEkyLPdxEdDtg76PqQGO/B2Od8vlDrl9aPqPsrGF/h8A29jqrzW3yPmc9j1r6jwXH1/KDmH9T+o/uf9OcXM3tKb07J9SttfzP7p+n/u98/5PjT3p90PQPnb7h/y3FWjWfdnzVjZ+U4h+M5Gp1T4z9q9E0c+1eN58We14fz8M7PD/Gk7exkiCfXZsOY+5RWbEuIR5qzIyGe2jPEo91DPHY6xOPdQjytFLOX1i/EE3GWz/aFeHoGa8wGsRXseIhn8MtYFOLFYBaT54I+DM6FeSFeHO5FxZm8FxWF+MWuL+7F8Lr4XIhfYt23eDzT9aUnQrwETiVgXFaSjQrxkmdC/Aq5r5TjSr5XHg7xUtZL4XKV+6t2h/jVgbVm/EqLK50T4mVwLoNPGdfXlGcFIX5tJsPnus4hXjYrxL1/4+X4l1N/OflvGMvU4V0cL7+UrWO0upH9D36FuiFeUd2V6FMZ/yrtQ/xm+lTFrRou1V3XOBriNXGrBac2jDpTQ/wWOt3qui7u9dR2W26I18evvrUsOmfJ04AmDduGeCOcGpcN8SbWm9C2aWGIN5O/OT1vV2dL+rV03Uo9d6j9Trnuwql1mRC/O8Lkb4PbPWpva/1e+X2jxX2Txdvj24HWHfl2gtVJfzrL5xsr3oVGXeS7H++uau2KT1f96IbvAzAe1Ifu8Lvzedj6I/L3oG3PCkxdj7p+jKaP8Xt8FcOrF617qa03PZ+A+YS9J9XeR/4+fvvK3VfPfMfEn4LzFP2e9uubJd5PnmdWh/izev0c3ftbG4Dj82oYSP9BdBgk72AaDOE3lN8wfRguzwh+I8WMwnE0/mP4jtXnF2GM4zPedTa/CeZ9Il2czeOTaJ+Db47acszCZL8v0WCKmKn8XzY7L+vLNLjTaDtdfK48uWrOxSkXTq75yVVPLj6vmDHn7/hM63l4zDID/j/E59AmX19elc/5OT6PzZd/Af1eYwtptcjaYrlfF7vE71L8l5qDN9S9DIYzcny5nq3Aa6U5ehPHN2nxlthV8q6i/dtm5h3P0mpztFr+Nbi9B+s9udeKX+d3nf6vV/P7OH2g7wWezw3WvNPjH+JQCG8TLZxD41vYVhpvNXsfs21mYju8Hd4FO9WyU85dat+lzt302S1uD432wt3Xn8n/Kb0/xXO/GvbT9wBuB9VxUP5DcA6r57D1z+F/AetLHI7I+ZXn5Gtz5IwZ/0beo3g6Z8a/o8t3+n/cLB+vwvTie/c/qvsnz8DP/E/S51f1nLbunRp3BoyfdX3WfHl/xv/B9d/5IS2sDmlJw0Jacl5IS6ke0iKtQlpqJrMXzQ9pscBKsiqsNevDxjJ7Cevp1jNy2YqQdkFd1pb1CmkXHmXnQlpxWN6DaReVD2kX7wtpmZGQdmnjkFZC3pJlQ9oV8K90f2XnkHbVopB29RF2JqSVFlNaTOmskHZNYUi7Vty1+F3L79pRbGpIu247OxzSytorW4HJXRaXskUh7Xrcru/HxJbDoRzu5fozvMsdD2k3wLrB9Q0nQ1p5eOXF3Nicqe9GGDfVZt2YWivCr9Sdwaus3srtGc0q41v5REirgn8VMVXcV8G9Kk7V1FGjZ0irtS6k1cHt1jIM/q3wb+Vbl771VoW02+hw25aQVr8UU1t92mXRsYE+NKRpYxwa07GJtSZqaEJD78e0pvg2lbsZnZvJ2VwdLfBsqe6WdGgpd0txrejYis6t1NNKzlbW7rB/h5rvKGCnQ9qd6rmT/532W9O0tbW78bmbxm3wd/ZN805Na5sd0trBb6cv7fSlnbh26mlHo3a0bKeW9jRu7769+478OsrbSV2d1NUZRmcYXen1AE0e5N8d90dg9KBnD7r0UHMPevSgXw97j8J6XM7Hadc7HtKeptlzcj9nXr0P0wbyH2SGBsFw3k0bTIPBuA/Wp8HwBuvJYDUMpttgug3hO4QmQ3AbQtMhtBii9iHyD8VtKE7D/Q6HP9KMjJZ/jBjv0rQxcMbQYizcsXDH5TB1jnc9Xtx4vLNxnoDnRL6TcJ1k/ibTf/JupqYpYqbCnApjqjjn67Sp4qbq51T8ptF0Gj7T6Oi9mpbLz7k77RUz9Yp+v6J/M83hTP2bqT8z9WymPDPlmanGmeZhlvpn4z6HBvnW59J6Hu3nqWs+Dq/R/zU9Wch3sRyL5Vgsx2JcFuPyutpfX8rUsAT+EvhL4Cyl0VL8l6r5DbHL+S/3u4I23sNpb+v1u+p/j65r8VyvlgK+GzL+D1PjRmuF+GxW4xZ5PzaH2/R4mzzb9cO3fNpOPrvotgtP59m0T/R1Dw777O1Tw2d4FtG5CP8DnpWDenTQDBxS62E8vuBzRL1fy3MUv2/hfYf/9zB/pMtP/H6W82eanhL7K/zfcP9dH/70+5cazqr1H9qc7xMSYVRIJBcPiZT8kIi2Con4/JBI5IRE+pmQyMhjJ0Oi2LCQuKAUa83sX7QiJJzzEplHQqLE8ZAoOTYkrqgeEqXcl24eEmXsXSPuWlYuHhLl4d00NSQqZIdE5e0hUWV1SFRl1eWsZe3WSEjUCyFRH5+sopBoUDIkGuaGRCNYjcQ12hISjeE0lr8x7MYFDL8mcjbpz5aycyHRtC6z39R+U7mblWftGaxmMLxPEs35NBfTvDAkvFcSLbKYvC3U1ULM7RVYL7YqJJzNEq16hsQdeNyVGRKtd4fEPd0Z7m27hUS7jJBoj5/zV6KzPJ3p0gWn+6uERDc5vQcS3cV1PxwSD8N7RK098XjM2uP8euHXCyffvokn1d13UUg8VTsknj4dEs/K2R/XAXCfx+l5eQbqz2A5h8g9FPdhZRnOw+k4/GhIjOA/YlBIjG4cEmPgj4E7Rl1j6fMi7HH2x8k/nk92P4bXBNgT8JpEtxx4OXxfwmsK7tNwmaZ30/U+V09mup4pPk/uPFh5ZiePX54ZmGV/FlznosSsEyExW8xsfGeLmY3jHHnyxeXj/qrfV2G/CmuuuLnyz6PhPFjzaTdfzAKYC+m0UM+doRIL94XEIvwW0eF1a57bxFI4S/XvDbUs479czSvotlLf3uT7lr6+rX/vWl+jvrX08D2dWGtO18Fe15nRbh3t1+O73v16+B/IXwCjQD0F7gtoUiBfAb0KzNkG+mxoy2BusOcbOuEbOuEbOrERRiH9C+Uu9PwUqrFQPzepbxM9Npm9TThsErNZzGYxm8Vs9gz5Vk5sxu0jPd4ifov4LeK3iN8qfqv4reK3it9qFrfi8jEuH+PyMS4f4/Ix3G1wt8HdBncbXO+fxDa42+Fup/t2M7xdjdvXMbrtoMUOOu6gzw5zu0OtO/RsJ0120nMnfb23Ejs9uzvNq/dXYpce+C5P7DJXu/Rmt+fXd3lit3ndbS52m4Pd9PrEc/sJ/T/B5RNcPsHlE/ifiNkjZo+YPWL26NMete1R2x617cF3Dw57cdiLw14c9sLdqx97+eyFsxfOXjj74OzTr3002kcj59PEPj774Oyj0ac0+pRGn9LoUxp9SqPPaPQZjT7D6zO8PoP3mZz7abSfRvtptJ9G+2m0n0ZFNCqiURGNimhUJHcRfs68iQP4HcDvAI0O0OgAjQ7S6CCNDtLoII0O4nkIT+/xxCH1HlLLIRodotFhGh2m0WHPxmGzfthzcNjz/LmaPvecfU6bL1x/oYYv4H8B/0v4X8L/Ev6X8L+EfwT+EfhH4DtnJ47APwL/K/hfwf8K/lfwv4L/FfyvYX4N/2v4X9P1a+/Nb9TxDbxvxPn/kjhq/Vu1fyvPMfjHaHiMHt+p/Tj872F9T88fxPxIlxM4nTCvP9H1Jxr9jM/PMH7B/SSck7Q9ae8knJN6dNJ8n/S+8L8qccr+Kb06hdMpOKdwOaU3pzwHp/TtFH6n1HlK/lP6+it+v9LhV1x+E/ub/p3W19O4/673f3q3nBH/F45/2zsr5hxd/qXHv7D/tXZevv/+D56Hf/5ESA/92FJ2MqQn1WbDWFFIT67Octi+kJ5ShvViq0N6JM7as3x2JqSntmb8Uu1F+UUHsd0hPVaK9WfbQ3q8OFvBzoX0NP5pfBPWEj3ZVFbAcEkvyRqzPiyXFTK8MrJYNsOrWHnm+oIIg3XBKLaOHQnpFwbm/kJYvlfSi9dl3RlOxeW5aH5Iv1i9l8C/BFamejPzQvqlZdlYJq6EGko0Z3xK8LmMz2V8LsPlsuMhvWRGSL/c/hVquxJeqW4h/SoxV8l/NZ/SaimDzzX0uZbPdTheJ/46e9fBL4tTWTFl8Sx7NKRfL/f1OF5Pn3L4l6NtOdc3qPkGnG+k441tGbwbxd+kLxXkqqgPFasw/hX1rOIiRvdK1ipZq2StEr/KenSz2qpar4ZPNf2ojm91NVSnRXW5aqiphpga6qlJt5qHQ3ot97X1o7be1tH7Onp3Cy1uEXMrHnX51NOLenS6zW99NWaJzfLbAF4D6w3kbginodobiW2Eo3NNemM5m8jfZFVIb6rfTdXWzDw0o1tzWjSXq4Wczifpt6u9JV1a0rWVtTtc30G/O9RxJ+3uhHmX/HfBbE3b1ubmbrNxN55307eN+Db6eI9Zu4c+bVuxLSH9Xvreq5/t6HSf3Pfh295ve7PVgT4dcO5orRO+nXDqZGY7W+8stgvs+8XfL74rvK506yZnN/16QL8e8Dw9SIMHxT9Ip4fU+JC17vh29/uw2If9PkKvR/Skh/UeuPYU/6jrR83Go2p/TJ2Pw32cby9Yvfn35v8ETk+Y6SfdPymmD9593PeVs686++L4lLl7ikZPm5enafK0nvXrzNT1DD7P0PpZPXlWXc/BeU78c+alPz0G4DAAH2ew9OfxGAhzIMxBtBwEZzDfwfaHwBni/TBUL4e6H4bbMJoM1/PhtB5h5kaYn5F4jYQxEsYo2KPkGMVvNF1H0+cFvR2jjy/Sbhw+49WbjfsEXCfSNkcNOXqfwy/HTE3Ge7Jck9U1mf9k/X3J9RR8p/Kb6vdlcS/Dnka/aRWY2qfJO836NNymm+3p9J2u39PVkCt3Lsxc85srzyv2X7H/Cl6v0GWG+xk0nUG3mXxn0iBP7/PE5MGcpQez+M/Sp1l8ZsvrPJg+21zOUf8ce3PUn497vvpeNbOvmv+5sObScS59nAvT58o9lzbz4PnWS5/ner688+WY77lY4HqBnAtgLFDfa7R5jcav6YvzY/pCs7WQBs6P6QtptQj+Ivr4Dkz3HZi+xAwvMV9L4C6x/4ZZekNtzpTpb9B8mZ4tc72Mrsv1ezm/Fd4fK/msVNtK2r0p55u4vqWGt2Cu0u9V/N72/L2tD+94Rt8R+w5O79J8tZyr6bBGrjW4rcHtPT1Zy28tbuvsOYemv28ePqBPgToKzN1GHArxL6TjJnib7X+E20dwt9Bzq/itrj927bszfZt52e53B+12iN2pb7vtOXel76XrPnp/qgf74e/nW0TLA2pwnkk/oK4Dcvr+TD+oFwfV7ByTfhDOQbocpPVBuQ7qwSH9PISXs036ITUfwu+Q+Tpsdr7g/yX/I/J9pfav+XwD/yjNvqXDMfmO4fGdHMdx+d7vD/TzLZv+Iw1P0OIn9jOfX+Q6SV/ngvRfcf3NPPzu+fkD1h9iz4j7i+/fND+rnnNi/sH7X3361zv1XzWdV8952Odpd17PzvM5fzRkhEzWmPVni1hRyEiKs7qsF8tj29m5kJFcgXVjOayAnQwZKWVZWzaKrWKHQ0Ykg4mPiI+Ij4iPWE+1nmo91XrqVFbIToeMKAzf4BnODBnRpSEjZi1uLQ43DjeOVxyvuHxpZVhzhm9aPlvNdoeMRGDlWfuQkY5fOn7ODBkZcDLgZMDOgJ2BRzE8ilVhaikGv5j1YvtChrNExgWwnB8yLrR/of0L8bxwS8gofiJkXFSK4XkRrItWsCMh42L6XUw/54mMi+czOJeUZDheguMlY1luyMiEl4lTJvxMcZm4lZCnRHGmphL0vQyvy+QoKbakOi4Xc3lWyLiC3xX8ruB3ZW1mv5TeXXUmZFyt5qv5Xi3P1bS4+njIKC1/aT6l8SyNZ2m+1+jdNZ1DxrUwr4V5bWum9mvV5zyScT3/cnQqZ62cPt5ApxuslxdbXj9upM2NON6EYwU1VsKpMj6V4VRRz818b7Zf1X5VNVSVr6peV6VXVXmr0bjaOmYWqsOsgXstPGrTrI4ZuUWOW+Wsq4Z6fm+zXz+b6XF9fOrrQX3r9emWhUuWGrPkyIKRhXdWT6beLL3PgpkFJ0uuLNyyYDcw0w3wamitsZloAqup+KbqbaaOZvg316cW9lrIdTs9bvfbsk/IaCVHK3zugH2nWu6Ed5ecrWnbWi13m882dLwHvrNFRtthTP629HC+yLjX3r1i2olpJ0c7ue+T877uzN59noP77LeXuz0926ujPb3a8+uAd4fqzCx2oEcH9XR031FsR3w6mqmONOkkt/NJRidxnTwrnWnUWa8749vZbHSmYWc1dqFbF/Pq7JLRhU5d8O2C58OsB9we+tUDTg88e9Cqpz73hNNT/p7y9dTDnmbsUXP/qNoe9Sw/yvdRWj1Ko8fM42MwesPuy/cZNT2LX388+svZXw397fW3198c9cdpAK4D8B8g/wAaDeA3gC4DcB6AgzNIxgD6PK+u5+UeiNNAdQzEa6A+DcRtoGdtIH4D9WIgTQaqa+B/vjgNNl9DYAxR41C8h+r7UBoMlWuo/g6l8zC8hrsfYX+E/RH2R+A8AhdnloyRejpSnaP4ObNkjMZ3tNkZDXu0/jm/ZIzG8QXz/4KaXzD7L8B7gT5j1DqW34tmYhxtxlkbJ3actXFqHKfGcfiNw2+86/E0yYaTjUc2/2z+2fJm022CmAl67EyUMUHOCWIm4jKR70ScJ+I8kf9E+BP5TuQ7Uf6JcCfRNMd+Dt2nuJ/mnTKt+/8DP/uCoQABAAASfALSADwA1wAGAAIAEAAvAFYAAAibAsQABQACeJy1Wc1vJEcVLzPj/co6JLBEQbbXLx9k7TBrO7skS3bFx3g845nseMbqGdsxHKKe7hpPr3u6W909HlmIK0KKBIcc+AM4oIgTZ4Q4gIQ4Qg4cuMEBRYhTJC4c4L1X1T0946/ZjYgz3a+qXr2P33v1qrpWCFHNdcWM4P9mXvzC65qeEV/M7Wn6CyKfCzSdEyu5P2o6L27lFzU9K27m65q+Il7M/1DTV8Wj2auaviZenh1o+rooXXlJ03NXb9wKUPJMPoe6np//gabzYnX+Q6Znsf/G/K81nRdvzv+B6SvYf2X+M03nxRvz/2H6KvZfW3hN03mxvHCX6WvYf3NhX9N5UViQTF9HJ19l74ieEbdz72ga5SA+is4JIzfQNMrMfabpWfFy/p6mr4hX8weaviqO8z/V9DWxPlvS9HXxo9mfaHru+VtXvsf0DfJ94SNNo+8LP2f6Oez/0sInms6Lewv/YPom2bY4r2m0Z/FrTD+P/S8sNjWdF+uLJtMvkJzFjzSNchZ/wfSXCcPFv2oaMVz8O9O3yJ7bz2ka7bmtdH0F+2/dfqzpvPjGbSX/Jeb/maaJX8n/KvP/RdPE/y+m5ymmS69pGmO6tMb0Itmz9H1Noz1LFtNLzP+hpolf6XqdYrr0O01jTJf+xPSbhM/SfzWN+MB1pu+SHLivaZQD3yH6GuMPR5pG+4Hz8Br7Bb/UNPVzHt5U/P/UNPVz7t3kuLzydU2j3lfeFh8LEPfEOv9AtEVPSHxvC194+IvFiQi4p4StEGl6mtjvMMcqjhSFi38gDOw7xPmxiLgl8S2R+xifNnPOiRv8q2JPB0ekGGJvkzV4qDvRVUcNJyh/gLIAZfso1xEW0hbSAY6FqS5IPVgX95F6I209EAW2w0QJAfIC6jVRD8mwxJHmfQ9bPeyl0QHaGaV+ERYO++Kea0+X8QCxge0OjlCvyWiM+6jk+NpTYC0DHLXYX2p1UfYQ54bcM0Aum9ED7E9iUkObCB2H53mM7yOeL5lDij7qJLRtfoK2KOEF7o+wh/AL0iiO/KDxGK1wcGaEKFC0xMdwb/3eOrR7ErZ9z49PAgklPwz80Iwd31uFouuC4Rz24ggMGcnwWNqrMHdj7kZVdkI5hGYgvTbNqpsn/iAG1z90LLD84CSkWUAK1u/DG/R6UADDdIMeVE3P8q0j7H3P73lQHdgR6Wr3nAjcrJyuH8KG03Edy3RBa0QeH5VC5A9CS+KrGw/NUMLAs2UIMXlSa0PdsaQXyUcQSQmy35G2LW1wVS/YMrJCJyAXWYctY9Nxo9U5hKSNCPUZSxANHWMDMexzhom205cRNNAQw++b2LGBYy6iKzZ8F5+Ty+vhJQIhFQBiGWc7HEI/TZwVFKkj83BCN5BGWN52rNAnGFYuM36ka9INUMbvcV5Gae48wDxZF2/jgAwjAuvB6vrbWS1Kx0jDuHwUz9KV8MtsUwvJ5GVBhcjmpKdlc8QLrPtMReyUp5g/JsShacu+GR6B3z0/+8VT6xPnyTqdGJCpipssZIhCPKw/VDe7+OfoGnIXfy1eux6CK3GWMihkyEgqVcM95o/1aq8zcDbXB6psb4l3sYbeGyUT8KrdDM2h4x1Cs9vFpQF3oRWbnitP0IfQwUVZgD3HinGF1M3Qll4Mb717n4ScSlOqVAP0JuC6pCpUl22LueIecFUEDugJV0FVteK0EifcwD4Ay5cMrWT/bOYLdMUucKp4rCdgJNRcS0tJ/DZZdsB53UeumMdoVoftSCrwZDWN9QxV28NTPd3Uh0LaHlXz0+gE3LZxDsWooCs77aBKbyHVM+mBw4tjyDhZvNedhdlQe+rwLujyfpfszZPY+5xHJ1xwHCww2d3lbOnKhmfFNrt3JRkeciGIOXJWunzO8iDRftquR5kcIE+ULzHrSxZmyPvdCeePjyh5vMeb53qqcs8cyyq1V/v6qbxSNJ0aAn12IGuP0zWr5BAnnVAuylF1zvJ0ZEbSkxXiaJRDPs3QWcTROK+mp66kTHW5/LrsaYL0eGYXODom07bOhdPnkMnVsMznMfL1oVjDP8mllXQc8WlDcmRN7COUDpEjGVvTMj+YONus6BU8qhhRilpizdOcHqc8rcHChIx6IgMW04x+gn0qVknmSD7puvqUN8rwi06gSWaefwpNoreTrqAos/equKtskFrfIee0p+NfYL9DfUJUNYgqhMkxULFO8lnlV6D3d6XBR6nqROil2WKK0Ul8sq79H+KRomSy74Sdo2u+rdeshdL7eq2MNlrg/dHVebOc2Hh+fAXtoWNncYz4SgYjm3cbd6zenPbxAnlchR2el3CfXeUKE1UuwX5ytssHJmfC78Su0XfSaOWMdqQkhgWu+z5r6aZtmckQql8qQhFKG+20yuoO2yL1jjVIY5mtJyqGazriEa8UN7UhWdvjuTQ9qtmdXnmZ3XHGc3qExJBx7D9jHJNdgb7jPI2MzFhg85N0jnB5ghxWZg+JL6jJagew2YNk53t4qpqbKNXnynP217E6TSY7zgijZFcb4ZStK+OzIq4XKl4d7fvZ+695TlTDFIFIn1FjXsMuW0Dj2d39WbMgu9dVRZk5mqKCrX3cPQ3uqWEfYDU1cGQPW5vYu4k9d5CjpcfvcMT2eU+qIt8u73dKhoHPBrYPuNZVBHCbWo+Rv4GyaG5ZvM86yiitxZwGy97G3jq+y5qPZpSwZxfbRG9xNVT6GjhLfe/X9P6oLG1jP6QejltVY42JZdvYMlB+VY8WUXaN5ZH9pL/CdCO1s6ItLTJGJJlkltCiOreodxffO8jXYv1F9llZ22AfKjiufCmzBaR5Vfuq+AifPT1CMSL76vg38qrIGFTZmhF+JXzvoOUkfwtH27xTNHHmJnvaYvTKGjPyts6tkVcqUiX2hlAlDDaR3sbfVoqdwU9li5GRNo7dPo+PuJR/Rf0sMXJNbqlolLjV5ljRaEHH0mA/JrXucyaWmavIHrfSDKlw9irrk+xUOpoZS5Q+im3WliSr4YI1oqQk47s60qdxIdSLjAnZ1Uo1nycZv5XTewiIBkHgOtKGru/Fq3DgD6BvnsAgkhDTHQ91Q+yDFUozlgWwnShwzZMCmJ4NQejgqIUs9L1pRhDIsO/EMYrrnPD9TnKLE+NABPhxqokuaSjQm2+BUnOC0LcHVlwAur/CuQWakyhwPBj2HKuXsWyISh3Pcgc2XXYl1vueewLLzoq6Tcqwo4SLrFWXT/SRHcooDvFz2vG9kQKansp6xAgsO6glln26Owgd1Gr7Q8/1TXscPVNBJUNyx0dV+BzEwSAGW5KbxNOTbjCO6CoUvRPNTgFBgYhPz+k4aPMq3ezRFUbXd12fbwY02AXomBFa63vpFVsShuVeHAcP19aktzp0jpxA2o656oeHa9RaQ84P9GXcCgaYEyMi00jM2beHZ936/Vlz1InjEwL6iY9eETjyWLp+oAAfv18kMMduGMm9HQpQxLdZ6DvCIHHeYWgiOnYBuqGUlEFWzwwP0WvCGfHCqKIA8Dux6XgEi8l3nEmuTe8HmWRGkW85JuWI7VuDPkbFVFeRjovYLJPEMX+hpS85P1lhi2yJAh0ViTP5YOjEPerOpFxBpxxZnwy7Duaq0k2yQnXRixp4IZGHBej7ttOlt2RAggE6FPV40aLozoAWcESdOk/QwzV0PJKuSxIo2hqlM01Vix5VqoWjkWYjhj2/f4GPtBQGoYfGSBZg+xD5bMsTacVJio0yGReA7fDie5ikudnxj2XmttrzY1o4bBEttWCUK3oo6pnoV0eOrV8z42pIBkQxppODQcIlrJb7RRCoVVctQ6tZae8XjTLUWrBjNPdqm+VNuFNsYftOAfZr7Wpztw3IYRQb7QNoVqDYOIDHtcZmAcrv7xjlVguaBtS2d+q1MvbVGqX67matsQUbOK/RbEO9husRhbabQAq1qFq5RcK2y0apis3iRq1eax8UoFJrN0hmBYUWYadotGul3XrRgJ1dY6fZKqP6TRTbqDUqBmopb5cb7VXUin1Q3sMGtKrFep1VFXfReoPtKzV3DozaVrUN1WZ9s4ydG2W0rLhRLytV6FSpXqxtF2CzuF3cKvOsJkoxmE1bt18tcxfqK+L/pXat2SA3Ss1G28BmAb002unU/VqrXICiUWsRIBWjieIJTpzRZCE4r1FWUghqGIsIslB7t1Ue2bJZLtZRVosmZ5lxL6T77UM+uNKR+PK770n+WAxm5nDk0ynmZnm7fGS/fE7CV2GN8RQzUs7cj3O/yf0+91t8/uryeRPciZ/OU+KS8NMlEn2wHPMVDXo+hYyz5mzxRUo0xewRZwURdsWR+DdK+hR7p8FsckYiLdJo+k9hQXbOHtOXz034qvxBdsxxn2beJP8Of5qF/JmnPuamid7Zs7Ixncb/Cf78Uv7b+Uf5Uv6d/Dfz381/K/84/+7lUs6dNf06y/JWpsQx4XtMeM68Rf9CdOmcLO9jrgkB5tA0SI1xz7wo/pZ7DccunZfhrOurommim+X9vOv6c+bE59b/DPXgf9HVcxAAAAB4nGzcBXQbx8K4/SwzqszMEO3OrqSyJO+2KaWUMjmJk7hx7NSxmzIzMzMzMzMzMzMzw+fEj3v7/s93z7kZ2bHm2ZWt+e1k7/UoedTs//x11qgHRv3//Cfec+gPaZQ8ShkVjaqMmmPUnKPmHrXhqE1GjRt116jXRz0gyZIiqZIm6ZIhmZIl2ZIjuZIn+VIghVIkxVJFmkOaU5pLmluaR5pXmk+aX1pAWlBaSFpYWkRaVFpMWlxaQlpSWkpaWlpGWlZaTlpeWkFaUVpJWlkaLVWlREolIWVSLtWkutSQVpFWlVaTVpfWkNaU1pKaUktqSx1SIZXS2tI60hhpXWk9aX1pA2lDaay0kbSxtIm0qbSZNE7aXNpC2lLaStpa2kbaVtpO2l7aQdpR6pTGSxOkiVKXNEmaLE2RuqWdpKlSjzRN6pX6pOnSzlK/NEMakAalXaSZ0q7SbtLu0h7SntJe0t7SPtK+0n7S/tIB0oHSQdLB0iHSodJh0uHSEdKR0lHS0dIx0rHScdLx0gnSidJJ0snSKdKp0mnS6dIZ0pnSWdLZ0jnSudJ50vnSBdKF0kXSxdIl0qXSZdLl0hXSldJV0tXSNdK10nXS9dIN0o3STdLN0i3SrdJt0u3SHdKd0l3S3dI90r3SfdL90gPSg9JD0sPSI9Kj0mPS49IT0pPSU9LT0jPSs9Jz0vPSC9KL0kvSy9Ir0qvSa9Lr0hvSm9Jb0tvSO9K70nvS+9IH0ofSR9LH0ifSp9Jn0ufSF9KX0lfS19I30rfSd9L30g/Sj9JP0s/SL9Kv0m/S79If0p/SX9Lf0j/yKFmSZVmRVVmTddmQTdmSbdmRXdmTfTmQQzmSY7kizyHPKc8lzy3PI88rzyfPLy8gLygvJC8sLyIvKi8mLy4vIS8pLyUvLS8jLysvJy8vryCvKK8kryyPlqtyIqeykDM5l2tyXW7Iq8iryqvJq8tryGvKa8lNuSW35Q65kEt5bXkdeYy8rryevL68gbyhPFbeSN5Y3kTeVN5MHidvLm8hbylvJW8tbyNvK28nby/vIO8od8rj5QnyRLlLniRPlqfI3fJO8lS5R54m98p98nR5Z7lfniEPyIPyLvJMeVd5N3l3eQ95T3kveW95H3lfeT95f/kA+UD5IPlg+RD5UPkw+XD5CPlI+Sj5aPkY+Vj5OPl4+QT5RPkk+WT5FPlU+TT5dPkM+Uz5LPls+Rz5XPk8+Xz5AvlC+SL5YvkS+VL5Mvly+Qr5Svkq+Wr5Gvla+Tr5evkG+Ub5Jvlm+Rb5Vvk2+Xb5DvlO+S75bvke+V75Pvl++QH5Qfkh+WH5EflR+TH5cfkJ+Un5Kflp+Rn5Wfk5+Xn5BflF+SX5ZfkV+VX5Nfl1+Q35Tfkt+W35Hfld+T35ffkD+UP5I/lj+RP5U/kz+XP5C/lL+Sv5a/kb+Vv5O/l7+Qf5R/kn+Wf5F/lX+Tf5d/kP+U/5L/lv+R9llCIpsqIoqqIpumIopmIptuIoruIpvhIooRIpsVJR5lDmVOZS5lbmUeZV5lPmVxZQFlQWUhZWFlEWVRZTFleWUJZUllKWVpZRllWWU5ZXVlBWVFZSVlZGK1UlUVJFKJmSKzWlrjSUVZRVldWU1ZU1lDWVtZSm0lLaSodSKKWytrKOMkZZV1lPWV/ZQNlQGatspGysbKJsqmymjFM2V7ZQtlS2UrZWtlG2VbZTtld2UHZUOpXxygRlotKlTFImK1OUbmUnZarSo0xTepU+Zbqys9KvzFAGlEFlF2Wmsquym7K7soeyp7KXsreyj7Kvsp+yv3KAcqBykHKwcohyqHKYcrhyhHKkcpRytHKMcqxynHK8coJyonKScrJyinKqctqoM5TTlTOUM5WzlLOVc5RzlfOU85ULlAuVi5SLlUuUS5XLlMuVK5QrlauUq5VrlGuV65TrlRuUG5WblJuVW5RblduU25U7lDuVu5S7lXuUe5X7lPuVB5QHlYeUh5VHlEeVx5THlSeUJ5WnlKeVZ5RnleeU55UXlBeVl5SXlVeUV5XXlNeVN5Q3lbeUt5V3lHeV95T3lQ+UD5WPlI+VT5RPlc+Uz5UvlC+Vr5SvlW+Ub5XvlO+VH5QflZ+Un5VflF+V35TflT+UP5W/lL+Vf9RRqqTKqqKqqqbqqqGaqqXaqqO6qqf6aqCGaqTGakWdQ51TnUudW51HnVedT51fXUBdUF1IXVhdRF1UXUxdXF1CXVJdSl1aXUZdVl1OXV5dQV1RXUldWR2tVtVETVWhZmqu1tS62lBXUVdVV1NXV9dQ11TXUptqS22rHWqhlura6jrqGHVddT11fXUDdUN1rLqRurG6ibqpupk6Tt1c3ULdUt1K3VrdRt1W3U7dXt1B3VHtVMerE9SJapc6SZ2sTlG71Z3UqWqPOk3tVfvU6erOar86Qx1QB9Vd1Jnqrupu6u7qHuqe6l7q3uo+6r7qfur+6gHqgepB6sHqIeqh6mHq4eoR6pHqUerR6jHqsepx6vHqCeqJ6knqyeop6qnqaerp6hnqmepZ6tnqOeq56nnq+eoF6oXqRerF6iXqpepl6uXqFeqV6lXq1eo16rXqder16g3qjepN6s3qLeqt6m3q7eod6p3qXerd6j3qvep96v3qA+qD6kPqw+oj6qPqY+rj6hPqk+pT6tPqM+qz6nPq8+oL6ovqS+rL6ivqq+pr6uvqG+qb6lvq2+o76rvqe+r76gfqh+pH6sfqJ+qn6mfq5+oX6pfqV+rX6jfqt+p36vfqD+qP6k/qz+ov6q/qb+rv6h/qn+pf6t/qP9ooTdJkTdFUTdN0zdBMzdJszdFczdN8LdBCLdJiraLNoc2pzaXNrc2jzavNp82vLaAtqC2kLawtoi2qLaYtri2hLaktpS2tLaMtqy2nLa+toK2oraStrI3WqlqipZrQMi3Xalpda2iraKtqq2mra2toa2praU2tpbW1Dq3QSm1tbR1tjLautp62vraBtqE2VttI21jbRNtU20wbp22ubaFtqW2lba1to22rbadtr+2g7ah1auO1CdpErUubpE3Wpmjd2k7aVK1Hm6b1an3adG1nrV+boQ1og9ou2kxtV203bXdtD21PbS9tb20fbV9tP21/7QDtQO0g7WDtEO1Q7TDtcO0I7UjtKO1o7RjtWO047XjtBO1E7STtZO0U7VTtNO107QztTO0s7WztHO1c7TztfO0C7ULtIu1i7RLtUu0y7XLtCu1K7Srtau0a7VrtOu167QbtRu0m7WbtFu1W7Tbtdu0O7U7tLu1u7R7tXu0+7X7tAe1B7SHtYe0R7VHtMe1x7QntSe0p7WntGe1Z7Tntee0F7UXtJe1l7RXtVe017XXtDe1N7S3tbe0d7V3tPe197QPtQ+0j7WPtE+1T7TPtc+0L7UvtK+1r7RvtW+077XvtB+1H7SftZ+0X7VftN+137Q/tT+0v7W/tH32ULumyruiqrum6buimbum27uiu7um+HuihHumxXtHn0OfU59Ln1ufR59Xn0+fXF9AX1BfSF9YX0RfVF9MX15fQl9SX0pfWl9GX1ZfTl9dX0FfUV9JX1kfrVT3RU13omZ7rNb2uN/RV9FX11fTV9TX0NfW19Kbe0tt6h17opb62vo4+Rl9XX09fX99A31Afq2+kb6xvom+qb6aP0zfXt9C31LfSt9a30bfVt9O313fQd9Q79fH6BH2i3qVP0ifrU/RufSd9qt6jT9N79T59ur6z3q/P0Af0QX0Xfaa+q76bvru+h76nvpe+t76Pvq++n76/foB+oH6QfrB+iH6ofph+uH6EfqR+lH60fox+rH6cfrx+gn6ifpJ+sn6Kfqp+mn66foZ+pn6WfrZ+jn6ufp5+vn6BfqF+kX6xfol+qX6Zfrl+hX6lfpV+tX6Nfq1+nX69foN+o36TfrN+i36rfpt+u36Hfqd+l363fo9+r36ffr/+gP6g/pD+sP6I/qj+mP64/oT+pP6U/rT+jP6s/pz+vP6C/qL+kv6y/or+qv6a/rr+hv6m/pb+tv6O/q7+nv6+/oH+of6R/rH+if6p/pn+uf6F/qX+lf61/o3+rf6d/r3+g/6j/pP+s/6L/qv+m/67/of+p/6X/rf+jzHKkAzZUAzV0AzdMAzTsAzbcAzX8AzfCIzQiIzYqBhzGHMacxlzG/MY8xrzGfMbCxgLGgsZCxuLGIsaixmLG0sYSxpLGUsbyxjLGssZyxsrGCsaKxkrG6ONqpEYqSGMzMiNmlE3GsYqxqrGasbqxhrGmsZaRtNoGW2jwyiM0ljbWMcYY6xrrGesb2xgbGiMNTYyNjY2MTY1NjPGGZsbWxhbGlsZWxvbGNsa2xnbGzsYOxqdxnhjgjHR6DImGZONKUa3sZMx1egxphm9Rp8x3djZ6DdmGAPGoLGLMdPY1djN2N3Yw9jT2MvY29jH2NfYz9jfOMA40DjIONg4xDjUOMw43DjCONI4yjjaOMY41jjOON44wTjROMk42TjFONU4zTjdOMM40zjLONs4xzjXOM8437jAuNC4yLjYuMS41LjMuNy4wrjSuMq42rjGuNa4zrjeuMG40bjJuNm4xbjVuM243bjDuNO4y7jbuMe417jPuN94wHjQeMh42HjEeNR4zHjceMJ40njKeNp4xnjWeM543njBeNF4yXjZeMV41XjNeN14w3jTeMt423jHeNd4z3jf+MD40PjI+Nj4xPjU+Mz43PjC+NL4yvja+Mb41vjO+N74wfjR+Mn42fjF+NX4zfjd+MP40/jL+Nv4xxxlSqZsKqZqaqZuGqZpWqZtOqZreqZvBmZoRmZsVsw5zDnNucy5zXnMec35zPnNBcwFzYXMhc1FzEXNxczFzSXMJc2lzKXNZcxlzeXM5c0VzBXNlcyVzdFm1UzM1BRmZuZmzaybDXMVc1VzNXN1cw1zTXMts2m2zLbZYRZmaa5trmOOMdc11zPXNzcwNzTHmhuZG5ubmJuam5njzM3NLcwtza3Mrc1tzG3N7cztzR3MHc1Oc7w5wZxodpmTzMnmFLPb3MmcavaY08xes8+cbu5s9pszzAFz0NzFnGnuau5m7m7uYe5p7mXube5j7mvuZ+5vHmAeaB5kHmweYh5qHmYebh5hHmkeZR5tHmMeax5nHm+eYJ5onmSebJ5inmqeZp5unmGeaZ5lnm2eY55rnmeeb15gXmheZF5sXmJeal5mXm5eYV5pXmVebV5jXmteZ15v3mDeaN5k3mzeYt5q3mbebt5h3mneZd5t3mPea95n3m8+YD5oPmQ+bD5iPmo+Zj5uPmE+aT5lPm0+Yz5rPmc+b75gvmi+ZL5svmK+ar5mvm6+Yb5pvmW+bb5jvmu+Z75vfmB+aH5kfmx+Yn5qfmZ+bn5hfml+ZX5tfmN+a35nfm/+YP5o/mT+bP5i/mr+Zv5u/mH+af5l/m3+Y42yJEu2FEu1NEu3DMu0LMu2HMu1PMu3Aiu0Iiu2KtYc1pzWXNbc1jzWvNZ81vzWAtaC1kLWwtYi1qLWYtbi1hLWktZS1tLWMtay1nLW8tYK1orWStbK1miraiVWagkrs3KrZtWthrWKtaq1mrW6tYa1prWW1bRaVtvqsAqrtNa21rHGWOta61nrWxtYG1pjrY2sja1NrE2tzaxx1ubWFtaW1lbW1tY21rbWdtb21g7WjlanNd6aYE20uqxJ1mRritVt7WRNtXqsaVav1WdNt3a2+q0Z1oA1aO1izbR2tXazdrf2sPa09rL2tvax9rX2s/a3DrAOtA6yDrYOsQ61DrMOt46wjrSOso62jrGOtY6zjrdOsE60TrJOtk6xTrVOs063zrDOtM6yzrbOsc61zrPOty6wLrQusi62LrEutS6zLreusK60rrKutq6xrrWus663brButG6ybrZusW61brNut+6w7rTusu627rHute6z7rcesB60HrIeth6xHrUesx63nrCetJ6ynraesZ61nrOet16wXrResl62XrFetV6zXrfesN603rLett6x3rXes963PrA+tD6yPrY+sT61PrM+t76wvrS+sr62vrG+tb6zvrd+sH60frJ+tn6xfrV+s363/rD+tP6y/rb+sUfZki3biq3amq3bhm3alm3bju3anu3bgR3akR3bFXsOe057Lntuex57Xns+e357AXtBeyF7YXsRe1F7MXtxewl7SXspe2l7GXtZezl7eXsFe0V7JXtle7RdtRM7tYWd2blds+t2w17FXtVezV7dXsNe017Lbtotu2132IVd2mvb69hj7HXt9ez17Q3sDe2x9kb2xvYm9qb2ZvY4e3N7C3tLeyt7a3sbe1t7O3t7ewd7R7vTHm9PsCfaXfYke7I9xe62d7Kn2j32NLvX7rOn2zvb/fYMe8AetHexZ9q72rvZu9t72Hvae9l72/vY+9r72fvbB9gH2gfZB9uH2Ifah9mH20fYR9pH2Ufbx9jH2sfZx9sn2CfaJ9kn26fYp9qn2afbZ9hn2mfZZ9vn2Ofa59nn2xfYF9oX2Rfbl9iX2pfZl9tX2FfaV9lX29fY19rX2dfbN9g32jfZN9u32Lfat9m323fYd9p32Xfb99j32vfZ99sP2A/aD9kP24/Yj9qP2Y/bT9hP2k/ZT9vP2M/az9nP2y/YL9ov2S/br9iv2q/Zr9tv2G/ab9lv2+/Y79rv2e/bH9gf2h/ZH9uf2J/an9mf21/YX9pf2V/b39jf2t/Z39s/2D/aP9k/27/Yv9q/2b/bf9h/2n/Zf9v/OKMcyZEdxVEdzdEdwzEdy7Edx3Edz/GdwAmdyImdijOHM6czlzO3M48zrzOfM7+zgLOgs5CzsLOIs6izmLO4s4SzpLOUs7SzjLOss5yzvLOCs6KzkrOyM9qpOomTOsLJnNypOXWn4azirOqs5qzurOGs6azlNJ2W03Y6nMIpnbWddZwxzrrOes76zgbOhs5YZyNnY2cTZ1NnM2ecs7mzhbOls5WztbONs62znbO9s4Ozo9PpjHcmOBOdLmeSM9mZ4nQ7OzlTnR5nmtPr9DnTnZ2dfmeGM+AMOrs4M51dnd2c3Z09nD2dvZy9nX2cfZ39nP2dA5wDnYOcg51DnEOdw5zDnSOcI52jnKOdY5xjneOc450TnBOdk5yTnVOcU53TnNOdM5wznbOcs51znHOd85zznQucC52LnIudS5xLncucy50rnCudq5yrnWuca53rnOudG5wbnZucm51bnFud25zbnTucO527nLude5x7nfuc+50HnAedh5yHnUecR53HnMedJ5wnnaecp51nnGed55znnRecF52XnJedV5xXndec1503nDedt5y3nXecd533nPedD5wPnY+cj51PnE+dz5zPnS+cL52vnK+db5xvne+c750fnB+dn5yfnV+cX53fnN+dP5w/nb+cv51/3FGu5Mqu4qqu5uqu4Zqu5dqu47qu5/pu4IZu5MZuxZ3DndOdy53bnced153Pnd9dwF3QXchd2F3EXdRdzF3cXcJd0l3KXdpdxl3WXc5d3l3BXdFdyV3ZHe1W3cRNXeFmbu7W3LrbcFdxV3VXc1d313DXdNdym27LbbsdbuGW7truOu4Yd113PXd9dwN3Q3esu5G7sbuJu6m7mTvO3dzdwt3S3crd2t3G3dbdzt3e3cHd0e10x7sT3IlulzvJnexOcbvdndypbo87ze11+9zp7s5uvzvDHXAH3V3cme6u7m7u7u4e7p7uXu7e7j7uvu5+7v7uAe6B7kHuwe4h7qHuYe7h7hHuke5R7tHuMe6x7nHu8e4J7onuSe7J7inuqe5p7unuGe6Z7lnu2e457rnuee757gXuhe5F7sXuJe6l7mXu5e4V7pXuVe7V7jXute517vXuDe6N7k3uze4t7q3ube7t7h3une5d7t3uPe697n3u/e4D7oPuQ+7D7iPuo+5j7uPuE+6T7lPu0+4z7rPuc+7z7gvui+5L7svuK+6r7mvu6+4b7pvuW+7b7jvuu+577vvuB+6H7kfux+4n7qfuZ+7n7hful+5X7tfuN+637nfu9+4P7o/uT+7P7i/ur+5v7u/uH+6f7l/u3+4/3ihP8mRP8VRP83TP8EzP8mzP8VzP83wv8EIv8mKv4s3hzenN5c3tzePN683nze8t4C3oLeQt7C3iLeot5i3uLeEt6S3lLe0t4y3rLect763greit5K3sjfaqXuKlnvAyL/dqXt1reKt4q3qreat7a3hremt5Ta/ltb0Or/BKb21vHW+Mt663nre+t4G3oTfW28jb2NvE29TbzBvnbe5t4W3pbeVt7W3jbett523v7eDt6HV6470J3kSvy5vkTfameN3eTt5Ur8eb5vV6fd50b2ev35vhDXiD3i7eTG9Xbzdvd28Pb09vL29vbx9vX28/b3/vAO9A7yDvYO8Q71DvMO9w7wjvSO8o72jvGO9Y7zjveO8E70TvJO9k7xTvVO8073TvDO9M7yzvbO8c71zvPO987wLvQu8i72LvEu9S7zLvcu8K70rvKu9q7xrvWu8673rvBu9G7ybvZu8W71bvNu927w7vTu8u727vHu9e7z7vfu8B70HvIe9h7xHvUe8x73HvCe9J7ynvae8Z71nvOe957wXvRe8l72XvFe9V7zXvde8N703vLe9t7x3vXe89733vA+9D7yPvY+8T71PvM+9z7wvvS+8r72vvG+9b7zvve+8H70fvJ+9n7xfvV+8373fvD+9P7y/vb+8ff5Qv+bKv+Kqv+bpv+KZv+bbv+K7v+b4f+KEf+bFf8efw5/Tn8uf25/Hn9efz5/cX8Bf0F/IX9hfxF/UX8xf3l/CX9Jfyl/aX8Zf1l/OX91fwV/RX8lf2R/tVP/FTX/iZn/s1v+43/FX8Vf3V/NX9Nfw1/bX8pt/y236HX/ilv7a/jj/GX9dfz1/f38Df0B/rb+Rv7G/ib+pv5o/zN/e38Lf0t/K39rfxt/W387f3d/B39Dv98f4Ef6Lf5U/yJ/tT/G5/J3+q3+NP83v9Pn+6v7Pf78/wB/xBfxd/pr+rv5u/u7+Hv6e/l7+3v4+/r7+fv79/gH+gf5B/sH+If6h/mH+4f4R/pH+Uf7R/jH+sf5x/vH+Cf6J/kn+yf4p/qn+af7p/hn+mf5Z/tn+Of65/nn++f4F/oX+Rf7F/iX+pf5l/uX+Ff6V/lX+1f41/rX+df71/g3+jf5N/s3+Lf6t/m3+7f4d/p3+Xf7d/j3+vf59/v/+A/6D/kP+w/4j/qP+Y/7j/hP+k/5T/tP+M/6z/nP+8/4L/ov+S/7L/iv+q/5r/uv+G/6b/lv+2/47/rv+e/77/gf+h/5H/sf+J/6n/mf+5/4X/pf+V/7X/jf+t/53/vf+D/6P/k/+z/4v/q/+b/7v/h/+n/5f/t/9PMCqQAjlQAjXQAj0wAjOwAjtwAjfwAj8IgjCIgjioBHMEcwZzBXMH8wTzBvMF8wcLBAsGCwULB4sEiwaLBYsHSwRLBksFSwfLBMsGywXLBysEKwYrBSsHo4NqkARpIIIsyINaUA8awSrBqsFqwerBGsGawVpBM2gF7aAjKIIyWDtYJxgTrBusF6wfbBBsGIwNNgo2DjYJNg02C8YFmwdbBFsGWwVbB9sE2wbbBdsHOwQ7Bp3B+GBCMDHoCiYFk4MpQXewUzA16AmmBb1BXzA92DnoD2YEA8FgsEswM9g12C3YPdgj2DPYK9g72CfYN9gv2D84IDgwOCg4ODgkODQ4LDg8OCI4MjgqODo4Jjg2OC44PjghODE4KTg5OCU4NTgtOD04IzgzOCs4OzgnODc4Lzg/uCC4MLgouDi4JLg0uCy4PLgiuDK4Krg6uCa4NrguuD64IbgxuCm4ObgluDW4Lbg9uCO4M7gruDu4J7g3uC+4P3ggeDB4KHg4eCR4NHgseDx4IngyeCp4OngmeDZ4Lng+eCF4MXgpeDl4JXg1eC14PXgjeDN4K3g7eCd4N3gveD/4IPgw+Cj4OPgk+DT4LPg8+CL4Mvgq+Dr4Jvg2+C74Pvgh+DH4Kfg5+CX4Nfgt+D34I/gz+Cv4O/gnHBVKoRwqoRpqoR4aoRlaoR06oRt6oR8GYRhGYRxWwjnCOcO5wrnDecJ5w/nC+cMFwgXDhcKFw0XCRcPFwsXDJcIlw6XCpcNlwmXD5cLlwxXCFcOVwpXD0WE1TMI0FGEW5mEtrIeNcJVw1XC1cPVwjXDNcK2wGbbCdtgRFmEZrh2uE44J1w3XC9cPNwg3DMeGG4Ubh5uEm4abhePCzcMtwi3DrcKtw23CbcPtwu3DHcIdw85wfDghnBh2hZPCyeGUsDvcKZwa9oTTwt6wL5we7hz2hzPCgXAw3CWcGe4a7hbuHu4R7hnuFe4d7hPuG+4X7h8eEB4YHhQeHB4SHhoeFh4eHhEeGR4VHh0eEx4bHhceH54QnhieFJ4cnhKeGp4Wnh6eEZ4ZnhWeHZ4TnhueF54fXhBeGF4UXhxeEl4aXhZeHl4RXhleFV4dXhNeG14XXh/eEN4Y3hTeHN4S3hreFt4e3hHeGd4V3h3eE94b3hfeHz4QPhg+FD4cPhI+Gj4WPh4+ET4ZPhU+HT4TPhs+Fz4fvhC+GL4Uvhy+Er4avha+Hr4Rvhm+Fb4dvhO+G74Xvh9+EH4YfhR+HH4Sfhp+Fn4efhF+GX4Vfh1+E34bfhd+H/4Q/hj+FP4c/hL+Gv4W/h7+Ef4Z/hX+Hf4TjYqkSI6USI20SI+MyIysyI6cyI28yI+CKIyiKI4q0RzRnNFc0dzRPNG80XzR/NEC0YLRQtHC0SLRotFi0eLREtGS0VLR0tEy0bLRctHy0QrRitFK0crR6KgaJVEaiSiL8qgW1aNGtEq0arRatHq0RrRmtFbUjFpRO+qIiqiM1o7WicZE60brRetHG0QbRmOjjaKNo02iTaPNonHR5tEW0ZbRVtHW0TbRttF20fbRDtGOUWc0PpoQTYy6oknR5GhK1B3tFE2NeqJpUW/UF02Pdo76oxnRQDQY7RLNjHaNdot2j/aI9oz2ivaO9on2jfaL9o8OiA6MDooOjg6JDo0Oiw6PjoiOjI6Kjo6OiY6NjouOj06IToxOik6OTolOjU6LTo/OiM6MzorOjs6Jzo3Oi86PLogujC6KLo4uiS6NLosuj66Iroyuiq6Oromuja6Lro9uiG6Mbopujm6Jbo1ui26P7ojujO6K7o7uie6N7ovujx6IHoweih6OHokejR6LHo+eiJ6Mnoqejp6Jno2ei56PXohejF6KXo5eiV6NXotej96I3ozeit6O3onejd6L3o8+iD6MPoo+jj6JPo0+iz6Pvoi+jL6Kvo6+ib6Nvou+j36Ifox+in6Ofol+jX6Lfo/+iP6M/or+jv6JR8VSLMdKrMZarMdGbMZWbMdO7MZe7MdBHMZRHMeVeI54zniueO54nnjeeL54/niBeMF4oXjheJF40XixePF4iXjJeKl46XiZeNl4uXj5eIV4xXileOV4dFyNkziNRZzFeVyL63EjXiVeNV4tXj1eI14zXituxq24HXfERVzGa8frxGPideP14vXjDeIN47HxRvHG8SbxpvFm8bh483iLeMt4q3jreJt423i7ePt4h3jHuDMeH0+IJ8Zd8aR4cjwl7o53iqfGPfG0uDfui6fHO8f98Yx4IB6Md4lnxrvGu8W7x3vEe8Z7xXvH+8T7xvvF+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/9URlWkilxRKmpFq+gVo2JWrIpdcSpuxav4laASVqJKXKlU5qjMWZmrMndlnsq8lfkq81cWqCxYWaiycGWRyqKVxSqLV5aoLFlZqrJ0ZZnKspXlKstXVqisWFmpsnJldKVaSSppRVSySl6pVeqVRmWVyqqV1SqrV9aorFlZq9KstCrtSkelqJSVtSvrVMZU1q2sV1m/skFlw8rYykaVjSubVDatbFYZV9m8skVly8pWla0r21S2rWxX2b6yQ2XHSmdlfGVCZWKlqzKpMrkypdJd2akytdJTmWY0p3VO6O/rNTqHR705vr9rly69c/ZgNPsm9/V2TTU6h0enPaG7f8LgtEk9Xbs6E/732G5P7BvonDChq3fAnvDvQ71jQuesKScODx1D83cOGAXBLoLFcLBr9mAX/5uo69+HRsFhdA2PejE8Y9fswVn7Pwc1+T8Htfb/5pr8v7kGe7tHV5OEMXXW+c+zp/zvsbrO+M5+dcrQH/qYge6eiV169+zBGMPxd3P8Y4aPv3v4BRvDkXYPj/KYdeXunZx1/9PY6X+Ph48hzRlr7tTJ/V1dvT2dvRO7J+jrd04YHOjSe2YPfEmLsa2vP/wS9Mwe1PWHzk/tGfpD33D4Wb3/eZbIGHN9w+Fn9Q6/cL2d0/tmDPT3TZ/SpRS9k5Wu3snGWE6vj9MbO3x6fbMHb+yUwd7Jnf2D03o6Bwe8vv9+pG8yXO7/Tznj1LKavslwuX942HT4a2fMHpxN//PyzPh/X56cb1We6psNP3lg+Jw3m/UNGpj1DRo3/A0aHP4GjeMMBjmDccNnMDh70Mb1d/dO1gZn/emN+z9nM/jfj4xxfCMH+cnf4j/HOPM/j7f6z+Pd/vdY33r4DHefPdhb/+9Hcfd/H2o9fb2TZwyfXX00Y5WRs66njIKR72WdV7ZeY6wzNhibjPzE1NuMHYwFYzk8Nug36DfoNug26DboNug26DboNug26DboNug26DZKbeyUvv5erW/Wn8Ofa3LOTdpN2k3aTdpN2k3aTdpN2k3aTdpN2s1CGze7Ofi/ZovzbdFu0W7RbtFu0W7RbtFu0W7RbtFu0W7RbnHeLV7vNq93m36bfpt+m36bfpt+m36bfpt+m36bfpt+m36bfpt+B/0O+h30O+h30O+g30G/g34H/Q76HfQ76HfQ76DfQb+DfkG/oF/QL+gX9ItMX3v4XT959sBnqRfUC+oF9YJ6Qb2gXlAvqZfUS+ol9ZJ6ydmXnH3J2Zf0y4bdnLWSDL/JO/99aDSL4bGza3iFGzujp3PGlOHHff97PHuWZPRoxipjwpgyCsaMMWesMdYZG4xNxhZjm7GDsWAcfjWSKv0q/Sr9Kv0q/Sr9Kv0q/Sr9Kv0q/Sr9Kv0q/Sr9Kv2EfkIfnJOEfkI/oZ/QT+gn9BP6Cf2EfkI/oZ/QT+in9FP6Kf2Ufko/pQ/YSUo/pZ/ST+mjdZLST+mn9FP6gr6gL+gL+oI+jieCvqAv6Av6gr6gL+gL+oK+oJ/Rz+hn9DP6Gf2MPqonGf2MfkY/o5/Rz+hn9DP6Gf2cfk4f8ZOcfk4/p5/Tz+nn9HP6Of2cfk4/p5/Tz+nX6Nfo1+jX6Nfo1+jX6Nfo1+jX6Nfo1+jX6Nfo1+jX6GN/gv0J9ifYn2B/gv0J9ifYn2B/gv0J9ifYn2B/gv0J9ifYn2B/gv1Jgz7XAAnXAAnXAAnXAAnXAAnXAAnXAAnXAAnXAAnXAAnXAAnXAEmDfpN+kz7XAQnXAQnXAQnXAQnXAQnXAQnXAQnXAQnXAQnXAQnXAQnXAUmTfpN+iz7XAgnXAgnXAgnXAgnXAgnXAgnXAgnXAgnXAgnXAgnXAgnXAgnXAgnXAgnXAgnXAgnXAgnXAgnXAgnXAgnXAgn2J5ifYH6C+QnmJ5ifYH6C+QnmJ5ifYH6C+QnmJ5ifYH6C4QmGJxieYHiC4QmGJxieFMxXMF/BfCieoHiC4gmKJyieoHiC4gmKJyieoHiC4gmKJyieoHiC4gmKJyielPRL+iX9kn5Jv6Rfltbk/s5duib0TRtvzXZ81qPZf5eOTqzZu5D/fEYwZow5Y42x7k3p65vaOb5vl/8+q8nYYmwzdjAWjMOvRYrhKYanGJ5ieIrhKYanGJ5ieIrhKYanGJ5ieIrhKYanGJ5ieIrhKYanSeIO7XPGd/X0zfzfSQF5CuQpkKdAngJ5CuQpkKdAngJ5CuQpkKdAngJ5CuQpkKdAngJ5CuQpkKdAngJ5CuQpkKdAngJ5CuQpkKdAngJ5CuQpkKdAngJ5CuQpkKdAngJ5CuQpkKdAngJ5CuQpkKdAngJ5CuQpkKdAngJ5CuQpkKdAngJ5CuQpkKdAngJ5CuQpkKdAngJ5CuQpkKdAngJ5CuQpkKdAngJ5CuQpkKdAngJ5CuQpkKdAngJ5CuQpkKdAngJ5CuQpkKdAngJ3CtwpcKfAndZKbaCvt2+GN7G7q79rRveM2R/ZzZ7pUzpnP7Q6e/sGunq6ujvdYvqM7qH9/exPm8UAfz+mj0fu2Gnds/51YviDcf/5YnvstK7Jw18UdQ99+f9pabNbaqtroFNbu3PatM7hAxsSmp669dBfKUM9bbMpQ4/UWUFtvc7p0zv19TunjZ/YKW8wKG84KG/ZbXAE8kbdyiZT+rRNuydP61Q26xw0OBployndSnvovxvN6B7ONBvumP8cUcAXjnxsd/77Qrhd/z39rpHT7x45/TkG/+9Th09u9vPV8bNObvKsk9MmdvUMdBrMpe4+69Rm/eXA7FObNZk2dfap9cw+teGDbLXl3kF5126jb/j8lP4pffqMWSdX1WYPysDQOdJXpg+d34Sh/w59qPXNeuHd/77mwf9zmG7ff79rg//9rvX9+10bPgzQTTtG67MPt2ryavGzCbpph1CHjqGqz37+yN/x88gmO2WTnbLJTtlkp2yyUzbZKUCnAJ0CdArQKUCnAJ0CdArQKUCnAJ0CdArQKUCnAJ0CdArQKUCnAJ0CdArQKUCnAJ0CdArQKUCnAJ0CdArQKUCnAJ0CdArQKUCn5XBfsLEWbKwFG2vBxlpAs4BmAc0CmgUba8HGWoCyAGUBygKUBSgLUBagLEBZgLIAZQHKApQFKAtQFqAsQFmAsgBlAcoClAUoC1AWoCxAWbCxFmysBR4LPBZ4LPBY4LHAY4HHAo8FHgs8Fngs8FjgscBjgccCjwUeCzwWeCzwWOCxwGOBxwKPBR4LPBZ4LPBY4LHAY4HHAo8FHgs8Fngs8FjgscBjgccCjwUeCzwWeCzwWOCxwGOBxwKPBR4LPBZ4LPBY4LHAY4HHAo8FHgs8Fngs8FjgscBjgccCjwUeCzwWeCzwWOCxwGOBxwKPBR4LPBZ4LPBY4LHAY4HHAo8FHgs8Fngs8FiwsRZsrAU+C3wW+CzwWbCxFmysBRtrwcZasLEWbKwFG2vBxlqwsRZsrAUba8HGWrCxFmysBRtrwcZasLEWbKwFG2vBxlqwsRZsrAUba8HGWrCxFmysBRtrwcZasLEWbKwFG2vBxlqwsRZsrAUba8HGWrCxFmysBRtrwcZasLEWbKwFG2vBxlqwsRZsrAUba8HGWrCxFmysBRtrwcZasLEWbKwFG2vBxlqwsRZsrAUba8HGWrCxFmysBRtrwcZasLEWbKwFG2vBxlqwsRZsrAUba8HGWvCP7IJ/ZBdstAX/yC7YcAs23IINt2DDLdhwC+wXbLgFG27Bhltgv2DDLdhwCzbcAv8F3gu8F3gv8F7gvcB7gfcC7wXeC7wXeC/wXuC9wHuB9wLvBd4LvBd4L/Be4L3Ae4H3Au8F3gu8F3gv8F7gvcB7gfcC7wXeC7wXeC/wXuC9wPsM7zO8z/A+w/sM7zO8z/A+w/sM7zO8z/A+w/sM7zO8z/A+w/sM7zO8z/A+w/sM7zO8z/A+w/sM7zO8z/A+w/sM7zO8z/A+w/sM7zO8z/A+w/sM7zO8z/A+w/sM7zO8z/A+w/sM7zO8z/A+w/sM5zOcz3A+w/kM5zOcz3A+w/kM5zOcz3A+w/kM5zOcz3A+w/kM5zOcz3A+w/kM5zOcz3A+w/kM5zOcz3A+w/kM5zOcz3A+w/kM5zOcz3A+w/kM5zOcz3A9w/UM1zNcz3A9w/UM1zNcz3A9w/UM1zNcz3A9w/UM1zNcz3A9w/UM1zNcz3A9w/UM1zNcz3A9w/UM1zNcz3A9w/UM1zNcz3A9w/UM1zNcz3A9w/UM1zNcz3A9w/UM1zNcz3A9w/UM1zNcz3A9w/UMxzMcz3A8w+8MvzP8zvA7w+8MvzP8zvA7w+8MvzP8zvA7w+8MvzP8zvA7w+8MvzP8zvA7w+8MvzP8zvA7w+8MvzP8zvA7w+8MvzP8zvA7w+8MvzP8zvA7w+8MvzP8zvA7w+8MvzP8zvA7w+8MvzP8zvA7w+8MvzP8zvA7w+8MvzP8zvA3w98MfzP8zfA3w98Mf7OOkedz/Oy/MzzO8DjD4wyPMzzO8DjD4wyPMzzO8DjD4wyPMzzO8DjD4wyPMzzOcDbD2QxnM5zNcDbHwxwPczzM8TAfPfJ1GWPOWGOsMzYYm4wtxjZjB2PBOHz+OR7meJjjYY6HOR7meJjjYY6HOR7meJjjYY6HOR7meJjjYY6HOR7meJjjYY6HOR7meJjjYY6HOR7meJjjYY6HOR7meJjjYY6HOfvfHBdzXMxxMcfFHBdzXMxxMcfFHBdzXMxxMcfFHBdzXMxxMcfFHBdzXMxxMcfFHBdzXMxxMcfFHBdzXMxxMcfFHBdzXMxxMcfFHBdzXMxxMcfFHBdzXMzZ/+bsf3OczHEyx8kcJ3OczHEyx8kcJ3OczHEyx8kcJ3OczHEyx8kcJ3OczHEyx8kcJ3OczHEyx8kcJ3OczHEyx8kcH3N8zPExx8ccH3N8zPExx8ccH3N8zPExx8ccH3N8zPExx8ccH3N8zPExx8ccH3N8zNn35ux7c7zM8TLHy5x9b46bOW7muJnjZo6bOW7muJnjZo6bOW7muJnjZo6bOW7muJnjZo6bOW7muJnjZo6bOW7muJnjZo6bOW7muJnjZo6bOW7muJnjZo6bOW7muJnjZo6bOW7muJnjZo6bOW7muJnjZo6bOW7muJnjZo6bOW7muJnjZo6bOW7muJmz783Z9+bse3P2vTn73px9b86+N2ffm+Nujrs57ua4m+Nujrs57ua4m+Nujrs57ua4m+Nujrs57ua4m+Nujrs57ua4m+Nujrs57ua4m+Nujrs57ubsg3P2wTn74Jx9cM4+OB/xl31uzj43Zz+bs5/N2c/m7Gdz9rM5+9ka62eN9bPG+llj/ayxftZYP2usnzXWzxrrZ431s8b6WWP9rLF+1lg/a6yfNdbPGutnjfWzxvpZY/2ssX7WWD9rrJ811s8a62eN9bPG+llj/ayxftZYP2usnzXWzxrrZ431s8b6WWP9rLHPqLGO1lhHa6yjNdbRGutojXW0xjpaYx2tsY7WWEdrrKN11pE660iddaTOOlJnHamzjtRZR+qsI3XWkTrrSJ11pM46UmcdqbOO1FlH6qwjddaROutInXWkzjpSZx2ps37UWT/qrB911o8660ed9aPO+lFn/ajzfqzzfqzzfqzzfqzzfqzzfqzzfqzzfqzzfqx3jMzHefB+rPN+rPN+rPN+rPN+rPN+rPN+rPN+rPN+rPN+rPN+rPN+rPN+rPN+rPN+rPN+rPN+rHO9XOd6uc71cp3r5Trv1zrv1zrv1zr/LlXn36Xq/LtUnfdxnfdxnfdxnfdxnfdxffh9XO0Yvg4fGquMCWPKKBgzxpyxxlhnbDA2GVuMbcYOxoKRfpV+lX6VfpV+lX6VfpV+lX6VfpV+lX6VfpV+lX6VfpV+Qj+hn9BP6Cf0E/oJ/YR+Qj+hn9BP6Cf0E/oJ/YR+Sj+ln9JP6af0U/op/ZR+Sj+ln9JP6af0U/op/ZS+oC/oC/qCvqAv6Av6gr6gL+gL+oK+oC/oC/qCfkY/o5/Rz+hn9DP6Gf2MfkY/o5/Rz+hn9DP6Gf2Mfk4/p5/Tz+nn9HP6Of2cfk4/p5/Tz+nn9HP6Of2cfo1+jX6Nfo1+jX6Nfo1+jX6Nfo1+jX6Nfo1+jX6Nfo1+nX6dfp1+nX6dfp1+nX6dfp1+nX6dfp1+nX6dfp1+nX6DfoN+g36DfoN+g36DfoN+g36DfoN+g36DfoN+g36DfpN+k36TfpN+k36TfpN+k36TfpN+k36TfpN+k36TfpN+i36Lfot+i36Lfot+i36Lfot+i36Lfot+i36Lfot+i36bfpt+m36bfpt+m36bfpt+m36bfpt+SQdnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmQJnCpwpcKbAmaJW6lvM/l8k6zOHhy2G/8+HM2cP1hYj//M1a+bIo+Hn4UyBMwXOFDhT4EyBMwXOFDhT4EyBMwXOFDhT4EyBMwXOFDhT4EyBMwXOFDhT4EyBMwXOFDhT4EyBMwXOFDhT4EyBMwXOFDhT4EyBMwXOFDhT4EyBMwXOFDhT4EyBMwXOFDhT4EyBMwXOFDhT4EyBMwXOFDhT4EyBMwXOFDhT4EyBMwXOFDhT4EyBMwXOFDhT4EyBMwXOFDhT4EzRpt+m36bfpt+m30G/g34H/Q76HfQ76HfQ76DfQb+Dfgf9Dvod9Dvod9DvoF/QL+gX9Av6Bf2CfkG/oF/QL+gX9Av6Bf2CfkG/oF/SL6v6VsNvxN1mD3yWekm9pF5SL6mX1EvqJfWSekkd/Qv0L9G/RP8S/Uv0L9G/RP8S/Uv0L9G/RP8S/Uv0L9G/RP8S/Uv0L9G/RP8S/Uv0L9G/RP8S7Uu0L9G+RPsS7Uu0L9G9RPcS3Ut0L9G9RPcS3Ut0L9G9RPcS3Ut0L9G9TEZ6nB+6l+heonuJ7iW6l+heonuJ7iW6l+heonuJ7iW6l+heonuJ7iW6l+heonuJ7iW6l+heonuJ5iWal2heonmJ5iWal+hdoneJ3iV6l+hdoneJ3iV6l6hdonWZjczL8aNzic4lOpfoXKJzic4lOpfoXKJzic4lOpfoXKJzic4lOpfoXKJzic4lOpfoXKJzic4lOpfoXKJzic4lOpfoXKJzic4lu76SXV/Jrq9k11ey6yvZ9ZVoXKJxicYlGpdoXKJxicZlfaTH+aJxicYlGpdoXKJxicYlGpdoXKJxicYlGpdoXKJxicYlGpdoXKJxicYlGpdoXKJxicYlGpdoXKJxicYlGpdoXKJxicYlGpdoXKJxicYlGpdoXKJxicYlCpcoXKJwicIlCpcoXKJwicIlCpcoXKJwicIlCpcoXKJwib4l+pboW6Jvib4l+pboW6Jvib4l+pboW6Jvib4l+pZoW6JtibYl2pZoW6JtibIlypYoW6JsibIlypYoW6JsibIlypYoW6JsibIlypYoW6JsibIlypYoW5b0Snq4WuJpiaclnpZ4WuJpiaclnpZ4Wg57mowednRorDImjCmjYMwYc8YaY52xwdhkbDG2GTsYR7rl8FilX63ak7onD/Z3TeycMYVPZd5g78Su/hkT+oY+Pb7H23mwb6Br1u816Z/RNZGvYZok9ft6Z/0Ona7enq7OoSf5AzP7/vMhX8VBJxx0wkEnHHTCQSccdMJBJxx0WtWndffO/l0uXRP6ejmGlJco5SVKeYlSaim1tGV17Tqhp3Pa0LnwGeZPR+bnbAQviuCbIvimCL4pgpKgJCgJSoLzEpyX4LwE5yXoCrqCbkY3o5vRzehmnGlGP6Of0c/oZ/Qz+hn9jH5GP6Of0c/p5/Rz+jn9nH5ON6eb083p5nRzujndnG5ON6dbo1ujW6NT4zxr9Gr0avRq9Gr0avRq9Gr0avRq9Or06vTqnGed86zTr9Ov06/Tr9Ov06/Tr9Ov06/Tr9Nv0G3QbdBt0G3QbdBt0G3QbdBt0G3QbdBt0G2O9ib09fT1Tht6Tw509u/GZxO1p7u/kw9INHN9eteMoa/iQwpNCs2mOrGvdzIfcDpNTqfJy9nitFqcVovTanFaLU6rRbPFabU4rRbRFtEWp9XitFqcVot+i36Lfpv+8I4oqY4eGauMCWPKKBgzxpyxxlhnbDA2GVuMbcYOxoJx+Hiq1dHmmEn9nVMHBvv5BAdQ5QCqHECVA6hyANWaM7Ore2h5HejvnDGDz3EQVQ6i2jI3+b+Td7jT+7tmTOjvnj7QPfw7a4Y+yaEkvBQJL0XCESQcQcIRsDJXWZmrrMxVVuYqK3OVlbmadFhdMwa6p3UOIEE1oZhSTCmmnHtKORVaZ0/X9Cl8xJmzVldZq6sp/ZR+Sj+lz8pdZeWusnJXWbmrrNxVVu4qK3dVcN6s4FVW8CoreJUVvMoKXmUFr7KCV1nBq6zgVVbwKit4lRW8ygpezRJz1ntwSnf/RGtIxNkP+MayiPNry4ZGDoFFvMoiXs2a1tAUXd2TpwxMcQem9HfxeIYzqXuXkcfujCGWe/mA53FILOpVFnV+xdnQyEvCol7NOR4W9yqLe5XFvcriXmVxr7K4V1ncqyzuVRb3Kot7lcW9yuJerdGv0Wexr7LYV1nsqyz2VRb7Kot9lcW+ymJfZbGvsthXWeyrLPb8srOEX3aW8MvOEn7ZWcIvO0v4ZWcJv+ws4ZedJfyys4Rfdpbwy86GxpbV2d/fN7Ona9KAMfvR4HR79tg/69sw/JcT+2b2Dj8aP/TNt/iyib3uv4/Gz+iy+/oHpsz6zW+dPW5378Csy6sJs97KTtfOg927DL1beid0aVP6Bmd0eUNXXz19k7sndPb09g3Ys754cn9nz8D0fx+OHzA3LYdWwKH/zHpQ5cHofx+kIw+SkQdi5EF95EFj5EE+8qA28iDjgRiZJxl5ejaSyEZmTkfmSUY+k4x8TTIyTzZyqGLki9ORw0j+fTBST0aOJ/33wchfiZFE9d/oyMzJyKGKf794ZGYxcjzi3/MamVmMPD379wT/nWf2Z4zB6eN7+iZMNYa+h7NGbfijnknDY/8AHw/MmDJ0BazN/tOYOHX2aE3q7ukZuqbu21VfZ+jFqaX6OkM/f2J4yGZdis/66/6hHwNjoL+7c/Lg9OGxn48n9g6PPZP0Wb8FsGf2P/olWbs9e4I0tbp7dxk/ODTHwKxHw19i903v6uWTM6Z1D/3Ydk7oGvp52+XfD5QZg736pK5pQz9x6qw/tBnTh45VndAzOF6b0tU5FJ/Y3Tl0TTHRmTY4g5/BLv8/j0curPnfpCZt1p42a0+btafN2tNm7Wmz9rRZe9qsPW3WnjZrT5u1p83a02btabP2tFl72iN91p42a0+btafN2tNm7Wmz9rRZe9qsPW3WnjZrT5u1p83a02btabP2tFl72qw93CNNuEeacI804R5pwj3ShHukCfdIE+6RJtwjTbhHmnCPNOEeacI90oR7pAn3SBPukSbcI024R5pwjzThHmnCPdKEe6QJ90gT7pEm3CNNuEeacI804R5pwj3ShHukCfdIE+6RJtwjTbhHmnCPNOEeacI90oR7pAn3SBPukSbcI024R5pwjzThHmnCPdKEe6QJ90gT7pEm3CNNuEeacI804R5pwj3ShHukCfdIE+6RJtwjTbhHmnCPNOEeacI90oR7pAn3SBPukSbcI024R5pwj7RZG359h8Y6Y4OxydhibDN2MBaM5fA4/PoOjVVG5h9+fYdGwZgx5oz0E/oJ/YR+Qj+hn9BP6Cf0U/op/ZR+Sj+ln9JP6af0U/op/ZR+Sj+ln9JP6af0BX1Bf+T1FfQFfUFf0Bf0BX1BX9AX9AV9QV/QF/Qz+hn9jH5GP6Of0c/oZ/Qz+hn9jH5GP6Of0c/oZ/Rz+jn9nH5OP6ef08/p5/Rz+jn9nH5OP6ef08/p5/Rr9Gv0a/Rr9Gv0a/Rr9Gv0a/Rr9Gv0a/Rr9Gv0a/Rr9Ov06/Tr9Ov06/Tr9Ov06/Tr9Ov06/Tr9Ov06/Tr9Bt0G3QbdBt0G3QbdBt0G3QbdBt0G3QbdBt0G3QbI13Ou0m/Sb9Jv0m/Sb9Jv0m/Sb9Jv0m/Sb9Jv0m/Sb9Jv0m/Rb9Fv0W/Rb9Fv0W/Rb9Fv0W/Rb9Fv0W/Rb9Fv0W/Rb9Nv02/Tb9Nv02/Tb9Nv02/Tb9Nv02/g3k7mLeD+TqYp4N5Oping3k6mKfkOEqeV3IcJc8veX7J80ueX448n+MoeR1KXoeS16HkdRi+C9tssf62WH9brL8t1t8W62+L9bfF+tti/W2x/rZYf1usvy3W3xbrb4v1t8X622L9bbH+tlh/W6y/LdbfFutvi/W3xfrbYv1tsf62WH9brL8t1t8W62+L9bfF+tti/W2x/rZYf1usvy3W3xbrb4v1t8X622L9bbH+tlh/W6y/LdbfFutvi/W3xfrbYv1tsf62WH9brL8t1t8W62+L9bfF+tti/W2x/rZYf1usv63h9bdMh68by9bwdeTQmDIKxowxHx6r/H2Vv6/y99WRv68xdjAWjOXwmNBJ6A5fTwyNzJswb8K8CfMmzDt8PTE0NhibjC3GNiP9hH5CP6Wf0k/pp/RT+in9lH5KN6Wb0k3ppnRTeoKOoCOYXzC/YF7BeQnmF8wvmF8wv2B+wXmJkQ7nldHJ6GR0Ms4jo5PRyehkzJ8xf8b8GfPmnEfO/Dnz58yfM3/O/Dnz58zPz1krZ/6c+XPmrzF/jflrzF9j/hrz15i/xvw15q8xf435a8xfY/4689eZv878deatM2+d+erMV2eeOvM0mKfBPA3maXCcDeZrMF+D42wwb4N5Gxxng/kbzN9k3ibzNPn5aDJPk3mazNPk+U2e3+L5LX6eWxxfi+NrMW+LeVscZ4v5W8zf4ueuRafF8bbotfi5a9Ft87q06XfQ66DXQa+DTgfzdzBvB/MUPL/guAueX/D8guMtmKdgnoLjLJiv4DgLjrNg/pLjLOmU/19j19Ikx42cbyu+RFIbuijCN2/45GAMgCoAdewXpNmVNLKosVa6MFrDETn2PBhD0t71r3dVIfHlVyV0sU/ILCTySwCZOfVI9Mg6JcFLYncS3CS4SXCT4CZZpyT4SfCT4CbBzX8/0ybn874VXuJJ3lckeV+R5H1F2ohdm1T4bJecyUhyJiPJmYwkZzLSVsZti7zYtxX7tknGi53y3JzkuTnJc3OS5+YktZ9Jaj+T1H4mqf1MUvuZpOYzSc1nkprPJDWfSWo+k9R8Jqn5TFLzmaTms2/zPHYSr7soeFFwouBE0R9Fr8Sr1HImqeFMUruZpHYzSe1mkprNJLWaSWo1k9RqJqnRTFKjmaRGM0ltZpLazCS1mUlqMpPUZCapyUxSi5mkFjNJLWaSGswktZdJai6T1FomqbFMUmOZpMYySW1lktrKJLWVSWoqk9RUJqmpTFJLmaSWMkktZZIayiQ1lElqKJPUTiapnUxSO5mkZjJJzWSSmskktZJJaiWT1EomqZFMUiOZpEYySW1kktrIJLWRSWoik9REJqmJTFILmaQWMkktZJIayCQ1kElqIJPUPiapfUxS+5ikpjFJLWPfyniJc6laTFK1mKRqMUnVYpKqxSRVi0mqFlNKmwff728uv7t8cVIIUwhbiKYQbSF8IUIhYiG6h0XPCSgDyoJyoBpQLSgPKhbKYqzFCIsRFiNsAKVjYZWDVQ5WOWh2sMoBwwHDAcMBwwHDAaMBRgOMBhgNMBpgNMBogNEAowFGA4wWGC0wWmC0wGiB0QKjBUYLjBYYLTA8MDwwPDA8MDwwPDA8MDwwPDA8MAIwAjACMAIwAjACMAIwAjACNEdojtAcoS9CX4SWCC0Rlkbo66Cvg74OlnbQ3EFzB0s7YHTA6IDRdY8QMydKGiWtkk7JRslWSa9kUDIqqWhG0YyiGUUzimYUzSiaUTSjaEbRjKJZRbOKZhXNKppVNKtoVtGsollFs4rmFM0pmlM0p2hO0ZyiOUVziuYUzSlao2iNojWK1ihao2iNojWK1ihao2iNorWK1ipaq2itorWK1ipaq2itorWK1iqaVzSvaF7RvKJ5RfOK5hXNK5pXNK9oQdGCogVFC4oWFC0oWlC0oGhB0YKiRUWLihYVLSpaVLSoaFHRoqJFRYuK1ilap2idonWK1ilap2idonWK1ima5hKrucRqLrGaS6zmEqu5xGousZpLrOYSq7nEai6xmkus5hKrucRqLrGaS6zmEqu5xGousZpLrOYSq7nEai6xmkus5hKrucRqLrGaS6zmEqu5xGousZpLrOYSq7nEai6xmkus5hKrucRqLrGaS6zmEqu5xGousZpLrOYSq7nEai6xmkus5hKrucRqLrGaS6zmEqu5xGousZpLbNs+eHP9z3dvm84VoslEOGm/7O8th99lezW265MXFxc372YX43ixDImF6IQIRVtoCxGEiKYQthCuEGVUzDb4Zj3C+dYwXISqghsLbndSiILSFZQy04CZdsW2zheiaO5EczxxhWgK0RZCRkVbZGyRsUXGQiYUomi2YnN0J4UwhbCFKJpd0eyKZlc0u6LZFc1NEW6KcFtk2iLTFnRf0H1B92W4L8N9wfJFjy96fNETip5Q9IQyi1BmUbwiFq+IoWgu7hFD0RyK5lg0F8+JxXNi8ZxYPCfGojkWzcVbYvGWWLwlFm+JxVti1/yLPPC9kge+sV2v1i+ur97sH45S/Q2dAWVBOVANqBaUBxVARVBdofoHnEIBwwHDAcMBwwHDAcMBwwHDAaMBRgOMBhgNMBpgNMBogNEAowFGA4wWGC0wWmC0wGiB0QKjBUYLjBYYLTA8MDwwPDA8MDwwPDA8MDwwPDA8MAIwAjACMAIwAjACMAIwAjACMAIwIjAiMCIwIjAiMCIwIjAiMCIwIjA6YHTA6IDRAaMDRgeMDhgdMDpgdAWjf/oBZUBZUA5UA6oF5UEFUBEUMAwwDDAMMAwwDDAMMAwwDDAMMAwwLDAQ5wZxbhDnBnFuEOcGcW4Q5wZxbhDnBvFrEL8G8WsQvwbxaxC/BlFrELUGUWsQtQZRaxCrBrFqEKsG0WgQjQbRaBCNBtFoEI0G0WgQjQbRaBCNBtFoEI0G0WgQjQbRaBCNBtFoEHkG8WYQbwbxZhBvBvFmEG8G8WYQbwbxZhBvBvFmEG8G8WYQbxZxZBFHFnFku/bJeA/j04ur26sPYG4uX1+JjEOGd8jwDh7inGgI9sXvV7d7YRwzLTOemcBMZGYzZdS4nhmME2bLYlsW25JYNCTWMyrWMyTGU+gZErMsxvPpGRJrWaxjsRUza2YSMd0JM2xOxyvaNcywOR0vb8fL27E53WrK6BR6RqfQsaE9Q2JrFuPN6nizOt6sjjer483qeLO6HYvtWGzHYrxuq5Mpo2N6RseseEVXvMEr3uAVr3XPkJhjMV74FfvBiv1gxbuwYidfraYMKVhxBDadl8u8BSveghVvwYq3YMVbsOK1XfHarnht17yca17ONS/nmpdzzcu55uVcs7f2DIk1LMbLueblXPNyrtnDe4bEPIvxqvcMiQUW4/3oGRKLLMbB0zMk1rEY78Kad2HNu7DmQFinKUNjEo3Z8CJu2HE2rG2zmzLkRW1n5DIjbjk1ptWUUVsSp4XEaSGxTyb2ycSrkXg10oYN87gV8LiB97gp8Lgp8Lgp8LiB97iB923zFT0d4Q/Si/v+2egrel6q9WCMOzjmDz0Y0x4cM+uBW+fHt7ib9gxLUuvxB8f4g2PCwTHh4Jh4cEz84xjZyObF9d3Ftdw2hJH5klZnKLoZxb/8yA+sclF2LmCHo4nDE+7w/2NfTVs/vmI50BmWOuNSZ1fr9EVoqbNqkF8yyC8Z5CcGfXnE5MOSleGYkVUrw5KVYcnKqrq4ZGVcsjIeo7ZqZVyysjqiW7KyW7KyW7KyOwazauXEL+GPNSvnnX6pMyx1xqXOiZXVAEFgHNNZNaQaIPPO6spUY2HeWV2ZaizMO6sGVWNhcX7VWJh3Vq2sxsK8s2plNRYWF7oaC/POqpXVWJh3LmJWrZzsOHa6ZuW80y91hqXOuNQ5sbLqenC5YzqrVlYdad5ZtbL6l6QaA/D9JSuPGlk1JCztXzUW5p1VzGoszDurBlVjYXEK1ViYd1atrMbCvHMRs2rlZC2xhjUr551+qTMsdcalzomV1U3FZh7TWbWyGgvzzqqV1Vioehe8asnKaizMO6tWVr1s3lm1sqpucaEX53eU2qqXVWNh3lnFrMbCvLO6MtVYqFoJ62pWzjv9UmdY6oxLnRMrq8uFZTqms2plNRbmnVUrq7FQ3Tfs15KV1ViYd1atrMbCvLNqZVVdNRbmnVUrq7Ew76xaWf1LUvVkePCSlYu7sDj5KWZ+ira2fDiwrnxMtU35HNRTLSgPKoCKoLpClc++NoLqOpsf+nf8wmnHb5YSv8tKs57hfUIu2libV7nd6mK2a1u76CYXsyXupHw466kAKoLqChWyxaGll5sDAyMHBm+vQmtYzLCYYTHLYpbFLIs5FnMs5lisYbGGxRoWa1msZbGWxTyLeRbzLBZYLLBYYLHIYpHFIot1LLZiZs3MZsqQtg1r27LYlsW2LLZjsR2L7VgssVhiMXrXGjx7iGcP8ewhnj3Es4d49hDPHuLZQzx7iGcP8ewhnj3Es4d49hDPHuLZQzx7iGcP8ewhnj3Es4d49hDPHuLZQzx7iGcP8ewhnj3EdyzWsRj7jl+x2IrF2Ks8e5XfThlSkH3nL/vrd2/3Y1JxJ01ujXs1/oDzxd3Nb2OaOSA0/s76slBzjKZmSZM/xiZ/jE3+GJv8AZv+9eruw6eWqS7zaT1zg+oyh/UcWqK6zKf1LNlzaH3+7eO791fXd7efWKKDYkdpmxt2UGxR26HlOih2lLZP2HaMX0XM4/D6q8yn9fgj9Pjl2R0y6aDYUdrmhh0Um2r7itPgIDP9RlNy4qTn8dWoY/wqI3dBrpSX9JQBZUE5UA2oFpQHFUBFUOVOy3XA6IDRWSma3Y0T9P39DO7stJJ2cjHVLm4qF1tbuygf4dqWh28nFz//v8v7uxd316/ff/jn9eWTu9tLZT78r/Y8HX/xD+znv999vCfu6n9o3Purf+i48QcBlR1/GlAH3l4R4MPRlne3H2+GHyvMxGDDQDzK+AP5cMTO1IA7yg2Yo1zGG8mMNQqOOAP1p6vRFx78/uq/XrzuHeTR768K+afViwv7/uJP69xscrPNzS43KTdf5+ab3Jzm5q+5+Vtuvs3Nd7n5PjdnufkhN/+Rmx9z8zI3P+XmPDf/mZufc/P33PySm1/H5rNVNu2zs9w+/vb99f7920yfKf3op7d397cj+WD3IV8bbgWGfyiShVdjVAqdw2agn6+G3237ePP79eU/pPPD1fXr3Pl0Vf65SgZZ3V/dvhnJzzcXfTBeX+/zmB0p35Hy3Uz5091E4eNTGndK407n406n475XGx+fkY4z0nE2n9gZTexsqu+cdJyTjvO5HefTcb+o7JPVzf7i/u5WFvG34RespWP40cXL/84dGx3xeHOxLwOeb2ZIzzav+3x+cXF5+yELb1W4p+/v9vn6kx3D7hT22W6q4MmOzdiRtq910POvZ2aMt5PG2qzy66nK59/MpB9+89v+XnZTF/vJKZt4SitzSiY9O50q/+w0R9zzv1ZNcl7igXYgd6ylQ2f48NtetTjOXLxppUPFH+zEyZ+cseFnavifz95+vH2zv/94c73/KJp/nGtuxcIfaalfkm+9nM3r85eTkHqpw0Z91kRS7vOOyB+ftg2Pf6L5/oRtOKdtOOfZnOtsHp0jrP98/oeJPTmnTXr+8zyofiZ//lmj6OnPk0B5/ss8kH6ZBRIF4K+q8tmvsyj4VWf5bMxGHICceXJu1AuPVsNzQF6e9eWHTD36en9zs9dldV0jsZJvWbL4r0W8z6z7km3LtYend+Xi3/bv3u2LV9789jrTn333MbffS/v3q+JcV9iOz37IFx/8+PYuK3t59UYse/DT/qPsBFn14Ie3MmRTiB/eX9FUVp2s0jDvD3e3d3mlv5Cp6ZXP+1kp93SYD4mLlXrl2dnN5RuWOJ8r/GJQMdneL0VmcnE0szkxzFhmHDMNMy0znpnATGSmY2bFzJqZDTM7ZhIx5oQZnoLhKRieguEpGJ6C4SkYngLHfGN4CoanYHgKhqdgtszwfAzPx/J8LM/H8nwsz8fyfCzPx/J8LM/H8nwsz8fyfCzPx/J8LM/H8nwsz6fL88m3nP194f14yzkSwy3nQMgt50DmW85MDbeco9xwyznK5VvOkcy3nKPgeMs5UiPG69u7fFs7EgPGQAjGQGaMTA0Yo9yAMcpljJHMGKPgiDFQT/c37y7v3+9vX0tGePV2vKc94rSU83iU8XiU8XiU8XiU8XiU8aWivqccqAZUC8qDAkYHjHIyZfjxZFAGlAXlQDWgWlAeVAAVQXXyvotfj3p+Per59ajn16N8IiB4fj0a+PVo4NejgV+PBn49yqcDBobG8EtQPjcQAr/q5EMEA0MK+IUmHy8YGBLjF5p88GBgSIxfaPKRhBD4tWXgl5OBX0HyyYXAJxcCn1wIfHIh8MmFwCcXQuCdC7xzgXcu8M4F3rmQd25SshoOlrlWejCmOTiGeornhWaE95YryS1XkluuJHdcUey4othxRbHjimLHFcWO66sdV0Q7Pmjg+KCB409XjovhHRfDO/505fijluNzMi6W80k91YLyoAKoCCrHZ+TjC5GPL0Q+vhD5+ELk4wuRjy9EPr4Q+fhC5OMLcdWwWMNiDYu1LNayWMtinsU8i3kWCywWWCywWGSxyGKRxToW61isY7EVi62ZyQ71FVv9x5drZQqTHjlyXj5UJvpQuXW1i03l4m41uTga5U6CSvTMK76YHa+/DdOy6/7uRpn+ee3+4npchOGHoMCM333evz8xXxRmDNnhinR77vazbp92qmrYKsiWHSVZ/jPiT7ZcIc6m+jyJf8/ZIE9T2k/80e7vL61YYngzDTuAYQfYsViaMjSG/spFPgMT+QxM5DMwcc0W8IGYuHZThhRwGPLpmMinY6KcjpE593eKcpkjjQ/ARD4AE/kATOQDMJEPwEQ+ABP5AEzkAzCRD8DE9WrK0JgVj+FIW69ZbM1iGxbbsNiGxbYstmWxLa+TLwc3e8qDCn/JbuUmbjV3r6OERGcw5v8BOq87+AB4nMVXe3BU1Rk/j8s+srnZTQIhEsJdssu67BISb4BglM3dPPARNwRIbaJUAsrKayCYwBRrSbDjWMcqmdqpgq1EsZVqld1zHV2M6M50arUdh4zTDvgoSauO1Sqhtur4TH/n3Ah2yl/9pxt+3+875/ud73zn3HN3D8lC0qnNYAdIJTG0GfibrpWSS+GX2q5KI5jTCu3CIlOyKJ1p5jSfHQ0a/mRAKyGDACN+2EZgLcCVpcTSSsR366wc6CaHtjm02aHOOutZCK8kdZN5rcSeWW7Kbrug0ByU7PHKdrG4ps5KerVicrXSFZPVDouOOhVOySzF5DKn125pdUY1Od2JKXFDnZEMox0ELKAXOAKcAVyovpjUAEPAJKCpltQNAPuAYWBcalU2T50/WaEFEAmotQewUwGMCWDtPZoXa88o69c82BUPWQEc1NxE0woE2WocRRJut6pKuR1fqFhE55sqIGbNNo9pnO0nFxIDHVSUVagIEU1NU86SpY5jx6rNsWSBRsgEwDSiURJ1RtnRheaZ59Gm/Cvip1T28i/swHTMxr+0/aWmlQzwT0kHwEiGZ0keYGQ7/4gMAAzyI6L6IjkRP2IXFJkB6CdIEBgEOBmGpaptAVI/YZeWyfTvCH+xGjcmahc5jh0oNzuS0/kbqOcl/goJEYP/FTwH/DswDh5/gb9IdFXnw7Y/YA5ivkOQH+K7yXyEf8FvJib4MN9DKpTsVVHkzPOqiMbMZAF/hN+iJH18B1kE3sq3CNMIjvCH5Xnk79ten6zvfRGYYR7j7/ItZDpUb0E10/Af49tIDSBXkrO9ujmULOQ5LDOHbTFQIyUHlbX4KwKJMN+v+CApQ+w430tmgB/lt4oZRn6Ef6JkH8ssmO8hnBhJtl5k5pNe/pA8IfxD7PiHarZ/2ZGlJklG+I9ILcCwqW/CexNegJ+GdxqP6TQezWk8mtOo4jQOLeEfIPIBNDX8FOnlr5Mh4CB8DSl3C+zgUeWEo+ZR/n1+C3YiMIK9o+jdY3uLZGW3iJJSJbtFvuCNx/gJsgJgKP6kfCO3j/C71VKG7PIKOeCPwluIrfue8yww8Gb5DI7xQX6r2om9agcyz6GJ889/oAZP2oXF5gCefiea22H3AaPABKBB1ok1dJK1AIe8wy7ym/4Rfo0afIUoqjOO8cux9MvVbl0uZlSpmi+bcjS/qJhjPicdUk0JMbUizSVqjJUjvA3nZwVvFzcYqH2lQF45sN1e2mDWjvB2tRftwgg53aL0AuUsF17nXDXbBcWykhYljAtPkeqOT72SPGZPn2kaOKcNarV1sITX4/HV49HU4z2pUw/DtAMlOP03cFOtyCQ9wDCQATQ8YxNyE8/YJOOqx8+XYLlLyCTA8WyXkDMAvmr4RaQR2Ac8D4wD01RvD8DQX4sZemCHAIaMNWgHYC2gBxgEhoE8cAZwk+O8GvNUQ10LOwhkgDFAw7NagDoWIFbCg+RLDyEGGWD7rQY6QAboA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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"> </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 h6 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="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x2 h5 y8 ff3 fs1 fc1 sc0 ls0 ws0">i Unimot S.A.<span class="_ _0"></span> </div><div class="t m0 x2 h5 y9 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 ya w4 h7"><div class="t m0 x2 h8 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 h9 yc ff3 fs2 fc0 sc0 ls0 ws0">31 grudnia 2024<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 ha" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x6 hb ye ff5 fs3 fc2 sc0 ls0 ws0">Sprawozdanie Zar<span class="_ _0"></span>ządu z działalności Grupy Kapitałowe<span class="_ _0"></span>j Unimot i Unimo<span class="_ _0"></span>t S.A. za 2024 Ro<span class="_ _0"></span>k<span class="_ _0"></span><span class="ff6"> <span class="_ _2"> </span><span class="fs4">2<span class="fs5"> </span></span></span></div><div class="t m0 x1 hc yf ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x7 he y11 ff7 fs5 fc3 sc0 ls0 ws0">Grupa UNIMOT <span class="fs7 ls1">W </span>2024<span class="fs7"> ROKU</span> </div><div class="t m0 x1 hf y12 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y13 ff7 fs6 fc4 sc0 ls2 ws0">14<span class="ls0"> 0<span class="ls3">97</span> <span class="ff5">mln zł</span><span class="fc2"> <span class="ff5">–</span> przy<span class="_ _1"></span>chody <span class="ff5">ogółe<span class="_ _1"></span>m<span class="ff7 fc4"> </span></span></span></span></div><div class="t m0 x1 hf y14 ff7 fs6 fc4 sc0 ls0 ws0">370 <span class="ff5">mln zł</span><span class="fc2"> <span class="ff5">–</span> EBITD<span class="_ _1"></span>A  </span></div><div class="t m0 x1 hf y15 ff7 fs6 fc4 sc0 ls0 ws0">3<span class="ls3">08</span> <span class="ff5">mln zł</span><span class="fc2"> <span class="ff5">–</span> EBITDA skory<span class="_ _1"></span>gowana </span></div><div class="t m0 x1 hf y16 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y17 ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _3"> </span>UNIMOT <span class="_ _4"> </span><span class="ff8">jest <span class="_ _3"> </span>niezależną <span class="_ _4"> </span>grupą <span class="_ _3"> </span>paliwowo<span class="_ _0"></span></span>-</div><div class="t m0 x1 h10 y18 ff8 fs4 fc2 sc0 ls0 ws0">energetyczną, <span class="_ _0"></span>która <span class="_ _0"></span>w <span class="_ _5"></span>swojej <span class="_ _0"></span>multienergetycznej <span class="_ _0"></span>ofercie <span class="_ _0"></span>posiada: <span class="_ _5"></span>olej <span class="_ _0"></span>napędowy <span class="_ _0"></span>(ON), <span class="_ _5"></span>olej <span class="_ _0"></span>silnikowy, <span class="_ _0"></span>benzyny, <span class="_ _0"></span>biopaliwa <span class="_ _5"></span>(Bio)<span class="_ _5"></span>, <span class="_ _0"></span>gaz <span class="_ _0"></span>płynny </div><div class="t m0 x1 h10 y19 ff6 fs4 fc2 sc0 ls0 ws0">(LPG), <span class="_ _6"></span>gaz <span class="_ _6"></span><span class="ff8">ziemny <span class="_ _5"></span>(w<span class="_ _0"></span> <span class="_ _6"></span>tym <span class="_ _5"></span>LNG), <span class="_ _6"></span>produkty <span class="_ _5"></span>a<span class="_ _0"></span>sfaltowe, <span class="_ _6"></span>ene<span class="_ _1"></span>rgię <span class="_ _6"></span>elektryczną, <span class="_ _6"></span>surowce <span class="_ _5"></span>energetyczne <span class="_ _6"></span>(w <span class="_ _6"></span>tym <span class="_ _5"></span>węgiel <span class="_ _6"></span>kamienny <span class="_ _6"></span>oraz <span class="_ _5"></span>doc<span class="_ _0"></span>elowo </span></div><div class="t m0 x1 h10 y1a ff8 fs4 fc2 sc0 ls0 ws0">biomasę), a <span class="_ _1"></span>także paliwa <span class="_ _1"></span>lotnicze, żeg<span class="_ _1"></span>lugowe oraz <span class="_ _1"></span>olej opałowy. <span class="_ _1"></span>Od 2016 <span class="_ _1"></span>r. spółka n<span class="_ _1"></span>ależy do<span class="_ _1"></span> stowarzyszen<span class="_ _1"></span>ia AVIA <span class="_ _1"></span>International, d<span class="_ _1"></span>zięki czemu </div><div class="t m0 x1 h10 y1b ff8 fs4 fc2 sc0 ls0 ws0">jako pierwsza polska firma uzyskała prawo do budowania i rozwoju sie<span class="_ _1"></span>ci stacji paliw AVIA w Polsce i w Ukrainie.<span class="ff6"> </span></div><div class="t m0 x1 h10 y1c ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _7"></span>kwietniu <span class="_ _6"></span>2023 <span class="_ _7"></span>r. <span class="_ _7"></span>Grupa <span class="_ _7"></span>UNIMOT <span class="_ _7"> </span><span class="ff8">sfinalizowała <span class="_ _7"></span>transakcję <span class="_ _6"></span>przejęcia <span class="_ _7"> </span>aktywów<span class="_ _0"></span> <span class="_ _6"></span>Lotos <span class="_ _7"></span>Terminale <span class="_ _6"></span>(obecnie <span class="_ _7"></span>UNIMOT <span class="_ _7"></span>Terminale), <span class="_ _6"></span>w <span class="_ _7"> </span>tym <span class="_ _7"> </span>9 </span></div><div class="t m0 x1 h10 y1d ff8 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="_ _5"></span><span class="ff6"> </span>będąc </div><div class="t m0 x1 h10 y1e ff6 fs4 fc2 sc0 ls0 ws0">trzecim <span class="_ _5"></span>graczem <span class="_ _6"></span>na <span class="_ _5"></span>rynku <span class="_ _5"></span>maga<span class="ff8">zynowania <span class="_ _6"></span>paliw, <span class="_ _5"></span>a <span class="_ _5"></span>także <span class="_ _6"></span>zajmuje<span class="_ _1"></span> <span class="_ _5"></span>drugie <span class="_ _5"></span>miejsce <span class="_ _6"></span>na <span class="_ _5"></span>rynku <span class="_ _5"></span>produkcji <span class="_ _6"></span>asfaltów <span class="_ _5"></span>w <span class="_ _5"></span>Polsce.<span class="_ _0"></span><span class="ff6"> <span class="_ _6"></span>Od <span class="_ _5"></span>marca <span class="_ _5"></span>2017 <span class="_ _6"></span>r. </span></span></div><div class="t m0 x1 h10 y1f ff8 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 h10 y20 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y21 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h11 y22 ff7 fs3 fc5 sc0 ls0 ws0">WYBRANE SKONSO<span class="_ _0"></span>LIDOWAN<span class="_ _0"></span>E <span class="ff5">DANE I WSKAŹNI<span class="_ _0"></span>KI FINANSOWE</span></div><div class="t m0 x9 h12 y23 ff7 fs8 fc2 sc0 ls0 ws0">1 2 3      </div></div><div class="c x1 y24 w7 h13"><div class="t m0 xa h14 y25 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c xb y24 w8 h13"><div class="t m0 xc h15 y25 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xd y24 w9 h13"><div class="t m0 xe h15 y25 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xf y24 wa h13"><div class="t m0 x10 h15 y25 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x11 y24 wb h13"><div class="t m0 x12 h15 y25 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x13 y24 wc h13"><div class="t m0 x12 h15 y25 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x1 y26 w7 h16"><div class="t m0 xa h15 y27 ff5 fs9 fc2 sc0 ls0 ws0">Przychody ogółe<span class="_ _1"></span>m<span class="ff7"> </span></div></div><div class="c xb y26 w8 h16"><div class="t m0 x14 h15 y27 ff7 fs9 fc2 sc0 ls0 ws0">14 096 814 </div></div><div class="c xd y26 w9 h16"><div class="t m0 x15 h15 y27 ff7 fs9 fc2 sc0 ls0 ws0">12 886 989 </div></div><div class="c xf y26 wa h16"><div class="t m0 x16 h15 y27 ff7 fs9 fc6 sc0 ls4 ws0">13<span class="ls0"> 384 882<span class="_ _1"></span> </span></div></div><div class="c x11 y26 wb h16"><div class="t m0 x17 h15 y27 ff7 fs9 fc2 sc0 ls0 ws0">8 207 216 </div></div><div class="c x13 y26 wc h16"><div class="t m0 x17 h15 y27 ff7 fs9 fc2 sc0 ls0 ws0">4 769 994 </div></div><div class="c x1 y28 w7 h17"><div class="t m0 xa h15 y29 ff5 fs9 fc2 sc0 ls0 ws0">Zysk brutto ze spr<span class="_ _1"></span>zedaży<span class="ff7"> </span></div></div><div class="c xb y28 w8 h17"><div class="t m0 x18 h15 y29 ff7 fs9 fc6 sc0 ls0 ws0">880 522 </div></div><div class="c xd y28 w9 h17"><div class="t m0 x3 h15 y29 ff7 fs9 fc6 sc0 ls0 ws0">723 603 </div></div><div class="c xf y28 wa h17"><div class="t m0 x19 h15 y29 ff7 fs9 fc6 sc0 ls0 ws0">954 205 </div></div><div class="c x11 y28 wb h17"><div class="t m0 x1a h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">366 239 </div></div><div class="c x13 y28 wc h17"><div class="t m0 x1a h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">249 521 </div></div><div class="c x1 y2a w7 h16"><div class="t m0 xa h14 y27 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 y2a w8 h16"><div class="t m0 x1b h14 y27 ffa fs9 fc2 sc0 ls0 ws0">6,25% </div></div><div class="c xd y2a w9 h16"><div class="t m0 x1 h14 y27 ffa fs9 fc2 sc0 ls0 ws0">5,61% </div></div><div class="c xf y2a wa h16"><div class="t m0 x1c h14 y27 ffa fs9 fc2 sc0 ls0 ws0">7,10% </div></div><div class="c x11 y2a wb h16"><div class="t m0 x1d h14 y27 ffa fs9 fc2 sc0 ls0 ws0">4,50% </div></div><div class="c x13 y2a wc h16"><div class="t m0 x1d h14 y27 ffa fs9 fc2 sc0 ls0 ws0">5,20% </div></div><div class="c x1 y2b w7 h17"><div class="t m0 xa h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">Zysk operacyjny </div></div><div class="c xb y2b w8 h17"><div class="t m0 x18 h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">233 503 </div></div><div class="c xd y2b w9 h17"><div class="t m0 x3 h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">574 893 </div></div><div class="c xf y2b wa h17"><div class="t m0 x19 h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">485 374 </div></div><div class="c x11 y2b wb h17"><div class="t m0 x1a h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">104 410 </div></div><div class="c x13 y2b wc h17"><div class="t m0 x1e h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">49 255 </div></div><div class="c x1 y2c w7 h16"><div class="t m0 xa h14 y27 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 h16"><div class="t m0 x1b h14 y27 ffa fs9 fc2 sc0 ls0 ws0">1,66% </div></div><div class="c xd y2c w9 h16"><div class="t m0 x1 h14 y27 ffa fs9 fc2 sc0 ls0 ws0">4,46% </div></div><div class="c xf y2c wa h16"><div class="t m0 x1c h14 y27 ffa fs9 fc2 sc0 ls0 ws0">3,60% </div></div><div class="c x11 y2c wb h16"><div class="t m0 x1d h14 y27 ffa fs9 fc2 sc0 ls0 ws0">1,30% </div></div><div class="c x13 y2c wc h16"><div class="t m0 x1d h14 y27 ffa fs9 fc2 sc0 ls0 ws0">1,00% </div></div><div class="c x1 y2d w7 h17"><div class="t m0 xa h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">EBITDA  </div></div><div class="c xb y2d w8 h17"><div class="t m0 x18 h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">370 053 </div></div><div class="c xd y2d w9 h17"><div class="t m0 x3 h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">668 965 </div></div><div class="c xf y2d wa h17"><div class="t m0 x19 h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">502 463 </div></div><div class="c x11 y2d wb h17"><div class="t m0 x1a h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">116 419 </div></div><div class="c x13 y2d wc h17"><div class="t m0 x1e h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">58 293 </div></div><div class="c x1 y2e w7 h13"><div class="t m0 xa h14 y25 ff9 fs9 fc2 sc0 ls0 ws0">Marża EBITDA<span class="ffa"> </span></div></div><div class="c xb y2e w8 h13"><div class="t m0 x1b h14 y25 ffa fs9 fc2 sc0 ls0 ws0">2,63% </div></div><div class="c xd y2e w9 h13"><div class="t m0 x1 h14 y25 ffa fs9 fc2 sc0 ls0 ws0">5,19% </div></div><div class="c xf y2e wa h13"><div class="t m0 x1c h14 y25 ffa fs9 fc2 sc0 ls0 ws0">3,80% </div></div><div class="c x11 y2e wb h13"><div class="t m0 x1d h14 y25 ffa fs9 fc2 sc0 ls0 ws0">1,40% </div></div><div class="c x13 y2e wc h13"><div class="t m0 x1d h14 y25 ffa fs9 fc2 sc0 ls0 ws0">1,20% </div></div><div class="c x1 y2f w7 h16"><div class="t m0 xa h15 y27 ff7 fs9 fc2 sc0 ls0 ws0">EBITDA skorygowana<span class="_ _1"></span> </div></div><div class="c xb y2f w8 h16"><div class="t m0 x18 h15 y27 ff7 fs9 fc2 sc0 ls0 ws0">307 693 </div></div><div class="c xd y2f w9 h16"><div class="t m0 x3 h15 y27 ff7 fs9 fc2 sc0 ls0 ws0">243 771 </div></div><div class="c xf y2f wa h16"><div class="t m0 x19 h15 y27 ff7 fs9 fc2 sc0 ls0 ws0">513 663 </div></div><div class="c x11 y2f wb h16"><div class="t m0 x1e h15 y27 ff7 fs9 fc2 sc0 ls0 ws0">70 596 </div></div><div class="c x13 y2f wc h16"><div class="t m0 x1e h15 y27 ff7 fs9 fc2 sc0 ls0 ws0">87 195 </div></div><div class="c x1 y30 w7 h18"><div class="t m0 xa h14 y25 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 x1b h14 y25 ffa fs9 fc2 sc0 ls0 ws0">2,18% </div></div><div class="c xd y30 w9 h18"><div class="t m0 x1 h14 y25 ffa fs9 fc2 sc0 ls0 ws0">1,89% </div></div><div class="c xf y30 wa h18"><div class="t m0 x1c h14 y25 ffa fs9 fc2 sc0 ls0 ws0">3,80% </div></div><div class="c x11 y30 wb h18"><div class="t m0 x1d h14 y25 ffa fs9 fc2 sc0 ls0 ws0">0,90% </div></div><div class="c x13 y30 wc h18"><div class="t m0 x1d h14 y25 ffa fs9 fc2 sc0 ls0 ws0">1,80% </div></div><div class="c x1 y31 w7 h17"><div class="t m0 xa h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">Zysk netto </div></div><div class="c xb y31 w8 h17"><div class="t m0 x18 h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">139 341 </div></div><div class="c xd y31 w9 h17"><div class="t m0 x3 h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">488 512 </div></div><div class="c xf y31 wa h17"><div class="t m0 x19 h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">373 897 </div></div><div class="c x11 y31 wb h17"><div class="t m0 x1e h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">75 961 </div></div><div class="c x13 y31 wc h17"><div class="t m0 x1e h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">34 735 </div></div><div class="c x1 y32 w7 h16"><div class="t m0 xa h14 y27 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 h16"><div class="t m0 x1b h19 y27 ff6 fs9 fc2 sc0 ls0 ws0">0,99% </div></div><div class="c xd y32 w9 h16"><div class="t m0 x1 h19 y27 ff6 fs9 fc2 sc0 ls0 ws0">3,79% </div></div><div class="c xf y32 wa h16"><div class="t m0 x1c h19 y27 ff6 fs9 fc2 sc0 ls0 ws0">2,80% </div></div><div class="c x11 y32 wb h16"><div class="t m0 x1d h14 y27 ffa fs9 fc2 sc0 ls0 ws0">0,90% </div></div><div class="c x13 y32 wc h16"><div class="t m0 x1d h14 y27 ffa fs9 fc2 sc0 ls0 ws0">0,70% </div></div><div class="c x1 y33 w7 h17"><div class="t m0 xa h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">Zysk netto skor<span class="_ _1"></span>ygowany </div></div><div class="c xb y33 w8 h17"><div class="t m0 x18 h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">106 209 </div></div><div class="c xd y33 w9 h17"><div class="t m0 x3 h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">385 098 </div></div><div class="c xf y33 wa h17"><div class="t m0 x19 h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">385 098 </div></div><div class="c x11 y33 wb h17"><div class="t m0 x1e h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">30 138 </div></div><div class="c x13 y33 wc h17"><div class="t m0 x1e h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">63 637 </div></div><div class="c x1 y34 w7 h1a"><div class="t m0 xa h14 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 h1a"><div class="t m0 x1b h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">0,75% </div></div><div class="c xd y34 w9 h1a"><div class="t m0 x1 h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">2,99% </div></div><div class="c xf y34 wa h1a"><div class="t m0 x3 hc y36 ff6 fs3 fc2 sc0 ls0 ws0"> <span class="ffa fs9">2,9%</span> </div></div><div class="c x11 y34 wb h1a"><div class="t m0 x1d h14 y35 ffa fs9 fc2 sc0 ls0 ws0">0,40% </div></div><div class="c x13 y34 wc h1a"><div class="t m0 x1d h14 y35 ffa fs9 fc2 sc0 ls0 ws0">1,30% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h1b y37 ffa fsa fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h1b y38 ff9 fsa fc2 sc0 ls0 ws0">1. W pozycji ujmow<span class="_ _0"></span>ane są także zrealizowa<span class="_ _0"></span>ne i <span class="_ _0"></span>niezrealizowane ró<span class="_ _0"></span>żnice kursowe oraz <span class="_ _0"></span>wycena aktywów i pasyw<span class="_ _0"></span>ów, w tym zapas<span class="_ _0"></span>ów.<span class="_ _0"></span><span class="ffa"> </span></div><div class="t m0 x1 h1b y39 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="_ _5"></span><span class="ffa">d Amortization)<span class="_ _0"></span>. </span></div><div class="t m0 x1 h1b y3a 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="_ _5"></span>zapasu <span class="_ _0"></span>obow<span class="_ _0"></span>iązkowego <span class="_ _0"></span>oleju <span class="_ _0"></span>napędowe<span class="_ _0"></span>go <span class="_ _0"></span>(spowodowany <span class="_ _0"></span>istotną <span class="_ _0"></span>zmianą <span class="_ _0"></span>różnicy <span class="_ _0"></span>pomiędzy <span class="_ _0"></span>no<span class="_ _0"></span>towaniami <span class="_ _0"></span>spot <span class="_ _0"></span>oleju <span class="_ _0"></span>napędo<span class="_ _0"></span>wego <span class="_ _0"></span>a <span class="_ _0"></span>notowa<span class="_ _6"> </span><span class="ffa">niami </span></div><div class="t m0 x1 h1b y3b 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>waniem zapasów<span class="_ _0"></span> obowiązkowych p<span class="_ _0"></span>ali<span class="_ _0"></span><span class="ffa">w<span class="_ _0"></span> oraz inne zdarze<span class="_ _0"></span>nia jednorazo<span class="_ _0"></span>we. </span></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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 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 Uni<span class="_ _1"></span>mot i Unimot S.A. za 2024 Rok<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x20 hc y27 ff6 fs3 fc2 sc0 ls0 ws0">3 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h1b y41 ffa fsa fc7 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y42 ff8 fs4 fc2 sc0 ls0 ws0">Spis treści<span class="ff6"> </span></div><div class="t m0 x1 h10 y43 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y44 ff8 fs4 fc2 sc0 ls0 ws0">LIST PREZESA ZARZĄDU<span class="ff6"> <span class="ls5">..........................................................................................................................................................................</span> <span class="_ _1"></span>8<span class="fs5"> </span></span></div><div class="t m0 x1 hb y45 ff8 fs4 fc2 sc0 ls0 ws0">WYBRANE SKONSOLIDOWANE DAN<span class="_ _1"></span>E FINANSOWE GRUPY KAPITAŁOWEJ UNIMOT ZA ROK 2024<span class="_ _0"></span><span class="ff6"> <span class="_ _9"></span><span class="ls5">......................................................<span class="ls0"> <span class="ls6">10</span><span class="fs5"> </span></span></span></span></div><div class="t m0 x1 hb y46 ff6 fs4 fc2 sc0 ls0 ws0">WYBRANE DANE Z JEDNOSTKOWEGO SPRAWOZDANIA F<span class="_ _1"></span>INANSOWEGO ZA ROK 2024<span class="_ _0"></span> <span class="_ _a"></span><span class="ls5">.......................................................................<span class="ls0"> <span class="ls6">11</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y47 ff6 fs4 fc2 sc0 ls6 ws0">1.<span class="fs5 ls0"> <span class="_ _b"> </span><span class="ff8 fs4">NAJWAŻNIEJSZE WYDARZENIA W 2024 R. WRAZ Z OPISEM ISTOTNYCH DOKONAŃ LUB NIEPOWODZEŃ GRUPY KAPITAŁOWEJ<span class="ff6"> <span class="_ _c"> </span></span></span></span>13<span class="fs5 ls0"> </span></div><div class="t m0 x1 hb y48 ff6 fs4 fc2 sc0 ls0 ws0">1.1.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">N<span class="_ _1"></span>AGRODY I WYRÓŻNIENIA W 2024 ROKU<span class="ff6"> <span class="ls5">...............................................................................................................................</span> <span class="_ _1"></span><span class="ls6">16<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x1 hb y49 ff6 fs4 fc2 sc0 ls6 ws0">2.<span class="fs5 ls0"> <span class="_ _b"> </span><span class="ff8 fs4">PODSTAWOWE INFORMACJE O GRUPIE KAPITAŁOWEJ UNIMOT<span class="ff6"> <span class="_ _d"></span><span class="ls5">............................................................................................<span class="ls0"> <span class="ls6">17</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x1 hb y4a ff6 fs4 fc2 sc0 ls0 ws0">2.1.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">S<span class="_ _1"></span>KŁAD ZARZĄDU I RADY NADZORCZEJ JEDNOSTKI DOMINUJĄCEJ<span class="ff6"> <span class="_ _e"></span><span class="ls5">...........................................................................................<span class="ls0"> <span class="ls6">17</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x1 hb y4b ff6 fs4 fc2 sc0 ls0 ws0">2.2.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">S<span class="_ _1"></span>KŁAD GRUPY KAPITAŁOWEJ UNIMOT<span class="ff6"> <span class="_ _e"></span><span class="ls5">.....................................................................................................................................<span class="ls0"> <span class="ls6">18</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x1 hb y4c ff6 fs4 fc2 sc0 ls0 ws0">2.3.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">POWIĄZAN<span class="_ _1"></span>IA ORGANIZACYJNE I DOKONANE INWESTYCJE KAPITAŁOWE<span class="ff6"> <span class="ls5">...............................................................................</span> <span class="_ _1"></span><span class="ls6">20<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x1 hb y4d ff6 fs4 fc2 sc0 ls0 ws0">2.4.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">HISTORIA UNIMOT S.A. I GRUPY <span class="_ _1"></span>KAPITAŁOWEJ UNIMOT<span class="ff6"> <span class="_ _9"></span><span class="ls5">........................................................................................................<span class="ls0"> <span class="ls6">20</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x1 hb y4e ff6 fs4 fc2 sc0 ls6 ws0">3.<span class="fs5 ls0"> <span class="_ _b"> </span><span class="fs4">STRATEGIA GRUPY ORAZ PLANY ROZWOJOWE<span class="ls5">........................................................................................................................</span> </span></span>22<span class="fs5 ls0"> </span></div><div class="t m0 x1 hb y4f ff6 fs4 fc2 sc0 ls0 ws0">3.1.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">PRZYJĘTA STRATEGIA N<span class="_ _1"></span>A LATA 2024 –<span class="ff6"> <span class="ls6">2028</span> <span class="_ _d"></span><span class="ls5">............................................................................................................................<span class="_ _0"></span><span class="ls0"> <span class="ls6">22</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x1 hb y50 ff6 fs4 fc2 sc0 ls0 ws0">3.2.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">CELE I PLANY ROZWOJOWE SEG<span class="_ _1"></span>MENTÓW OPERACYJNYCH<span class="ff6"> <span class="ls5">....................................................................................................</span> <span class="ls6">24</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y51 ff6 fs4 fc2 sc0 ls0 ws0">3.3.<span class="fs5"> <span class="_ _c"> </span></span>S<span class="_ _1"></span>TATUS REALIZACJI STRATEGII GRUPY W TYM REALIZACJI PROGNOZ F<span class="_ _1"></span>INANSOWYCH<span class="_ _0"></span> <span class="_ _e"></span><span class="ls5">............................................................<span class="ls0"> <span class="ls6">32</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y52 ff6 fs4 fc2 sc0 ls0 ws0">3.3.1.<span class="fs5"> <span class="_ _3"> </span></span><span class="ff8">REALIZACJA CELÓW STRATEGICZNYCH</span><span class="ls5">.....................................................................................................................................</span> <span class="ls6">32</span><span class="fs5"> </span></div><div class="t m0 x1 hb y53 ff6 fs4 fc2 sc0 ls0 ws0">3.3.2.<span class="fs5"> <span class="_ _3"> </span></span><span class="ff8">REALIZACJA CELÓW POSZCZEGÓLNYCH SEGMENTACH BIZNESOWYCH W 2024 ROKU</span> <span class="_ _9"></span><span class="ls5">...........................................................<span class="ls0"> <span class="ls6">33</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y54 ff6 fs4 fc2 sc0 ls0 ws0">3.3.3.<span class="fs5"> <span class="_ _3"> </span></span><span class="ff8">REALIZACJA CELÓW W ZAKRESIE ESG</span><span class="ls5">.......................................................................................................................................</span> <span class="ls6">36</span><span class="fs5"> </span></div><div class="t m0 x1 hb y55 ff6 fs4 fc2 sc0 ls0 ws0">3.3.4.<span class="fs5"> <span class="_ _3"> </span></span><span class="ff8">WYZWANIA ZEWNĘTRZNE I ZARZĄDZANIE RYZYKIEM</span> <span class="_ _1"></span><span class="ls5">.............................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls6">36<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x1 hb y56 ff6 fs4 fc2 sc0 ls0 ws0">3.4.<span class="fs5"> <span class="_ _c"> </span></span>PROGNOZY <span class="_ _9"></span><span class="ls5">...............................................................................................................................................................................<span class="ls0"> <span class="ls6">37</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y57 ff6 fs4 fc2 sc0 ls6 ws0">4.<span class="fs5 ls0"> <span class="_ _b"> </span><span class="fs4">AKCJE EMITENTA I POLITYKA DYWIDENDOWA <span class="_ _1"></span><span class="ls5">........................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls6">37<span class="fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 hb y58 ff6 fs4 fc2 sc0 ls0 ws0">4.1. STRUKTURA AKCJONARIATU EMITENTA <span class="_ _d"></span><span class="ls5">........................................................................................................................................<span class="ls0"> <span class="ls6">37</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y59 ff8 fs4 fc2 sc0 ls0 ws0">4.2. ZESTAWIENIE STANU POSIADANIA A<span class="_ _1"></span>KCJI EMITENTA PRZEZ OSOBY ZARZĄDZAJĄCE I NADZORUJĄCE<span class="_ _0"></span><span class="ff6"> <span class="_ _e"></span><span class="ls5">..........................................<span class="ls0"> <span class="ls6">38</span><span class="fs5"> </span></span></span></span></div><div class="t m0 x1 hb y5a ff6 fs4 fc2 sc0 ls0 ws0">4.3.<span class="fs5"> <span class="_ _c"> </span></span>POLITYKA DYWIDEN<span class="_ _1"></span>DOWA <span class="ls5">......................................................................................................................................................</span> <span class="ls6">40</span><span class="fs5"> </span></div><div class="t m0 x1 hb y5b ff6 fs4 fc2 sc0 ls0 ws0">4.4.<span class="fs5"> <span class="_ _c"> </span></span>A<span class="_ _1"></span>KCJE UNIMOT S.A. NA GPW W WARSZAWIE <span class="_ _a"></span><span class="ls5">..........................................................................................................................<span class="_ _0"></span><span class="ls0"> <span class="ls6">40</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y5c ff6 fs4 fc2 sc0 ls6 ws0">5.<span class="fs5 ls0"> <span class="_ _b"> </span><span class="ff8 fs4">DZIAŁALNOŚĆ OPERACYJNA GK UNIMOT W 2024 ROKU I JEJ OTOCZENIE<span class="ff6"> <span class="_ _a"></span><span class="ls5">...............................................................................<span class="ls0"> <span class="ls6">42</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x1 hb y5d ff8 fs4 fc2 sc0 ls0 ws0">5.1. PODSTAWOWE PRODUKTY, ŹRÓDŁA ZAOPATRZENIA I RYNKI ZBYTU<span class="ff6"> <span class="_ _0"></span><span class="ls5">...........................................................................................</span> <span class="ls6">42</span><span class="fs5"> </span></span></div><div class="t m0 x1 hb y5e ff8 fs4 fc2 sc0 ls0 ws0">5.1.1. PALIWA CIEKŁE<span class="ff6"> <span class="_ _a"></span><span class="ls5">............................................................................................................................................................................<span class="ls0"> <span class="ls6">44</span><span class="fs5"> </span></span></span></span></div><div class="t m0 x1 hb y5f ff6 fs4 fc2 sc0 ls0 ws0">5.1.2. BIOPALIWA <span class="ls5">.................................................................................................................................................................................</span> <span class="ls6">44</span><span class="fs5"> </span></div><div class="t m0 x1 hb y60 ff6 fs4 fc2 sc0 ls0 ws0">5.1.3. GAZ LPG <span class="_ _1"></span><span class="ls5">......................................................................................................................................................................................<span class="ls0"> <span class="ls6">45</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y61 ff6 fs4 fc2 sc0 ls0 ws0">5.1.4. GAZ ZIEMNY <span class="_ _e"></span><span class="ls5">................................................................................................................................................................................<span class="ls0"> <span class="ls6">45</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y62 ff6 fs4 fc2 sc0 ls0 ws0">5.1.5. ENERGIA ELEKTRYCZNA <span class="ls5">..............................................................................................................................................................</span> <span class="ls6">46</span><span class="fs5"> </span></div><div class="t m0 x1 hb y63 ff6 fs4 fc2 sc0 ls0 ws0">5.1.6. FOTOWOLTAIKA <span class="_ _a"></span><span class="ls5">................................................................................................<span class="_ _0"></span>..........................................................................<span class="ls0"> <span class="ls6">46</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y64 ff6 fs4 fc2 sc0 ls0 ws0">5.1.7. STACJE PALIW <span class="_ _1"></span><span class="ls5">.............................................................................................................................................................................<span class="ls0"> <span class="ls6">46</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y65 ff6 fs4 fc2 sc0 ls0 ws0">5.1.8. PRODUKTY ASFALTOWE <span class="_ _a"></span><span class="ls5">..............................................................................................................................................................<span class="ls0"> <span class="ls6">47</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y66 ff6 fs4 fc2 sc0 ls0 ws0">5.1.9. INFRASTRUKTURA <span class="_ _e"></span><span class="ls5">.......................................................................................................................................................................<span class="ls0"> <span class="ls6">48</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y67 ff6 fs4 fc2 sc0 ls0 ws0">5.2. OTOCZENIE RYNKOWE <span class="ff8">–</span> MAKROEKONOMICZNE <span class="_ _9"></span><span class="ls5">..........................................................................................................................<span class="ls0"> <span class="ls6">48</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y68 ff8 fs4 fc2 sc0 ls0 ws0">5.2.1. PALIWA CIEKŁE, W TYM OLEJ NAPĘDOWY<span class="ff6 ls5">..................................................................................................................................<span class="ls0"> <span class="ls6">48</span><span class="fs5"> </span></span></span></div></div><a class="l" href="#pf8" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1411.320000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1376.060000px;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:1340.780000px;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:1305.520000px;width:509.920000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf10" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1270.260000px;width:485.850000px;height:17.630000px;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:1234.980000px;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:1199.720000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1164.440000px;width:485.850000px;height:17.640000px;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:1129.180000px;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:1093.900000px;width:485.850000px;height:17.640000px;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:1058.640000px;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:1023.380000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:988.100000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:952.840000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:917.560000px;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:882.300000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:847.020000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:811.760000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:776.500000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:741.220000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:705.960000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:670.680000px;width:485.850000px;height:17.640000px;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:635.420000px;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:600.140000px;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:564.880000px;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:529.620000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2c" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:494.340000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2c" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:459.080000px;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:423.800000px;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:388.540000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2e" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:353.260000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2e" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:318.000000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2e" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:282.740000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:247.460000px;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:212.200000px;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:176.926000px;width:485.850000px;height:17.637000px;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:141.658000px;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 y3c wd h1c" alt="" 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nOvwfr5xrujsCPU2mhh7403bHB29NjDmgXidgaWWSS0AbW61jgArR9Pvvgn70jGS+KXi37rpDsxnsy5pMhhkTDJEAsQoQ84QKlFaPDQI/f++7fNjJfOXVzhT1z/5df+pt79AMUqsIEwvUVQgVfB+Nblos55AtqQonqjHmTQauGK9dGKupUE77PpCtPputK1JFonZDNzkV1ir+SqNiY1dhIVVR2cJ5cR+34TaFyq0dBsWNUCmV1Ybd/wh//HgaOnWAoQVKP3ZIaqbcq2TqBIHMgHuIA8GgZ9HxNA09hNCkRDm6hRro0bk9E4JvNKMIiIMxhYjpxYUPNNzFYmDDc3arhJWaJiZRz/8v0fB0PBBl5bfk5wDo8eO3X73XcvjUvJB1H9qAyQXjAfjZcnVZwesm8eODLicZXe+1effv0v/ubO2x6Y1K5s0SYHHrAbGg1izKtaesPNy+M4qnkS5BOf+fJrX/9bn/nsHQoYY9I2zjufeTWZTAKsJzKryZlBDQkuwQVkLWUBWYBPcHG6nsfyaHmyPCFTy5K5kEwJ3oMEa8ty/jtd7u90Op1O5zuLgbZtIYgaW6xivHrs4YcKRFibULuCSklLPS57Mk6tCLHGrei748tx98Gi4c2RZhok9KPLr/mRH1mYVDn3+pCsTllITtUn5BHZqdV07+5ojXpCUqcAoRXNiO76i/efw7nnkNqQNJlZBs6NkTCc25CftaMBMvTUAAMtl0d37d5Q03xL1JZ5MtekLJgzHpX18IwzNm85C65oRQAeYrB88NHqyAkX0qDoE1FUBejEgB6cpT3DcKqvp/p6KkuZCD9whE+stNAERNXuxHgy1KYxNQBjoCGowQP9EPDg/nve+qe9+/bPalpfh3Ma9Pce2v3O96JNXlsw4BBJIyKB8Q/2VjMDkGXisyKoKQm7PAZLRuI80ROVhxjgeVKWPs+SJQiTUH+mF2MjjOGMByUAoVWf9YkzgiPJiPI2YnZuo89mvvq1m2qd9hhqgciClJrZuSHYQGRsxmRELpPVUek9FADDyMhRsuQyUSR2Aqa8N2TxKcE5ZmICjUZl5guDI86aSNFkMJwbTVpxfZD/8vU3VjUmTTCgamoQYlQF7t59TzQlIYORUF4UBoUYCT/08IPGsKRQ1bZVm87E0//1tv/0xj98c91qWYVkrigGqmaGyWSiGlOKPpPRaLR58xntapngm0gLi5Pf/d/eeM89x0VY2ANomkaEBoMeGcrxKlEcDr3zCKluYqtQY1Ih8S5oAJsvmL4JREZEeZGnBFW0bQRARF3u73Q6nU7nqSYA5ZKciTZnhOzAez6xY7Fe37YbYzpnZBcsWxHcCaZl8ux72qgHEWwIXX94dfyRr7gRoYHBJcpw1ZWbn3PlquOCizwyq1M4BWfBnVHj7o/+jasnJRowobYoGIP52EK85d6NddPQmJyLzrXkQgUqJcjgENG25z0fWvSBngIJp76+e7Dv1Pnay6tys59D1Dk3zINHzGTzGc3ll2YyRIlBlE3Gmyb1+KYHzlzVuYheQK+lQSs9SKDeap5H33dRQoqtp9k2Puc4whfv2aiuH1K/SyBPchApgDiFJAUw4qTcxpWFdtf9N7/+f139+BfPDRistjOKdYptbQpf+saDv/VGfvRISpNVjGs2F6yfgj5Bip8W75CCE4RsLX3D+Fv7wjx+wBBAAUi2VvozrX5JNm1ugxYATKY9aYzMyBJZXvTLKq6O2/d94JMpwVLDjpvUqsWscE0op+U9QAISqAW1ysEIoAhKIAUlUDJK07oXPL7ZpU3DrYhkq+OxgRIbeTJCSijygSqZueXlye7dD+bem0FEAGWhCNx2+93O+7woQmo5Q5NqOBPH0WJZViuj1IYKQhBH5MraPvSRz3zow59eWmy8H0YlM1Tj0bq5WUvV3IxPYaXIGq0WBz0+dOiR+S1bY22D/oY6yKnF8hf/7W88tO+oc9ymRESOUj1Z7BdxUEQn47Y5kXSZUOU5jKJzDGjTVlkuQNs0Y8+Vo8pJ7agVDkJBY6NRmZF5UVPCE+T+rr6/0+l0Op3vrH7SllGT9RLj0PI97//E0+tYAwYKJMSupSxwMWl1ljxCaByWKATjOBnt+ujfXPfDPziezQuQZh7PevrTXvXSm3bfNqiETKoMjRBMekFmAu794lfOveX24roXwxFKRICAeN9BfuAga1XlbeCZsQsi+VC8tm5hZu6BuezK5z+75KwPSgbJcPLru9Y1aQacoOMcI1DBpOTLrH8gyy59yYunVc5R0AMwSatf+sZcSC1p7RGZA0uZnG/z+baZhWWxWbRAheXg9UqHr//69p94SZmi+UFX4P8kBCKKcIQZcAOtqcnaGm247Tf+YN3OPWfPzo1WTmWWN0iltRnzuiNHT773oye2bt78m68tcqrh07ieGc4lSY/7qTqdmwdY2ZShZgxlwMwIOi0YOd1QcvogMGit1jwRHIN0rb8kgWBQgrIBmK7kSKAIIzNt2iTOzQ023XXX3g995IZfetULU2q9ZC1kPBkP+4NJpaDENi1nTwQzInusneXa6nhjmBoxGWBGEXR62asJgS3aeHUCztUCZ6IWYhsHxaAta89Z20x27rz7mmdfkNRy5w0gJgFu/MqtwoXatJFpSJoyTyAzpdBaVWq23oGtaZJn58S96y8+fPL4ZDDYRJSn1IiYo3bh+MHZmcGLX3j5pZdcvLS09JUbvvrIo0e2bdq0tDR2vl+P29nezNLqCT628KlPXv8L/+Ynh3259KIL/uyP/6huCNQ3dU7qPA+j0v7zn79vz95HhXqjckREuSNos3HD/K/+yi+tn58BQFAyYzNQ2rh+tpfzY907mbrc3+l0Op3OU68GCm1FnJp848728Kmx6KEhokgSrywpypnz25uFlWJceeOIOEFL4gcxLD60DytL5dzW9YAQwVtx5aU220/LJweG2kgJbJRH6pluqsORG256+nUvACdkQkABLfcem48SEOB5JlIV1bP0zWUtTxI2X3YpNq7rgakFCPDIdj+4FcTlSh+8WK66XMKk6aFoNVupw7YLLkSG2mGVbT2i07jw6MG+i0uUxoUmSAKpcdqw3h853oeZcHJmTlsXkzaLRx7Z3pRupldBuyn/J0EIIcE5IEVL1VymGFeH/uQd6f6Ht7uiXD5VU1sia5hbJAFmmSW0Bz/0sc0vuCJ73lWIdTY/h8rMPy70Q8nMaLpkVY3UYM4SGyUoIz024b+W+8mmCVwMbARjNsb05gAMxmYATXeYAButxVMkEMSJmhJRXcfY0l+8830vf8H528/argAMmohIyKaJ1WA2TfNr3SwhMAaUjWnt/zh9IFFkJLbTIwKgrWpVZahaC2IzWExQg5kQe589vPeRx35/Bsy0afno4SVN0rbJZXnSQNMxTFIiIaIUOaFxEBCBcduugw/uOVAU84BrmpZNU6o2zs8eOXLojW/4/Z/+6Zf1CjSN7dv3L37xF3/92EI16GVNo7O9uSqM163fVDerN37tG7/x6z8JYG5u7gd/8MVyuvxKNTpxZcAHP/zxqhyZmCMXY+IsE3Avy3/yld8/LNY+PzpdvUMGJqRkzGZmTzTd311ynU6n0+l8pzUpGWokt1rd+5efPGeZZhoOxArvgxS1KLIzXvbSHc+5qnUOsCRx7Bv4sLmudjx6anTTzR5htkYWoRJw8ZlnPOPpyZoMxmaJoECu8AhnK536u6/SsVOJbbqhV2+U0tfu6YXUChvpukZ70XxEXlIGtsHs8179qrpfUIiYtIjlo4f3jO/ZPSxLQQkJIyuRESP1IS7R0y+5fHDB+ZZqlRjR0GR59TOfnzl0oh8b5UCWiqR5AgHp5ddms3MOXJGFPkc0yzw+UZRLBx7EztsHoRaE7rx4EjhCAhIhZFQ46L17b/+ZXznwrg9trutGyzE3yPzhPB9nuRfvVREmPoyLAwdv/c03L779g9mK1poWC5xu5HM6x1PCtFMQJUNKpGyJLYhFtsQWyU4371x7AAArSxLS6cPDPDTD2k7ArPBkgIHNiFpQQ9QYKu8JQFU2vd78vr3H3vKWty8srMYEM/Tz2aoMZI5VWJkNrETGBg9grV+lElTImM2xiky/EwGIhNPVRooTx45m4swSqBUfhJOHIkXHHNrWO3fnHXcsLFbTwBw1KewD7/lGOebYOEZOEDNjgamqQqgXG7e61LSxVsAX2aRMb37z28qKTbPYsrArerl3Vq+e+l9+5fWv+tffV7jgEHMpzz9n7k1v/PXJ8vFmvMRJQx3ZZ6NJDcgDe/Y9sn+RgVwg1pI2jIasJqs1lIUzi23u2BH1i4F33qLmvghVM8jg0XgEj+hMxVTMNCoBTEaAJgW6+v5Op9PpdJ56IQTWVZR86Pjoa/deMJGzWjpzJOev8AUjPn/MnHu84jr3A9cc3uCOZmFxFktzGA+UuNnQhCN332mokDBxcTlzmOX+leePCx6LruRY7tlKD2OPBjGflP7gyfGBw3GavAhoqbp3XxlXqZ+rprHVdcF1z09IU9EfXnxu/7nPXBQJHvBpEhY+fPOnJzYZceWGwxO+WZmlk1ls+3ns58vOnvnS79N1Q4ro1+U8giyOdr/7Q0+r2g0prW/Sxkq3jNPWRjdG6A89r7duPcAt1DkpUsrFSII7dAxf3ImjS3m3rvfJiXCCKFilBKS7/uwv9Ka7zx5HCc3EhZRndQzL88OSWRIKIxLNhzJvSe55aOeb37702RsgssBrCRmPT8rTnWdh02p8Rpo+CAnfUuNvwLSiZ62mR4zJhMzBHGxtSy8AmPYJBQAjGCEShV4/C7Ft23Y4nCknQVXe85cfeHDPYREIo211UAwBJgiB2IhBmP7kbyKCYxVSFhMyYRPQdPx7+g0CJ0+edM6ZKbH6zLwn753Acufrqkox7du779jRY9MfmExheMd/eY+gr8n1+/MpWiaO1EwBE6GsrnVpYZLlftxMAOzbf/KWW27zruekEMk0aTUZx1ifc/aZv/fbv9zLJXdg1LBJv8D3XHP5My+7YG7YZ1DuXEjqsqys2rKsb7zxG2aAQcSYmhSXkZadBNLEsLYqNcXM+3I87vmCQUgQktCC0TBqRsMUiJTICDGFGNoaMO/9E48buyuo0+l0Op3vrPm+JX8h3MKtt263sWGy0HOPDv2xjMeYlDjVzs3g0ivx8h8+7v0lxZbty5FLHPVyaJCP0IzvvHt9PXp4AFFZ3/Qxyd2V3/PwcLDQLwon543oilPo5zMHspKz+szSxjuP5sG1gpJbLN2te286F9JvqEnrVge9tonbxrpF0xHXbHn1S+PG+R56q8hCRoODdt0bP7t9efn8KDa2U/nshmb99gWcOxwslo8e2OZ6/+ZfJcxY1LIYIgFfviO/6+HS8cM9F8xvk01js4O9dGwQZs6+QF76vbf185WslwUBy0h0ptGrKjn0gc8hWc0RiGgUDZAQzCLUEKAtIpBg3bjgiZQeKJCrRizGPXfwxz/zrPF40CyxLnvRMkvjwlDvGdCJksIB5dqd1Y7POFxs3j8/tKDlez5ZPPTwFoxHqBYR2kRIrkU+hlCLojSGlp5I84kVDQ8CFxHeTleK09oIgb+5fRRp4qQSomuMG5Ua3BDgAEFIjOTGakNNswZvcPWkIJ3tDWm5fsQVKSs2DLdc9JFPf3EUEYCsHybVCUIgA0wMbIARlFQBcDRpwaqIidnIqZBJk2RCadasMAIE8NEcWsiotKS9nOfL5diGpD1diidGulTMrFtazdS2f+KT1zOrYeLFHzqwurdcGGfR8nY0OZa5wGJwPrCfJEsSe1k4sP9OWN/RUIGH9t+/ftuGltqVegVOg8bhzLxw78de+RISdZmYcdvAyZzZIMsG137vD4zaqpU6+NpTq20z6A3E8s999np6LI9T7vwm9ltN13E+kyj5Xu5kY1sXPlOTBaMmtp6YKQcwC8wAAyAHHMDOZ+JdXvSJ3PSZLvd3Op1Op/OUY2RCiLpy111NMwloUmyz6Q151wvS33j2ORDG3My6bVtHk7IXZGP0c6UOm7TJXHP/fjx4hACnBEsXKLAAACAASURBVCPkxeaLn56fuZWV3EqTmjhmm1SjHmVVW6cUJw88iABhFBoPXH9jjCEhqSYmcGgGvXylXjXk2YZNm6+5qnGOkuaAclr81Mfd4goZKZDIRI0ADxmPSpLBtksvZOecCM32zRLaducn/5ZglgKlQF7G1cRxnrLCztiy+Ywd6551RW/deq/MtVmrIGosBWD/4pH9f/sJpxEAHEOgAIG+OaNMCoJ1y36fSB9Qwv31iazBXX/wzrNW0oE4OjiPtsiLgNmGNsbs/HqgVhyf7a08bUP9kivpDa+8/G2/9i//7zf80J/8/rqXX7t86ojTukhtPm2hmU6fo6fX7ZKB1b6t7/qbn6VzjlnapnHC4lBOxmVZf/ELXz586KQBddUWveHpdPo/NfKLMUwbWaoqMwNEIO89M4mI9z4l/dxnv7BalgqKyXbtulNDiCE4kV5RqKYYo1kCjJnNYITxeGJm3osBR44cX1xcJF4L0sycUlLVK664otdjgIimLzQiEOPSSy/Oc8/CahFE0y/FFFdWVur6qfynqNPpdDqdzndS5eCgGJWHbt3lJLBTtbYAsVLtewu93vxlF6OfY1jMX3T+YgoZss2N2zTBuoi5EGcOn8D7/nYekGQIEWb+3B07vu+5gJyBfma80rNJmvTIXL+noVm6/W5MJhQbv7L6wEc+aylOkJIFghax9VCDX4HOXXYZzj0ncr8P6UF9Nbn5wx+aW1r2ymOgduYVbChU2iquFvmG512JXg+EykFU/cNH9t56G1vwpJmqElpQL59ZgWy87vnFYA5XPUN2bCOVoiVPmZkp0kS09XHnpz8jy6OYopKarPUd4mnUm6bOLvf/j7UpbO9vGB5b1K/dNxMhPlfnS6ZVgZJf11C/mWtmzzjrpT947X9913k/88pHTu551zv+47v//e989I2/+6UPvmv5S1/rP7zaS+JCI0JQxKAGhky740/3svr25P5vTZlsQFVVZunyy5/R62VkqVdkszPrDhw88qY3vS1GbNq4fTIJwHTs+T930VUlMzNz0uScM4W2lolnsumQwLHbfe+ehx48AGQi8o1b7kgpmaoQmCAMaCKowZxnMyPmEydOMjMTCDh+fKmqKiciItPcr6q9Xu+8884BoJqmPVGFabpA+Yornum9MJlZmo5/AKSYTp48eezYcpf7O51Op9P5J6ImcBuaG76BQ4cctbWU4FAk5URLoON5nl1yQeq5ykW68qKTg7yFSCIXiZQmWN3s5O73/7U7dJSbFqbKVDs+/5X/os7z3AqvKJ2ygEO0nNs09o8csvt2cyrDAw/ldz0sTKMCCQqLRA2XVX84f9R5ve75DfsEDzWuyuUH7rODB9e3lUu81KPaIU/GCgdWyhfmh+uueRaMYoojSwXcI1/edZbraSgtVgVSk6LL+7Bs7Iq5V7yscYanb55/8dXB55l5VhGIT2i13lz43r0P664HhDgBNQECApCmO1KpkSp9myec/8koJRWR6DNf9/tPPSKTkcPmhjaciqyuGQ5HzpVS3HfVVTv++P9c+t4X3/y2d9zxut/FR776gr3LLzkarjpebX3oyIm3vf/IP3vd5JZ7++QoJghyxwmmTBCQgaflNd8ednrT2LU/kyYiWjc/82M/+opqsopUV3XMs5nPfeaGr914W0hZDNP9sMxIjdToSY7/lpdX1+J4UuecY4HRpo0bd5x5hrB6YTPKi5mbbrrdkMWEnbvucUxeWFMMTXnu2WexmKrCVERMlUiOHjtmak2bAEwmExFJqiKSUjIzVZ2bm5udnU0Kt9aaR4G1BdOzs5lzopaIADMRUVUQRqPR6upql/s7nU6n0/knIgGyOr7/Ax+fW50Q1xVNiGMW1btsQm6135+59KIRY7mQwaXnndzUX2JpQBXrSpaWSZtU0crive/8AAHocxRXgf0zL5259OKgoUBmNt2ZSEdNk4NmF5b2fvJvUK4ufe2Wc5YCQ8vClCHQGvWM0ahuy7PPXPfC72kozwEmItKT13/tzJQylEK8mlPjNE/qDARpfN9fduG6Ky4BCTM7YtQpfWXXYLXse2YLmZkRarNxXQ82b8eznzXyXM+6M176gtgvCGxBM3WFkjcdrI6ffmxSXr+TqpqYaiBiug3tdGWmJZhCu+n+J9SH4ZFTt/3B25cPH9Fnn73qNYMLzuWUbzwZbBSW/+Xzr9j5cX7ly4qnnVE7Pz+ySxbLyxbjXLs0Hydzk9GOUTU4+MjBv/5btInMMF1+CwQQhAhgM/42ra547LbNNL4boej1QOnUyWOv//mfPXvHVqRa1czczHDDe9/3uV4+PzO7adpXc62DJ+gJ+9L8f1pZGZutVdqIiCVoiFs3bbrwgnNEUkyNqjk32HXrbgD33nfk4KETuTiCmgbv+LnPu8Z0bVcyETIzIjp1asFgzKyGuqqdc9MiIiKazvd774eDfPrrqiXnvMHUEhOFiMFwANh0hEBE0zcWQogxdrm/0+l0Op1/IgTAaLJw172DFMWBMzYkVhPhJBKzjOfnGKGAG87PtJkrHYJQaxhLrIduVeqN62ePf+HraOvgLAJmgPjikvOXQZnvF0oJhszXbTvIer3UHL7zNoxXmof3b0ow1ZZhbGwYMwaULcWy3L5Rzt1eMPd0LfLZQwfmlRq0AAdBIjg1MiS4UeblrDN0fg5BlblAxKkFOnS8XTjVz3LnnCVlkSq0E7SD+Tn0ckYMsN4ZmyHC0/IRVYNlmeO63qqsh49gaRmqQWNai3cApm3e1bqA8j8SFQ8ejA8/evLIwYteeNUYtsh2qkdMbgC/obep94uveIDkOOS8F73w2tf8xKn1buBmk7Ugj42D6BM8EgyHTuDkAgQwhElgcDrdnlMM36lBlxEzUkya4o6zNp179o5hP8+yrK7bqrE7bt89N7e5bfR0nc/a2OPJvZ2mCWan7zUQMbEQr5uf37Z1c1E4L2CRqmwfOXhsUmH37r1V1RJPW5hqnvuzztyeUiRLBCMiA2DctlFYvCOztWUDBBDRY7k/pQQghKC29t+AxRhBCCHleU5Eqmv3ssyM6ak+zbvLqtPpdDqdb3e8OW361xmtlm+7fXBscZi0bJtKI0FMo0WLGp952WUs2eyoXleHrTNbNrrMCQOc+4xEWsScuFxcWHfP3rD7ngZRgYHlquKvvWZ/5sbgfm0Z88gisxeyIceVe++pPvs5ume3t4YJrZkyO0PqcxuTX7/9jB/+/vHGeRspN2AGDh3kW+7z49HYKdix9zCVlBxo1cmx2d61v/rvGuRgx0n7odR77yv37N0iRaqrFgoQKZnjIhtsOecslM3swmSmaeCK887cnoEKySJx7XmVgmVQjg/vvBVV4tgW7NbynQJGCgogAqjr5/PE51bY97EPn1th9ZPXP/PFL9RrL94/Z7UwJ1dmg23/7tXt85+3pcX2hq2CvOTa9T//o3v6cUy20EsnmtU8hTKOFny1cMdutPV0YOedd6CxNomQi9c2TIP2tBZlMBioKoCUHn96A0BKKcuylNI0zgKIMbZtS4SU1r7pse1+DWxEIUUWjEfL9aR63c+9KjWjspnkvYLZnTw5+ru//UJRDAwAqZIqQcFPbr5/PC5FJMsy51xVVY6FFXPD3ouufcZ4dMLnFkLLUhw6dGr/wVOf/+JXornYNEwKpMsvvfisHZs11cwGpBBaM7BzJ06cVNUQTRhzc3PTvN+2bQhherjatl1ZneRZRmBmAZCiOvGqmIwno9URQMwiIlVVFUURYhgMBhs2bHjKTp9uv95Op9PpdL7Npo1EHov+brJ64hu3rKva3HDKUMwVeVu4WhSUma7s3XvgzW9dMoLFHZDBgRO9kLIE0NrknE8mhvO0Pnbzzeuff5E4nyUhP9j03Ktu2DQ8o6RiacVyGpMVOu13Hje08Z53f6D3wNFNMDZmVSUStZBoTH6yfcuVP/dTh2GzGaMBF+3RL93Qf+RoH+7UgPKJ47qllBwLkzya8TN+9sex40xDBhFExcLCng9/RJYXe4xR1bjcg5xLHNlqalfu2rXwW79jlcf6fGMbi0cPE2JKsXFoHAAyWCtWLy0tf+ST87/2Gskc4FNKDAKRghVMxkjd5OQTxX6vX7vrpmvrpblbFg6+92+e8as/86Xff0u87+ikcfSSK9b9+ivhsvU1cLLFlmw1D1te87JPv/MdM5XzbcqBPPJKrsu5ZisTHS0nMW+AwSkKLgzU1nUhHkmdc9P6E2a2aCEgy57g7TRNAzDMVHW6arXX601PfqLH1+az0elNvyyZpUHhvv97n3/dC6757M03p9AS95n8X//VR+bWzQFQSgCtbRvwpJZ4TyYTVdXT20S0TTM7LLZsWn/1VZcT1f2+1JPofT4er/y/7/qrXXfcE409kyMm0te+9md7fXjPYIPp6RshFJLWbZ3nMwbMzc8555IS81rXIFVdWVlZXh7Nzw4AZnKAMntmx4ZDh44uL4+Iek0bnXPTVQHCPD8//7SnzQFP0XqW7pLqdDqdTufbmsweV12wFv1DbO7f00+RQJxxgl8ZjRXEwj40o4MHH/7cF059/obDH/vMgU98LpusDMgB8IpeoCIiT8gjetpW990/UMphIDKAtm5dd+UlB9uS4SQCJBllSFpZvU6kfWh/3rY1lIydsgJsNMP9Zc/bX3AVhn2e1nU7Q1M++o2dXJXOFTUogLJoHsyApjQaZFuu+x4MBqwCYjHgoQMn77mn5yCmbAgk4xA9uN8vqLDR0YP3ffQTS5/98pGPfebBv/nM6NTxiOS9KKFx09INLh3H0Dx6005UrYcCqmsHjRI4TUu6U3cqPdGQMoTgdAVxEOP+9396cuTU973mVcNzd+QbNhyRhPnh0KTpAVuzlOsjulJtXbf+Oc+sXOYj55GUUWc0ztRZai3GadxUICmBoeBkQqynK+OJeVqAXlXfMqz9lkTPDFqrgI8xOudSAq81uFR6XKA1IM/zlNKgl6cYYO3PvebVJIk9DQa9lBQsVVUZYW0fMcJ0mfGTOFBt207vQiRNzCxMQjY/29+wYf7MHVuqakWcMLmodvM3dp04uUDMZKoxbNmy5epnX1nkLEKAEsGwVo4fo9Z1zQQA/Z5MBxV0+ncnohDCsaMnAKiapumxkRCSJRw5cqxpApNMdwIWETODYf369U/l+dPl/k6n0+l0vlPR38xSStjz0OT+BwdAMvjhfBMw11svnNWhnmE9G7RlZfnscnJl4vOq9gxkIy0nXlsmNsoSk7ESQ6rJHXfj0CKVZRTEBPXFNT/7U4f6Ejl3rXHLoo5IGo8ZS1tX6iHzcgYyyoMYRIw2VL1Tm+bOff1PVGW5XhkC5G3cv3/1a7tyM8vytrUKNhNoSJIoJYtywQ48+6JAnKtLIcGofPf74r6HvFezkLuidZ6LGYnU1JOFemHOqudFPS+1F46breMJ+ThBiJTIjIzX17SxIp9oENP4trtt716HyEiOCUQgioBCoITYnUdPJFEvI90x24heOvYP/u9vf2Bp5fm//asbfvrH52Y3pgcOrY+9QxivYtVCPC+tG0xw6Q/8wNJwECifsD/Vl9IhS8pIWlA1LZ5XsBEDptiwbh1DE3Tao0ZEYoze+5MnF1KCqhoMgBlU13raTCM+EREoxtjr9VTBDFPjxyV+AwEUY3TCKYW2rRzzi6+78Ld/99cMTVWVzmemxCwGBamRwuhbdgr+x2iahoimPfVFRJiryeics8/0ZK9+9b+u6lVmjaYi+aOHjgBCIilGmL38Zf988yYURc6khESMaeMdU2rbdjKeTH+dbdu2xRjXapmIADjniGjXrjtiBBMDArCZEIkq7rrzXiavSiIep8uiDPbc5z73v7F358G6ZWd933/PWmvv/Q5nunOPtwd1a+yW1EItqTWDEZhIMhKEwUwCCohNxUbYCaEoquLYVCU2jjMQjJNQCZjCAwYswmDCEAmQhCxkBkmtbs1DSz3d8Uzv++6911pP/njPvZK6lVTR3VBy6fupW9331q1z7znr7nPOd+93DeUv8RaX7gcA4C8k+nVlqs+5f/kL7e5eK2VZn01q9xf9smZLthVsa7E4beV4rMfL0Jb9mLS3YRdn2us0BMvBhmjLZH27qh//tH7nnVqVpakEBcXtl77oplffs2hTcJ+qsaGW7EMXxoP9G2qq47g7kcm6EqQYFOZj3bjr2brz1hBTN6qkOsTxoXe/Z+fcQajx8ti36nIIGzk1RdVLG9qbXnzX6vjOKoRYLTbx4Ny5B37l14+PeciHKaSg2HvsXUG+sTELM9v04fpcWq1OqpzYaA9n9XDuvQ/RNRt1fAwncjy5sBPFZhd3H/6j9wSVqhxMksmsrJeVunje/4WZv+4Vr27O7TcpnFc/2+0v/uQvvP3v/ZPDe9/7zG//1njtzelcvW7v3NZS6Q8/Of+xf3Phx/7VdXe+bJjMi7V9SH0Mpw782ZfK5tZ8ds2pq8/7k8Wq0VxPu+mWaEHR1jlbr8zdf9e73nX098vcNY55uRweeeTRdVvLPaVUvYYQTp48GYJKefxyXJOUczZTLbnkPoboRf/Z97zhBV92Zz8s14tfdbQD5vqHffZohz+nS5curR/DxxBDCCXn5eLw9OkTrvr61/3Vm26+Ppeh1moWZMlCdLMYbGM+++vf8s3BdGxnu9ayfqfd/co7X1fLVS4y6c4770wp1fVfEeP6M93M3vKWt3zm0+fNFEKQR3kwhQcfPPe2t/1eSqkcndkVhmFw97Zp3/jGN9a/xKUszO8HAOAv9jbg/j/+kx3JVGW2GvrpZHNnvhkP+6Jac/ayHC321ZtSk2ptw6H6nEyySVYoGoNKUIjVF4tz9334VK2D1K6LqOtuec6z9n7j7SafNBMNffbV6MXHMmkmslWOOtoO3WSSy47fdKNHddNNLTR0Y1a+8OCDWxZr8sNxbLuZu8VRuXqVT5p2dcN1vSyoUe9q7NzDD+fLezsndpaXDtu2XY7DWD01XemXOedVXlU1VbX3VIdxDO1hyNvTrgne19JUJZmkWTWv6kq9/NBD10q5DKrpyjb+VwoR/x/htnXzrcdWOUb/9GR5xmdnduul85c+WD70i3//R3X2hjtP3j5/+lTvfej42x8oH31k+5XP1TfMkkL0EKtS8ROjTL6zuaPteV2P9ChVlTGbdevlqiEES7GWUkqp0qJf3HfffSG81nS0cGUc8zCUg4P99StasVGMsZQhxrixsRGjyljCF8r1tm3zctF1TSnFQg6pqdILX/jCD7zvwf394dSpU7uHF0L83Ld4gk+oF4tFrTVEs2hmFmNIk246aSW/5tozT3vaLQ898JF+dHcP67uR4CnGyXRy261bZppNp7VmxSvXoplXl1RqKaWkGK+55kzTNOPKLZiZlVIlt+B/9qfve/DBh66//mQT1mdQW78aL164+NGPfiw22+7VPASz1Tim2KYm3X77RvxLvHx43g8AwJNQpFFZ3mt0DSo5FBukPY2jL1O/9+Gf/9m73nnf9fv7F5u638V5mIah7NbDg2kebQjTyfnQ9k3McbU/scsx1b6ePWjOXvDTS8l9TN2QJ62fPLTp7bVd/vO3LN/21h3fbUYfPFw6tnXqu7/l0unjWWNc7bnVPrXduKHpmQ+mrtf26f1J8DRVt3PYLGv3725sN+9+ka1mlyw8MtN02W5+bDn9lXdsLC8r9Dtdm4ZxXg4f2Dwo5XCi9NYbp5Oves32/nzzM2F36r0dTH/tN+dd7Hb3ryuhXx0MsXhrDzTDoxsbeXd11/LYxjj/5OZ8I/S7Xe2DPe1w47qLoTmwMcSDRo8mXbR0oZlYjafKOLztPTq3vy3ba2LfSiXsrMLJXjEMvr3k4nq8aht6w+s+9l1v+PB867bVziz7pWa3bhxce/5j3/See9/0i7/7kp/635/+gz+086//t5OfePdOfPgDty21tbpxvzXrFvP5dYt0KYV33NC977tfr2HnTIm77WF/Muem3ykx9rr7hS84fe3JVVj0XnrV3NihlaGb/8wv/vb3/MCPv+u9D+7n6afPLX7jd/7oa7/xOy8OadCkmW26ahkOmjB0NnzFq17irhJSVluVqscSd90WXlMt81LGGGtZtbN0OprUHMwGffc3fvXmZDe15/eHB7P12Sa1boXSNb7q/GJXcjs2TZV5ka2qjcW8eqy18dyoxFCs5HDliLDsdSij9nYH+UYIm0O1vvZ9HIag7WPXpRq2Uv3rX/cKpYfivIxxY1Hnh0XWLdKqf/VL7y7mvamdd2ZNGObt8thk2Ek1lrSXmwtDv5y2YVzl7bm+/Zvf2NmgcaEyBJMHc4WtydP+1t/4B2///Q8MVXtL76UPf/oz/+gnfjrGaYqT1ts2pzqGnc1N75evfc3LbaUwKhSTRykW1axcrZdnq41qW+Myp9Vgs8GPV6WaLskW4YnOguN5PwAAT8KVaQhRZutfmLmpkZpx1P7hO37+X2226ykLdWP0SQ6dFKWkZiGrQz1tJ4flch5nbs2qFJPF5CEtvA6lrGoqbTdZlMt7cx/GcrA5vu//+oUvf8Or9ptSFBsFO73dvPw5Dz/40euzgg1Jqq6oICm5heJtbFZ55RZKsIunrzn5oueVSVpIWXId2qUH7n3kI3ccb88dLBZNrm3TLkvZaMbaz1IXnvf06e03KUmt+qRG+X33/ftrOvVF5j7NZXvw2eiD96fixqH3TelU4rxvN+Lm5bIsCsVm1cv2fLIYznsYk5caSo2pr17m048/+PFnvf+97ateVq0uFJTUHe2eEqo8cnV9Aa6djVf+7e976+++Y7pctYuLpxUWMR+2ujwZknuoJbep9+qLS9s6daMFXXzkku+fqMNkWdoa+lk39ou7XvXl6zN0m9S5QvVRIZp07Jj9zb/5vX/7R/9BGbOkYN42XZQf7B/88i//2m/82m/OuubihUeblJqmiTpu0WvJwUtQzWN/+61nv+mbvqFUT9HMvB5N1HnMXJ31I/QgmSy2jc7ecPq/+Ltv/pH/+h/uLg7mG8fGovU0I3mUzG2Qqa5fazj6jz3mM9C9uHkwScEtytYTisxdplCLRVnTpK2NuVRN4bWvfe2P/jf/9NE9z3mYzWZjb6puobzgrme0jWWvMuu6bljJJTe5BamR1aHP7hZjClE/+He+/9f/3W899MhlBVsuxo2NraGUS4v+kf1Pf/v3/uALvuzOO5/77E986uPve9+9Dz9ycVVCtJLSxCx6WXWT2d6lg2/4xq9uO/l49TjjtWC6eoKFfc5uRuthDHoS5ynT/QAAPLnuv9o1HuQhu0avnZlC0AMP1o9+ogZZVVPVldLJoyxockE6P5k9Om/L5mzvILW1KSFUbyYhdsvLZ0yTPk9racYxmsWxhP20Mkt93//RfbNPX1zevNkoHi+u2m7edtuBN9MyDFZClcnWx6N2iu5FuRT1KU6sTWdvfoa2z8QS5lGNZH05/3vvmF8+2LQYirmXrLQ9eFial+5yqF/24nuSGlXJdKzUZu9Svv9j0RV9/XTVG9XkNokbj8a87E7Zye1PDof70U/azsXVSjFupe5EtAuf+vB1s7iZa+PFVZTH0eLQdGG5+NDb33XHi18UZ6VXGqQurGf2W1Gg+7/A5RaCykq3XHv6hc8efuvfb49NUp4WG0o+aLUI3uYwet0ITaO2O7ahjdn5P/1jxRw1eF7V6TUf0+KZr3rl8bM3yEwKtj4cV1Itiq5gL73n7mNb893dmFLymstYpGrqUozjmC8tlt3kePWSiyxWVQV5k2IIPqzKPS+9+9prN8w8mqoX2eftxnO1YKuFasHNzNNysWonkzd87et/4qf+z/zwnpcSPK438XR5NQW3K6c3m9t6BbLWJzwfPeJXcHP36kGuIA9D1piLpKMNbKunYE1rG5tRyiZ1bXfNNWcuHe43KZlZ0zSe+yaV2267UZK7xyv7EV3ZfjS4orzZ318NQ2m6uFr58WP2khc//1d+9ber1835bLlaNU0XNjZOzGar1eLt737vu//sAzkPly7tHts5WTXWrMlGu1j18lW/HF7y4uffftuzJI05t83Viz1cHSzX5x1bffSxerhywjLdDwDAX3aIuawGuXlQCZJy0Oi+YVXD+Jnff/tzcrgwiU2tk1xKKGMp1eLetNwf/Lk//AOv/obXj8c2S2knnrJ7DWrrqAc+8W+/53snDxw+LafJ4bIJq9zW6w/rpbZrLh5uXCz59963ddP1WVW7ozrbuOd5jx4/dnju0VWT11uQmBRcuValmmMcJ5P9Ooxp/LJv/FbNtmrVtHo3jvr4p//4Z/7F03Ozc7C3Y91lxXHlJ4qllRbN9KFrjh3/+q8rHqopRDUHq/pv/p8bP/Lw0MUhaBV9kco0K1ZfTNN9G81X/tgPta+855atuc82te9N6rxJdXkQ9y+/63/4nz79ll+9aX+VQ5EVcwu1Cfu7T6/HP/Mvf+OOV//V6UvuzE1bZet1CEVhKWu5uh7HZXU69bE/++bv+uRDD9l7Dq4Z+6JR7qoluk+Kn1403sQPheFSc/5ld9/x9p/8p9f3q07NUvGPjoWzb/qOm7/vO7W1qZhqCFkWZSk2nnvVbKG58ez2d77pG37qJ34x9wchhMZirT6bzYdhcLUeUrV2zKOZWS0hWhPDMBxaHV/4gjv+zpu/V1IKqj6GoynxQW5X1umWo2UmknuormhxOpV7Obkdv+2bv/4f/pP/dTWMqdvQZ9Pfqnm1Wi2Ym3l0WbVabb30249eHoq5ejapVAWLly4vln1v1uSSY7Q8urVla3OyMVcZ1HRhXOUXvfDuP733V2NMq8XBrGvz0E8m/vznPcerB3PJu67te3erLq9mrkbShXO7KUZzxaRc/D//W99x34c/8Gd/dv9kElNsrWoZquc8FKW0sRyq12bn+M4wDBtbmy7fO7iUYpy046tecc9/+XfffOZMt+rLZJquHlNnR19TghSq1sfXuVTMo1TlJq2XCz/BLBBEEgAAIABJREFU64f5/QAAPKkSc1XJr34ntqgQotWiPvfv/KMzh6s+NkNocojFQglWTCvJ5junn/18nT47HLvON6/Rxsl64tTi5Kn+9DW6/fYzz31eme0MnjxNlyEtU2cKck2yjg++9853N+YrK7XzPI+Tlzz/wTvOPjydrmLbxzaHlC1la/tqYbZ5GCxvzS/Ip7ec7d7wVXtb7cVGy8bkq4/9+r/dPfdQrHJZ8GgeolrzKNclxfSal+jW05e69EjUhSgtLn/g5/71iT6H2lZLiyYsWhuiBfcyVm1sti9/pW661c7cUjavrddeP85PjLOdxekzuvWmO7/ma9ynTWmH2B00bR+bUMOxEm/eK9fcd04//xvN7nKinNbd4ypmSxLlC6mKY5ztpbDx0rvu+Ec/9Ogrn3fvsc1Pbs4Pmmk7thvLtL0Kx3VcZXruGTdsf9vXLB49r3s/swr28Z32gWdcf/JH/8atf/9HdPyMginFYhav3E4oyhpz06zT93/ft7z2q1928w3HVQ635sF8WBxejsHN1DTtsu9DaiazeZsUy2jeW+1ffPdzf/AHvv+663baJJNqHsOVT4n1cQymElSC8tHRDCY3kwVZrmUM0n/6htdtTZtZG6KXoGLu6zXpbkVh9KM/aX2NVFk2G03ZvJqrbat7llRdrnDu3Pkxryxkr0OUK3u0et0NJ2RqmyQPky7d/YI75KPq0ocDq7kJ4Y1v/Krjx6ZNsGRqmnTy5DGzLBvcslt1BVdaLvoYVbKaZG20Zzzjpp/6yX/8bd/ydU0qyqvgxUM+WO5X1WEswypHmxzsLiepWx3sL/cvbG/YtO2/+jUv+bl//uPPec71MWoyjWNeSfXK3Kb19Cfzo5uAejRuNob1GF75jSeG5/0AADwVrn4v9qNAKw8/8qlPfOLEanxWP5OyeZDCGLxPYQiTQzXzG5+usOn56CleMkXJPMhnz3vOK977m+/d2S/H3aviUr5vvdfQ1uAxfub99x+/XDYnWU0naTLfeeZLXzn84cePHx5tPrLeSiTJopqQG9/buHhwcP1tL1OaSW6L1XzS5YfPv/e3f/9EnOd+qJoPavqYamz2vd0u6aDohrtetBrDpoWgmpIOPvqp/fs/dUbN7XtNUd2PtdjYFkWFUpsTZ5+mk9fWMQ4hBJkHb5IpSLHRKs/vfNkNOnW8H3I/GS1s2uRys9xttNFbW9OfvPPdz37w4XhyK6scPcv0z5/Cjc+5y3QLbTq268vZy+6546evu/dn/sXefR87ePf7Zuf3W6t9Ch9JGyduPfvM7/1rJ+689Y9/+L8/Hk5evPPUsVe/8PZXvXzyilfluJFqqk3x8NmdMuVuKclLKT6WeGKr+6n/5Uf+wx+/7+d//pf+4A/eeWD7s9l8udoNsR2zd5O2bepieXGivknhprM3fuVfefkbv+41dzz7aWOfJ10yVYvBvZpU8+Bl1TZRlscyRgWFnMfleoOcsdQwHMbpxjiMZ2/c/uH/6s0//o9/Yu9gVdXIwtVzcpsmrN/HYMFrMc9trH1ZrE/LilZqGIKNtSiZTNrf3x/z0qVgQbVMQlXtz95wqhbJvVZ31zNuu22js2Xu1bjVVWP+pjd9U8mjglfTtG13tjZMDwdb2dH7UVw+Dkd3+GPuUwo1j8+4/ex/99/+6F3P/7Jf/qXfuffej1gcV7kP3jRhpjYqL7a7YMP+LK5c413PvOVr3/CfvPHrv3JYDrNp67XKPES78tVjvZ3tZ7ex9ToGy+Y12iT3yy6lGBS8xif62UH3AwDwpHrfZEUKJotSUZJCKfuX9h6570OfXvW1bSxs5ZDHNC6bcdHWVbLLs4322XfommM5aUwKpUrKIYySm9pJM3/pS/pf/62PjB+erlzdZCHbP3W4tZ+nC+83ph88PHfire+47qu+Wl2sUlqG57zsK/7wV995/6ceqAqSwvqY0xqGcVh2bXvi2HjjabvnHltoa2bqJsr1ofs//Klz5840bTi+cy7XRWMHbRqifDHcsNuUs9ffcsfzJ7ahPnRWquX3f+ADH41ld6d51t7WKtULs7psR0kue7SNZ+64TdvznKZFWvTaSFVdzNJCSl0Ttjf2br5xWI2rWA+8bjQbn4mXD9vl6UU3WHs418a5z5zR04+yVpZcU66sLySYta4gjTY9lPzm2+/6ez+i/az3fEhve+cnPvaRw6ZMvvxFtz/3ZZ/8+P0/87O/9BWnbn/2X/sOfec95ZqdrO6cpjvLqH3VnVCvzPoI6z5WkXlMZgpVql5ecc+dL33xnZcvL9/1nv/w1rf+/v0f/Oil3f3dvcOmnRw7fnI6nb72y1/9spffc+ONZ7a3FUxytV06qtcQJa0O1EafdeFweVBl3WQ+jn20PJ8eG4dFChsWooXOa2m6tlZ96ze//vKli//j//zPonJVWNdw6uq58w9tbZztYlSVqtXSp+S5jiGG5BZMedzbnLf9skzm8eBgPH/uYdVlCDVYE+vYNSE2dXOzXS4Wk9nMotXBz954/atf9aI/vfeD5x65cObk9q033XzbbWeDeYxp0Q8x6iV33/X+994bZNXGoLBeX7vqV15lQVbdpBhcPs4mzXe96fVv/NrXf+iDD/3sz/3khQuXPnj/R849ctFrSKGdtu2znvW0173ur9z9ouc/5zm3TKcpm0xVqiG45DHGK/8OR91vFiQtlmObNE1e8zCddn2fo/LqcLl5w4m9S5qcfkJfrT73eBEAAPDns374Z8XkSUElyDQGNbVq97Le817tr3TqmEJRHBXyenVeGSzOT+j2O9QmBQ392IaqJh7GNEgbKs1y1f/Jn3bZVZXbLh0/3jfn2oeWloOm4UKnE3e8IKu7nFKRdkrfPbpbP/zB0CVJWi98dMmDLNSSe8uad+31Z/oTN1ZJqhN5OH8uf/SjbQ0aRllVK7WWo0KM4eGqbpZf+Ix+2s371kPea3I898jGpx5UG3QhK1a1RbGuO0wW886xdPszFZoyKroUVlJSiHvBgurGMOqDn9KFi5pGD2aTeRl3Yz7UolHvudPyebetjp1IitslhtGU1Cd1XF2PU9fzvoskLRrtS1Grk73r0LVYaTzUsXZ3Z2t7NB0sx91FM+yoUX9jKSlMvFlaN++lyxrOFCmGo91wJKum0eVSqkp+Zeno+j7MpYu7y53t6ZA1FllQ20iSerWtZBpW3rSWgq6sRD2are6ezp9bPXpxd765s+rLweFyOutqXS0PL7/g+beVcfQyTiZesmKalhpkeuSR5aXdQ1e8mqer8dJz77g1Sj56MsvShz/96Ogai6JiW4IVy/OFhnznbWfXi1/P764evnCpWJLHWJtUYl8utpv56TfdXA6Htmsl1aCHLiw3j03XE5PGhTZmeRxzaia1yoPe//6Pp3bqSq7GPa7Xyp+Zr6697oSk4lmhuMyUXKFUWVAe1TUqRZcvDcOimIWu604eVz+o69ZF76vVQTc9uqv93FW7V3+45K6cS0jxgYcuN+00hK7v8ziOW/NOVZ7zNWdae0Lz4Oh+AACehCK5VqlmlVbeljguqjcxNh5d2tvXmJdnNqqqq0qlUQ2ylKPlpBrlsXZReQiqSnGMzcpk8qg+1qGq1tBddhutGzVck1cbrkWT9xQ3S5u83U+pl07V3PZ9bn2IVqUsVVmQ4tFUidjLq+JC+fjQhSbIqnuJZYilNiHJVWPpY17Ii2p1v2bZSHF/Nh1UTxy4JnGRcq86k0bP0YLW07N1tMfg2OcuTUKJIbReXGZWF4pNCWn9LgXlmJdmpcRmX2lQkzQeU7bBTaYUd4O7UqewUYONpiiPTPX5gt3v4ejf2JS0ilrmMgnW5apoYyiLUJdSGsau3XQvW/shqOxv5nlVWESlJrfSoDwdotro69WjUnBZriquKDUm1dzHGN2Vc06pGXOxEC2YrycHheBV0V1mcsVQXVVeQziaN7TehXUctT7F1k0hmAeNo5pGQXIvwWoto4JMMYQmj24WYjha4rqex+5SrrmUMmnaUBRkRcpR2aT1friukHUYxmloLMtLCTGMXq0N6ynzTVUs6jUOGqdpkmpQlUYvTfUmDq4gefWQa9d5KW6W3E1yC7a+7Vm/N75+n2oOFqvXmCyXsUlNqS6zWi1Ec5flGmOQVEt192DBgslUq5cyxCiLFuwxu5ra5/9EpdRgYcw1pFBdLoWoflUnbSjD2KQ0Zu8mTyT86X4AAJ6ELFUtWl9paFQ3S9DY5LHYZpMlK7kNUk4yKcrXO4+76jgWU05xYXWh3MjnaqS03qKvkZRXMVpZHMZurtBKdj7oxCgrKm2/CmE+Bq2iohSlUNQv1TVab9wf1tuNy9xUbH3HUcchzDqtdwqvoySl5uhZrqQgT7XYWJWXRdt7UaPV412I0sJVilrPsS6ztWraqVmVBsmlpJw0mFpJw5jaeCg/lB9X3VdbpXnVpMpNQxySSsxB3iiGMcikLA2qVWaqE1krWTHJFFRM7OP5eK7BNEpBpVFNR/8EQStplI9l1VnYGg73m+ZSnDZK12T5cry4mbeLt32U0moWl9JMq6Q2lnC0I050hVxU1y0d/GjS/9j3TdNofRZvSpK8ZpnZ0T1ZKmUsdcx5mE46sytb9XuUB0mLvcvT6dSabh20pbhFyzm3jVb9smuje65h6q6aS9tMTFeTX7L1dj0qcilGhXxQUopqVKKyiqsmWfRkRTll8zDsr6ZpomRqarHiKqYQvVEJ2XKNHt2stxCiqkrKnvxgWMzbWSl1ErqqIVhTskkKppxz0ybZKF9/9pq0frVlvdhApdQQgkvVc4pxuTqIKSSfhhAsrFenm1RdWo19dUsppZCkED2v50Idfe5d/YjXd3aS3K7uEFzX04qkUsYYg9zLsJIrTjaewPXD/H4AAJ5UiMlVZUVKqi63Yim2g3Qo5RiT7HiWm2qRpLjeDDw1wWTmSZooupSVktRIbZWqNBRNUpxMNY7KVWE662SjlGWWrHONR9sIqdUqRTVd09c41vWT8hqqPMTiskajK4ZgnQYpjoqmEKRQR41Lda3W2/NbsRRdUrCZOlOnw36s82Z74rp4II910m5MWut14JoUpUEqUlSdaJQ6KapRrkrjSoO04VKVUpV6WaOV5RjyxhCkoKqUg42KGwopuNR4DPVK/kSNdlSgePyNZlZflEJUY9KYVCTTQjVZOB6nqZdyP2vSoKRafaHYNY3ixVg2Z3WqWuRBSfKguv63uJran1Of66vCmm6iqjrm2LTKo4KZBZmrFq/Vrchr28S26dxzrQqh/dw/Y7Y1l8zr4NVDamO0WscmmeRNUi1DTKkqyqrF5uqmnFKVqrzIXKqusLd/MInTLraKKmMJ0YJK1iCl9Z43i+XBxmQ+3ZipSnLPo5osFVOQu7wZSp9iytm7MFm/dzFYUZm3yZS7mGoZqqoFj+s1s64mJfkojVJVTfJGCh7K5csXTM329k6KwV0mhZikPJ20UvFsFtb33F5VxjqEEJumrbIqrWqNIUSt5+Dp/2dnnjIMMrMQQrKcx5SC17HvV91sGtsrRy78+fG8HwCAJ64Wja4h1VF9ozJzi3300OVku15ylKRjXtff4dcnXh3t1hHkVj1qWfoU26gYpFCufEMPrlCrZ7cYFL1akZr18UpRg5SkNEqmnHQgl7yrdaq43jHxaFNA9yTzsViMKq5gQ6rFS7C4PncgXplQHD67f06tHnxZ4iQuowapk7fjGJo0KvSD5qa9Rq00Wd/rmGqUm2KWquTZU+2jJqUdo1xqR6lISatUXaWrHpSK2TDEzqOZFFSTynqXRNf6Zzl5CbVTwwX2uNvMoWrMClLo1o/63bzRSgpSV6VVla9qF4fUpmpplIa82Ax7GhvZTNYeHfiao6LVq3vmuEKtR8kezGX1ysST9QQXu7oHv1+9UXBfryXxWosdvQgQ1vvuH83RWb80cZScVx9g11LGpkmS1zJ6nHutIQSvRe7BZGbrWe7rH+tLI7jJNSzGdtZ4cFepKkEWPMitBjc3qyYL0vpjWc+FknlUjcWqgqkq1GhmMrlKrkNIoXpNlsyDbN3xVsv6Aywhrhftr8/sDZJVlRCiZKW4FIJp/SJH9WzmpY7JZi7VWmQejkbXs7tkwZJk1dWub7XXw2GfTXj7nDswr27BxjymFM1USl5PH5JctSoE6Ymcb0H3AwDwZDpMRSoq0iDVoJDUjKvahGRNkA259inw6vpj9YqulHJNIeWg83WchWYuxd5Vixr3JKP7gacU3Q8AwJOwXmQZq+JYVLOiKSUPIUvDoNWByqjNGeP0uHHrVYv2B7VzxdBPgk9nSSGtXzdIGoJaju4CnlI8gQAA4El3f5UUYoy9wqrWLbdwce9P/tlPP/p//+61Y+5HNqZ5rEYH22GcjM35sZ7fmD7tzd9z9htfr7apMXlMg6l/YvMYAND9AAD8hYjrPg2yUKQsHeS8VaqqnXzg0dmffeSmxf4q0v2Pdbk7XGhhQ2fWaXueDy4qDoOstxilQPQDdD8AAF9URtOYNJHWW2yYtN22thylsFnqZBykxUJLBuox9js7aINWIVszTmNvg2Jdqo6qU6l1BRfTfAC6HwCAL5rul/YkSVNXkBpp4apBUf2lNh+2QzuqtHy3faxji+bag3ZS2lyn7ZA2DiYa0rRd136x9bYwAOh+AAC+SASpk1qXZZmrTVq5SpeatPrwmeaB69OjZd6d47vt4/qj1/GxO6FJr/biKm/WqeqkUegUJnLzoiqxDxLwlGI/HwAAnri6Pocru4pLpsYWUaPViZbLhz5ZH/7ktD9sdCsD9Ri7TRlC3R7qrNm8nFf9rdf7yVNVYVs+z9LocmlG9wN0PwAAXyzhL+X1/4pMimEZQpVHZRsXqSxirIvmBsbpsd2vw6qyI2ks1mxclLKaTjru6sYrSyVY2ws8pbiTBgDgyTEpSqG6alEMXruSglpVU4mqZVZZ1/tYs7GXpCGoBM1qSrV2TZDaKplKo5VpzjABdD8AAF8kPGgIGuSjilQb+YY1Nrj28yfe9vaHPnh/PdjbjAcM1GPvlUJcXdyfbZ88rBqmzS2vedX1L7pbOjq0a890ScyOAuh+AAC+ePrV1ZpaD2aThUKqspVyN6a4u/8Hbzn5f/xyU/ajIgP12HGrxZug0Y+X5tHZZDg90cufXTQNHpamDfdjfdakYaCApxBb4wIAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAgO4HAAAAQPcDAAAA+I9BYggAAHji3K131SCzWdKy0blZ3fFBFy9NfbGcDKcuZdfWY94ofP5zN5e7/Etq2B7e2btULz3Nts8v8sVjM5s1gzxrnJV21ps6O5w0c64ugO4HAOCLJfuDaqtQZVINqlKr4GOVdRpkJQW1D2/sMVCPUfJw3dhujAqalTJpD3PrihbkUlAxjYwRQPcDAPDFY5SWoXYhNJJLJjVSUFSaD7W5NGpDcXPYf8xb1Vo/95dmZmZfUuMW4vRUc1p9Mc3Gy8Mkd8oxJpObgkqg+wG6HwCALyZX5+cEVzVFqUjuQbEZtjYXJ08cHpbN/f6x3e+f3/0y05dW9+/meDgOc4WF7JGS510nC1L4EhsGgO4HAOA/Eo0UXbG4VYuSJRXJmkZhNX/p3cdSzIfDXsqPeavw2JuHL7HZ/VI2hRryIiZPN2/Ntp5za46pmLVBVpRcM24AgKeauTujAADAE1SrclWJqrae5bNbamnKPMbOs/pRuYwbs8d1/5f6ut5Ql7EOWphK0rQ57Ky3SZQ2q0KWghTFs3/gqcXzfgAAngp2lPDzSVgqDJIsdZ2U0sB328cpoYvBZlvBPLrFQbFI8errHi5VKTJOwFP6VYrn/QAAPGFVXrzGasGP9qKp8WhNapRidauuwGk5j9VbKeatLMiqrJe51EhtlRXJJKP7AbofAIAvnn6VH8pbqVWIV0vVrzyxLpJLEzaneZwSVKN0JfGvTunxo1+6Mc0HeIrxyiMAAE+GSeaqVTVI9WjNrsnt6Ddd8swwPVZNKvFomcPnPoEMUji6XaJRgKf4qxXP+wEAeOL5KhWXyYOq5Gbukstc8Sj9XUmFgXrcwJlbKFee68cqq5LkUSUcjVfHKAFPKe6lAQB44sJ6/xlJwRVcpiqN8iKv5lVBpo6J6l9g4FSl/spz/VlUsqNJPpXBAf5i8LwfAAAA+FK43QYAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAID/tx07JgIAAGEgtiAQTQhDGxKY4RIJnf4KoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAApBe0uAAASNklEQVS6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAsImstgIAAPzm7wcAAN0PAADcN+LhorwOBZw8AAAAAElFTkSuQmCC"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 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 Uni<span class="_ _1"></span>mot i Unimot S.A. za 2024 Rok<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x20 hc y27 ff6 fs3 fc2 sc0 ls0 ws0">4 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hb y69 ff6 fs4 fc2 sc0 ls0 ws0">5.2.2. BIOPALIWA <span class="ls5">.................................................................................................................................................................................</span> <span class="ls6">49</span><span class="fs5"> </span></div><div class="t m0 x1 hb y6a ff6 fs4 fc2 sc0 ls0 ws0">5.2.3. GAZ LPG <span class="_ _1"></span><span class="ls5">......................................................................................................................................................................................<span class="ls0"> <span class="ls6">49</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y6b ff6 fs4 fc2 sc0 ls0 ws0">5.2.4. STACJE PALIW <span class="_ _1"></span><span class="ls5">.............................................................................................................................................................................<span class="ls0"> <span class="ls6">49</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y6c ff6 fs4 fc2 sc0 ls0 ws0">5.2.5. PRODUKTY ASFALTOWE <span class="_ _a"></span><span class="ls5">..............................................................................................................................................................<span class="ls0"> <span class="ls6">49</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y6d ff6 fs4 fc2 sc0 ls0 ws0">5.2.6. GAZ ZIEMNY <span class="_ _e"></span><span class="ls5">................................................................................................................................................................................<span class="ls0"> <span class="ls6">50</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y6e ff6 fs4 fc2 sc0 ls0 ws0">5.2.7. ENERGIA ELEKTRYCZNA <span class="ls5">..............................................................................................................................................................</span> <span class="ls6">50</span><span class="fs5"> </span></div><div class="t m0 x1 hb y6f ff6 fs4 fc2 sc0 ls0 ws0">5.2.8. FOTOWOLTAIKA <span class="_ _a"></span><span class="ls5">................................................................................................<span class="_ _0"></span>..........................................................................<span class="ls0"> <span class="ls6">50</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y70 ff6 fs4 fc2 sc0 ls0 ws0">5.2.9. INFRASTRUKTURA <span class="_ _e"></span><span class="ls5">.......................................................................................................................................................................<span class="ls0"> <span class="ls6">51</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y71 ff6 fs4 fc2 sc0 ls0 ws0">5.2.10. PRZEWOZY KOLEJOWE <span class="_ _a"></span><span class="ls5">..............................................................................................................................................................<span class="ls0"> <span class="ls6">51</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y72 ff6 fs4 fc2 sc0 ls0 ws0">5.3.<span class="fs5"> <span class="_ _c"> </span></span>OTOCZENIE REGULACYJNE <span class="_ _9"></span><span class="ls5">................................<span class="_ _0"></span>.......................................................................................................................<span class="ls0"> <span class="ls6">51</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y73 ff6 fs4 fc2 sc0 ls0 ws0">5.4.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">S<span class="_ _1"></span>EZONOWOŚĆ DZIAŁALNOŚCI<span class="ff6"> <span class="_ _e"></span><span class="ls5">................................................................................................................................<span class="_ _0"></span>..................<span class="ls0"> <span class="ls6">59</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x1 hb y74 ff6 fs4 fc2 sc0 ls0 ws0">5.5.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">IN<span class="_ _1"></span>FORMACJE O ZAWARTYCH UMOWACH ZNACZĄCYCH DLA DZIAŁALNOŚCI UNIMOT S.A. I G<span class="_ _1"></span>RUPY KAPITAŁOWEJ<span class="_ _0"></span><span class="ff6"> <span class="_ _a"></span><span class="ls5">...............<span class="ls0"> <span class="ls6">59</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x1 hb y75 ff6 fs4 fc2 sc0 ls0 ws0">5.6.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">ZMIA<span class="_ _1"></span>NY W PODSTAWOWYCH ZASADACH ZARZĄDZANIA PRZEDSIĘBIORSTWEM EMITENTA I JEGO GRUPĄ KAPITAŁOWĄ<span class="ff6 ls5">....<span class="ls0"> <span class="ls6">59</span><span class="fs5"> </span></span></span></span></div><div class="t m0 x1 hb y76 ff6 fs4 fc2 sc0 ls0 ws0">5.7.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">POSTĘPOWAN<span class="_ _1"></span>IA SĄDOWE<span class="ff6"> <span class="ls5">.......................................................................................................................................................</span> <span class="ls6">59</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y77 ff6 fs4 fc2 sc0 ls0 ws0">5.8.<span class="fs5"> <span class="_ _c"> </span></span>ZA<span class="_ _1"></span>TRUDNIENIE W 2024 ROKU W GRUPIE <span class="ls5">................................................................................................................................</span> <span class="_ _1"></span><span class="ls6">59<span class="fs5 ls0"> </span></span></div><div class="t m0 x1 hb y78 ff6 fs4 fc2 sc0 ls6 ws0">6.<span class="fs5 ls0"> <span class="_ _b"> </span><span class="ff8 fs4">CZYNNIKI I ZDARZENIA MAJĄCE WPŁYW NA WYNIKI GRUPY<span class="ff6"> <span class="_ _d"></span><span class="ls5">...................................................................................................<span class="ls0"> <span class="ls6">61</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x1 hb y79 ff6 fs4 fc2 sc0 ls0 ws0">6.1.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">GŁ<span class="_ _1"></span>ÓWNE CZYNNIKI I ZDARZENIA KSZTAŁTUJĄCE WYNIKI GRUPY 2024 ROKU MOGĄCE MIEĆ WPŁYW NA<span class="_ _1"></span> DZIAŁALNOŚĆ GRUPY W </span></div><div class="t m0 x21 hb y7a ff6 fs4 fc2 sc0 ls0 ws0">KOLEJNYCH LATACH <span class="_ _1"></span><span class="ls5">................................................................................................................................................................<span class="ls0">. <span class="ls6">61</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y7b ff6 fs4 fc2 sc0 ls0 ws0">6.2.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">OPIS CZYNN<span class="_ _1"></span>IKÓW I ZDARZEŃ, W TYM O NIETYPOWYM CHARAKTERZE, MAJĄCYCH ISTOTNY WPŁYW<span class="_ _1"></span> NA WYNIKI FINANSOWE<span class="_ _0"></span><span class="ff6 ls6">70<span class="fs5 ls0"> </span></span></span></div><div class="t m0 x1 hb y7c ff6 fs4 fc2 sc0 ls0 ws0">6.3.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">WPŁYW KONFLIK<span class="_ _1"></span>TU ZBROJNEGO W UKRAINIE NA DZIAŁALNOŚĆ GRUPY<span class="ff6"> <span class="ls5">................................................................<span class="_ _0"></span>...............</span> <span class="ls6">70</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y7d ff6 fs4 fc2 sc0 ls0 ws0">6.4.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">OPIS ISTOTNYCH CZYNN<span class="_ _1"></span>IKÓW RYZYKA I ZAGROŻEŃ<span class="ff6"> <span class="_ _1"></span><span class="ls5">................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls6">71<span class="fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 hb y7e ff6 fs4 fc2 sc0 ls0 ws0">6.5.<span class="fs5"> <span class="_ _c"> </span></span>RYZYKO KLIMATYCZNE W G<span class="_ _1"></span>RUPIE UNIMOT <span class="_ _9"></span><span class="ls5">.............................................................................................................................<span class="ls0"> <span class="ls6">88</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y7f ff6 fs4 fc2 sc0 ls0 ws0">6.6.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">RYZYKO ZWIĄZA<span class="_ _1"></span>NE Z CYBERBEZPIECZEŃSTWEM<span class="ff6"> <span class="_ _9"></span><span class="ls5">.....................................................................................................................<span class="ls0"> <span class="ls6">88</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x1 hb y80 ff6 fs4 fc2 sc0 ls0 ws0">6.7.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">CHARA<span class="_ _1"></span>KTERYSTYKA ZEWNĘTRZNYCH I WEWNĘTRZNYCH CZYNNIKÓW ISTOTNYCH DLA ROZWOJU UN<span class="_ _1"></span>IMOT S.A. I GRUPY </span></div><div class="t m0 x21 hb y81 ff8 fs4 fc2 sc0 ls0 ws0">KAPITAŁOWEJ<span class="ff6"> <span class="_ _e"></span><span class="ls5">...........................................................................................................................................................................<span class="ls0"> <span class="ls6">89</span><span class="fs5"> </span></span></span></span></div><div class="t m0 x1 hb y82 ff6 fs4 fc2 sc0 ls0 ws0">6.8.<span class="fs5"> <span class="_ _c"> </span></span>WYDARZENIA PO DNIU S<span class="_ _1"></span>PRAWOZDAWCZYM <span class="_ _d"></span><span class="ls5">..........................................................................................................................<span class="ls0"> <span class="ls6">91</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y83 ff6 fs4 fc2 sc0 ls6 ws0">7.<span class="fs5 ls0"> <span class="_ _b"> </span><span class="ff8 fs4">SYTUACJA FINANSOWA GRUPY KAPITAŁOWEJ<span class="ff6"> <span class="ls5">........................................................................................................................</span> </span></span></span>91<span class="fs5 ls0"> </span></div><div class="t m0 x1 hb y84 ff6 fs4 fc2 sc0 ls0 ws0">7.1.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">ZA<span class="_ _1"></span>SADY SPORZĄDZANIA SKONSOLIDOWANEGO SPRAWOZDANIA FINANSOWEGO<span class="ff6"> <span class="_ _a"></span><span class="ls5">................................................................<span class="_ _0"></span><span class="ls0"> <span class="ls6">91</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x1 hb y85 ff6 fs4 fc2 sc0 ls0 ws0">7.2.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">S<span class="_ _1"></span>KONSOLIDOWANE SPRAWOZDANIE Z CAŁKOWITYCH DOCHODÓW<span class="ff6"> <span class="_ _e"></span><span class="ls5">......................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls6">91<span class="fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 hb y86 ff6 fs4 fc2 sc0 ls0 ws0">7.3.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">PODSTAWOWE WIL<span class="_ _1"></span>ELKOŚCI FINANSOWO<span class="ff6">-EKONOMICZNE GK <span class="_ _e"></span><span class="ls5">................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls6">93<span class="fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 hb y87 ff6 fs4 fc2 sc0 ls0 ws0">7.4.<span class="fs5"> <span class="_ _c"> </span></span>S<span class="_ _1"></span>KONSOLIDOWANE SPRAWOZDANIE Z SYTUACJI FINA<span class="_ _1"></span>NSOWEJ<span class="_ _0"></span> <span class="_ _9"></span><span class="ls5">..............................................................................................<span class="ls0"> <span class="ls6">94</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y88 ff6 fs4 fc2 sc0 ls0 ws0">7.5.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">A<span class="_ _1"></span>NALIZA WSKAŹNIKOWO<span class="ff6">-</span>PORÓWNAWCZA GRUPY KAPITAŁOWEJ<span class="ff6"> <span class="_ _a"></span><span class="ls5">.........................................................................................<span class="ls0"> <span class="ls6">96</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x1 hb y89 ff6 fs4 fc2 sc0 ls0 ws0">7.6.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">ZA<span class="_ _1"></span>RZĄDZANIE ZASOBAMI FINANSOWYMI GRUPY<span class="ff6"> <span class="ls5">...................................................................................................................</span> <span class="ls6">98</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y8a ff6 fs4 fc2 sc0 ls0 ws0">7.7.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">ZOBOWIĄZAN<span class="_ _1"></span>IA Z TYTUŁU KREDYTÓW POŻYCZEK I LEASINGU ORAZ KREDYTÓW W RACHUNKU BIEŻĄCYM<span class="ff6"> <span class="_ _d"></span><span class="ls5">.......................<span class="ls0"> <span class="ls6">100</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x1 hb y8b ff6 fs4 fc2 sc0 ls0 ws0">7.8.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">UDZIELONE KREDYTY I POŻYCZKI</span><span class="ls5">............................................................................................................................................</span> <span class="_ _1"></span><span class="ls6">103<span class="fs5 ls0"> </span></span></div><div class="t m0 x1 hb y8c ff6 fs4 fc2 sc0 ls0 ws0">7.9.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">UDZIELONE PORĘCZENIA I GWAR<span class="_ _1"></span>ANCJE<span class="ff6"> <span class="ls5">................................................................................................................................</span> <span class="_ _1"></span><span class="ls6">103<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x1 hb y8d ff6 fs4 fc2 sc0 ls0 ws0">7.10.<span class="fs5"> <span class="_ _f"> </span></span>AKTUALNA I PRZEWIDYWANA SYTUACJA FINAN<span class="_ _1"></span>SOWA GK UNIMOT<span class="_ _0"></span> <span class="_ _d"></span><span class="ls5">.....................................................................................<span class="ls0"> <span class="ls6">107</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y8e ff6 fs4 fc2 sc0 ls0 ws0">7.11.<span class="fs5"> <span class="_ _f"> </span></span><span class="ff8">TRANSAKCJE Z PODMIOTAMI POWIĄZANYMI</span> <span class="ls5">.......................................................................................................................</span> <span class="ls6">107</span><span class="fs5"> </span></div><div class="t m0 x1 hb y8f ff6 fs4 fc2 sc0 ls0 ws0">7.12.<span class="fs5"> <span class="_ _f"> </span></span><span class="ff8">RÓŻNICE POMIĘDZY WYNIKAMI FINANSOWYMI WYKAZYWANYMI W RAPORCIE ROCZNYM A WCZEŚ<span class="_ _1"></span>NIEJ PUBLIKOWANYMI </span></div><div class="t m0 x21 hb y90 ff8 fs4 fc2 sc0 ls0 ws0">PROGNOZAMI WYNIKÓW ZA 2024 ROK<span class="ff6"> <span class="_ _e"></span><span class="ls5">................................................................................................................................<span class="ls0">. <span class="ls6">108</span><span class="fs5"> </span></span></span></span></div><div class="t m0 x1 hb y91 ff6 fs4 fc2 sc0 ls0 ws0">7.13.<span class="fs5"> <span class="_ _f"> </span></span>ISTOTNE POZYCJE POZABILANSOWE <span class="_ _d"></span><span class="ls5">......................................................................................................................................<span class="ls0"> <span class="ls6">108</span><span class="fs5"> </span></span></span></div></div><a class="l" href="#pf31" ><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="#pf31" ><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="#pf31" ><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="#pf31" ><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="#pf32" ><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="#pf32" ><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="#pf32" ><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="#pf33" ><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="#pf33" ><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="#pf33" ><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="#pf3b" ><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="#pf3b" ><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="#pf3b" ><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="#pf3b" ><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="#pf3b" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1030.200000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3d" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:994.940000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3d" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:969.660000px;width:514.700000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3d" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:934.400000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf46" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:899.120000px;width:494.420000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf46" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:863.860000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf47" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:828.580000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf58" ><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="#pf58" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:758.060000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf59" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:732.780000px;width:514.700000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf59" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:697.520000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5b" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:662.240000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5b" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:626.980000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5b" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:591.700000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5b" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:556.440000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5d" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:521.180000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5e" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:485.900000px;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:450.640000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf62" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:415.360000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf64" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:380.100000px;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:344.820000px;width:485.850000px;height:17.640000px;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:309.560000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6b" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:274.300000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6b" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:239.020000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6c" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:213.760000px;width:514.700000px;height:12.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6c" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:178.486000px;width:485.850000px;height:17.637000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6c" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:143.218000px;width:485.850000px;height:17.634000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi x5 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 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 Uni<span class="_ _1"></span>mot i Unimot S.A. za 2024 Rok<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x20 hc y27 ff6 fs3 fc2 sc0 ls0 ws0">5 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hb y69 ff6 fs4 fc2 sc0 ls6 ws0">8.<span class="fs5 ls0"> <span class="_ _b"> </span><span class="fs4">SYTUACJA FINANSOWA EMITENTA UNIMOT S.A. <span class="ls5">..................................................................................................................</span> <span class="_ _1"></span><span class="ls6">109<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x1 hb y6a ff6 fs4 fc2 sc0 ls0 ws0">8.1.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">PODSTAWOWE PRODUKTY, <span class="_ _1"></span>TOWARY I USŁUGI EMITENTA<span class="ff6"> <span class="ls5">...................................................................................................</span> <span class="_ _1"></span><span class="ls6">109<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x1 hb y6b ff6 fs4 fc2 sc0 ls0 ws0">8.2.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">CZYNN<span class="_ _1"></span>IKI I NIETYPOWE ZDARZENIA MAJĄCE WPŁYW NA OSIĄGNIĘTE WYNIKI EMITENTA<span class="ff6"> <span class="ls5">..................................................</span> <span class="ls6">109</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y6c ff6 fs4 fc2 sc0 ls0 ws0">8.3.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">ROCZNE JEDNOSTKOWE SPRAW<span class="_ _1"></span>OZDANIE Z WYNIKU FINANSOWEGO I INYCH CAŁKOWITYCH DOCHODÓW<span class="ff6"> <span class="_ _10"></span><span class="ls5">.......................<span class="ls0"> <span class="ls6">110</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x1 hb y6d ff6 fs4 fc2 sc0 ls0 ws0">8.4.<span class="fs5"> <span class="_ _c"> </span></span>ROCZNE JEDNOSTKOWE SPRAW<span class="_ _1"></span>OZDANIE Z SYTUACJI FINANS<span class="_ _1"></span>OWEJ<span class="_ _0"></span> <span class="_ _e"></span><span class="ls5">.....................................................................................<span class="ls0"> <span class="ls6">112</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y6e ff6 fs4 fc2 sc0 ls0 ws0">8.5.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">A<span class="_ _1"></span>NALIZA WSKAŹNIKOWO<span class="ff6">-</span>PORÓWNAWCZA EMITENTA<span class="ff6"> <span class="_ _1"></span><span class="ls5">........................................................................................................<span class="ls0"> <span class="ls6">113</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x1 hb y6f ff6 fs4 fc2 sc0 ls0 ws0">8.6.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">ZA<span class="_ _1"></span>CIĄGNIĘTE KREDYTY I POŻYCZKI<span class="ff6"> <span class="_ _e"></span><span class="ls5">.........................................................................................................................................<span class="ls0"> <span class="_ _10"></span><span class="ls6">116<span class="fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 hb y70 ff6 fs4 fc2 sc0 ls0 ws0">8.7.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">UDZIELONE KREDYTY I POŻYCZKI</span><span class="ls5">............................................................................................................................................</span> <span class="_ _10"></span><span class="ls6">118<span class="fs5 ls0"> </span></span></div><div class="t m0 x1 hb y71 ff6 fs4 fc2 sc0 ls0 ws0">8.8.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">UDZIELONE PORĘCZENIA I GWAR<span class="_ _1"></span>ANCJE<span class="ff6"> <span class="ls5">................................................................................................................................</span> <span class="_ _10"></span><span class="ls6">119<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x1 hb y72 ff6 fs4 fc2 sc0 ls0 ws0">8.9.<span class="fs5"> <span class="_ _c"> </span></span>A<span class="_ _1"></span>KTUALNA I PRZEWIDYWANA SYTUACJA FINANS<span class="_ _1"></span>OWA EMITENTA<span class="_ _0"></span><span class="ls5">........................................................................................</span> <span class="ls6">123</span><span class="fs5"> </span></div><div class="t m0 x1 hb y73 ff6 fs4 fc2 sc0 ls0 ws0">8.10.<span class="fs5"> <span class="_ _f"> </span></span>INFORMACJE O FIRMIE AUDYTORSKIEJ <span class="_ _d"></span><span class="ls5">..................................................................................................................................<span class="ls0"> <span class="ls6">123</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y74 ff6 fs4 fc2 sc0 ls0 ws0">8.11.<span class="fs5"> <span class="_ _f"> </span></span>ISTOTNE POZYCJE POZABILANSOWE <span class="_ _d"></span><span class="ls5">......................................................................................................................................<span class="ls0"> <span class="ls6">123</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y75 ff6 fs4 fc2 sc0 ls6 ws0">9.<span class="fs5 ls0"> <span class="_ _b"> </span><span class="ff8 fs4">OŚWIADCZENIA O STOSOWANIU ŁADU KORPORACYJNEGO</span></span><span class="ls5">..................................................................................................<span class="ls0"> </span></span>124<span class="fs5 ls0"> </span></div><div class="t m0 x1 hb y92 ff6 fs4 fc2 sc0 ls0 ws0">9.1.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">WSKA<span class="_ _1"></span>ZANIE ZBIORU ZASAD ŁADU KORPORACYJNEGO, KTÓREMU PODLEGA EMITENT ORAZ MIEJSCA, GDZIE TEKST ZBIORU ZASA<span class="_ _1"></span>D </span></div><div class="t m0 x21 hb y93 ff8 fs4 fc2 sc0 ls0 ws0">JEST PUBLICZNIE DOSTĘPNY<span class="ff6"> <span class="_ _e"></span><span class="ls5">...................................................................................................................................................<span class="ls0"> <span class="_ _10"></span><span class="ls6">124<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 hb y94 ff6 fs4 fc2 sc0 ls0 ws0">9.2.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">OPIS SPOSOBU STOSOWAN<span class="_ _1"></span>IA PRZEZ SPÓŁKĘ ZASAD ZAWARTYCH W DOBRYCH PRAKTYKACH 2021<span class="ff6"> <span class="ls5">...................................</span> <span class="ls6">125</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y95 ff6 fs4 fc2 sc0 ls0 ws0">9.2.1.<span class="fs5"> <span class="_ _3"> </span></span><span class="ff8">ZASADY DOTYCZĄCE POLITYKI INFORMACYJNEJ I KOMUNIKACJI Z INWESTORAMI</span> <span class="_ _e"></span><span class="ls5">...............................................................<span class="ls0"> <span class="_ _1"></span><span class="ls6">125<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x1 hb y7a ff6 fs4 fc2 sc0 ls0 ws0">9.2.2.<span class="fs5"> <span class="_ _3"> </span></span><span class="ff8">ZASADY DOTYCZĄCE ZARZĄDU I RADY NADZORCZEJ</span> <span class="_ _9"></span><span class="ls5">................................<span class="_ _0"></span>.............................................................................<span class="ls0"> <span class="ls6">125</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y7b ff6 fs4 fc2 sc0 ls0 ws0">9.2.3.<span class="fs5"> <span class="_ _3"> </span></span><span class="ff8">ZASADY DOTYCZĄCE SYSTEMÓW I FUNKCJI WEWNĘTRZNYCH</span> <span class="_ _e"></span><span class="ls5">..............................................................................................<span class="ls0"> <span class="_ _10"></span><span class="ls6">126<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x1 hb y7c ff6 fs4 fc2 sc0 ls0 ws0">9.2.4.<span class="fs5"> <span class="_ _3"> </span></span><span class="ff8">ZASADY DOTYCZĄCE WALNEGO ZGROMADZENIA I RELACJI Z AKCJONARIUSZAMI</span> <span class="ls5">...............................................................</span> <span class="_ _10"></span><span class="ls6">126<span class="fs5 ls0"> </span></span></div><div class="t m0 x1 hb y7d ff6 fs4 fc2 sc0 ls0 ws0">9.2.5.<span class="fs5"> <span class="_ _3"> </span></span><span class="ff8">ZASADY DOTYCZĄCE KONFLIKTU INTERESÓW I TRANSAKCJI Z PODMIOTAMI POWIĄZANYMI</span> <span class="_ _e"></span><span class="ls5">..............................................<span class="ls0"> <span class="_ _10"></span><span class="ls6">128<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x1 hb y7e ff6 fs4 fc2 sc0 ls0 ws0">9.2.6.<span class="fs5"> <span class="_ _3"> </span></span><span class="ff8">ZASADY DOTYCZĄCE WYNAGRODZEŃ</span> <span class="_ _a"></span><span class="ls5">................................................................<span class="_ _0"></span>....................................................................<span class="ls0"> <span class="ls6">128</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y96 ff6 fs4 fc2 sc0 ls0 ws0">9.3.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">WSKA<span class="_ _1"></span>ZANIE, W JAKIM ZAKRESIE EMITENT ODSTĄPIŁ OD POSTANOWIEŃ ZBIORU ZAS<span class="_ _1"></span>AD ŁADU KORPORACYJNEGO WRAZ Z </span></div><div class="t m0 x21 hb y97 ff8 fs4 fc2 sc0 ls0 ws0">WYJAŚNIENIEM<span class="ff6"> <span class="ls5">......................................................................................................................................................................</span> <span class="_ _10"></span><span class="ls6">128<span class="fs5 ls0"> </span></span></span></div><div class="t m0 x1 hb y98 ff6 fs4 fc2 sc0 ls0 ws0">9.4.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">OPIS GŁ<span class="_ _1"></span>ÓWNYCH CECH STOSOWANYCH W PRZEDSIĘBIORSTWIE EMITENTA I JEGO SPÓŁKACH ZALEŻNYCH SYSTEMÓW KONTROLI </span></div><div class="t m0 x21 h10 y99 ff8 fs4 fc2 sc0 ls0 ws0">WEWNĘTRZNEJ, ZARZĄDZANIA RYZYKIEM I AUDYTU WEWNĘTRZNEGO, W TYM W ODN<span class="_ _1"></span>IESIENIU DO PROCESU SPORZĄDZANIA </div><div class="t m0 x21 hb y9a ff8 fs4 fc2 sc0 ls0 ws0">SPRAWOZDAŃ FINANSOWYCH I SKONSOLIDOWANYCH SPRAWOZDAŃ FINANSOWYCH<span class="ff6"> <span class="_ _e"></span><span class="ls5">......................................................<span class="ls0"> <span class="_ _1"></span><span class="ls6">129<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 hb y9b ff6 fs4 fc2 sc0 ls0 ws0">9.4.1.<span class="fs5"> <span class="_ _3"> </span></span><span class="ff8">OPIS CECH SYSTEMU KONTROLI WEWNĘTRZNEJ</span> <span class="_ _d"></span><span class="ls5">...................................................................................................................<span class="ls0"> <span class="ls6">129</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb y9c ff6 fs4 fc2 sc0 ls0 ws0">9.4.2.<span class="fs5"> <span class="_ _3"> </span></span><span class="ff8">OPIS CECH SYSTEMU ZARZĄDZANIA RYZYKIEM</span> <span class="_ _0"></span><span class="ls5">.....................................................................................................................</span> <span class="ls6">130</span><span class="fs5"> </span></div><div class="t m0 x1 hb y9d ff8 fs4 fc2 sc0 ls0 ws0">9.4.3 OPIS CECH SPRAWOWANEJ FUNKCJI AUDYTU WEWNĘTRZNEGO<span class="ff6"> <span class="_ _a"></span><span class="ls5">.............................................................................................<span class="ls0"> <span class="ls6">130</span><span class="fs5"> </span></span></span></span></div><div class="t m0 x1 hb y9e ff6 fs4 fc2 sc0 ls0 ws0">9.5.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">WSKA<span class="_ _1"></span>ZANIE AKCJONARIUSZY POSIADAJĄCYCH BEZPOŚREDNIO LUB POŚREDNIO ZNACZN<span class="_ _1"></span>E PAKIETY AKCJI WG STANU NA 31.12.2023 </span></div><div class="t m0 x21 hb y9f ff8 fs4 fc2 sc0 ls0 ws0">I NA DZIEŃ SPORZĄDZENIA SPRAWOZDANIA<span class="ff6"> <span class="_ _e"></span><span class="ls5">.........................................................................................................................<span class="ls0"> <span class="_ _10"></span><span class="ls6">131<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 hb ya0 ff6 fs4 fc2 sc0 ls0 ws0">9.6.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">WSKA<span class="_ _1"></span>ZANIE POSIADACZY WSZELKICH PAPIERÓW WARTOŚCIOWYCH, KTÓRE DAJĄ SPECJALNE UPRA<span class="_ _1"></span>WNIENIA KONTROLNE, WRAZ Z </span></div><div class="t m0 x21 hb ya1 ff8 fs4 fc2 sc0 ls0 ws0">OPISEM TYCH UPRAWNIEŃ<span class="ff6"> <span class="_ _d"></span><span class="ls5">....................................................................................................................................................<span class="ls0"> <span class="ls6">132</span><span class="fs5"> </span></span></span></span></div><div class="t m0 x1 hb ya2 ff6 fs4 fc2 sc0 ls0 ws0">9.7.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">WSKA<span class="_ _1"></span>ZANIE WSZELKICH OGRANICZEŃ ODNOŚNIE DO WYKONYWANIA<span class="_ _1"></span> PRAWA GŁOSU LUB ZAPISY, ZGODNIE Z KTÓRYMI, PRZY </span></div><div class="t m0 x21 h10 ya3 ff8 fs4 fc2 sc0 ls0 ws0">WSPÓŁPRACY SPÓŁKI, PRAWA KAPITAŁOWE ZWIĄZANE Z PAPIERAMI WA<span class="_ _1"></span>RTOŚCIOWYMI SĄ ODDZIELONE OD POSIADANIA </div><div class="t m0 x21 hb ya4 ff8 fs4 fc2 sc0 ls0 ws0">PAPIERÓW WARTOŚCIOWYCH<span class="ff6"> <span class="_ _d"></span><span class="ls5">...............................................................................................................................................<span class="ls0"> <span class="ls6">132</span><span class="fs5"> </span></span></span></span></div><div class="t m0 x1 hb ya5 ff6 fs4 fc2 sc0 ls0 ws0">9.8.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">WSKA<span class="_ _1"></span>ZANIE WSZELKICH OGRANICZEŃ DOTYCZĄCYCH PRZENOSZENIA PRAWA<span class="_ _1"></span> WŁASNOŚCI PAPIERÓW WARTOŚCIOWYCH </span></div><div class="t m0 x21 hb ya6 ff6 fs4 fc2 sc0 ls0 ws0">EMITENTA<span class="ls5">...............................................................................................................................................................................</span> <span class="ls6">133</span><span class="fs5"> </span></div><div class="t m0 x1 hb ya7 ff6 fs4 fc2 sc0 ls0 ws0">9.9.<span class="fs5"> <span class="_ _c"> </span></span><span class="ff8">OPIS ZA<span class="_ _1"></span>SAD ZMIANY STATUTU LUB UMOWY SPÓŁKI EMITENTA<span class="ff6"> <span class="_ _e"></span><span class="ls5">...........................................................................................<span class="ls0"> <span class="ls6">133</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x1 hb ya8 ff6 fs4 fc2 sc0 ls0 ws0">9.10.<span class="fs5"> <span class="_ _f"> </span></span><span class="ff8">SPOSÓB DZIAŁANIA WALNEGO ZGROMADZENIA I JEGO ZASADN<span class="_ _1"></span>ICZE UPRAWNIENIA ORAZ OPIS PRAW AKCJONARIUSZY I SPOSOBU </span></div><div class="t m0 x21 hb ya9 ff6 fs4 fc2 sc0 ls0 ws0">ICH WYKONYWANIA <span class="_ _e"></span><span class="ls5">...............................................................................................................................................................<span class="ls0"> <span class="ls6">133</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb yaa ff6 fs4 fc2 sc0 ls0 ws0">9.11.<span class="fs5"> <span class="_ _f"> </span></span><span class="ff8">SPOŁECZNA ODPOWIEDZIALNOŚĆ BIZNESU</span><span class="ls5">...........................................................................................................................</span> <span class="ls6">136</span><span class="fs5"> </span></div></div><a class="l" href="#pf6d" ><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="#pf6d" ><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="#pf6d" ><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="#pf6e" ><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="#pf70" ><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="#pf71" ><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="#pf74" ><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="#pf76" ><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="#pf77" ><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="#pf7b" ><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="#pf7b" ><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="#pf7b" ><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="#pf7c" ><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="#pf7c" ><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="#pf7c" ><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="#pf7d" ><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="#pf7d" ><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="#pf7d" ><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="#pf7e" ><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="#pf7e" ><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="#pf80" ><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="#pf80" ><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="#pf80" ><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="#pf80" ><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="#pf81" ><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="#pf81" ><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="#pf81" ><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="#pf81" ><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="#pf82" ><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="#pf82" ><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="#pf83" ><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="#pf83" ><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="#pf84" ><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="#pf84" ><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="#pf84" ><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="#pf84" ><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="#pf84" ><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="#pf85" ><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="#pf85" ><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="#pf85" ><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="#pf85" ><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="#pf85" ><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="#pf88" ><span class="d m1" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x20 hc y27 ff6 fs3 fc2 sc0 ls0 ws0">6 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hb yab ff6 fs4 fc2 sc0 ls0 ws0">9.12.<span class="fs5"> <span class="_ _f"> </span></span><span class="ff8">INFORMACJA NA TEMAT SKŁADU OSOBOWEGO I ZMIAN, KTÓRE W N<span class="_ _1"></span>IM ZASZŁY W CIĄGU OSTATNIEGO ROKU OBROTOWEGO </span></div><div class="t m0 x21 hb yac ff8 fs4 fc2 sc0 ls0 ws0">DOTYCZĄCYCH ORGANÓW ZARZĄDZAJĄCYCH, NADZ<span class="_ _1"></span>ORUJĄCYCH ORAZ ADMINISTRUJĄCYCH<span class="_ _0"></span><span class="ff6"> <span class="ls5">............................................</span> <span class="_ _1"></span><span class="ls6">138<span class="fs5 ls0"> </span></span></span></div><div class="t m0 x1 hb yad ff6 fs4 fc2 sc0 ls0 ws0">9.12.1.<span class="fs5"> <span class="_ _5"></span></span><span class="ff8">OPIS POLITYKI RÓŻNORODNOŚCI STOSOWANEJ DO ORGANÓW ADMINISTRUJĄCYCH, ZARZĄDZA<span class="_ _1"></span>JĄCYCH  I NADZORUJĄCYCH </span></div><div class="t m0 x21 h10 yae ff8 fs4 fc2 sc0 ls0 ws0">EMITENTA W ODNIESIENIU DO ASPEKTÓW TAKICH JAK NA PRZYKŁAD WIEK, PŁEĆ LUB WYKSZTAŁCEN<span class="_ _1"></span>IE I DOŚWIADCZENIE </div><div class="t m0 x21 h10 yaf ff8 fs4 fc2 sc0 ls0 ws0">ZAWODOWE, CELÓW TEJ POLITYKI RÓŻNORODNOŚCI, SPOSOBU JEJ REALIZACJI ORAZ SKUTKÓW W DANYM OKRESIE </div><div class="t m0 x21 hb yb0 ff6 fs4 fc2 sc0 ls0 ws0">SPRAWOZDAWCZYM <span class="_ _a"></span><span class="ls5">................................<span class="_ _0"></span>..............................................................................................................................<span class="ls0"> <span class="ls6">150</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb yb1 ff6 fs4 fc2 sc0 ls0 ws0">9.12.2.<span class="fs5"> <span class="_ _5"></span></span><span class="ff8">UMOWY MIĘDZY SPÓŁKAMI Z GRUPY KAPITAŁOWEJ A OSOBAMI ZARZĄDZA<span class="_ _1"></span>JĄCYMI PRZEWIDUJĄCE REKOMPENSATY<span class="_ _0"></span><span class="ff6"> <span class="_ _9"></span><span class="ls5">.....<span class="ls0"> <span class="ls6">150</span><span class="fs5"> </span></span></span></span></span></div><div class="t m0 x1 hb yb2 ff6 fs4 fc2 sc0 ls0 ws0">9.12.3.<span class="fs5"> <span class="_ _5"></span></span><span class="ff8">WYNAGRODZENIA WŁADZ STATUTOWYCH</span> <span class="ls5">...........................................................................................................................</span> <span class="_ _10"></span><span class="ls6">150<span class="fs5 ls0"> </span></span></div><div class="t m0 x1 hb yb3 ff6 fs4 fc2 sc0 ls0 ws0">9.12.4.<span class="fs5"> <span class="_ _5"></span></span><span class="ff8">ZOBOWIĄZANIA WYNIKAJĄCE Z EMERYTUR I ŚWIADCZEŃ O PODOBNYM CHARAKTERZE DLA BYŁYCH OSÓB ZARZĄDZAJĄ<span class="_ _1"></span>CYCH I </span></div><div class="t m0 x21 hb yb4 ff8 fs4 fc2 sc0 ls0 ws0">NADZORUJĄCYCH<span class="ff6"> <span class="_ _e"></span><span class="ls5">................................................................................................<span class="_ _0"></span>...................................................................<span class="ls0"> <span class="ls6">153</span><span class="fs5"> </span></span></span></span></div><div class="t m0 x1 hb yb5 ff6 fs4 fc2 sc0 ls0 ws0">9.12.5.<span class="fs5"> <span class="_ _5"></span></span><span class="ff8">INFORMACJE O SYSTEMIE KONTROLI PROGRAMÓW AKCJI PRACOWNICZYCH</span> <span class="_ _a"></span><span class="ls5">......................................................................<span class="ls0"> <span class="ls6">153</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb yb6 ff6 fs4 fc2 sc0 ls0 ws0">9.12.6.<span class="fs5"> <span class="_ _5"></span></span><span class="ff8">OPIS POLITYKI RÓŻNORODNOŚCI STOSOWANEJ DO ORGANÓW ADMINISTRUJĄCYCH, ZARZĄDZA<span class="_ _1"></span>JĄCYCH  I NADZORUJĄCYCH </span></div><div class="t m0 x21 h10 yb7 ff8 fs4 fc2 sc0 ls0 ws0">EMITENTA W ODNIESIENIU DO ASPEKTÓW TAKICH JAK NA PRZYKŁAD WIEK, PŁEĆ LUB WYKSZTAŁCEN<span class="_ _1"></span>IE I DOŚWIADCZENIE </div><div class="t m0 x21 h10 yb8 ff8 fs4 fc2 sc0 ls0 ws0">ZAWODOWE, CELÓW TEJ POLITYKI RÓŻNORODNOŚCI, SPOSOBU JEJ REALIZACJI ORAZ SKUTKÓW W DANYM OKRESIE </div><div class="t m0 x21 hb yb9 ff6 fs4 fc2 sc0 ls0 ws0">SPRAWOZDAWCZYM <span class="_ _a"></span><span class="ls5">................................<span class="_ _0"></span>..............................................................................................................................<span class="ls0"> <span class="ls6">153</span><span class="fs5"> </span></span></span></div><div class="t m0 x1 hb yba ff6 fs4 fc2 sc0 ls6 ws0">10.<span class="fs5 ls0"> <span class="_ _11"> </span><span class="ff8 fs4">SPRAWOZDAWCZOŚĆ ZRÓWNOWAŻONEGO ROZWOJU<span class="ff6"> <span class="_ _9"></span><span class="ls5">.......................................................................................................<span class="ls0"> <span class="ls6">154</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x1 hb ybb ff6 fs4 fc2 sc0 ls6 ws0">11.<span class="fs5 ls0"> <span class="_ _11"> </span><span class="ff8 fs4">ZATWIERDZENIE ROCZNEGO SPRAWOZDANIA<span class="_ _1"></span> ZARZĄDU Z DZIAŁALNOŚCI GRUPY KAPITAŁOWEJ UNIMOT I UNIMOT S.A.<span class="_ _0"></span><span class="ff6"> <span class="_ _d"></span>. <span class="ls6">154</span><span class="fs5"> </span></span></span></span></div><div class="t m0 x1 hb ybc ff6 fs4 fc2 sc0 ls6 ws0">12.<span class="fs5 ls0"> <span class="_ _11"> </span><span class="ff8 fs4">OŚWIADCZENIA<span class="ff6"> <span class="_ _9"></span><span class="ls5">......................................................................................................................................................................<span class="ls0"> <span class="ls6">155</span><span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x1 h10 ybd ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ybe ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ybf ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yc0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yc1 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yc2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y81 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yc3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yc4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yc5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yc6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yc7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yc8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yc9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yca ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ycb ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ycc ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ycd ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yce ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><a class="l" href="#pf8a" ><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="#pf8a" ><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="#pf96" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1473.420000px;width:514.700000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf96" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1448.160000px;width:514.700000px;height:12.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf96" ><span class="d m1" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x20 hc y27 ff6 fs3 fc2 sc0 ls0 ws0">7 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y69 ff6 fs6 fc2 sc0 ls0 ws0"> <span class="fs4"> </span></div><div class="t m0 x1 h10 ycf ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yd0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hd yd1 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hd yd2 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hd yd3 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hd yd4 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hd yd5 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hd yd6 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hd yd7 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hd yd8 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hd yd9 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hd yda ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hd ydb ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hd ydc ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hd ydd ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x22 hd y80 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x22 hd yde ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x22 hd ydf ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x22 hd ye0 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x22 h10 ye1 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ye2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ye3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ye4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ye5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ye6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ye7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ye8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ye9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yea ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yeb ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yec ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yed ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yee ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yef ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x23 hd yf0 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x24 yf1 wf h1f"><div class="t m0 x2 hd yf2 ff6 fs6 fc8 sc0 ls0 ws0">Sprawozdanie <span class="ff8">Zarządu</span> <span class="ff8">z dz<span class="_ _1"></span>iałalności<span class="_ _1"></span> </span></div><div class="t m0 x2 hd yf3 ff6 fs6 fc8 sc0 ls0 ws0">Grupy UNIMOT i Un<span class="_ _1"></span>imot S.A. za 2024<span class="_ _1"></span> rok </div></div><div class="c x25 yf4 wf h20"><div class="t m0 x2 h21 yf5 ffb fsb fc8 sc0 ls0 ws0">List </div><div class="t m0 x2 h21 yf6 ffb fsb fc8 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 y3c wd h1c" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA/0AAAXpCAIAAACryu+AAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdebRkV3Um+G/vfc69N4Y35JypVAoNaBYCCUmYQSDssrEpjClXuYyxjY0xlO1yeWq7PdBlY5ruMkXTLttUNaZNYUab0YDNZEAIBEJKpWalpJRSmcpUzplvjIg7nXP2rj/ipRAu1eplFWjRXve3Yq1UxnvxFO/Gvbm+c+4++5CZodPpdDqdTgcAEBFdYiigBEdRENe+ogqNwASOgAzIAZl+AUqAAB6g6Wt9dyA7ne86rjsEnU6n0+l0HmMgMGAAEQA+nRUYMLCHAiDAA37tSSigAE9fTwB1R7HT+W5E3Xx/p9PpdDqdx9SwDCADKX1LiFeDATAYA4BOxwYAA6JGsOm3G2B8ehDQ6XS63N/pdDqdTue7UgCmyYBPp/o1BgKQAP3vXsPTh37rU51Op8v9nU6n0+l0vluZIREiYNOpfGgCEmCArBXxp+kw4HR5/+MiPmmX+zud71pdfX+n0+l0Op3HRfcAzqZVPJohkRqRgdCuxXlSVAASuQinYAI5kAPYpsMBA5S63N/pdLm/0+l0Op3Od7UAFZggQ5ImYlSBVAT5NDK0DJ7AZ5xSYvHDGYUzwAAjAJwQFMi6w9jpdLm/0+l0Op3OdzUBBI01uRoOHd/5H/5UyknjUDnNEg9bGFetl4V+n847+wWv+JF8y/ZsOCCDERRIQIJ2ub/T6XJ/p9PpdDqd72pmFkCe2DVl88WvTz78uS1RPat3mifMNYisY6Ew17vktWfODjYDOQIgIMAICYjolg52Ol3u73Q6nU6n892NhFoEB2Bl+cY//4tLmrCpLRvEEupgMwDgV+Ha2cEFP/BDcA6hQd9Nm3gK4GDc5f5Op8v9nU6n0+l0vtslmFlD7WCycvLR/bkaIwhizFRhsdUAGVHbP2sDnr4NhcaiaBgC5AAZsm7Trk6ny/2dTqfT6XT+f8CMzYTorjt2ZYUPGAc0qz6cGKYoutyAqDiq8czrnoV+0xRywhUEDIBs2sbTDNAuX3Q634W6/v2dTqfT6XynTSbIEvxsAwQgx3GPiGZbdNwIBIgAAzkQgQlgwBBtqjLOUTMoxRlxY6BJGAqSoSCowvibu2gRJj4OMkB5keJ6ZFioVtb3HubqstjLGj2Fcj7vORXg9I5cAAIQgBFgQA/oB4hiIUcOVGlx3z47fqKejFMujXDpOJGQycbx0bJfbL3y6rmtmxGhDicLRGC7AROEHhYEW0dAsfbe6hwtMDsBxmhmbdKjYaMZGHl3YvzjBYBQOqxCc6Q5TRwJzEFIyfkErrFvgK2G/gRogQKTvlWwHrQPkBoYBpB5nN6gDQRFMAQGEXIyThHiVaOZiQgAKLVMCYgAGTyQA6A0buo6H8ypgtgnIJkJkWorTJoaolxYQozkOKUkLCEGT+wlhyFWtcuLqh33+nm0xsgYzuAJjqdvChWQAnwLKWAWx04INL1UXIIwQNYCqaGBaSzYkCKUQFk0Jo+UIFDhAKW2pqznzUAEsMZYOgdAgB4MUIACiEBIGok5ITE4pZBNDwGQ2paz4eltKwCDKXjtakpATCkIDUEwiiG1SupYCODpz1WGMqKmvBLyAGsiRgaGKoxgrON21MsKXpuYV1rbFvsxDMjpCzhgWltn02egCcyYTOrBsACgqizc5f5Op9PpdJ5aWkbOElweAUPrcQrJo1kXk4uMwjfABDYCO8hmI6864VBSFLM+iopkDPZQMS2INdUkazvkeoDBBk7gCAwMCFZ7LiAoterRAuvm1jLAHNNSXW4oGKqIAQmgHM41KlIs1nXqu5JbQPsYOENhlsXaKQAFGQSRBCRkJE2T6jLMrk/sRWGCCWlmqT+eOO4laNv3BAhBDInQAALkDaiNy0PXkswDeQRcVxL0j5ZsLaknNSIVUjOQGkFAQoSoSBq1bXsuAwnI1HGAKYGhHsrTJMn/IPenkEqGCPfIiAwKMAMGM8SYfMagAAQCDBngYSBLIDKQKpkgJlMl72Bm0MhsKbH3rgmBnTBxiEkgDPXMTV3neQFNcJI0gqMRR4UZCzsGyMCUCNoCSs7D2BrSaMkoGySwggiglIQwYeFkBadYlz4vTLlV5owJoAQNLbMjZjVoMp9RWdf9PhPab8392rQti4j3TUgiZKYiYprY1janYCff3JPOYNMHlAkGNVPhLCYzKDlRM7NEBEspF08GRAJRlFKjinMEYfIpKYCgxp6VyGCmKWMGQDACaPpBGa19WiCAjNLpZ5gMAELUzHMIJgIiIjo9vO9yf6fT6XQ6TxlDA3NksrYFLiGcOkoPPuwWx4BT1sYHHVDpxCyfrV3RahPLJdRbX3hNyIvAA+Z8jLE9chQPHlxHnEKZvHovPhkSgyVlzp52ltt+NpqEPFMhJqSgJGhC1cscSsUN98C3QANpkw+JKGsdtD8mWTp7ff/p5wWUfchEdRv7cv9BOni0V9aIAaJgNoBUkPhOG194xbOyM8+qKVfToRrFJtxyq4+GcYVkWL/u8GCyfQQYVnNyRv2Gg2P/omefQJpBr6cEE0i3t9c/2hgwYEaBGhCEDBUhA4o2IQQUbiQ6s38JKHHO5gmQIZeVyIMiOrSAQ8qiIRoK//gw2cYmWfCu2Pfw0ePHljM3F2hiZqGxIstF0tXXXAgooyUY4GEOwP33H1laGdVtcC53eY+ZYqiJ9TlXnR8bZBmUsbI6uXf3nhDgfM+5TEQ01pdfduGwT3VZ9zKJybOAHILagUPH9+0/0svXwTJCYrSgUMfm2hc8S2vkkojJEt1+z4NlRDJPBErBEVLfz+b8zIvOhjaAVXUr2eCePYfHozoX33eSSDnP60mZkq7fMHP+07cSEqEFiJDBGIpWjUAh4as37uoN5vqD2bIsyYwp9nIaDooLLtjxzSBNANC0Icu8AnWdnBcRKNA0eOTAyb379o2r0jnHzM96xqVnbJovMjiCKaIF7z1BY0zOeQDjsr3z7j3BpIk2mJm1qBSne2QbG0CPy+prWR+J0+kozwwFIGzPufqiGOE8YKaqcvpOxWO6+rtOp9PpdL6zRuABSBQgwIA2LF+/6943vrU4uuDzooQ5qlM7qp1Ukotm/dY2bNl4hOqX/Pl/9Fdf7omQUNTlvr/fufNNf7K5iQVHHdDqZCVT84mNpcrdmT//k8/4vd8BERKULAg5JTZCRlaP9v/1p29/w9u3Vo23Nriy9imyzTZOQvFQ7i94wy9c/brNxDkCz+aKk4t3vulPT37p65vqGMMEGSUCGWeJs8iffvHFv7X9HJmrBrNONVLV4uY7P/K6f7vZMF5emRnOhSYcn4vnLsIIxwacJ5mtGZec++LP/+Vcz+WaUCl83uX+J0FhgK2VeBnIQwkJUFKmBKYCAV/+6pdu+vz3/Zc/cmwBKuxgcDbdRZlBCUyAgeixEhIv3pGflO1/fdf7PvGJzy0t1NmsiPgYdLS6eub2LV/8wie2bB4YmNYGr4Dhd3//LbfdfmcIkdirGmBMadvWjX//uY9vWCcwrJbNu9793re+9U99NhTuhaCqWmT0o694yVve8vsQhiNHiAlsINANX7n5rW/9s9WVZMjIQBRAcTDwn/67j11w9joKgoA24Cd/6ucnLWoVYaEUhLDcrj736ss//v53zgwdkHr9fhnk/3nHO7/4ha+sLI5zysbNyPecKmZnZp7znCs/+IE/I2Mm9y29p5jU8P6/+tQf/6f/vLhQhUDeexGIRGj18pe95D/80Ztm+49NoisAn7k2aYiWFWLAjTfteff7Pnjo0SMP7NnTNJGcH4/K2blhrKtLLjrvuhc9/8d/7F9dfOHmFHi8NF63bsiO2hi88zfvvO1nf/6XmtYr98XliCoWn+DD/+YMvkaejj6MbNpBK77wBc/9wPv+hD1UjZnkia6vLvd3Op1Op/Od1YD7SoiIGZTbzGq6894d9+/bSJqcXwzVBtGZVCW4EfKJ80UkHq22Pp24+86Nz7usJssJaSBnXXje8WDbVuthW9VSty74qFlCIhrnUu68C+MJZvpIyVSiIFMDLGZKVbX091+9YHmyrSk9moRJmbUKm20zL7NpbtOzX3BV0yuKxqOMcFW969alm3duP37qHMmaMI5iBjglp8zKTzvvgv62HfB5QArc9tvxiU99+uLDp562Yf5YXfbb5Kt49WI7qwB4eZm8uhxu3z0Pjr9ww+Cfv1hJyRFJV+TzZBRQA5TBOaCQBAcYo3VUiKEaLd/49aN/+HtjDde/7ldf+Mu/kF36DAwHamBFBoAoCifRDEoQnJ5KjimJ871ekcyPxsloMGoDAMe5728YVzozP1CA4YCEtf2ZoW5m1HDbSr/fS5Yyx3U9OnT4xNycpAiYOZex65EMwHOT2lRdnuejavljn/rCJZdf/uqf/pEyNX04YYRoKmRwJxfGxHNmPYBACRTr5ZUN64Y2LetxSK1FFK1ZnViQkXqGZr2sDa43KGIMZq3zhSLt3ffo8iQV/W3estzNaBZ6WT4qq5t37b71jkeufObZnqaVaGtag6l+6KOfXB2nJhbEfZcNJpOVzAcgLq5WEEDXaumBZAQ1BovP8dm/3/nu93zs9tvvnTRNUkvJw/ocXW+4PinVUR5+dPWBd3/0Lz/48Re96Pm//JpXXX3NhQkIwbz3VYjsncKzm5tMmKjfy0i1AthA9vhiHUqPFf0HeIKRKSExgoDHZZsMKUIIzBpTcuL/wfnTDbU7nU6n0/nOyiBiBEPDuoqArNl/+40+C2M3OdxfOTYcrwyagKBoY9a0RaM+hLiyfXbu/ltvCYIVdlWGR3PHzz5fLtpR9n2FOlpDWdI8pKxNWau+Xn5gDxaWkIXgklfKARJGhmQtHj1y9FOf39pUVRYqH+peG/LWsjb5eCIt9571NLn6wkcETT/H3MCk/voX/m7h1LHZng9pElxb+7rxdeXblSKcHIR/9nOvwfr5xrujsCPU2mhh7403bHB29NjDmgXidgaWWSS0AbW61jgArR9Pvvgn70jGS+KXi37rpDsxnsy5pMhhkTDJEAsQoQ84QKlFaPDQI/f++7fNjJfOXVzhT1z/5df+pt79AMUqsIEwvUVQgVfB+Nblos55AtqQonqjHmTQauGK9dGKupUE77PpCtPputK1JFonZDNzkV1ir+SqNiY1dhIVVR2cJ5cR+34TaFyq0dBsWNUCmV1Ybd/wh//HgaOnWAoQVKP3ZIaqbcq2TqBIHMgHuIA8GgZ9HxNA09hNCkRDm6hRro0bk9E4JvNKMIiIMxhYjpxYUPNNzFYmDDc3arhJWaJiZRz/8v0fB0PBBl5bfk5wDo8eO3X73XcvjUvJB1H9qAyQXjAfjZcnVZwesm8eODLicZXe+1effv0v/ubO2x6Y1K5s0SYHHrAbGg1izKtaesPNy+M4qnkS5BOf+fJrX/9bn/nsHQoYY9I2zjufeTWZTAKsJzKryZlBDQkuwQVkLWUBWYBPcHG6nsfyaHmyPCFTy5K5kEwJ3oMEa8ty/jtd7u90Op1O5zuLgbZtIYgaW6xivHrs4YcKRFibULuCSklLPS57Mk6tCLHGrei748tx98Gi4c2RZhok9KPLr/mRH1mYVDn3+pCsTllITtUn5BHZqdV07+5ojXpCUqcAoRXNiO76i/efw7nnkNqQNJlZBs6NkTCc25CftaMBMvTUAAMtl0d37d5Q03xL1JZ5MtekLJgzHpX18IwzNm85C65oRQAeYrB88NHqyAkX0qDoE1FUBejEgB6cpT3DcKqvp/p6KkuZCD9whE+stNAERNXuxHgy1KYxNQBjoCGowQP9EPDg/nve+qe9+/bPalpfh3Ma9Pce2v3O96JNXlsw4BBJIyKB8Q/2VjMDkGXisyKoKQm7PAZLRuI80ROVhxjgeVKWPs+SJQiTUH+mF2MjjOGMByUAoVWf9YkzgiPJiPI2YnZuo89mvvq1m2qd9hhqgciClJrZuSHYQGRsxmRELpPVUek9FADDyMhRsuQyUSR2Aqa8N2TxKcE5ZmICjUZl5guDI86aSNFkMJwbTVpxfZD/8vU3VjUmTTCgamoQYlQF7t59TzQlIYORUF4UBoUYCT/08IPGsKRQ1bZVm87E0//1tv/0xj98c91qWYVkrigGqmaGyWSiGlOKPpPRaLR58xntapngm0gLi5Pf/d/eeM89x0VY2ANomkaEBoMeGcrxKlEcDr3zCKluYqtQY1Ih8S5oAJsvmL4JREZEeZGnBFW0bQRARF3u73Q6nU7nqSYA5ZKciTZnhOzAez6xY7Fe37YbYzpnZBcsWxHcCaZl8ux72qgHEWwIXX94dfyRr7gRoYHBJcpw1ZWbn3PlquOCizwyq1M4BWfBnVHj7o/+jasnJRowobYoGIP52EK85d6NddPQmJyLzrXkQgUqJcjgENG25z0fWvSBngIJp76+e7Dv1Pnay6tys59D1Dk3zINHzGTzGc3ll2YyRIlBlE3Gmyb1+KYHzlzVuYheQK+lQSs9SKDeap5H33dRQoqtp9k2Puc4whfv2aiuH1K/SyBPchApgDiFJAUw4qTcxpWFdtf9N7/+f139+BfPDRistjOKdYptbQpf+saDv/VGfvRISpNVjGs2F6yfgj5Bip8W75CCE4RsLX3D+Fv7wjx+wBBAAUi2VvozrX5JNm1ugxYATKY9aYzMyBJZXvTLKq6O2/d94JMpwVLDjpvUqsWscE0op+U9QAISqAW1ysEIoAhKIAUlUDJK07oXPL7ZpU3DrYhkq+OxgRIbeTJCSijygSqZueXlye7dD+bem0FEAGWhCNx2+93O+7woQmo5Q5NqOBPH0WJZViuj1IYKQhBH5MraPvSRz3zow59eWmy8H0YlM1Tj0bq5WUvV3IxPYaXIGq0WBz0+dOiR+S1bY22D/oY6yKnF8hf/7W88tO+oc9ymRESOUj1Z7BdxUEQn47Y5kXSZUOU5jKJzDGjTVlkuQNs0Y8+Vo8pJ7agVDkJBY6NRmZF5UVPCE+T+rr6/0+l0Op3vrH7SllGT9RLj0PI97//E0+tYAwYKJMSupSxwMWl1ljxCaByWKATjOBnt+ujfXPfDPziezQuQZh7PevrTXvXSm3bfNqiETKoMjRBMekFmAu794lfOveX24roXwxFKRICAeN9BfuAga1XlbeCZsQsi+VC8tm5hZu6BuezK5z+75KwPSgbJcPLru9Y1aQacoOMcI1DBpOTLrH8gyy59yYunVc5R0AMwSatf+sZcSC1p7RGZA0uZnG/z+baZhWWxWbRAheXg9UqHr//69p94SZmi+UFX4P8kBCKKcIQZcAOtqcnaGm247Tf+YN3OPWfPzo1WTmWWN0iltRnzuiNHT773oye2bt78m68tcqrh07ieGc4lSY/7qTqdmwdY2ZShZgxlwMwIOi0YOd1QcvogMGit1jwRHIN0rb8kgWBQgrIBmK7kSKAIIzNt2iTOzQ023XXX3g995IZfetULU2q9ZC1kPBkP+4NJpaDENi1nTwQzInusneXa6nhjmBoxGWBGEXR62asJgS3aeHUCztUCZ6IWYhsHxaAta89Z20x27rz7mmdfkNRy5w0gJgFu/MqtwoXatJFpSJoyTyAzpdBaVWq23oGtaZJn58S96y8+fPL4ZDDYRJSn1IiYo3bh+MHZmcGLX3j5pZdcvLS09JUbvvrIo0e2bdq0tDR2vl+P29nezNLqCT628KlPXv8L/+Ynh3259KIL/uyP/6huCNQ3dU7qPA+j0v7zn79vz95HhXqjckREuSNos3HD/K/+yi+tn58BQFAyYzNQ2rh+tpfzY907mbrc3+l0Op3OU68GCm1FnJp848728Kmx6KEhokgSrywpypnz25uFlWJceeOIOEFL4gcxLD60DytL5dzW9YAQwVtx5aU220/LJweG2kgJbJRH6pluqsORG256+nUvACdkQkABLfcem48SEOB5JlIV1bP0zWUtTxI2X3YpNq7rgakFCPDIdj+4FcTlSh+8WK66XMKk6aFoNVupw7YLLkSG2mGVbT2i07jw6MG+i0uUxoUmSAKpcdqw3h853oeZcHJmTlsXkzaLRx7Z3pRupldBuyn/J0EIIcE5IEVL1VymGFeH/uQd6f6Ht7uiXD5VU1sia5hbJAFmmSW0Bz/0sc0vuCJ73lWIdTY/h8rMPy70Q8nMaLpkVY3UYM4SGyUoIz024b+W+8mmCVwMbARjNsb05gAMxmYATXeYAButxVMkEMSJmhJRXcfY0l+8830vf8H528/argAMmohIyKaJ1WA2TfNr3SwhMAaUjWnt/zh9IFFkJLbTIwKgrWpVZahaC2IzWExQg5kQe589vPeRx35/Bsy0afno4SVN0rbJZXnSQNMxTFIiIaIUOaFxEBCBcduugw/uOVAU84BrmpZNU6o2zs8eOXLojW/4/Z/+6Zf1CjSN7dv3L37xF3/92EI16GVNo7O9uSqM163fVDerN37tG7/x6z8JYG5u7gd/8MVyuvxKNTpxZcAHP/zxqhyZmCMXY+IsE3Avy3/yld8/LNY+PzpdvUMGJqRkzGZmTzTd311ynU6n0+l8pzUpGWokt1rd+5efPGeZZhoOxArvgxS1KLIzXvbSHc+5qnUOsCRx7Bv4sLmudjx6anTTzR5htkYWoRJw8ZlnPOPpyZoMxmaJoECu8AhnK536u6/SsVOJbbqhV2+U0tfu6YXUChvpukZ70XxEXlIGtsHs8179qrpfUIiYtIjlo4f3jO/ZPSxLQQkJIyuRESP1IS7R0y+5fHDB+ZZqlRjR0GR59TOfnzl0oh8b5UCWiqR5AgHp5ddms3MOXJGFPkc0yzw+UZRLBx7EztsHoRaE7rx4EjhCAhIhZFQ46L17b/+ZXznwrg9trutGyzE3yPzhPB9nuRfvVREmPoyLAwdv/c03L779g9mK1poWC5xu5HM6x1PCtFMQJUNKpGyJLYhFtsQWyU4371x7AAArSxLS6cPDPDTD2k7ArPBkgIHNiFpQQ9QYKu8JQFU2vd78vr3H3vKWty8srMYEM/Tz2aoMZI5VWJkNrETGBg9grV+lElTImM2xiky/EwGIhNPVRooTx45m4swSqBUfhJOHIkXHHNrWO3fnHXcsLFbTwBw1KewD7/lGOebYOEZOEDNjgamqQqgXG7e61LSxVsAX2aRMb37z28qKTbPYsrArerl3Vq+e+l9+5fWv+tffV7jgEHMpzz9n7k1v/PXJ8vFmvMRJQx3ZZ6NJDcgDe/Y9sn+RgVwg1pI2jIasJqs1lIUzi23u2BH1i4F33qLmvghVM8jg0XgEj+hMxVTMNCoBTEaAJgW6+v5Op9PpdJ56IQTWVZR86Pjoa/deMJGzWjpzJOev8AUjPn/MnHu84jr3A9cc3uCOZmFxFktzGA+UuNnQhCN332mokDBxcTlzmOX+leePCx6LruRY7tlKD2OPBjGflP7gyfGBw3GavAhoqbp3XxlXqZ+rprHVdcF1z09IU9EfXnxu/7nPXBQJHvBpEhY+fPOnJzYZceWGwxO+WZmlk1ls+3ns58vOnvnS79N1Q4ro1+U8giyOdr/7Q0+r2g0prW/Sxkq3jNPWRjdG6A89r7duPcAt1DkpUsrFSII7dAxf3ImjS3m3rvfJiXCCKFilBKS7/uwv9Ka7zx5HCc3EhZRndQzL88OSWRIKIxLNhzJvSe55aOeb37702RsgssBrCRmPT8rTnWdh02p8Rpo+CAnfUuNvwLSiZ62mR4zJhMzBHGxtSy8AmPYJBQAjGCEShV4/C7Ft23Y4nCknQVXe85cfeHDPYREIo211UAwBJgiB2IhBmP7kbyKCYxVSFhMyYRPQdPx7+g0CJ0+edM6ZKbH6zLwn753Acufrqkox7du779jRY9MfmExheMd/eY+gr8n1+/MpWiaO1EwBE6GsrnVpYZLlftxMAOzbf/KWW27zruekEMk0aTUZx1ifc/aZv/fbv9zLJXdg1LBJv8D3XHP5My+7YG7YZ1DuXEjqsqys2rKsb7zxG2aAQcSYmhSXkZadBNLEsLYqNcXM+3I87vmCQUgQktCC0TBqRsMUiJTICDGFGNoaMO/9E48buyuo0+l0Op3vrPm+JX8h3MKtt263sWGy0HOPDv2xjMeYlDjVzs3g0ivx8h8+7v0lxZbty5FLHPVyaJCP0IzvvHt9PXp4AFFZ3/Qxyd2V3/PwcLDQLwon543oilPo5zMHspKz+szSxjuP5sG1gpJbLN2te286F9JvqEnrVge9tonbxrpF0xHXbHn1S+PG+R56q8hCRoODdt0bP7t9efn8KDa2U/nshmb99gWcOxwslo8e2OZ6/+ZfJcxY1LIYIgFfviO/6+HS8cM9F8xvk01js4O9dGwQZs6+QF76vbf185WslwUBy0h0ptGrKjn0gc8hWc0RiGgUDZAQzCLUEKAtIpBg3bjgiZQeKJCrRizGPXfwxz/zrPF40CyxLnvRMkvjwlDvGdCJksIB5dqd1Y7POFxs3j8/tKDlez5ZPPTwFoxHqBYR2kRIrkU+hlCLojSGlp5I84kVDQ8CFxHeTleK09oIgb+5fRRp4qQSomuMG5Ua3BDgAEFIjOTGakNNswZvcPWkIJ3tDWm5fsQVKSs2DLdc9JFPf3EUEYCsHybVCUIgA0wMbIARlFQBcDRpwaqIidnIqZBJk2RCadasMAIE8NEcWsiotKS9nOfL5diGpD1diidGulTMrFtazdS2f+KT1zOrYeLFHzqwurdcGGfR8nY0OZa5wGJwPrCfJEsSe1k4sP9OWN/RUIGH9t+/ftuGltqVegVOg8bhzLxw78de+RISdZmYcdvAyZzZIMsG137vD4zaqpU6+NpTq20z6A3E8s999np6LI9T7vwm9ltN13E+kyj5Xu5kY1sXPlOTBaMmtp6YKQcwC8wAAyAHHMDOZ+JdXvSJ3PSZLvd3Op1Op/OUY2RCiLpy111NMwloUmyz6Q151wvS33j2ORDG3My6bVtHk7IXZGP0c6UOm7TJXHP/fjx4hACnBEsXKLAAACAASURBVCPkxeaLn56fuZWV3EqTmjhmm1SjHmVVW6cUJw88iABhFBoPXH9jjCEhqSYmcGgGvXylXjXk2YZNm6+5qnGOkuaAclr81Mfd4goZKZDIRI0ADxmPSpLBtksvZOecCM32zRLaducn/5ZglgKlQF7G1cRxnrLCztiy+Ywd6551RW/deq/MtVmrIGosBWD/4pH9f/sJpxEAHEOgAIG+OaNMCoJ1y36fSB9Qwv31iazBXX/wzrNW0oE4OjiPtsiLgNmGNsbs/HqgVhyf7a08bUP9kivpDa+8/G2/9i//7zf80J/8/rqXX7t86ojTukhtPm2hmU6fo6fX7ZKB1b6t7/qbn6VzjlnapnHC4lBOxmVZf/ELXz586KQBddUWveHpdPo/NfKLMUwbWaoqMwNEIO89M4mI9z4l/dxnv7BalgqKyXbtulNDiCE4kV5RqKYYo1kCjJnNYITxeGJm3osBR44cX1xcJF4L0sycUlLVK664otdjgIimLzQiEOPSSy/Oc8/CahFE0y/FFFdWVur6qfynqNPpdDqdzndS5eCgGJWHbt3lJLBTtbYAsVLtewu93vxlF6OfY1jMX3T+YgoZss2N2zTBuoi5EGcOn8D7/nYekGQIEWb+3B07vu+5gJyBfma80rNJmvTIXL+noVm6/W5MJhQbv7L6wEc+aylOkJIFghax9VCDX4HOXXYZzj0ncr8P6UF9Nbn5wx+aW1r2ymOgduYVbChU2iquFvmG512JXg+EykFU/cNH9t56G1vwpJmqElpQL59ZgWy87vnFYA5XPUN2bCOVoiVPmZkp0kS09XHnpz8jy6OYopKarPUd4mnUm6bOLvf/j7UpbO9vGB5b1K/dNxMhPlfnS6ZVgZJf11C/mWtmzzjrpT947X9913k/88pHTu551zv+47v//e989I2/+6UPvmv5S1/rP7zaS+JCI0JQxKAGhky740/3svr25P5vTZlsQFVVZunyy5/R62VkqVdkszPrDhw88qY3vS1GbNq4fTIJwHTs+T930VUlMzNz0uScM4W2lolnsumQwLHbfe+ehx48AGQi8o1b7kgpmaoQmCAMaCKowZxnMyPmEydOMjMTCDh+fKmqKiciItPcr6q9Xu+8884BoJqmPVGFabpA+Yornum9MJlZmo5/AKSYTp48eezYcpf7O51Op9P5J6ImcBuaG76BQ4cctbWU4FAk5URLoON5nl1yQeq5ykW68qKTg7yFSCIXiZQmWN3s5O73/7U7dJSbFqbKVDs+/5X/os7z3AqvKJ2ygEO0nNs09o8csvt2cyrDAw/ldz0sTKMCCQqLRA2XVX84f9R5ve75DfsEDzWuyuUH7rODB9e3lUu81KPaIU/GCgdWyhfmh+uueRaMYoojSwXcI1/edZbraSgtVgVSk6LL+7Bs7Iq5V7yscYanb55/8dXB55l5VhGIT2i13lz43r0P664HhDgBNQECApCmO1KpkSp9myec/8koJRWR6DNf9/tPPSKTkcPmhjaciqyuGQ5HzpVS3HfVVTv++P9c+t4X3/y2d9zxut/FR776gr3LLzkarjpebX3oyIm3vf/IP3vd5JZ7++QoJghyxwmmTBCQgaflNd8ednrT2LU/kyYiWjc/82M/+opqsopUV3XMs5nPfeaGr914W0hZDNP9sMxIjdToSY7/lpdX1+J4UuecY4HRpo0bd5x5hrB6YTPKi5mbbrrdkMWEnbvucUxeWFMMTXnu2WexmKrCVERMlUiOHjtmak2bAEwmExFJqiKSUjIzVZ2bm5udnU0Kt9aaR4G1BdOzs5lzopaIADMRUVUQRqPR6upql/s7nU6n0/knIgGyOr7/Ax+fW50Q1xVNiGMW1btsQm6135+59KIRY7mQwaXnndzUX2JpQBXrSpaWSZtU0crive/8AAHocxRXgf0zL5259OKgoUBmNt2ZSEdNk4NmF5b2fvJvUK4ufe2Wc5YCQ8vClCHQGvWM0ahuy7PPXPfC72kozwEmItKT13/tzJQylEK8mlPjNE/qDARpfN9fduG6Ky4BCTM7YtQpfWXXYLXse2YLmZkRarNxXQ82b8eznzXyXM+6M176gtgvCGxBM3WFkjcdrI6ffmxSXr+TqpqYaiBiug3tdGWmJZhCu+n+J9SH4ZFTt/3B25cPH9Fnn73qNYMLzuWUbzwZbBSW/+Xzr9j5cX7ly4qnnVE7Pz+ySxbLyxbjXLs0Hydzk9GOUTU4+MjBv/5btInMMF1+CwQQhAhgM/42ra547LbNNL4boej1QOnUyWOv//mfPXvHVqRa1czczHDDe9/3uV4+PzO7adpXc62DJ+gJ+9L8f1pZGZutVdqIiCVoiFs3bbrwgnNEUkyNqjk32HXrbgD33nfk4KETuTiCmgbv+LnPu8Z0bVcyETIzIjp1asFgzKyGuqqdc9MiIiKazvd774eDfPrrqiXnvMHUEhOFiMFwANh0hEBE0zcWQogxdrm/0+l0Op1/IgTAaLJw172DFMWBMzYkVhPhJBKzjOfnGKGAG87PtJkrHYJQaxhLrIduVeqN62ePf+HraOvgLAJmgPjikvOXQZnvF0oJhszXbTvIer3UHL7zNoxXmof3b0ow1ZZhbGwYMwaULcWy3L5Rzt1eMPd0LfLZQwfmlRq0AAdBIjg1MiS4UeblrDN0fg5BlblAxKkFOnS8XTjVz3LnnCVlkSq0E7SD+Tn0ckYMsN4ZmyHC0/IRVYNlmeO63qqsh49gaRmqQWNai3cApm3e1bqA8j8SFQ8ejA8/evLIwYteeNUYtsh2qkdMbgC/obep94uveIDkOOS8F73w2tf8xKn1buBmk7Ugj42D6BM8EgyHTuDkAgQwhElgcDrdnlMM36lBlxEzUkya4o6zNp179o5hP8+yrK7bqrE7bt89N7e5bfR0nc/a2OPJvZ2mCWan7zUQMbEQr5uf37Z1c1E4L2CRqmwfOXhsUmH37r1V1RJPW5hqnvuzztyeUiRLBCMiA2DctlFYvCOztWUDBBDRY7k/pQQghKC29t+AxRhBCCHleU5Eqmv3ssyM6ak+zbvLqtPpdDqdb3e8OW361xmtlm+7fXBscZi0bJtKI0FMo0WLGp952WUs2eyoXleHrTNbNrrMCQOc+4xEWsScuFxcWHfP3rD7ngZRgYHlquKvvWZ/5sbgfm0Z88gisxeyIceVe++pPvs5ume3t4YJrZkyO0PqcxuTX7/9jB/+/vHGeRspN2AGDh3kW+7z49HYKdix9zCVlBxo1cmx2d61v/rvGuRgx0n7odR77yv37N0iRaqrFgoQKZnjIhtsOecslM3swmSmaeCK887cnoEKySJx7XmVgmVQjg/vvBVV4tgW7NbynQJGCgogAqjr5/PE51bY97EPn1th9ZPXP/PFL9RrL94/Z7UwJ1dmg23/7tXt85+3pcX2hq2CvOTa9T//o3v6cUy20EsnmtU8hTKOFny1cMdutPV0YOedd6CxNomQi9c2TIP2tBZlMBioKoCUHn96A0BKKcuylNI0zgKIMbZtS4SU1r7pse1+DWxEIUUWjEfL9aR63c+9KjWjspnkvYLZnTw5+ru//UJRDAwAqZIqQcFPbr5/PC5FJMsy51xVVY6FFXPD3ouufcZ4dMLnFkLLUhw6dGr/wVOf/+JXornYNEwKpMsvvfisHZs11cwGpBBaM7BzJ06cVNUQTRhzc3PTvN+2bQhherjatl1ZneRZRmBmAZCiOvGqmIwno9URQMwiIlVVFUURYhgMBhs2bHjKTp9uv95Op9PpdL7Npo1EHov+brJ64hu3rKva3HDKUMwVeVu4WhSUma7s3XvgzW9dMoLFHZDBgRO9kLIE0NrknE8mhvO0Pnbzzeuff5E4nyUhP9j03Ktu2DQ8o6RiacVyGpMVOu13Hje08Z53f6D3wNFNMDZmVSUStZBoTH6yfcuVP/dTh2GzGaMBF+3RL93Qf+RoH+7UgPKJ47qllBwLkzya8TN+9sex40xDBhFExcLCng9/RJYXe4xR1bjcg5xLHNlqalfu2rXwW79jlcf6fGMbi0cPE2JKsXFoHAAyWCtWLy0tf+ST87/2Gskc4FNKDAKRghVMxkjd5OQTxX6vX7vrpmvrpblbFg6+92+e8as/86Xff0u87+ikcfSSK9b9+ivhsvU1cLLFlmw1D1te87JPv/MdM5XzbcqBPPJKrsu5ZisTHS0nMW+AwSkKLgzU1nUhHkmdc9P6E2a2aCEgy57g7TRNAzDMVHW6arXX601PfqLH1+az0elNvyyZpUHhvv97n3/dC6757M03p9AS95n8X//VR+bWzQFQSgCtbRvwpJZ4TyYTVdXT20S0TTM7LLZsWn/1VZcT1f2+1JPofT4er/y/7/qrXXfcE409kyMm0te+9md7fXjPYIPp6RshFJLWbZ3nMwbMzc8555IS81rXIFVdWVlZXh7Nzw4AZnKAMntmx4ZDh44uL4+Iek0bnXPTVQHCPD8//7SnzQFP0XqW7pLqdDqdTufbmsweV12wFv1DbO7f00+RQJxxgl8ZjRXEwj40o4MHH/7cF059/obDH/vMgU98LpusDMgB8IpeoCIiT8gjetpW990/UMphIDKAtm5dd+UlB9uS4SQCJBllSFpZvU6kfWh/3rY1lIydsgJsNMP9Zc/bX3AVhn2e1nU7Q1M++o2dXJXOFTUogLJoHsyApjQaZFuu+x4MBqwCYjHgoQMn77mn5yCmbAgk4xA9uN8vqLDR0YP3ffQTS5/98pGPfebBv/nM6NTxiOS9KKFx09INLh3H0Dx6005UrYcCqmsHjRI4TUu6U3cqPdGQMoTgdAVxEOP+9396cuTU973mVcNzd+QbNhyRhPnh0KTpAVuzlOsjulJtXbf+Oc+sXOYj55GUUWc0ztRZai3GadxUICmBoeBkQqynK+OJeVqAXlXfMqz9lkTPDFqrgI8xOudSAq81uFR6XKA1IM/zlNKgl6cYYO3PvebVJIk9DQa9lBQsVVUZYW0fMcJ0mfGTOFBt207vQiRNzCxMQjY/29+wYf7MHVuqakWcMLmodvM3dp04uUDMZKoxbNmy5epnX1nkLEKAEsGwVo4fo9Z1zQQA/Z5MBxV0+ncnohDCsaMnAKiapumxkRCSJRw5cqxpApNMdwIWETODYf369U/l+dPl/k6n0+l0vlPR38xSStjz0OT+BwdAMvjhfBMw11svnNWhnmE9G7RlZfnscnJl4vOq9gxkIy0nXlsmNsoSk7ESQ6rJHXfj0CKVZRTEBPXFNT/7U4f6Ejl3rXHLoo5IGo8ZS1tX6iHzcgYyyoMYRIw2VL1Tm+bOff1PVGW5XhkC5G3cv3/1a7tyM8vytrUKNhNoSJIoJYtywQ48+6JAnKtLIcGofPf74r6HvFezkLuidZ6LGYnU1JOFemHOqudFPS+1F46breMJ+ThBiJTIjIzX17SxIp9oENP4trtt716HyEiOCUQgioBCoITYnUdPJFEvI90x24heOvYP/u9vf2Bp5fm//asbfvrH52Y3pgcOrY+9QxivYtVCPC+tG0xw6Q/8wNJwECifsD/Vl9IhS8pIWlA1LZ5XsBEDptiwbh1DE3Tao0ZEYoze+5MnF1KCqhoMgBlU13raTCM+EREoxtjr9VTBDFPjxyV+AwEUY3TCKYW2rRzzi6+78Ld/99cMTVWVzmemxCwGBamRwuhbdgr+x2iahoimPfVFRJiryeics8/0ZK9+9b+u6lVmjaYi+aOHjgBCIilGmL38Zf988yYURc6khESMaeMdU2rbdjKeTH+dbdu2xRjXapmIADjniGjXrjtiBBMDArCZEIkq7rrzXiavSiIep8uiDPbc5z73v7F358G6ZWd933/PWmvv/Q5nunOPtwd1a+yW1EItqTWDEZhIMhKEwUwCCohNxUbYCaEoquLYVCU2jjMQjJNQCZjCAwYswmDCEAmQhCxkBkmtbs1DSz3d8Uzv++6911pP/njPvZK6lVTR3VBy6fupW9331q1z7znr7nPOd+93DeUv8RaX7gcA4C8k+nVlqs+5f/kL7e5eK2VZn01q9xf9smZLthVsa7E4beV4rMfL0Jb9mLS3YRdn2us0BMvBhmjLZH27qh//tH7nnVqVpakEBcXtl77oplffs2hTcJ+qsaGW7EMXxoP9G2qq47g7kcm6EqQYFOZj3bjr2brz1hBTN6qkOsTxoXe/Z+fcQajx8ti36nIIGzk1RdVLG9qbXnzX6vjOKoRYLTbx4Ny5B37l14+PeciHKaSg2HvsXUG+sTELM9v04fpcWq1OqpzYaA9n9XDuvQ/RNRt1fAwncjy5sBPFZhd3H/6j9wSVqhxMksmsrJeVunje/4WZv+4Vr27O7TcpnFc/2+0v/uQvvP3v/ZPDe9/7zG//1njtzelcvW7v3NZS6Q8/Of+xf3Phx/7VdXe+bJjMi7V9SH0Mpw782ZfK5tZ8ds2pq8/7k8Wq0VxPu+mWaEHR1jlbr8zdf9e73nX098vcNY55uRweeeTRdVvLPaVUvYYQTp48GYJKefxyXJOUczZTLbnkPoboRf/Z97zhBV92Zz8s14tfdbQD5vqHffZohz+nS5curR/DxxBDCCXn5eLw9OkTrvr61/3Vm26+Ppeh1moWZMlCdLMYbGM+++vf8s3BdGxnu9ayfqfd/co7X1fLVS4y6c4770wp1fVfEeP6M93M3vKWt3zm0+fNFEKQR3kwhQcfPPe2t/1eSqkcndkVhmFw97Zp3/jGN9a/xKUszO8HAOAv9jbg/j/+kx3JVGW2GvrpZHNnvhkP+6Jac/ayHC321ZtSk2ptw6H6nEyySVYoGoNKUIjVF4tz9334VK2D1K6LqOtuec6z9n7j7SafNBMNffbV6MXHMmkmslWOOtoO3WSSy47fdKNHddNNLTR0Y1a+8OCDWxZr8sNxbLuZu8VRuXqVT5p2dcN1vSyoUe9q7NzDD+fLezsndpaXDtu2XY7DWD01XemXOedVXlU1VbX3VIdxDO1hyNvTrgne19JUJZmkWTWv6kq9/NBD10q5DKrpyjb+VwoR/x/htnXzrcdWOUb/9GR5xmdnduul85c+WD70i3//R3X2hjtP3j5/+lTvfej42x8oH31k+5XP1TfMkkL0EKtS8ROjTL6zuaPteV2P9ChVlTGbdevlqiEES7GWUkqp0qJf3HfffSG81nS0cGUc8zCUg4P99StasVGMsZQhxrixsRGjyljCF8r1tm3zctF1TSnFQg6pqdILX/jCD7zvwf394dSpU7uHF0L83Ld4gk+oF4tFrTVEs2hmFmNIk246aSW/5tozT3vaLQ898JF+dHcP67uR4CnGyXRy261bZppNp7VmxSvXoplXl1RqKaWkGK+55kzTNOPKLZiZlVIlt+B/9qfve/DBh66//mQT1mdQW78aL164+NGPfiw22+7VPASz1Tim2KYm3X77RvxLvHx43g8AwJNQpFFZ3mt0DSo5FBukPY2jL1O/9+Gf/9m73nnf9fv7F5u638V5mIah7NbDg2kebQjTyfnQ9k3McbU/scsx1b6ePWjOXvDTS8l9TN2QJ62fPLTp7bVd/vO3LN/21h3fbUYfPFw6tnXqu7/l0unjWWNc7bnVPrXduKHpmQ+mrtf26f1J8DRVt3PYLGv3725sN+9+ka1mlyw8MtN02W5+bDn9lXdsLC8r9Dtdm4ZxXg4f2Dwo5XCi9NYbp5Oves32/nzzM2F36r0dTH/tN+dd7Hb3ryuhXx0MsXhrDzTDoxsbeXd11/LYxjj/5OZ8I/S7Xe2DPe1w47qLoTmwMcSDRo8mXbR0oZlYjafKOLztPTq3vy3ba2LfSiXsrMLJXjEMvr3k4nq8aht6w+s+9l1v+PB867bVziz7pWa3bhxce/5j3/See9/0i7/7kp/635/+gz+086//t5OfePdOfPgDty21tbpxvzXrFvP5dYt0KYV33NC977tfr2HnTIm77WF/Muem3ykx9rr7hS84fe3JVVj0XnrV3NihlaGb/8wv/vb3/MCPv+u9D+7n6afPLX7jd/7oa7/xOy8OadCkmW26ahkOmjB0NnzFq17irhJSVluVqscSd90WXlMt81LGGGtZtbN0OprUHMwGffc3fvXmZDe15/eHB7P12Sa1boXSNb7q/GJXcjs2TZV5ka2qjcW8eqy18dyoxFCs5HDliLDsdSij9nYH+UYIm0O1vvZ9HIag7WPXpRq2Uv3rX/cKpYfivIxxY1Hnh0XWLdKqf/VL7y7mvamdd2ZNGObt8thk2Ek1lrSXmwtDv5y2YVzl7bm+/Zvf2NmgcaEyBJMHc4WtydP+1t/4B2///Q8MVXtL76UPf/oz/+gnfjrGaYqT1ts2pzqGnc1N75evfc3LbaUwKhSTRykW1axcrZdnq41qW+Myp9Vgs8GPV6WaLskW4YnOguN5PwAAT8KVaQhRZutfmLmpkZpx1P7hO37+X2226ykLdWP0SQ6dFKWkZiGrQz1tJ4flch5nbs2qFJPF5CEtvA6lrGoqbTdZlMt7cx/GcrA5vu//+oUvf8Or9ptSFBsFO73dvPw5Dz/40euzgg1Jqq6oICm5heJtbFZ55RZKsIunrzn5oueVSVpIWXId2qUH7n3kI3ccb88dLBZNrm3TLkvZaMbaz1IXnvf06e03KUmt+qRG+X33/ftrOvVF5j7NZXvw2eiD96fixqH3TelU4rxvN+Lm5bIsCsVm1cv2fLIYznsYk5caSo2pr17m048/+PFnvf+97ateVq0uFJTUHe2eEqo8cnV9Aa6djVf+7e976+++Y7pctYuLpxUWMR+2ujwZknuoJbep9+qLS9s6daMFXXzkku+fqMNkWdoa+lk39ou7XvXl6zN0m9S5QvVRIZp07Jj9zb/5vX/7R/9BGbOkYN42XZQf7B/88i//2m/82m/OuubihUeblJqmiTpu0WvJwUtQzWN/+61nv+mbvqFUT9HMvB5N1HnMXJ31I/QgmSy2jc7ecPq/+Ltv/pH/+h/uLg7mG8fGovU0I3mUzG2Qqa5fazj6jz3mM9C9uHkwScEtytYTisxdplCLRVnTpK2NuVRN4bWvfe2P/jf/9NE9z3mYzWZjb6puobzgrme0jWWvMuu6bljJJTe5BamR1aHP7hZjClE/+He+/9f/3W899MhlBVsuxo2NraGUS4v+kf1Pf/v3/uALvuzOO5/77E986uPve9+9Dz9ycVVCtJLSxCx6WXWT2d6lg2/4xq9uO/l49TjjtWC6eoKFfc5uRuthDHoS5ynT/QAAPLnuv9o1HuQhu0avnZlC0AMP1o9+ogZZVVPVldLJoyxockE6P5k9Om/L5mzvILW1KSFUbyYhdsvLZ0yTPk9racYxmsWxhP20Mkt93//RfbNPX1zevNkoHi+u2m7edtuBN9MyDFZClcnWx6N2iu5FuRT1KU6sTWdvfoa2z8QS5lGNZH05/3vvmF8+2LQYirmXrLQ9eFial+5yqF/24nuSGlXJdKzUZu9Svv9j0RV9/XTVG9XkNokbj8a87E7Zye1PDof70U/azsXVSjFupe5EtAuf+vB1s7iZa+PFVZTH0eLQdGG5+NDb33XHi18UZ6VXGqQurGf2W1Gg+7/A5RaCykq3XHv6hc8efuvfb49NUp4WG0o+aLUI3uYwet0ITaO2O7ahjdn5P/1jxRw1eF7V6TUf0+KZr3rl8bM3yEwKtj4cV1Itiq5gL73n7mNb893dmFLymstYpGrqUozjmC8tlt3kePWSiyxWVQV5k2IIPqzKPS+9+9prN8w8mqoX2eftxnO1YKuFasHNzNNysWonkzd87et/4qf+z/zwnpcSPK438XR5NQW3K6c3m9t6BbLWJzwfPeJXcHP36kGuIA9D1piLpKMNbKunYE1rG5tRyiZ1bXfNNWcuHe43KZlZ0zSe+yaV2267UZK7xyv7EV3ZfjS4orzZ318NQ2m6uFr58WP2khc//1d+9ber1835bLlaNU0XNjZOzGar1eLt737vu//sAzkPly7tHts5WTXWrMlGu1j18lW/HF7y4uffftuzJI05t83Viz1cHSzX5x1bffSxerhywjLdDwDAX3aIuawGuXlQCZJy0Oi+YVXD+Jnff/tzcrgwiU2tk1xKKGMp1eLetNwf/Lk//AOv/obXj8c2S2knnrJ7DWrrqAc+8W+/53snDxw+LafJ4bIJq9zW6w/rpbZrLh5uXCz59963ddP1WVW7ozrbuOd5jx4/dnju0VWT11uQmBRcuValmmMcJ5P9Ooxp/LJv/FbNtmrVtHo3jvr4p//4Z/7F03Ozc7C3Y91lxXHlJ4qllRbN9KFrjh3/+q8rHqopRDUHq/pv/p8bP/Lw0MUhaBV9kco0K1ZfTNN9G81X/tgPta+855atuc82te9N6rxJdXkQ9y+/63/4nz79ll+9aX+VQ5EVcwu1Cfu7T6/HP/Mvf+OOV//V6UvuzE1bZet1CEVhKWu5uh7HZXU69bE/++bv+uRDD9l7Dq4Z+6JR7qoluk+Kn1403sQPheFSc/5ld9/x9p/8p9f3q07NUvGPjoWzb/qOm7/vO7W1qZhqCFkWZSk2nnvVbKG58ez2d77pG37qJ34x9wchhMZirT6bzYdhcLUeUrV2zKOZWS0hWhPDMBxaHV/4gjv+zpu/V1IKqj6GoynxQW5X1umWo2UmknuormhxOpV7Obkdv+2bv/4f/pP/dTWMqdvQZ9Pfqnm1Wi2Ym3l0WbVabb30249eHoq5ejapVAWLly4vln1v1uSSY7Q8urVla3OyMVcZ1HRhXOUXvfDuP733V2NMq8XBrGvz0E8m/vznPcerB3PJu67te3erLq9mrkbShXO7KUZzxaRc/D//W99x34c/8Gd/dv9kElNsrWoZquc8FKW0sRyq12bn+M4wDBtbmy7fO7iUYpy046tecc9/+XfffOZMt+rLZJquHlNnR19TghSq1sfXuVTMo1TlJq2XCz/BLBBEEgAAIABJREFU64f5/QAAPKkSc1XJr34ntqgQotWiPvfv/KMzh6s+NkNocojFQglWTCvJ5junn/18nT47HLvON6/Rxsl64tTi5Kn+9DW6/fYzz31eme0MnjxNlyEtU2cKck2yjg++9853N+YrK7XzPI+Tlzz/wTvOPjydrmLbxzaHlC1la/tqYbZ5GCxvzS/Ip7ec7d7wVXtb7cVGy8bkq4/9+r/dPfdQrHJZ8GgeolrzKNclxfSal+jW05e69EjUhSgtLn/g5/71iT6H2lZLiyYsWhuiBfcyVm1sti9/pW661c7cUjavrddeP85PjLOdxekzuvWmO7/ma9ynTWmH2B00bR+bUMOxEm/eK9fcd04//xvN7nKinNbd4ypmSxLlC6mKY5ztpbDx0rvu+Ec/9Ogrn3fvsc1Pbs4Pmmk7thvLtL0Kx3VcZXruGTdsf9vXLB49r3s/swr28Z32gWdcf/JH/8atf/9HdPyMginFYhav3E4oyhpz06zT93/ft7z2q1928w3HVQ635sF8WBxejsHN1DTtsu9DaiazeZsUy2jeW+1ffPdzf/AHvv+663baJJNqHsOVT4n1cQymElSC8tHRDCY3kwVZrmUM0n/6htdtTZtZG6KXoGLu6zXpbkVh9KM/aX2NVFk2G03ZvJqrbat7llRdrnDu3Pkxryxkr0OUK3u0et0NJ2RqmyQPky7d/YI75KPq0ocDq7kJ4Y1v/Krjx6ZNsGRqmnTy5DGzLBvcslt1BVdaLvoYVbKaZG20Zzzjpp/6yX/8bd/ydU0qyqvgxUM+WO5X1WEswypHmxzsLiepWx3sL/cvbG/YtO2/+jUv+bl//uPPec71MWoyjWNeSfXK3Kb19Cfzo5uAejRuNob1GF75jSeG5/0AADwVrn4v9qNAKw8/8qlPfOLEanxWP5OyeZDCGLxPYQiTQzXzG5+usOn56CleMkXJPMhnz3vOK977m+/d2S/H3aviUr5vvdfQ1uAxfub99x+/XDYnWU0naTLfeeZLXzn84cePHx5tPrLeSiTJopqQG9/buHhwcP1tL1OaSW6L1XzS5YfPv/e3f/9EnOd+qJoPavqYamz2vd0u6aDohrtetBrDpoWgmpIOPvqp/fs/dUbN7XtNUd2PtdjYFkWFUpsTZ5+mk9fWMQ4hBJkHb5IpSLHRKs/vfNkNOnW8H3I/GS1s2uRys9xttNFbW9OfvPPdz37w4XhyK6scPcv0z5/Cjc+5y3QLbTq268vZy+6546evu/dn/sXefR87ePf7Zuf3W6t9Ch9JGyduPfvM7/1rJ+689Y9/+L8/Hk5evPPUsVe/8PZXvXzyilfluJFqqk3x8NmdMuVuKclLKT6WeGKr+6n/5Uf+wx+/7+d//pf+4A/eeWD7s9l8udoNsR2zd5O2bepieXGivknhprM3fuVfefkbv+41dzz7aWOfJ10yVYvBvZpU8+Bl1TZRlscyRgWFnMfleoOcsdQwHMbpxjiMZ2/c/uH/6s0//o9/Yu9gVdXIwtVzcpsmrN/HYMFrMc9trH1ZrE/LilZqGIKNtSiZTNrf3x/z0qVgQbVMQlXtz95wqhbJvVZ31zNuu22js2Xu1bjVVWP+pjd9U8mjglfTtG13tjZMDwdb2dH7UVw+Dkd3+GPuUwo1j8+4/ex/99/+6F3P/7Jf/qXfuffej1gcV7kP3jRhpjYqL7a7YMP+LK5c413PvOVr3/CfvPHrv3JYDrNp67XKPES78tVjvZ3tZ7ex9ToGy+Y12iT3yy6lGBS8xif62UH3AwDwpHrfZEUKJotSUZJCKfuX9h6570OfXvW1bSxs5ZDHNC6bcdHWVbLLs4322XfommM5aUwKpUrKIYySm9pJM3/pS/pf/62PjB+erlzdZCHbP3W4tZ+nC+83ph88PHfire+47qu+Wl2sUlqG57zsK/7wV995/6ceqAqSwvqY0xqGcVh2bXvi2HjjabvnHltoa2bqJsr1ofs//Klz5840bTi+cy7XRWMHbRqifDHcsNuUs9ffcsfzJ7ahPnRWquX3f+ADH41ld6d51t7WKtULs7psR0kue7SNZ+64TdvznKZFWvTaSFVdzNJCSl0Ttjf2br5xWI2rWA+8bjQbn4mXD9vl6UU3WHs418a5z5zR04+yVpZcU66sLySYta4gjTY9lPzm2+/6ez+i/az3fEhve+cnPvaRw6ZMvvxFtz/3ZZ/8+P0/87O/9BWnbn/2X/sOfec95ZqdrO6cpjvLqH3VnVCvzPoI6z5WkXlMZgpVql5ecc+dL33xnZcvL9/1nv/w1rf+/v0f/Oil3f3dvcOmnRw7fnI6nb72y1/9spffc+ONZ7a3FUxytV06qtcQJa0O1EafdeFweVBl3WQ+jn20PJ8eG4dFChsWooXOa2m6tlZ96ze//vKli//j//zPonJVWNdw6uq58w9tbZztYlSVqtXSp+S5jiGG5BZMedzbnLf9skzm8eBgPH/uYdVlCDVYE+vYNSE2dXOzXS4Wk9nMotXBz954/atf9aI/vfeD5x65cObk9q033XzbbWeDeYxp0Q8x6iV33/X+994bZNXGoLBeX7vqV15lQVbdpBhcPs4mzXe96fVv/NrXf+iDD/3sz/3khQuXPnj/R849ctFrSKGdtu2znvW0173ur9z9ouc/5zm3TKcpm0xVqiG45DHGK/8OR91vFiQtlmObNE1e8zCddn2fo/LqcLl5w4m9S5qcfkJfrT73eBEAAPDns374Z8XkSUElyDQGNbVq97Le817tr3TqmEJRHBXyenVeGSzOT+j2O9QmBQ392IaqJh7GNEgbKs1y1f/Jn3bZVZXbLh0/3jfn2oeWloOm4UKnE3e8IKu7nFKRdkrfPbpbP/zB0CVJWi98dMmDLNSSe8uad+31Z/oTN1ZJqhN5OH8uf/SjbQ0aRllVK7WWo0KM4eGqbpZf+Ix+2s371kPea3I898jGpx5UG3QhK1a1RbGuO0wW886xdPszFZoyKroUVlJSiHvBgurGMOqDn9KFi5pGD2aTeRl3Yz7UolHvudPyebetjp1IitslhtGU1Cd1XF2PU9fzvoskLRrtS1Grk73r0LVYaTzUsXZ3Z2t7NB0sx91FM+yoUX9jKSlMvFlaN++lyxrOFCmGo91wJKum0eVSqkp+Zeno+j7MpYu7y53t6ZA1FllQ20iSerWtZBpW3rSWgq6sRD2are6ezp9bPXpxd765s+rLweFyOutqXS0PL7/g+beVcfQyTiZesmKalhpkeuSR5aXdQ1e8mqer8dJz77g1Sj56MsvShz/96Ogai6JiW4IVy/OFhnznbWfXi1/P764evnCpWJLHWJtUYl8utpv56TfdXA6Htmsl1aCHLiw3j03XE5PGhTZmeRxzaia1yoPe//6Pp3bqSq7GPa7Xyp+Zr6697oSk4lmhuMyUXKFUWVAe1TUqRZcvDcOimIWu604eVz+o69ZF76vVQTc9uqv93FW7V3+45K6cS0jxgYcuN+00hK7v8ziOW/NOVZ7zNWdae0Lz4Oh+AACehCK5VqlmlVbeljguqjcxNh5d2tvXmJdnNqqqq0qlUQ2ylKPlpBrlsXZReQiqSnGMzcpk8qg+1qGq1tBddhutGzVck1cbrkWT9xQ3S5u83U+pl07V3PZ9bn2IVqUsVVmQ4tFUidjLq+JC+fjQhSbIqnuJZYilNiHJVWPpY17Ii2p1v2bZSHF/Nh1UTxy4JnGRcq86k0bP0YLW07N1tMfg2OcuTUKJIbReXGZWF4pNCWn9LgXlmJdmpcRmX2lQkzQeU7bBTaYUd4O7UqewUYONpiiPTPX5gt3v4ejf2JS0ilrmMgnW5apoYyiLUJdSGsau3XQvW/shqOxv5nlVWESlJrfSoDwdotro69WjUnBZriquKDUm1dzHGN2Vc06pGXOxEC2YrycHheBV0V1mcsVQXVVeQziaN7TehXUctT7F1k0hmAeNo5pGQXIvwWoto4JMMYQmj24WYjha4rqex+5SrrmUMmnaUBRkRcpR2aT1friukHUYxmloLMtLCTGMXq0N6ynzTVUs6jUOGqdpkmpQlUYvTfUmDq4gefWQa9d5KW6W3E1yC7a+7Vm/N75+n2oOFqvXmCyXsUlNqS6zWi1Ec5flGmOQVEt192DBgslUq5cyxCiLFuwxu5ra5/9EpdRgYcw1pFBdLoWoflUnbSjD2KQ0Zu8mTyT86X4AAJ6ELFUtWl9paFQ3S9DY5LHYZpMlK7kNUk4yKcrXO4+76jgWU05xYXWh3MjnaqS03qKvkZRXMVpZHMZurtBKdj7oxCgrKm2/CmE+Bq2iohSlUNQv1TVab9wf1tuNy9xUbH3HUcchzDqtdwqvoySl5uhZrqQgT7XYWJWXRdt7UaPV412I0sJVilrPsS6ztWraqVmVBsmlpJw0mFpJw5jaeCg/lB9X3VdbpXnVpMpNQxySSsxB3iiGMcikLA2qVWaqE1krWTHJFFRM7OP5eK7BNEpBpVFNR/8EQStplI9l1VnYGg73m+ZSnDZK12T5cry4mbeLt32U0moWl9JMq6Q2lnC0I050hVxU1y0d/GjS/9j3TdNofRZvSpK8ZpnZ0T1ZKmUsdcx5mE46sytb9XuUB0mLvcvT6dSabh20pbhFyzm3jVb9smuje65h6q6aS9tMTFeTX7L1dj0qcilGhXxQUopqVKKyiqsmWfRkRTll8zDsr6ZpomRqarHiKqYQvVEJ2XKNHt2stxCiqkrKnvxgWMzbWSl1ErqqIVhTskkKppxz0ybZKF9/9pq0frVlvdhApdQQgkvVc4pxuTqIKSSfhhAsrFenm1RdWo19dUsppZCkED2v50Idfe5d/YjXd3aS3K7uEFzX04qkUsYYg9zLsJIrTjaewPXD/H4AAJ5UiMlVZUVKqi63Yim2g3Qo5RiT7HiWm2qRpLjeDDw1wWTmSZooupSVktRIbZWqNBRNUpxMNY7KVWE662SjlGWWrHONR9sIqdUqRTVd09c41vWT8hqqPMTiskajK4ZgnQYpjoqmEKRQR41Lda3W2/NbsRRdUrCZOlOnw36s82Z74rp4II910m5MWut14JoUpUEqUlSdaJQ6KapRrkrjSoO04VKVUpV6WaOV5RjyxhCkoKqUg42KGwopuNR4DPVK/kSNdlSgePyNZlZflEJUY9KYVCTTQjVZOB6nqZdyP2vSoKRafaHYNY3ixVg2Z3WqWuRBSfKguv63uJran1Of66vCmm6iqjrm2LTKo4KZBZmrFq/Vrchr28S26dxzrQqh/dw/Y7Y1l8zr4NVDamO0WscmmeRNUi1DTKkqyqrF5uqmnFKVqrzIXKqusLd/MInTLraKKmMJ0YJK1iCl9Z43i+XBxmQ+3ZipSnLPo5osFVOQu7wZSp9iytm7MFm/dzFYUZm3yZS7mGoZqqoFj+s1s64mJfkojVJVTfJGCh7K5csXTM329k6KwV0mhZikPJ20UvFsFtb33F5VxjqEEJumrbIqrWqNIUSt5+Dp/2dnnjIMMrMQQrKcx5SC17HvV91sGtsrRy78+fG8HwCAJ64Wja4h1VF9ozJzi3300OVku15ylKRjXtff4dcnXh3t1hHkVj1qWfoU26gYpFCufEMPrlCrZ7cYFL1akZr18UpRg5SkNEqmnHQgl7yrdaq43jHxaFNA9yTzsViMKq5gQ6rFS7C4PncgXplQHD67f06tHnxZ4iQuowapk7fjGJo0KvSD5qa9Rq00Wd/rmGqUm2KWquTZU+2jJqUdo1xqR6lISatUXaWrHpSK2TDEzqOZFFSTynqXRNf6Zzl5CbVTwwX2uNvMoWrMClLo1o/63bzRSgpSV6VVla9qF4fUpmpplIa82Ax7GhvZTNYeHfiao6LVq3vmuEKtR8kezGX1ysST9QQXu7oHv1+9UXBfryXxWosdvQgQ1vvuH83RWb80cZScVx9g11LGpkmS1zJ6nHutIQSvRe7BZGbrWe7rH+tLI7jJNSzGdtZ4cFepKkEWPMitBjc3qyYL0vpjWc+FknlUjcWqgqkq1GhmMrlKrkNIoXpNlsyDbN3xVsv6Aywhrhftr8/sDZJVlRCiZKW4FIJp/SJH9WzmpY7JZi7VWmQejkbXs7tkwZJk1dWub7XXw2GfTXj7nDswr27BxjymFM1USl5PH5JctSoE6Ymcb0H3AwDwZDpMRSoq0iDVoJDUjKvahGRNkA259inw6vpj9YqulHJNIeWg83WchWYuxd5Vixr3JKP7gacU3Q8AwJOwXmQZq+JYVLOiKSUPIUvDoNWByqjNGeP0uHHrVYv2B7VzxdBPgk9nSSGtXzdIGoJaju4CnlI8gQAA4El3f5UUYoy9wqrWLbdwce9P/tlPP/p//+61Y+5HNqZ5rEYH22GcjM35sZ7fmD7tzd9z9htfr7apMXlMg6l/YvMYAND9AAD8hYjrPg2yUKQsHeS8VaqqnXzg0dmffeSmxf4q0v2Pdbk7XGhhQ2fWaXueDy4qDoOstxilQPQDdD8AAF9URtOYNJHWW2yYtN22thylsFnqZBykxUJLBuox9js7aINWIVszTmNvg2Jdqo6qU6l1BRfTfAC6HwCAL5rul/YkSVNXkBpp4apBUf2lNh+2QzuqtHy3faxji+bag3ZS2lyn7ZA2DiYa0rRd136x9bYwAOh+AAC+SASpk1qXZZmrTVq5SpeatPrwmeaB69OjZd6d47vt4/qj1/GxO6FJr/biKm/WqeqkUegUJnLzoiqxDxLwlGI/HwAAnri6Pocru4pLpsYWUaPViZbLhz5ZH/7ktD9sdCsD9Ri7TRlC3R7qrNm8nFf9rdf7yVNVYVs+z9LocmlG9wN0PwAAXyzhL+X1/4pMimEZQpVHZRsXqSxirIvmBsbpsd2vw6qyI2ks1mxclLKaTjru6sYrSyVY2ws8pbiTBgDgyTEpSqG6alEMXruSglpVU4mqZVZZ1/tYs7GXpCGoBM1qSrV2TZDaKplKo5VpzjABdD8AAF8kPGgIGuSjilQb+YY1Nrj28yfe9vaHPnh/PdjbjAcM1GPvlUJcXdyfbZ88rBqmzS2vedX1L7pbOjq0a890ScyOAuh+AAC+ePrV1ZpaD2aThUKqspVyN6a4u/8Hbzn5f/xyU/ajIgP12HGrxZug0Y+X5tHZZDg90cufXTQNHpamDfdjfdakYaCApxBb4wIAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAgO4HAAAAQPcDAAAA+I9BYggAAHji3K131SCzWdKy0blZ3fFBFy9NfbGcDKcuZdfWY94ofP5zN5e7/Etq2B7e2btULz3Nts8v8sVjM5s1gzxrnJV21ps6O5w0c64ugO4HAOCLJfuDaqtQZVINqlKr4GOVdRpkJQW1D2/sMVCPUfJw3dhujAqalTJpD3PrihbkUlAxjYwRQPcDAPDFY5SWoXYhNJJLJjVSUFSaD7W5NGpDcXPYf8xb1Vo/95dmZmZfUuMW4vRUc1p9Mc3Gy8Mkd8oxJpObgkqg+wG6HwCALyZX5+cEVzVFqUjuQbEZtjYXJ08cHpbN/f6x3e+f3/0y05dW9+/meDgOc4WF7JGS510nC1L4EhsGgO4HAOA/Eo0UXbG4VYuSJRXJmkZhNX/p3cdSzIfDXsqPeavw2JuHL7HZ/VI2hRryIiZPN2/Ntp5za46pmLVBVpRcM24AgKeauTujAADAE1SrclWJqrae5bNbamnKPMbOs/pRuYwbs8d1/5f6ut5Ql7EOWphK0rQ57Ky3SZQ2q0KWghTFs3/gqcXzfgAAngp2lPDzSVgqDJIsdZ2U0sB328cpoYvBZlvBPLrFQbFI8errHi5VKTJOwFP6VYrn/QAAPGFVXrzGasGP9qKp8WhNapRidauuwGk5j9VbKeatLMiqrJe51EhtlRXJJKP7AbofAIAvnn6VH8pbqVWIV0vVrzyxLpJLEzaneZwSVKN0JfGvTunxo1+6Mc0HeIrxyiMAAE+GSeaqVTVI9WjNrsnt6Ddd8swwPVZNKvFomcPnPoEMUji6XaJRgKf4qxXP+wEAeOL5KhWXyYOq5Gbukstc8Sj9XUmFgXrcwJlbKFee68cqq5LkUSUcjVfHKAFPKe6lAQB44sJ6/xlJwRVcpiqN8iKv5lVBpo6J6l9g4FSl/spz/VlUsqNJPpXBAf5i8LwfAAAA+FK43QYAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAID/tx07JgIAAGEgtiAQTQhDGxKY4RIJnf4KoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAApBe0uAAASNklEQVS6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAsImstgIAAPzm7wcAAN0PAADcN+LhorwOBZw8AAAAAElFTkSuQmCC"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x20 hc y27 ff6 fs3 fc2 sc0 ls0 ws0">8 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd yf7 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yf8 ff6 fs4 fc8 sc0 ls0 ws0">LIST <span class="ff8">PREZESA ZARZĄDU</span> </div><div class="t m0 x1 h10 yf9 ff8 fs4 fc2 sc0 ls0 ws0">Szanowni Państwo, Drodzy Akcjonarius<span class="_ _1"></span>ze, <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 yfa ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yfb ff8 fs4 fc2 sc0 ls0 ws0">z <span class="_ _12"> </span>satysfakcją <span class="_ _12"> </span>przekazuję <span class="_ _7"> </span>sprawozdanie <span class="_ _12"> </span>finansowe <span class="_ _12"> </span>UNIMOT <span class="_ _12"> </span>za <span class="_ _12"> </span>rok <span class="_ _12"> </span>2024 <span class="_ _12"> </span>–<span class="ff6"> <span class="_ _12"> </span></span>okres, <span class="_ _12"> </span>który <span class="_ _12"> </span>w <span class="_ _12"> </span>pełni <span class="_ _7"> </span>potwierdził <span class="_ _12"> </span>odporność <span class="_ _12"> </span>naszego <span class="_ _12"> </span>modelu </div><div class="t m0 x1 h10 yfc ff8 fs4 fc2 sc0 ls0 ws0">biznesowego <span class="_ _7"> </span>o<span class="_ _0"></span>raz <span class="_ _12"> </span>trafność <span class="_ _12"> </span>obranej <span class="_ _7"> </span>strategii. <span class="_ _12"> </span>Działając <span class="_ _12"> </span>na <span class="_ _12"> </span>wymagającym <span class="_ _12"> </span>i <span class="_ _12"> </span>dynamicznie <span class="_ _7"> </span>z<span class="_ _0"></span>mieniającym <span class="_ _12"> </span>się <span class="_ _12"> </span>rynku<span class="_ _1"></span>, <span class="_ _12"> </span>nie <span class="_ _12"> </span>tylko <span class="_ _12"> </span>utrzyma<span class="_ _0"></span><span class="ls7">liśm<span class="ff6 ls8">y </span></span></div><div class="t m0 x1 h10 yfd ff8 fs4 fc2 sc0 ls0 ws0">stabilność operacyjną, ale też konsekwentn<span class="_ _1"></span>ie zwiększaliśmy skalę działalności oraz wartość dla naszych interesariuszy.<span class="ff6"> </span></div><div class="t m0 x1 h10 yfe ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yff ff8 fs4 fc2 sc0 ls0 ws0">Rok <span class="_ _12"> </span>2024 <span class="_ _7"> </span>był <span class="_ _12"> </span>pierwszym <span class="_ _7"></span>okresem <span class="_ _7"> </span>realizacji <span class="_ _12"> </span>Strategii <span class="_ _7"></span>UNIMOT <span class="_ _12"> </span>na <span class="_ _7"> </span>lata <span class="_ _12"> </span>2024–2028. <span class="_ _12"> </span>Konsekwentnie <span class="_ _7"></span>skupialiśmy <span class="_ _7"> </span>się <span class="_ _12"> </span>na <span class="_ _7"> </span>filarach <span class="_ _12"> </span>takich <span class="_ _7"> </span>jak<span class="_ _0"></span> </div><div class="t m0 x1 h10 y100 ff8 fs4 fc2 sc0 ls0 ws0">dywersyfikacja <span class="_ _10"></span>działalności, <span class="_ _10"></span>rozwó<span class="_ _0"></span>j <span class="_ _10"></span>logistyki, <span class="_ _10"></span>niskoemisyjność <span class="_ _1"></span>oraz <span class="_ _10"></span>efektywność <span class="_ _10"></span>o<span class="_ _0"></span>peracyjna –<span class="ff6"> <span class="_ _9"></span><span class="ff8">prze<span class="_ _0"></span>kuwając <span class="_ _1"></span>je <span class="_ _10"></span>w <span class="_ _10"></span>konkretne <span class="_ _10"></span>proje<span class="_ _0"></span><span class="ff6">kty <span class="_ _10"></span>i <span class="_ _1"></span>mierzalne </span></span></span></div><div class="t m0 x1 h10 y101 ff8 fs4 fc2 sc0 ls0 ws0">efekty. Potwierdzeniem skuteczn<span class="_ _0"></span>ości <span class="_ _0"></span>tych <span class="_ _0"></span>działań są <span class="_ _0"></span>przychody <span class="_ _0"></span>na poziomie <span class="_ _0"></span>14 085 <span class="_ _0"></span> <span class="_ _0"></span>mln zł <span class="_ _0"></span>oraz <span class="_ _0"></span>skorygowany wynik <span class="_ _0"></span>EBITDA <span class="_ _0"></span>wynosz<span class="_ _5"></span>ący 3<span class="ff6 ls6">08<span class="ls0"> </span></span></div><div class="t m0 x1 h10 y102 ff8 fs4 fc2 sc0 ls0 ws0">mln zł –<span class="ff6"> </span>rezultaty wypracowane mimo trudnych uwarunkowań rynkowych i geopolitycznych.<span class="ff6"> </span></div><div class="t m0 x1 h10 y103 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y104 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _10"></span>czwartym <span class="_ _1"></span>kwartale <span class="_ _10"></span>intensyfikowaliśmy <span class="_ _10"></span>działania, <span class="_ _10"></span>które <span class="_ _10"></span>w<span class="_ _0"></span>zmacniają <span class="_ _10"></span>naszą <span class="_ _1"></span>pozycję <span class="_ _10"></span>w <span class="_ _10"></span>strategicznych <span class="_ _1"></span>obszarach. <span class="_ _10"></span>Spółka <span class="_ _1"></span>Olavion <span class="_ _10"></span>r<span class="_ _0"></span>oz<span class="_ _0"></span>budowała </div><div class="t m0 x1 h10 y105 ff8 fs4 fc2 sc0 ls0 ws0">flotę kolejową <span class="_ _0"></span>o nowoczesne lokomo<span class="_ _0"></span>tywy, co <span class="_ _0"></span>istotnie zwiększyło naszą elastyczność logistyczną. <span class="_ _0"></span>Równolegle zabezpieczyliś<span class="_ _5"></span>my <span class="_ _0"></span>niezależność </div><div class="t m0 x1 h10 y106 ff8 fs4 fc2 sc0 ls0 ws0">dostaw LPG, <span class="_ _10"></span>zawierając umowę <span class="_ _10"></span>czarterową na <span class="_ _1"></span>gazowiec <span class="_ _10"></span>o<span class="_ _0"></span>perujący <span class="_ _1"></span>na <span class="_ _1"></span>Morzu <span class="_ _1"></span>Północnym –<span class="ff6"> <span class="_ _1"></span><span class="ff8">zasilający wynajęt<span class="_ _1"></span>y p<span class="_ _1"></span>rzez G<span class="_ _1"></span>rupę <span class="_ _1"></span>UNIMOT te<span class="_ _1"></span>rminal </span></span></div><div class="t m0 x1 h10 y107 ff8 fs4 fc2 sc0 ls0 ws0">w <span class="_ _13"> </span>Wilhelmshaven. <span class="_ _13"> </span>To <span class="_ _13"> </span>decyzja, <span class="_ _14"> </span>która <span class="_ _13"> </span>wzmacnia <span class="_ _13"> </span>bezpieczeństwo <span class="_ _14"> </span>energetyczne <span class="_ _14"> </span>Po<span class="_ _0"></span>lski, <span class="_ _13"> </span>a <span class="_ _13"> </span>także <span class="_ _14"> </span>elastyczność <span class="_ _15"> </span><span class="ff6">Grupy <span class="_ _14"> </span>UNIMOT<span class="_ _0"></span> <span class="_ _13"> </span> <span class="_ _13"> </span></span>, <span class="_ _13"> </span>która </div><div class="t m0 x1 h10 y108 ff8 fs4 fc2 sc0 ls0 ws0">dywersyfikując kierunki importu, jest całkowicie unie<span class="_ _1"></span>zależniona od rosyjskiego surowca.<span class="ff6"> </span></div><div class="t m0 x1 h10 y109 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y10a ff6 fs4 fc2 sc0 ls0 ws0">Nowoczesna <span class="_ _5"></span>infra<span class="_ _0"></span>struktura <span class="_ _5"></span>te<span class="_ _0"></span>rminalowa <span class="_ _6"></span>w <span class="_ _6"></span>Niemczech <span class="_ _6"></span><span class="ff8">–</span> <span class="_ _5"></span><span class="ff8">obsługuj<span class="_ _0"></span>ąca <span class="_ _6"></span>produkty <span class="_ _5"></span>transportem <span class="_ _6"></span>morskim, <span class="_ _6"></span>kolejowym <span class="_ _6"></span>i <span class="_ _5"></span>drogowym <span class="_ _7"></span>–</span> <span class="_ _6"></span><span class="ff8">znacząco </span></div><div class="t m0 x1 h10 y10b ff8 fs4 fc2 sc0 ls0 ws0">zwiększa naszą <span class="_ _1"></span>operacyjną elastyczność i <span class="_ _1"></span>konkurencyjność <span class="_ _1"></span>względem wcześniejszych rozwiązań. <span class="_ _1"></span>Transformacja logistyki <span class="_ _1"></span>to nie <span class="_ _1"></span>je<span class="_ _5"></span><span class="ff6">dyny obszar </span></div><div class="t m0 x1 h10 y10c ff8 fs4 fc2 sc0 ls0 ws0">dynamicznego <span class="_ _7"> </span>ro<span class="_ _0"></span>zwoju. <span class="_ _12"> </span>Miniony <span class="_ _12"> </span>rok <span class="_ _12"> </span>to <span class="_ _12"> </span>również <span class="_ _12"> </span>skuteczne <span class="_ _12"> </span>wejście <span class="_ _12"> </span>Grupy <span class="_ _7"> </span>w<span class="_ _0"></span> <span class="_ _12"> </span>nowe <span class="_ _12"> </span>segmenty <span class="_ _12"> </span>rynku  –<span class="ff6"> <span class="_ _12"> </span></span>m.in. <span class="_ _12"> </span>tankowanie <span class="_ _12"> </span>samolotó<span class="_ _0"></span>w <span class="_ _12"> </span>na </div><div class="t m0 x1 h10 y10d ff8 fs4 fc2 sc0 ls0 ws0">lotniskach pasażerskich w Krakowie i Katowicach<span class="ff6"> oraz bunkrowanie jednostek morskich. </span></div><div class="t m0 x1 h10 y10e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y10f ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>kanale <span class="_ _5"></span>detalicznym <span class="_ _0"></span>kontynuow<span class="_ _0"></span>aliśmy <span class="_ _0"></span>dynamiczny <span class="_ _5"></span>rozwój <span class="_ _5"></span>sieci <span class="_ _0"></span>AVIA. <span class="_ _5"></span>Rozszerzyliśmy <span class="_ _0"></span>ofertę <span class="_ _5"></span>o <span class="_ _5"></span>MOP<span class="_ _0"></span><span class="ff6">-</span>y <span class="_ _5"></span>i <span class="_ _5"></span>segment <span class="_ _0"></span>AVIA <span class="_ _0"></span>Truck, <span class="_ _5"></span>rozwijaliśmy </div><div class="t m0 x1 h10 y110 ff8 fs4 fc2 sc0 ls0 ws0">sprzedaż <span class="_ _6"></span>kart <span class="_ _6"></span>flotowych <span class="_ _6"></span>oraz <span class="_ _6"></span>zwiększaliśmy <span class="_ _6"></span>dostępność <span class="_ _6"></span>paliwa <span class="_ _6"></span>HVO100 <span class="_ _6"></span>na <span class="_ _6"></span>naszych <span class="_ _6"></span>stacjach. <span class="_ _6"></span>Cyfrowym <span class="_ _6"></span>katalizatorem <span class="_ _6"></span>lojalności <span class="_ _6"></span>s<span class="_ _5"></span>tała <span class="_ _6"></span>się </div><div class="t m0 x1 h10 y111 ff8 fs4 fc2 sc0 ls0 ws0">aplikacja AVIA GO, z której korzysta już ponad 100 tys. użytkowników –<span class="ff6"> </span>wzmacniając naszą pozycję w obszarze nowoczesnej mobilności.<span class="ff6"> </span></div><div class="t m0 x1 h10 y112 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y113 ff8 fs4 fc2 sc0 ls0 ws0">Segment <span class="_ _7"> </span>bitumenów, <span class="_ _7"> </span>napędzan<span class="_ _0"></span>y <span class="_ _7"> </span>korzystną <span class="_ _7"> </span>koniunkturą <span class="_ _12"> </span>w <span class="_ _7"></span>budownictwie <span class="_ _7"> </span>infrastrukturalnym, <span class="_ _7"> </span>o<span class="_ _0"></span>dnotował <span class="_ _12"> </span>bardzo <span class="_ _6"></span>dobre <span class="_ _7"> </span>w<span class="_ _0"></span>yniki. <span class="_ _7"> </span>Sprawna </div><div class="t m0 x1 h10 y114 ff8 fs4 fc2 sc0 ls0 ws0">rozbudowa floty <span class="_ _10"></span>i infrastru<span class="_ _1"></span>ktury magazynowej <span class="_ _1"></span>umożliwiła n<span class="_ _1"></span>am e<span class="_ _1"></span>lastyczne <span class="_ _10"></span>reagowanie na <span class="_ _10"></span>potrzeby rynku <span class="_ _10"></span>i dalsze wzmacniani<span class="_ _1"></span>e pozy<span class="ff6">c<span class="_ _0"></span>ji <span class="_ _1"></span>Grupy. </span></div><div class="t m0 x1 h10 y115 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y116 ff8 fs4 fc2 sc0 ls0 ws0">Zwieńczeniem <span class="_ _6"></span>działań <span class="_ _6"></span>zainicjowanych <span class="_ _6"></span>w <span class="_ _6"></span>2023 <span class="_ _6"></span>roku <span class="_ _6"></span>była <span class="_ _6"></span>pełna <span class="_ _6"></span>integracja <span class="_ _6"></span>w <span class="_ _6"></span>ramach <span class="_ _6"></span>Grupy <span class="_ _6"></span>czterech <span class="_ _6"></span>przejętych <span class="_ _6"></span>spółek <span class="_ _12"> </span>–<span class="ff6"> <span class="_ _6"></span>Olavion, <span class="_ _6"></span>Unimot </span></div><div class="t m0 x1 h10 y117 ff8 fs4 fc2 sc0 ls0 ws0">Terminale <span class="_ _5"></span>(w <span class="_ _6"></span>tym <span class="_ _5"></span>włączonej <span class="_ _5"></span>do <span class="_ _6"></span>niej <span class="_ _5"></span>w <span class="_ _6"></span>grudniu <span class="_ _5"></span>2024 <span class="_ _5"></span>r. <span class="_ _6"></span>spółki <span class="_ _5"></span>Unimot <span class="_ _6"></span>Infrastruktura), <span class="_ _5"></span>Unimot <span class="_ _5"></span>Bitumen <span class="_ _6"></span>oraz <span class="_ _5"></span>RCE<span class="_ _0"></span>koenergia. <span class="_ _5"></span>Ich <span class="_ _5"></span>dzi<span class="_ _5"></span><span class="ff6">a</span>łalność </div><div class="t m0 x1 h10 y118 ff8 fs4 fc2 sc0 ls0 ws0">znacząco <span class="_ _14"> </span>zwiększyła <span class="_ _14"> </span>naszą <span class="_ _14"> </span>odporność <span class="_ _14"> </span>na <span class="_ _14"> </span>s<span class="_ _0"></span>ezonowość <span class="_ _14"> </span>i <span class="_ _14"> </span>podniosła <span class="_ _14"> </span>skalę <span class="_ _14"> </span>operacyjną, <span class="_ _14"> </span>a <span class="_ _14"> </span>je<span class="_ _0"></span>dnocześnie <span class="_ _14"> </span>umożliwiła <span class="_ _14"> </span>wdrażanie <span class="_ _14"> </span>procesów </div><div class="t m0 x1 h10 y119 ff8 fs4 fc2 sc0 ls0 ws0">optymalizacyjnych o trwałym wpływie kosztowym.<span class="ff6"> </span></div><div class="t m0 x1 h10 y11a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y11b ff8 fs4 fc2 sc0 ls0 ws0">Inwestujemy <span class="_ _7"> </span>również <span class="_ _12"> </span>w <span class="_ _12"> </span>kompetencje <span class="_ _7"> </span>–<span class="_ _0"></span><span class="ff6"> <span class="_ _12"> </span></span>własne <span class="_ _7"></span>i <span class="_ _12"> </span>sektorowe. <span class="_ _7"> </span>W <span class="_ _12"> </span>2024 <span class="_ _12"> </span>roku <span class="_ _7"> </span>zainaugurowaliśmy <span class="_ _12"> </span>pierwsze <span class="_ _12"> </span>w <span class="_ _7"> </span>Polsce <span class="_ _12"> </span>studia <span class="_ _12"> </span>podyplomowe </div><div class="t m0 x1 h10 y11c ff8 fs4 fc2 sc0 ls0 ws0">„Commodity  Trading”, <span class="_ _12"> </span>tworzo<span class="_ _0"></span>ne  wspólni<span class="_ _1"></span>e  z  Akademią <span class="_ _12"> </span>Leona  Koźmińskiego.  Inicjatywa  ta <span class="_ _12"> </span>wzmac<span class="_ _0"></span>nia  ekspercki<span class="_ _1"></span>  ekosystem  Grupy <span class="_ _12"> </span>oraz </div><div class="t m0 x1 h10 y11d ff8 fs4 fc2 sc0 ls0 ws0">podkreśla<span class="ff6"> </span>naszą ambicję budowania standardów kształcenia w sektorze tradingowym.<span class="ff6"> </span></div><div class="t m0 x1 h10 y11e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y11f ff8 fs4 fc2 sc0 ls0 ws0">O <span class="_ _5"></span>sile <span class="_ _5"></span>naszej <span class="_ _5"></span>pozycji <span class="_ _6"></span>świadczy <span class="_ _0"></span>także <span class="_ _5"></span>aktywna <span class="_ _6"></span>rola <span class="_ _0"></span>w <span class="_ _6"></span>deb<span class="_ _1"></span>acie <span class="_ _5"></span>o <span class="_ _6"></span>przyszłości <span class="_ _5"></span>energetyk<span class="_ _1"></span>i. <span class="_ _5"></span>W <span class="_ _6"></span>grudniu <span class="_ _0"></span>zorganizowaliśmy <span class="_ _5"></span>Forum <span class="_ _5"></span>E<span class="_ _0"></span>nergy<span class="_ _5"></span><span class="ff6"> <span class="_ _5"></span>O<span class="_ _0"></span>utlook </span></div><div class="t m0 x1 h10 y120 ff8 fs4 fc2 sc0 ls0 ws0">2025, <span class="_ _0"></span>wydarzenie poświęcone <span class="_ _0"></span>globalnym <span class="_ _0"></span>wyzwaniom <span class="_ _0"></span>sektora. <span class="_ _0"></span>Jako <span class="_ _5"></span><span class="ff6">Grupa U<span class="_ _0"></span>NIMOT <span class="_ _0"></span></span>pokazaliśmy <span class="_ _0"></span>się <span class="_ _0"></span>jako <span class="_ _0"></span>świadomy <span class="_ _0"></span>uczestnik tra<span class="_ _0"></span>nsformacji </div><div class="t m0 x1 h10 y121 ff8 fs4 fc2 sc0 ls0 ws0">energetycznej i promotor bezpieczeństwa e<span class="_ _1"></span>nergetycznego w regionie.<span class="ff6"> </span></div><div class="t m0 x1 h10 y122 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y123 ff8 fs4 fc2 sc0 ls0 ws0">Z myś<span class="_ _1"></span>lą <span class="_ _1"></span>o przyszłości, <span class="_ _10"></span>na początku <span class="_ _10"></span>2025 roku <span class="_ _1"></span>uruchomiliśmy <span class="_ _10"></span>platfor<span class="_ _0"></span>mę sprzedażową <span class="_ _1"></span>AVIA <span class="_ _1"></span>Solar –<span class="_ _1"></span>stworzoną z <span class="_ _1"></span>myślą <span class="_ _1"></span>o <span class="_ _1"></span>branży <span class="_ _1"></span>fotowoltaicznej. </div><div class="t m0 x1 h10 y124 ff8 fs4 fc2 sc0 ls0 ws0">Rozpoczęliśmy <span class="_ _1"></span>również <span class="_ _1"></span>przygotowania <span class="_ _10"></span>do wejścia <span class="_ _1"></span>w <span class="_ _1"></span>segment <span class="_ _10"></span>wydobycia gazu <span class="_ _1"></span>ziemnego, <span class="_ _10"></span>o<span class="_ _0"></span>trzymując <span class="_ _1"></span>decyzję <span class="_ _1"></span>administr<span class="_ _1"></span>acyjną otwierającą ten </div><div class="t m0 x1 h10 y125 ff8 fs4 fc2 sc0 ls0 ws0">kierunek rozwoju. <span class="_ _0"></span>Oba przedsięwzięcia wpisują <span class="_ _0"></span>się w <span class="_ _0"></span>str<span class="_ _0"></span>ategię i<span class="_ _0"></span>nwestycyjną zakładającą <span class="_ _0"></span>alokację 700 <span class="_ _0"></span>mln zł <span class="_ _0"></span>na <span class="_ _0"></span>transformację energetyczną </div><div class="t m0 x1 h10 y126 ff6 fs4 fc2 sc0 ls0 ws0">do 2028 roku. </div><div class="t m0 x1 h10 y127 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y128 ff8 fs4 fc2 sc0 ls0 ws0">Równolegle <span class="_ _6"></span>wzmac<span class="_ _0"></span>niamy <span class="_ _6"></span>kulturę <span class="_ _7"></span>organizacyjną. <span class="_ _7"></span>Program <span class="_ _7"></span>„Kobieta <span class="_ _7"></span>z <span class="_ _7"></span>Energią”, <span class="_ _6"></span>zainicjowany <span class="_ _7"> </span>przez <span class="_ _7"> </span>Wiceprezes <span class="_ _6"></span>A<span class="_ _0"></span>netę <span class="_ _6"></span>Szcz<span class="_ _0"></span>esną<span class="_ _0"></span><span class="ff6">-</span>Ko<span class="_ _0"></span>walską, </div><div class="t m0 x1 h10 y129 ff6 fs4 fc2 sc0 ls0 ws0">obejmuje <span class="_ _5"></span><span class="ff8">już <span class="_ _5"></span>prawie <span class="_ _6"></span>300 <span class="_ _0"></span>kobi<span class="_ _0"></span>et <span class="_ _5"></span>pracujących</span> <span class="_ _6"></span><span class="ff8">w <span class="_ _5"></span>naszej <span class="_ _5"></span>Grupie <span class="_ _5"></span>i<span class="_ _0"></span> <span class="_ _5"></span>skutecznie <span class="_ _5"></span>wspiera <span class="_ _5"></span>ich<span class="_ _0"></span> <span class="_ _5"></span>rozwó<span class="_ _0"></span>j <span class="_ _5"></span>zawodowy <span class="_ _5"></span>i <span class="_ _6"></span>osobisty <span class="_ _5"></span>–<span class="_ _0"></span></span> <span class="_ _5"></span><span class="ff8">budując <span class="_ _5"></span>f<span class="_ _0"></span>undamenty </span></div><div class="t m0 x1 h10 y12a ff8 fs4 fc2 sc0 ls0 ws0">nowoczesnego przywództwa w energetyce.<span class="ff6"> </span></div><div class="t m0 x1 h10 y12b ff6 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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x20 hc y27 ff6 fs3 fc2 sc0 ls0 ws0">9 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _7"> </span>tro<span class="_ _0"></span>sce <span class="_ _7"> </span>o <span class="_ _12"> </span>długoterminowe <span class="_ _7"> </span>budowanie <span class="_ _7"> </span>warto<span class="_ _0"></span>ści <span class="_ _7"> </span>firmy <span class="_ _12"> </span>dla <span class="_ _7"> </span>naszych <span class="_ _12"> </span>akcjonariuszy <span class="_ _7"> </span>oraz <span class="_ _12"> </span>przyszłość <span class="_ _7"></span>całej <span class="_ _12"> </span>Grupy, <span class="_ _7"></span>powołaliśmy, <span class="_ _12"> </span>w <span class="_ _7"></span>poło<span class="_ _5"></span><span class="ff6">wie </span></div><div class="t m0 x1 h10 y12c ff8 fs4 fc2 sc0 ls0 ws0">kwietnia, <span class="_ _7"> </span>Radę <span class="_ _12"> </span>Doradców <span class="_ _12"> </span>Strategicznych <span class="_ _12"> </span>–<span class="ff6"> <span class="_ _7"></span></span>zespół <span class="_ _12"> </span>ekspertów <span class="_ _7"> </span>posiadających <span class="_ _12"> </span>unikalne <span class="_ _7"> </span>doświadcze<span class="_ _0"></span>nie <span class="_ _7"> </span>i <span class="_ _12"> </span>wspierających <span class="_ _12"> </span>Zarząd <span class="_ _7"></span>UNIMOT <span class="_ _12"> </span>w </div><div class="t m0 x1 h10 y12d ff8 fs4 fc2 sc0 ls0 ws0">zakresie <span class="_ _5"></span>analiz <span class="_ _5"></span>geopolitycznych <span class="_ _6"></span>i <span class="_ _5"></span>ekonomicznych, <span class="_ _5"></span>międzynarodowej <span class="_ _5"></span>ekspansji <span class="_ _6"></span>oraz <span class="_ _5"></span>identyfikacji <span class="_ _5"></span>przełomowych <span class="_ _6"></span>tren<span class="_ _1"></span>dów <span class="_ _5"></span>technologi<span class="_ _5"></span><span class="ff6">cznych. </span></div><div class="t m0 x1 h10 y12e ff8 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _6"></span>czele <span class="_ _6"></span>nowego <span class="_ _6"></span>gremium <span class="_ _6"></span>stanął <span class="_ _6"></span>Andreas <span class="_ _6"></span>Golombek, <span class="_ _6"></span>przewodniczący <span class="_ _6"></span>Rady <span class="_ _6"></span>Nadzorczej <span class="_ _6"></span>UNIMOT, <span class="_ _5"></span>a <span class="_ _6"></span>w<span class="_ _0"></span> <span class="_ _6"></span>jego <span class="_ _6"></span>skład <span class="_ _6"></span>weszli <span class="_ _6"></span>międzynarodow<span class="_ _5"></span><span class="ff6 ls7">i </span></div><div class="t m0 x1 h10 y12f ff8 fs4 fc2 sc0 ls0 ws0">eksperci: <span class="_ _0"></span>Mark <span class="_ _5"></span>Brzezinski, <span class="_ _0"></span>Jim <span class="_ _5"></span>Mazurkiewicz, <span class="_ _5"></span>Bogusław <span class="_ _5"></span>Pacek, <span class="_ _5"></span>Karl <span class="_ _0"></span>Rose <span class="_ _5"></span>i <span class="_ _0"></span>Isaac <span class="_ _5"></span>Querub. <span class="_ _5"></span> <span class="_ _0"></span>Prz<span class="_ _0"></span>ewidywanie <span class="_ _0"></span>trendów <span class="_ _5"></span>na <span class="_ _0"></span>rynku <span class="_ _5"></span>energe<span class="_ _5"></span><span class="ff6">tycznym </span></div><div class="t m0 x1 h10 y130 ff8 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _12"> </span>efektywne <span class="_ _7"> </span>z<span class="_ _0"></span>arządzanie <span class="_ _12"> </span>ryzykami <span class="_ _7"> </span>jest <span class="_ _12"> </span>szczególnie <span class="_ _12"> </span>ważne <span class="_ _12"> </span>w <span class="_ _12"> </span>obliczu <span class="_ _7"> </span>o<span class="_ _0"></span>becnie <span class="_ _7"> </span>pojawiającyc<span class="_ _0"></span>h <span class="_ _12"> </span>się <span class="_ _7"> </span>wyzw<span class="_ _0"></span>ań, <span class="_ _12"> </span>które <span class="_ _12"> </span>przekraczają<span class="_ _0"></span><span class="ff6"> <span class="_ _12"> </span>interesy </span></div><div class="t m0 x1 h10 y131 ff6 fs4 fc2 sc0 ls0 ws0">krajowe czy regionalne.  </div><div class="t m0 x1 h10 y132 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y133 ff8 fs4 fc2 sc0 ls0 ws0">Z <span class="_ _7"> </span>satysfakcją <span class="_ _12"> </span>zauważam, <span class="_ _12"> </span>że <span class="_ _7"> </span>efektywnie <span class="_ _12"> </span>postępuje <span class="_ _7"></span>optymalizacja <span class="_ _12"> </span>operacyjna, <span class="_ _7"> </span>a <span class="_ _12"> </span>strategiczna <span class="_ _7"> </span>kons<span class="_ _0"></span>ekwencja <span class="_ _7"> </span>przynosi <span class="_ _12"> </span>wymierne <span class="_ _7"> </span>re<span class="_ _0"></span>zul<span class="_ _0"></span><span class="ff6">taty. </span></div><div class="t m0 x1 h10 y134 ff8 fs4 fc2 sc0 ls0 ws0">Inwestujemy <span class="_ _5"></span>w <span class="_ _6"></span>logistykę, <span class="_ _5"></span>technologie, <span class="_ _6"></span>niskoemisyjn<span class="_ _1"></span>ość <span class="_ _6"></span>i <span class="_ _5"></span>kapitał <span class="_ _6"></span>ludzki, <span class="_ _5"></span>budując <span class="_ _6"></span>trwałą <span class="_ _5"></span>wartość <span class="_ _6"></span>Grupy <span class="_ _5"></span>i <span class="_ _6"></span>umacniając <span class="_ _5"></span>pozycję <span class="_ _6"></span>UNI<span class="_ _0"></span><span class="ff6">MO<span class="_ _0"></span>T <span class="_ _6"></span>jako </span></div><div class="t m0 x1 h10 y135 ff8 fs4 fc2 sc0 ls0 ws0">niezależnego lidera sektora paliwowo<span class="ff6">-</span>energetycznego w Europie Środkowo<span class="ff6">-Wschodniej. </span></div><div class="t m0 x1 h10 y136 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y137 ff8 fs4 fc2 sc0 ls0 ws0">Dziękuję <span class="_ _10"></span>za Pańs<span class="_ _1"></span>twa <span class="_ _1"></span>zaufanie <span class="_ _10"></span>i aktywność. <span class="_ _10"></span>Wierzę, że <span class="_ _10"></span>siła <span class="_ _1"></span>naszego <span class="_ _10"></span>zespołu, <span class="_ _1"></span>profesjonalizm <span class="_ _10"></span>i partnerskie <span class="_ _10"></span>podejście <span class="_ _10"></span>do relacji <span class="ff6">z <span class="_ _10"></span>interesariuszami </span></div><div class="t m0 x1 h10 y138 ff8 fs4 fc2 sc0 ls0 ws0">pozwolą nam skutecznie realizować kolejne ambitne ce<span class="_ _1"></span>le.<span class="ff6"> </span></div><div class="t m0 x1 h10 y139 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y13a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y13b ff6 fs4 fc2 sc0 ls0 ws0">Z wyrazami szacunku, </div><div class="t m0 x1 h22 y13c ff7 fs4 fc2 sc0 ls0 ws0">dr Adam Sikorski </div><div class="t m0 x1 h10 y13d ff8 fs4 fc2 sc0 ls0 ws0">Prezes Zarządu Unimot S.A.<span class="ff6"> </span></div><div class="t m0 x1 h10 y13e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y13f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y140 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y141 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y142 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y143 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y144 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y145 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y146 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y147 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y148 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y149 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y14a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y14b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y14c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y14d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y14e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y14f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y150 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y151 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y152 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y153 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">10<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y162 ff5 fs4 fc9 sc0 ls0 ws0">WYBRANE SKONSOLIDOWANE DANE FINANSOWE GRUPY KAPITAŁOWEJ UNIMOT ZA ROK 2024<span class="ff7"> </span></div></div><div class="c x1 y163 w10 h23"><div class="t m0 xa h10 y164 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x27 y163 w11 h23"><div class="t m0 x28 h22 y25 ff5 fs4 fc2 sc0 ls0 ws0">w tys. zł<span class="ff7"> </span></div></div><div class="c x29 y163 w12 h23"><div class="t m0 x1d h22 y25 ff7 fs4 fc2 sc0 ls0 ws0">w tys. euro </div></div><div class="c x1 y165 w10 h24"><div class="t m0 xa h10 y166 ff6 fs4 fc2 sc0 ls0 ws0">  </div></div><div class="c x27 y165 w13 h24"><div class="t m0 xe h22 y166 ff7 fs4 fc2 sc0 ls6 ws0">31.12.2024<span class="ls0"> </span></div></div><div class="c x2a y165 w14 h24"><div class="t m0 xe h22 y166 ff7 fs4 fc2 sc0 ls6 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x29 y165 w15 h24"><div class="t m0 xe h22 y166 ff7 fs4 fc2 sc0 ls6 ws0">31.12.2024<span class="ls0"> </span></div></div><div class="c x2b y165 w14 h24"><div class="t m0 xe h22 y166 ff7 fs4 fc2 sc0 ls6 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x1 y167 w10 h23"><div class="t m0 xa h22 y25 ff7 fs4 fc6 sc0 ls0 ws0">I. Przychody <span class="ff5">ogółem</span> </div></div><div class="c x27 y167 w13 h23"><div class="t m0 x15 h22 y25 ff7 fs4 fc0 sc0 ls6 ws0">14 096 814<span class="ls0"> </span></div></div><div class="c x2a y167 w14 h23"><div class="t m0 x15 h22 y25 ff7 fs4 fc0 sc0 ls6 ws0">12 886 989<span class="ls0"> </span></div></div><div class="c x29 y167 w15 h23"><div class="t m0 x18 h22 y25 ff7 fs4 fc0 sc0 ls6 ws0">3 275 130<span class="ls0"> </span></div></div><div class="c x2b y167 w14 h23"><div class="t m0 x18 h22 y25 ff7 fs4 fc0 sc0 ls6 ws0">2 845 815<span class="ls0"> </span></div></div><div class="c x1 y168 w10 h23"><div class="t m0 xa h10 y25 ff8 fs4 fc2 sc0 ls0 ws0">II. Zysk/(strata) na działalności operacyjnej<span class="ff6"> </span></div></div><div class="c x27 y168 w13 h23"><div class="t m0 x1b h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">233 503<span class="ls0"> </span></div></div><div class="c x2a y168 w14 h23"><div class="t m0 x1b h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">574 893<span class="ls0"> </span></div></div><div class="c x29 y168 w15 h23"><div class="t m0 x1 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">54 250<span class="ls0"> </span></div></div><div class="c x2b y168 w14 h23"><div class="t m0 x17 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">126 953<span class="ls0"> </span></div></div><div class="c x1 y169 w10 h23"><div class="t m0 xa h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">III. Zysk/(strata) brutto </div></div><div class="c x27 y169 w13 h23"><div class="t m0 x1b h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">187 214<span class="ls0"> </span></div></div><div class="c x2a y169 w14 h23"><div class="t m0 x1b h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">508 747<span class="ls0"> </span></div></div><div class="c x29 y169 w15 h23"><div class="t m0 x1 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">43 496<span class="ls0"> </span></div></div><div class="c x2b y169 w14 h23"><div class="t m0 x17 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">112 346<span class="ls0"> </span></div></div><div class="c x1 y16a w10 h24"><div class="t m0 xa h10 y16b ff8 fs4 fc2 sc0 ls0 ws0">IV. Zysk/(strata) netto przypadający na </div><div class="t m0 xa h10 y36 ff8 fs4 fc2 sc0 ls0 ws0">Akcjonariuszy Jednostki Dominującej<span class="ff6"> </span></div></div><div class="c x27 y16a w13 h24"><div class="t m0 x1b h10 y166 ff6 fs4 fc2 sc0 ls6 ws0">139 891<span class="ls0"> </span></div></div><div class="c x2a y16a w14 h24"><div class="t m0 x1b h10 y166 ff6 fs4 fc2 sc0 ls6 ws0">487 238<span class="ls0"> </span></div></div><div class="c x29 y16a w15 h24"><div class="t m0 x1 h10 y166 ff6 fs4 fc2 sc0 ls6 ws0">32 501<span class="ls0"> </span></div></div><div class="c x2b y16a w14 h24"><div class="t m0 x17 h10 y166 ff6 fs4 fc2 sc0 ls6 ws0">107 596<span class="ls0"> </span></div></div><div class="c x1 y16c w10 h23"><div class="t m0 xa h22 y25 ff7 fs4 fc6 sc0 ls0 ws0">V. Zysk/(strata) netto  </div></div><div class="c x27 y16c w13 h23"><div class="t m0 x1b h22 y25 ff7 fs4 fc0 sc0 ls6 ws0">139 341<span class="ls0"> </span></div></div><div class="c x2a y16c w14 h23"><div class="t m0 x1b h22 y25 ff7 fs4 fc0 sc0 ls6 ws0">488 512<span class="ls0"> </span></div></div><div class="c x29 y16c w15 h23"><div class="t m0 x1 h22 y25 ff7 fs4 fc0 sc0 ls6 ws0">32 373<span class="ls0"> </span></div></div><div class="c x2b y16c w14 h23"><div class="t m0 x17 h22 y25 ff7 fs4 fc0 sc0 ls6 ws0">107 877<span class="ls0"> </span></div></div><div class="c x1 y16d w10 h24"><div class="t m0 xa h10 y16b ff8 fs4 fc2 sc0 ls0 ws0">VI. Przepływy pieniężne netto z działalności </div><div class="t m0 xa h10 y16e ff6 fs4 fc2 sc0 ls0 ws0">operacyjnej </div></div><div class="c x27 y16d w13 h24"><div class="t m0 x1b h10 y166 ff6 fs4 fc2 sc0 ls6 ws0">170 027<span class="ls0"> </span></div></div><div class="c x2a y16d w14 h24"><div class="t m0 x3 h10 y166 ff6 fs4 fc2 sc0 ls0 ws0">(29 919) </div></div><div class="c x29 y16d w15 h24"><div class="t m0 x1 h10 y166 ff6 fs4 fc2 sc0 ls6 ws0">39 503<span class="ls0"> </span></div></div><div class="c x2b y16d w14 h24"><div class="t m0 x5 h10 y166 ff6 fs4 fc2 sc0 ls0 ws0">(6 607) </div></div><div class="c x1 y16f w10 h24"><div class="t m0 xa h10 y16b ff8 fs4 fc2 sc0 ls0 ws0">VII. Przepływy pieniężne netto z działalności </div><div class="t m0 xa h10 y16e ff6 fs4 fc2 sc0 ls0 ws0">inwestycyjnej </div></div><div class="c x27 y16f w13 h24"><div class="t m0 x3 h10 y166 ff6 fs4 fc2 sc0 ls0 ws0">(49 350) </div></div><div class="c x2a y16f w14 h24"><div class="t m0 x2c h10 y166 ff6 fs4 fc2 sc0 ls0 ws0">(155 116) </div></div><div class="c x29 y16f w15 h24"><div class="t m0 x3 h10 y166 ff6 fs4 fc2 sc0 ls0 ws0">(11 466) </div></div><div class="c x2b y16f w14 h24"><div class="t m0 x3 h10 y166 ff6 fs4 fc2 sc0 ls0 ws0">(34 254) </div></div><div class="c x1 y170 w10 h25"><div class="t m0 xa h10 y16b ff8 fs4 fc2 sc0 ls0 ws0">VIII. Przepływy pieniężne netto z działalności </div><div class="t m0 xa h10 y16e ff6 fs4 fc2 sc0 ls0 ws0">finansowej </div></div><div class="c x27 y170 w13 h25"><div class="t m0 x2c h10 y166 ff6 fs4 fc2 sc0 ls0 ws0">(206 023) </div></div><div class="c x2a y170 w14 h25"><div class="t m0 x1b h10 y166 ff6 fs4 fc2 sc0 ls6 ws0">187 524<span class="ls0"> </span></div></div><div class="c x29 y170 w15 h25"><div class="t m0 x3 h10 y166 ff6 fs4 fc2 sc0 ls0 ws0">(47 866) </div></div><div class="c x2b y170 w14 h25"><div class="t m0 x1 h10 y166 ff6 fs4 fc2 sc0 ls6 ws0">41 411<span class="ls0"> </span></div></div><div class="c x1 y4e w10 h23"><div class="t m0 xa h10 y25 ff8 fs4 fc2 sc0 ls0 ws0">IX. Przepływy pieniężne netto, razem<span class="ff6"> </span></div></div><div class="c x27 y4e w13 h23"><div class="t m0 x3 h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">(85 346) </div></div><div class="c x2a y4e w14 h23"><div class="t m0 x2d h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">2 489<span class="ls0"> </span></div></div><div class="c x29 y4e w15 h23"><div class="t m0 x3 h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">(19 829) </div></div><div class="c x2b y4e w14 h23"><div class="t m0 x2e h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">550<span class="ls0"> </span></div></div><div class="c x1 y171 w10 h23"><div class="t m0 xa h22 y25 ff7 fs4 fc6 sc0 ls0 ws0">X. Aktywa, razem </div></div><div class="c x27 y171 w13 h23"><div class="t m0 x18 h22 y25 ff7 fs4 fc0 sc0 ls6 ws0">3 402 120<span class="ls0"> </span></div></div><div class="c x2a y171 w14 h23"><div class="t m0 x18 h22 y25 ff7 fs4 fc0 sc0 ls6 ws0">3 137 233<span class="ls0"> </span></div></div><div class="c x29 y171 w15 h23"><div class="t m0 x1b h22 y25 ff7 fs4 fc0 sc0 ls6 ws0">796 190<span class="ls0"> </span></div></div><div class="c x2b y171 w14 h23"><div class="t m0 x17 h22 y25 ff7 fs4 fc0 sc0 ls6 ws0">721 535<span class="ls0"> </span></div></div><div class="c x1 y172 w10 h23"><div class="t m0 xa h10 y25 ff8 fs4 fc2 sc0 ls0 ws0">XI. Zobowiązania i rezerwy na zobowiązania<span class="ff6"> </span></div></div><div class="c x27 y172 w13 h23"><div class="t m0 x18 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">2 217 183<span class="ls0"> </span></div></div><div class="c x2a y172 w14 h23"><div class="t m0 x18 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">2 059 361<span class="ls0"> </span></div></div><div class="c x29 y172 w15 h23"><div class="t m0 x1b h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">518 882<span class="ls0"> </span></div></div><div class="c x2b y172 w14 h23"><div class="t m0 x17 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">473 634<span class="ls0"> </span></div></div><div class="c x1 y173 w10 h23"><div class="t m0 xa h10 y25 ff8 fs4 fc2 sc0 ls0 ws0">XII. Zobowiązania długoterminowe<span class="ff6"> </span></div></div><div class="c x27 y173 w13 h23"><div class="t m0 x1b h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">845 070<span class="ls0"> </span></div></div><div class="c x2a y173 w14 h23"><div class="t m0 x1b h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">839 320<span class="ls0"> </span></div></div><div class="c x29 y173 w15 h23"><div class="t m0 x1b h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">197 770<span class="ls0"> </span></div></div><div class="c x2b y173 w14 h23"><div class="t m0 x17 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">193 036<span class="ls0"> </span></div></div><div class="c x1 y174 w10 h23"><div class="t m0 xa h10 y25 ff8 fs4 fc2 sc0 ls0 ws0">XIII. Zobowiązania krótkoterminowe<span class="ff6"> </span></div></div><div class="c x27 y174 w13 h23"><div class="t m0 x18 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">1 372 113<span class="ls0"> </span></div></div><div class="c x2a y174 w14 h23"><div class="t m0 x18 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">1 220 041<span class="ls0"> </span></div></div><div class="c x29 y174 w15 h23"><div class="t m0 x1b h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">321 112<span class="ls0"> </span></div></div><div class="c x2b y174 w14 h23"><div class="t m0 x17 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">280 598<span class="ls0"> </span></div></div><div class="c x1 y175 w10 h23"><div class="t m0 xa h10 y25 ff8 fs4 fc2 sc0 ls0 ws0">XIV. Kapitał własny<span class="ff6"> </span></div></div><div class="c x27 y175 w13 h23"><div class="t m0 x18 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">1 184 937<span class="ls0"> </span></div></div><div class="c x2a y175 w14 h23"><div class="t m0 x18 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">1 077 872<span class="ls0"> </span></div></div><div class="c x29 y175 w15 h23"><div class="t m0 x1b h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">277 308<span class="ls0"> </span></div></div><div class="c x2b y175 w14 h23"><div class="t m0 x17 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">247 901<span class="ls0"> </span></div></div><div class="c x1 y176 w10 h23"><div class="t m0 xa h22 y25 ff7 fs4 fc6 sc0 ls0 ws0">XV. <span class="ff5">Kapitał zakładowy</span> </div></div><div class="c x27 y176 w13 h23"><div class="t m0 x2d h22 y25 ff7 fs4 fc0 sc0 ls6 ws0">8 198<span class="ls0"> </span></div></div><div class="c x2a y176 w14 h23"><div class="t m0 x2d h22 y25 ff7 fs4 fc0 sc0 ls6 ws0">8 198<span class="ls0"> </span></div></div><div class="c x29 y176 w15 h23"><div class="t m0 x2d h22 y25 ff7 fs4 fc0 sc0 ls6 ws0">1 919<span class="ls0"> </span></div></div><div class="c x2b y176 w14 h23"><div class="t m0 x2d h22 y25 ff7 fs4 fc0 sc0 ls6 ws0">1 885<span class="ls0"> </span></div></div><div class="c x1 y177 w10 h23"><div class="t m0 xa h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">XVI. Liczba akcji (w tys. szt.) </div></div><div class="c x27 y177 w13 h23"><div class="t m0 x2d h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">8 198<span class="ls0"> </span></div></div><div class="c x2a y177 w14 h23"><div class="t m0 x2d h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">8 198<span class="ls0"> </span></div></div><div class="c x29 y177 w15 h23"><div class="t m0 x2f h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x2b y177 w14 h23"><div class="t m0 x2f h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y178 w10 h26"><div class="t m0 xa h22 y179 ff5 fs4 fc6 sc0 ls0 ws0">XVII. Zysk/(strata) na jedną akcję zwykłą </div><div class="t m0 xa h22 y17a ff5 fs4 fc6 sc0 ls0 ws0">przypadający na Akcjonariuszy Jednostki </div><div class="t m0 xa h22 y2 ff5 fs4 fc6 sc0 ls0 ws0">Dominującej (w zł/euro)<span class="ff7"> </span></div></div><div class="c x27 y178 w13 h26"><div class="t m0 x2d h22 y17a ff7 fs4 fc0 sc0 ls0 ws0">17,06 </div></div><div class="c x2a y178 w14 h26"><div class="t m0 x2d h22 y17a ff7 fs4 fc0 sc0 ls0 ws0">59,43 </div></div><div class="c x29 y178 w15 h26"><div class="t m0 x30 h22 y17a ff7 fs4 fc0 sc0 ls0 ws0">3,96 </div></div><div class="c x2b y178 w14 h26"><div class="t m0 x2d h22 y17a ff7 fs4 fc0 sc0 ls0 ws0">13,12 </div></div><div class="c x1 y17b w10 h26"><div class="t m0 xa h10 y179 ff6 fs4 fc2 sc0 ls0 ws0">XVIII. Rozwodniony <span class="ff8">zysk/(strata) na jedną akcję </span></div><div class="t m0 xa h10 y17a ff8 fs4 fc2 sc0 ls0 ws0">zwykłą przypadający na Akcjonariuszy Jednostki </div><div class="t m0 xa h10 y2 ff8 fs4 fc2 sc0 ls0 ws0">Dominującej (w zł/euro)<span class="ff6"> </span></div></div><div class="c x27 y17b w13 h26"><div class="t m0 x2d h10 y17a ff6 fs4 fc2 sc0 ls0 ws0">17,06 </div></div><div class="c x2a y17b w14 h26"><div class="t m0 x2d h10 y17a ff6 fs4 fc2 sc0 ls0 ws0">59,43 </div></div><div class="c x29 y17b w15 h26"><div class="t m0 x30 h10 y17a ff6 fs4 fc2 sc0 ls0 ws0">3,96 </div></div><div class="c x2b y17b w14 h26"><div class="t m0 x2d h10 y17a ff6 fs4 fc2 sc0 ls0 ws0">13,12 </div></div><div class="c x1 y17c w10 h25"><div class="t m0 xa h22 y166 ff5 fs4 fc6 sc0 ls0 ws0">XIX. Wartość księgowa na jedną akcję (w zł/euro)<span class="ff7"> </span></div></div><div class="c x27 y17c w13 h25"><div class="t m0 x5 h22 y166 ff7 fs4 fc0 sc0 ls0 ws0">144,54 </div></div><div class="c x2a y17c w14 h25"><div class="t m0 x5 h22 y166 ff7 fs4 fc0 sc0 ls0 ws0">131,48 </div></div><div class="c x29 y17c w15 h25"><div class="t m0 x2d h22 y166 ff7 fs4 fc0 sc0 ls0 ws0">33,83 </div></div><div class="c x2b y17c w14 h25"><div class="t m0 x2d h22 y166 ff7 fs4 fc0 sc0 ls0 ws0">30,24 </div></div><div class="c x1 y17d w10 h24"><div class="t m0 xa h10 y16b ff8 fs4 fc2 sc0 ls0 ws0">XX. Rozwodniona wartość księgowa na jedną akcję </div><div class="t m0 xa h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">(w <span class="ff8">zł/euro)</span> </div></div><div class="c x27 y17d w13 h24"><div class="t m0 x5 h10 y166 ff6 fs4 fc2 sc0 ls0 ws0">144,54 </div></div><div class="c x2a y17d w14 h24"><div class="t m0 x5 h10 y166 ff6 fs4 fc2 sc0 ls0 ws0">131,48 </div></div><div class="c x29 y17d w15 h24"><div class="t m0 x2d h10 y166 ff6 fs4 fc2 sc0 ls0 ws0">33,83 </div></div><div class="c x2b y17d w14 h24"><div class="t m0 x2d h10 y166 ff6 fs4 fc2 sc0 ls0 ws0">30,24 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h1b y17e ffa fsa fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h1b y17f 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 2023<span class="_ _0"></span> roku,<span class="_ _0"></span> na<span class="_ _6"> </span>tomiast dla po<span class="_ _0"></span>zycji dot<span class="_ _0"></span>yczących <span class="_ _0"></span>sprawozdania <span class="_ _0"></span>z </div><div class="t m0 x1 h1b y180 ff9 fsa fc2 sc0 ls0 ws0">całkowitych dochodów<span class="_ _0"></span> i sprawozdania z <span class="_ _0"></span>przepływ<span class="_ _0"></span>ów pieniężnych za o<span class="_ _0"></span>kres od 1 stycznia 2023<span class="_ _0"></span> roku do 31 grudnia <span class="_ _0"></span>2023 roku.<span class="_ _5"></span><span class="ffa"> </span></div><div class="t m0 x1 h1b y181 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="_ _5"></span>zwykłą wynos<span class="_ _0"></span>iła 8 198 tys. sztuk.<span class="_ _0"></span><span class="ffa"> </span></div><div class="t m0 x1 h1b y182 ff9 fsa fc2 sc0 ls0 ws0">Na 31 grudnia 2023 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="_ _5"></span>zwykłą wynos<span class="_ _0"></span>iła 8 198 tys. sztuk.<span class="_ _0"></span><span class="ffa"> </span></div><div class="t m0 x1 h1b y183 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="_ _5"></span>ję<span class="_ _0"></span> wynosiła 8 1<span class="_ _0"></span>98 tys. sztuk.<span class="_ _0"></span><span class="ffa"> </span></div><div class="t m0 x1 h1b y184 ff9 fsa fc2 sc0 ls0 ws0">Na 31 grudnia 2023 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="_ _5"></span>ję<span class="_ _0"></span> wynosiła 8 1<span class="_ _0"></span>98 tys. sztuk.<span class="_ _0"></span><span class="ffa"> </span></div><div class="t m0 x1 h1b y185 ffa fsa fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h1b y186 ffa fsa fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y187 ff5 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="ff7"> </span></div><div class="t m0 x1 h10 y188 ff8 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 h10 y189 ff8 fs4 fc2 sc0 ls0 ws0">Polski <span class="_ _0"></span>obowiązującego <span class="_ _0"></span>na <span class="_ _5"></span>31 <span class="_ _0"></span>grudnia <span class="_ _0"></span>2024 <span class="_ _0"></span>roku: <span class="_ _0"></span>4,2730 <span class="_ _5"></span>zł/euro <span class="_ _0"></span>oraz <span class="_ _5"></span>dla <span class="_ _0"></span>danych <span class="_ _0"></span>porównawcz<span class="_ _0"></span>ych <span class="_ _0"></span>na <span class="_ _0"></span>29 <span class="_ _5"></span>grudnia <span class="_ _0"></span>2023 <span class="_ _0"></span>roku: <span class="_ _0"></span>4,3480 <span class="_ _6"></span>zł/euro.<span class="ff6"> </span></div><div class="t m0 x1 h10 y18a ff8 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="_ _6"></span><span class="ff6">kurs<span class="_ _1"></span>u </span></div><div class="t m0 x1 h10 y18b ff8 fs4 fc2 sc0 ls0 ws0">stanowiącego <span class="_ _10"></span>średnią <span class="_ _10"></span>arytmetyczną <span class="_ _10"></span>średnich <span class="_ _10"></span>k<span class="_ _0"></span>ursów <span class="_ _10"></span>ogłaszanych <span class="_ _10"></span>przez <span class="_ _1"></span>Narodowy <span class="_ _10"></span>Bank <span class="_ _10"></span>Polski <span class="_ _10"></span>obow<span class="_ _0"></span>iązujących <span class="_ _10"></span>na <span class="_ _10"></span>ostatni <span class="_ _10"></span>d<span class="_ _0"></span>zień <span class="_ _10"></span>kal<span class="_ _0"></span>endarzowy </div><div class="t m0 x1 h22 y18c ff8 fs4 fc2 sc0 ls0 ws0">poszczególnych miesięcy, który wyniósł odpowiedn<span class="_ _1"></span>io 4,3042 zł/euro (2024 rok), 4,5284 zł/euro (2023 rok).<span class="ff7"> </span></div></div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x5 y3c w5 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">11<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h22 y69 ff7 fs4 fc9 sc0 ls0 ws0"> </div><div class="t m0 x1 h27 y18d ff7 fsc fc9 sc0 ls0 ws0"> </div><div class="t m0 x1 h27 y18e ff7 fsc fc9 sc0 ls0 ws0"> </div><div class="t m0 x1 h27 y18f ff7 fsc fc9 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y190 ff7 fs4 fc9 sc0 ls0 ws0">WYBRANE DANE Z JEDNOSTKOWEGO SPRAWOZDANIA FINANSOWEGO ZA ROK 2024 </div></div><div class="c x1 y191 w16 h13"><div class="t m0 xa h10 y192 ff6 fs4 fc2 sc0 ls0 ws0">  </div></div><div class="c x31 y191 w17 h13"><div class="t m0 x32 h22 y192 ff5 fs4 fc2 sc0 ls0 ws0">w tys. zł<span class="ff7"> </span></div></div><div class="c x33 y191 w18 h13"><div class="t m0 x1e h22 y192 ff7 fs4 fc2 sc0 ls0 ws0">w tys. euro </div></div><div class="c x1 y193 w16 h28"><div class="t m0 xa h10 y192 ff6 fs4 fc2 sc0 ls0 ws0">  </div></div><div class="c x31 y193 w19 h28"><div class="t m0 x34 h22 y194 ff7 fs4 fc2 sc0 ls6 ws0">31.12.2024<span class="ls0"> </span></div></div><div class="c x35 y193 w1a h28"><div class="t m0 x34 h22 y194 ff7 fs4 fc2 sc0 ls6 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x33 y193 w19 h28"><div class="t m0 x34 h22 y194 ff7 fs4 fc2 sc0 ls6 ws0">31.12.2024<span class="ls0"> </span></div></div><div class="c x36 y193 w1b h28"><div class="t m0 x34 h22 y194 ff7 fs4 fc2 sc0 ls6 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x1 y195 w16 h29"><div class="t m0 xa h22 y36 ff5 fs4 fc6 sc0 ls0 ws0">I. Przychody ogółem <span class="ff7"> </span></div></div><div class="c x31 y195 w19 h29"><div class="t m0 x37 h22 y36 ff7 fs4 fc6 sc0 ls6 ws0">1 147 093<span class="ls0"> </span></div></div><div class="c x35 y195 w1a h29"><div class="t m0 x37 h22 y36 ff7 fs4 fc2 sc0 ls6 ws0">1 058 600<span class="ls0"> </span></div></div><div class="c x33 y195 w19 h29"><div class="t m0 x3 h22 y36 ff7 fs4 fc6 sc0 ls6 ws0">266 506<span class="ls0"> </span></div></div><div class="c x36 y195 w1b h29"><div class="t m0 x3 h22 y36 ff7 fs4 fc6 sc0 ls6 ws0">233 769<span class="ls0"> </span></div></div><div class="c x1 y196 w16 h2a"><div class="t m0 xa h2b y197 ff9 fs4 fc2 sc0 ls0 ws0">II. Zysk/(strata) na działalności operacyjnej <span class="ffa"> </span></div></div><div class="c x31 y196 w19 h2a"><div class="t m0 x38 h10 y197 ff6 fs4 fc2 sc0 ls0 ws0">(18 679) </div></div><div class="c x35 y196 w1a h2a"><div class="t m0 x39 h10 y197 ff6 fs4 fc2 sc0 ls6 ws0">56 542<span class="ls0"> </span></div></div><div class="c x33 y196 w19 h2a"><div class="t m0 x24 h10 y197 ff6 fs4 fc2 sc0 ls0 ws0">(4 340) </div></div><div class="c x36 y196 w1b h2a"><div class="t m0 x39 h10 y197 ff6 fs4 fc2 sc0 ls6 ws0">12 486<span class="ls0"> </span></div></div><div class="c x1 y198 w16 h29"><div class="t m0 xa h2b y36 ff9 fs4 fc2 sc0 ls0 ws0">III. Zysk/(strata) brutto ogółem<span class="ffa"> </span></div></div><div class="c x31 y198 w19 h29"><div class="t m0 x38 h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">(33 158) </div></div><div class="c x35 y198 w1a h29"><div class="t m0 x39 h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">38 662<span class="ls0"> </span></div></div><div class="c x33 y198 w19 h29"><div class="t m0 x24 h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">(7 704) </div></div><div class="c x36 y198 w1b h29"><div class="t m0 x3a h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">8 538<span class="ls0"> </span></div></div><div class="c x1 y199 w16 h2c"><div class="t m0 xa h22 y16e ff7 fs4 fc6 sc0 ls0 ws0">IV. <span class="ff5">Zysk/(strata) netto ogółem</span> </div></div><div class="c x31 y199 w19 h2c"><div class="t m0 x38 h22 y16e ff7 fs4 fc6 sc0 ls0 ws0">(34 486) </div></div><div class="c x35 y199 w1a h2c"><div class="t m0 x39 h22 y16e ff7 fs4 fc2 sc0 ls6 ws0">45 039<span class="ls0"> </span></div></div><div class="c x33 y199 w19 h2c"><div class="t m0 x24 h22 y16e ff7 fs4 fc6 sc0 ls0 ws0">(8 012) </div></div><div class="c x36 y199 w1b h2c"><div class="t m0 x3a h22 y16e ff7 fs4 fc6 sc0 ls6 ws0">9 946<span class="ls0"> </span></div></div><div class="c x1 y19a w16 h29"><div class="t m0 xa h10 y36 ff8 fs4 fc2 sc0 ls0 ws0">V. Przepływy pieniężne netto z działalności operacyjnej<span class="ff6"> </span></div></div><div class="c x31 y19a w19 h29"><div class="t m0 x39 h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">19 378<span class="ls0"> </span></div></div><div class="c x35 y19a w1a h29"><div class="t m0 x39 h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">23 182<span class="ls0"> </span></div></div><div class="c x33 y19a w19 h29"><div class="t m0 x3a h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">4 502<span class="ls0"> </span></div></div><div class="c x36 y19a w1b h29"><div class="t m0 x3a h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">5 119<span class="ls0"> </span></div></div><div class="c x1 y19b w16 h2d"><div class="t m0 xa h10 y16e ff8 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 x31 y19b w19 h2d"><div class="t m0 x38 h10 y16e ff6 fs4 fc2 sc0 ls0 ws0">(31 604) </div></div><div class="c x35 y19b w1a h2d"><div class="t m0 x3 h10 y16e ff6 fs4 fc2 sc0 ls6 ws0">199 520<span class="ls0"> </span></div></div><div class="c x33 y19b w19 h2d"><div class="t m0 x24 h10 y16e ff6 fs4 fc2 sc0 ls0 ws0">(7 343) </div></div><div class="c x36 y19b w1b h2d"><div class="t m0 x39 h10 y16e ff6 fs4 fc2 sc0 ls6 ws0">44 060<span class="ls0"> </span></div></div><div class="c x1 y19c w16 h29"><div class="t m0 xa h10 y36 ff8 fs4 fc2 sc0 ls0 ws0">VII. Przepływy pieniężne netto z działalności finansowej<span class="ff6"> </span></div></div><div class="c x31 y19c w19 h29"><div class="t m0 x38 h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">(61 023) </div></div><div class="c x35 y19c w1a h29"><div class="t m0 x18 h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">(250 325) </div></div><div class="c x33 y19c w19 h29"><div class="t m0 x38 h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">(14 178) </div></div><div class="c x36 y19c w1b h29"><div class="t m0 x38 h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">(55 279) </div></div><div class="c x1 y19d w16 h2e"><div class="t m0 xa h10 y25 ff8 fs4 fc2 sc0 ls0 ws0">VIII. Przepływy pieniężne netto razem<span class="ff6"> </span></div></div><div class="c x31 y19d w19 h2e"><div class="t m0 x38 h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">(73 297) </div></div><div class="c x35 y19d w1a h2e"><div class="t m0 x38 h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">(25 193) </div></div><div class="c x33 y19d w19 h2e"><div class="t m0 x38 h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">(17 029) </div></div><div class="c x36 y19d w1b h2e"><div class="t m0 x24 h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">(5 563) </div></div><div class="c x1 y19e w16 h2c"><div class="t m0 xa h22 y16e ff7 fs4 fc6 sc0 ls0 ws0">IX. Aktywa razem </div></div><div class="c x31 y19e w19 h2c"><div class="t m0 x3 h22 y16e ff7 fs4 fc6 sc0 ls6 ws0">862 272<span class="ls0"> </span></div></div><div class="c x35 y19e w1a h2c"><div class="t m0 x3 h22 y16e ff7 fs4 fc2 sc0 ls6 ws0">848 767<span class="ls0"> </span></div></div><div class="c x33 y19e w19 h2c"><div class="t m0 x3 h22 y16e ff7 fs4 fc6 sc0 ls6 ws0">201 795<span class="ls0"> </span></div></div><div class="c x36 y19e w1b h2c"><div class="t m0 x3 h22 y16e ff7 fs4 fc6 sc0 ls6 ws0">195 209<span class="ls0"> </span></div></div><div class="c x1 y19f w16 h2e"><div class="t m0 xa h10 y25 ff8 fs4 fc2 sc0 ls0 ws0">X. Zobowiązania i rezerwy na zobowiązania<span class="ff6"> </span></div></div><div class="c x31 y19f w19 h2e"><div class="t m0 x3 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">563 780<span class="ls0"> </span></div></div><div class="c x35 y19f w1a h2e"><div class="t m0 x3 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">483 036<span class="ls0"> </span></div></div><div class="c x33 y19f w19 h2e"><div class="t m0 x3 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">131 940<span class="ls0"> </span></div></div><div class="c x36 y19f w1b h2e"><div class="t m0 x3 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">111 094<span class="ls0"> </span></div></div><div class="c x1 y1a0 w16 h29"><div class="t m0 xa h10 y36 ff8 fs4 fc2 sc0 ls0 ws0">XI. Zobowiązania długoterminowe<span class="ff6"> </span></div></div><div class="c x31 y1a0 w19 h29"><div class="t m0 x3 h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">178 430<span class="ls0"> </span></div></div><div class="c x35 y1a0 w1a h29"><div class="t m0 x3 h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">142 108<span class="ls0"> </span></div></div><div class="c x33 y1a0 w19 h29"><div class="t m0 x39 h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">41 758<span class="ls0"> </span></div></div><div class="c x36 y1a0 w1b h29"><div class="t m0 x39 h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">32 684<span class="ls0"> </span></div></div><div class="c x1 y1a1 w16 h2c"><div class="t m0 xa h10 y16e ff8 fs4 fc2 sc0 ls0 ws0">XII. Zobowiązania krótkoterminowe<span class="ff6"> </span></div></div><div class="c x31 y1a1 w19 h2c"><div class="t m0 x3 h10 y16e ff6 fs4 fc2 sc0 ls6 ws0">385 350<span class="ls0"> </span></div></div><div class="c x35 y1a1 w1a h2c"><div class="t m0 x3 h10 y16e ff6 fs4 fc2 sc0 ls6 ws0">340 928<span class="ls0"> </span></div></div><div class="c x33 y1a1 w19 h2c"><div class="t m0 x39 h10 y16e ff6 fs4 fc2 sc0 ls6 ws0">90 183<span class="ls0"> </span></div></div><div class="c x36 y1a1 w1b h2c"><div class="t m0 x39 h10 y16e ff6 fs4 fc2 sc0 ls6 ws0">78 410<span class="ls0"> </span></div></div><div class="c x1 y1a2 w16 h29"><div class="t m0 xa h10 y36 ff8 fs4 fc2 sc0 lsa ws0">XIII. Kapitał własny<span class="ff6 ls0"> </span></div></div><div class="c x31 y1a2 w19 h29"><div class="t m0 x3 h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">298 492<span class="ls0"> </span></div></div><div class="c x35 y1a2 w1a h29"><div class="t m0 x3 h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">365 731<span class="ls0"> </span></div></div><div class="c x33 y1a2 w19 h29"><div class="t m0 x39 h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">69 855<span class="ls0"> </span></div></div><div class="c x36 y1a2 w1b h29"><div class="t m0 x39 h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">84 115<span class="ls0"> </span></div></div><div class="c x1 y1a3 w16 h29"><div class="t m0 xa h22 y36 ff5 fs4 fc6 sc0 ls0 ws0">XIV. Kapitał zakładowy<span class="ff7"> </span></div></div><div class="c x31 y1a3 w19 h29"><div class="t m0 x3a h22 y36 ff7 fs4 fc6 sc0 ls6 ws0">8 198<span class="ls0"> </span></div></div><div class="c x35 y1a3 w1a h29"><div class="t m0 x3a h22 y36 ff7 fs4 fc2 sc0 ls6 ws0">8 198<span class="ls0"> </span></div></div><div class="c x33 y1a3 w19 h29"><div class="t m0 x3a h22 y36 ff7 fs4 fc6 sc0 ls6 ws0">1 919<span class="ls0"> </span></div></div><div class="c x36 y1a3 w1b h29"><div class="t m0 x3a h22 y36 ff7 fs4 fc6 sc0 ls6 ws0">1 885<span class="ls0"> </span></div></div><div class="c x1 y1a4 w16 h29"><div class="t m0 xa h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">XV. Liczba akcji (w tys. szt.) </div></div><div class="c x31 y1a4 w19 h29"><div class="t m0 x3a h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">8 198<span class="ls0"> </span></div></div><div class="c x35 y1a4 w1a h29"><div class="t m0 x3a h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">8 198<span class="ls0"> </span></div></div><div class="c x33 y1a4 w19 h29"><div class="t m0 x3b h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x36 y1a4 w1b h29"><div class="t m0 x3b h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y1a5 w16 h2f"><div class="t m0 xa h22 y1a6 ff5 fs4 fc6 sc0 ls0 ws0">XVI. Zysk (strata) na jedną akcję zwykłą (w zł/euro) <span class="ff7">- </span></div><div class="t m0 xa h22 y192 ff5 fs4 fc6 sc0 ls0 ws0">ogółem<span class="ff7"> </span></div></div><div class="c x31 y1a5 w19 h2f"><div class="t m0 x2d h22 y1a7 ff7 fs4 fc6 sc0 ls0 ws0">-4,21 </div></div><div class="c x35 y1a5 w1a h2f"><div class="t m0 x1d h22 y1a7 ff7 fs4 fc6 sc0 ls0 ws0">5,49 </div></div><div class="c x33 y1a5 w19 h2f"><div class="t m0 x2d h22 y1a7 ff7 fs4 fc6 sc0 ls0 ws0">-0,98 </div></div><div class="c x36 y1a5 w1b h2f"><div class="t m0 x1d h22 y1a7 ff7 fs4 fc6 sc0 ls0 ws0">1,21 </div></div><div class="c x1 y1a8 w16 h30"><div class="t m0 xa h10 y1a9 ff8 fs4 fc2 sc0 ls0 ws0">XVII. Rozwodniony zysk/(strata) na jedną akcję zwykłą (w </div><div class="t m0 xa h10 y1aa ff8 fs4 fc2 sc0 ls0 ws0">zł/euro) <span class="ff6">- </span>ogółem <span class="ff6"> </span></div></div><div class="c x31 y1a8 w19 h30"><div class="t m0 x2d h10 y1ab ff6 fs4 fc2 sc0 ls0 ws0">-4,21 </div></div><div class="c x35 y1a8 w1a h30"><div class="t m0 x1d h10 y1ab ff6 fs4 fc2 sc0 ls0 ws0">5,49 </div></div><div class="c x33 y1a8 w19 h30"><div class="t m0 x2d h10 y1ab ff6 fs4 fc2 sc0 ls0 ws0">-0,98 </div></div><div class="c x36 y1a8 w1b h30"><div class="t m0 x1d h10 y1ab ff6 fs4 fc2 sc0 ls0 ws0">1,21 </div></div><div class="c x1 y1ac w16 h2c"><div class="t m0 xa h22 y16e ff5 fs4 fc6 sc0 ls0 ws0">XVIII. Wartość księgowa na jedną akcję (w zł/euro)<span class="ff7"> </span></div></div><div class="c x31 y1ac w19 h2c"><div class="t m0 x3a h22 y16e ff7 fs4 fc6 sc0 ls0 ws0">36,41 </div></div><div class="c x35 y1ac w1a h2c"><div class="t m0 x3a h22 y16e ff7 fs4 fc6 sc0 ls0 ws0">44,61 </div></div><div class="c x33 y1ac w19 h2c"><div class="t m0 x1d h22 y16e ff7 fs4 fc6 sc0 ls0 ws0">8,52 </div></div><div class="c x36 y1ac w1b h2c"><div class="t m0 x3a h22 y16e ff7 fs4 fc6 sc0 ls0 ws0">10,26 </div></div><div class="c x1 y1ad w16 h31"><div class="t m0 xa h10 y1a9 ff8 fs4 fc2 sc0 ls0 ws0">XIX. Rozwodniona wartość księgowa na jedną akcję (w </div><div class="t m0 xa h10 y1aa ff8 fs4 fc2 sc0 ls0 ws0">zł/euro)<span class="ff6"> </span></div></div><div class="c x31 y1ad w19 h31"><div class="t m0 x3a h10 y1ae ff6 fs4 fc2 sc0 ls0 ws0">36,41 </div></div><div class="c x35 y1ad w1a h31"><div class="t m0 x3a h10 y1ae ff6 fs4 fc2 sc0 ls0 ws0">44,61 </div></div><div class="c x33 y1ad w19 h31"><div class="t m0 x1d h10 y1ae ff6 fs4 fc2 sc0 ls0 ws0">8,52 </div></div><div class="c x36 y1ad w1b h31"><div class="t m0 x3a h10 y1ae ff6 fs4 fc2 sc0 ls0 ws0">10,26 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h1b y1af ffa fsa fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h1b y1b0 ff9 fsa fc2 sc0 ls0 ws0">Dane  porównawcze  dl<span class="_ _1"></span>a  pozycji <span class="_ _6"> </span>dotyczący<span class="_ _0"></span>ch  sprawozdania <span class="_ _7"> </span>z  sytuacji <span class="_ _6"> </span>finanso<span class="_ _0"></span>wej  prezentowane  są <span class="_ _6"> </span>na  dzień <span class="_ _7"> </span>31.12.2023  r., <span class="_ _6"> </span>na<span class="_ _0"></span>tomiast<span class="_ _5"></span><span class="ffa">  </span>dla <span class="_ _7"> </span>pozycji  dotyczących <span class="_ _7"> </span>sprawo<span class="_ _0"></span>zdania  z </div><div class="t m0 x1 h1b y9a 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 <span class="_ _0"></span><span class="ffa">1.0<span class="_ _0"></span>1.2023 r. do 31.12.2<span class="_ _0"></span>023 r.<span class="_ _0"></span> </span></div><div class="t m0 x1 h1b y1b1 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 h1b y1b2 ff9 fsa fc2 sc0 ls0 ws0">Na 31.12.2023 r. liczba a<span class="_ _0"></span>kcji użyta do wy<span class="_ _0"></span>liczenia zysku na jedną <span class="_ _0"></span>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 wynosiła 8 198 tys.<span class="_ _0"></span> sztuk.<span class="_ _0"></span><span class="ffa"> </span></div><div class="t m0 x1 h1b y1b3 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 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="_ _5"></span>s<span class="_ _0"></span>iła 8 198 tys. sztuk. <span class="_ _0"></span><span class="ffa"> </span></div><div class="t m0 x1 h1b y5c ff9 fsa fc2 sc0 ls0 ws0">Na 31.12.2023r. 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="_ _6"></span>iła  8 198 tys. sztuk.<span class="ffa"> </span></div><div class="t m0 x1 h22 y1b4 ff5 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="ff7"> </span></div><div class="t m0 x1 h10 y1b5 ff8 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 h10 y1b6 ff8 fs4 fc2 sc0 ls0 ws0">Polski 31 grudnia 2024 r.: 4,2730 zł/euro oraz dla danych porównawczych 29 grudnia 2023 r. 4,3480 zł/euro.<span class="ff6"> </span></div><div class="t m0 x1 h10 y1b7 ff8 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="_ _6"></span><span class="ff6">kurs<span class="_ _1"></span>u </span></div><div class="t m0 x1 h10 y1b8 ff8 fs4 fc2 sc0 ls0 ws0">stanowiącego <span class="_ _6"></span>śre<span class="_ _1"></span>dnią <span class="_ _6"></span>arytmetyczną <span class="_ _6"></span>śre<span class="_ _1"></span>dnich <span class="_ _6"></span>kursów <span class="_ _5"></span>NBP <span class="_ _6"></span>obowiązujących <span class="_ _6"></span>na <span class="_ _5"></span>o<span class="_ _0"></span>statni <span class="_ _5"></span>dzień <span class="_ _6"></span>kalendarzowy <span class="_ _6"></span>poszczególnych <span class="_ _5"></span>miesięcy, <span class="_ _6"></span>k<span class="_ _0"></span>tó<span class="_ _0"></span>ry </div><div class="t m0 x1 h10 y188 ff8 fs4 fc2 sc0 ls0 ws0">wyniósł odpowiednio 4,3042 zł/euro (12 miesi<span class="_ _1"></span>ęcy 2024 r.), 4,5284 zł/euro (12 miesięcy 2023 r.).<span class="ff6"> </span></div><div class="t m0 x1 h10 y1b9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1ba ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1bb ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1bc ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1bd ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1be ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1bf ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1c0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1c1 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1c2 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 y3c w1c h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">12<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y1c3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h19 y1c4 ff6 fs9 fc2 sc0 ls0 ws0"> <span class="_ _16"> </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 x5 y3c w1d h1c" alt="" 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class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">13<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h9 y1c5 ff7 fs2 fc8 sc0 lsb ws0">1.<span class="ff3 ls0"> <span class="_ _15"> </span><span class="ff5">NAJWAŻNIEJSZE WY<span class="_ _1"></span>DARZENIA W 20<span class="_ _1"></span>2<span class="ff7">4 </span>R. WRAZ Z OPISE<span class="_ _1"></span>M ISTOTNYCH <span class="_ _1"></span>DOKONAŃ </span></span></div><div class="t m0 x3d h32 y42 ff5 fs2 fc8 sc0 ls0 ws0">LUB NIEPOWO<span class="_ _1"></span>DZEŃ GRUPY KAPIT<span class="_ _10"></span>AŁ<span class="_ _0"></span>OWEJ<span class="ff7 lsc">  <span class="ls0"> </span></span></div></div><div class="c x1 y1c6 w1e h33"><div class="t m0 x3e h22 y1c7 ff7 fs4 fc2 sc0 ls0 ws0">WYDARZENIA W 2024 ROKU </div></div><div class="c x1 y1c8 w1f h34"><div class="t m0 x3f h22 y1c9 ff7 fs4 fc2 sc0 ls0 ws0">Zmiany w strukturze akcjonariatu UNIMOT </div></div><div class="c x40 y1c8 w20 h34"><div class="t m0 x3f h10 y1c9 ff6 fs4 fc2 sc0 ls0 ws0">8 <span class="_ _0"></span>stycznia <span class="_ _5"></span>2024 <span class="_ _5"></span>roku <span class="_ _5"></span>Fundacja <span class="_ _0"></span><span class="ff8">Z<span class="_ _0"></span>bigniewa <span class="_ _0"></span>Juroszka <span class="_ _5"></span>Fundacja <span class="_ _5"></span>Rodzinna <span class="_ _0"></span>nabyła <span class="_ _5"></span>149</span> 900<span class="_ _0"></span> </div><div class="t m0 x3f h10 y1ca ff8 fs4 fc2 sc0 ls0 ws0">sztuk <span class="_ _13"> </span>akcji <span class="_ _13"> </span>Unimot, <span class="_ _13"> </span>które <span class="_ _13"> </span>s<span class="_ _0"></span>powodowało <span class="_ _13"> </span>przekroczenie <span class="_ _13"> </span>przez <span class="_ _13"> </span>Fundację <span class="_ _13"> </span>Zbigniewa </div><div class="t m0 x3f h10 y1cb ff8 fs4 fc2 sc0 ls0 ws0">Juroszka <span class="_ _17"> </span>Fundację <span class="_ _17"> </span>Rodzinną <span class="_ _17"> </span>łącznie <span class="_ _17"> </span>z <span class="_ _17"> </span>podmiotem <span class="_ _17"> </span>dominującym <span class="_ _17"> </span>i <span class="_ _17"> </span>podmiotami </div><div class="t m0 x3f h10 y1cc ff8 fs4 fc2 sc0 ls0 ws0">powiązanymi 5% ogólnej liczby głosów w spółce Unimot S.<span class="ff6 lsd">A.<span class="ls0"> </span></span></div><div class="t m0 x3f h10 y1cd ff8 fs4 fc2 sc0 ls0 ws0">Po <span class="_ _7"></span>zawarciu <span class="_ _7"></span>transakcji <span class="_ _6"></span>Zbigniew <span class="_ _7"> </span>Juroszek, <span class="_ _7"> </span>łącznie <span class="_ _7"> </span>z <span class="_ _7"> </span>podmiotami <span class="_ _7"> </span>zależnymi, <span class="_ _7"> </span>posiadał </div><div class="t m0 x3f h10 y1ce ff8 fs4 fc2 sc0 ls0 ws0">bezpośrednio <span class="_ _17"> </span>i <span class="_ _17"> </span>pośrednio <span class="_ _17"> </span>556<span class="ff6"> </span>845 <span class="_ _17"> </span>akcji, <span class="_ _17"> </span>co <span class="_ _17"> </span>przekłada <span class="_ _17"> </span>się <span class="_ _17"> </span>na <span class="_ _17"> </span>6,79%. <span class="_ _17"> </span>kapitału </div><div class="t m0 x3f h10 y1c7 ff8 fs4 fc2 sc0 ls0 ws0">zakładowego oraz 6,51%. głosów na walnym zgromadzeni<span class="_ _1"></span>u Unimot S.A. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3f h10 y192 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 y0 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y1cf w1f h35"><div class="t m0 x3f h22 y1d0 ff5 fs4 fc2 sc0 ls0 ws0">Inwestycje w logistykę kolejową<span class="ff7"> </span></div></div><div class="c x40 y1cf w20 h35"><div class="t m0 x3f h10 y1d0 ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _6"></span>UNIMOT <span class="_ _6"></span><span class="ff8">,<span class="_ _0"></span> <span class="_ _6"></span>poprzez <span class="_ _7"></span>Spółkę <span class="_ _6"></span>O<span class="_ _0"></span>LAVION, <span class="_ _6"></span>konsekwentnie <span class="_ _6"></span>ro<span class="_ _0"></span>zwija <span class="_ _6"></span>flotę <span class="_ _7"></span>lokomotyw </span></div><div class="t m0 x3f h10 y1d1 ff8 fs4 fc2 sc0 ls0 ws0">elektrycznych Dragon, wspierając tym samym dekarbonizację transportu kolejowego.<span class="ff6"> </span></div><div class="t m0 x3f h10 y1d2 ff8 fs4 fc2 sc0 ls0 ws0">W  II <span class="_ _14"> </span>połowie  2024  roku  OLAVION  odebrał  pierwsze  cztery  lokomotywy  E<span class="_ _0"></span>6ACTab. </div><div class="t m0 x3f h10 y1d3 ff8 fs4 fc2 sc0 ls0 ws0">Dodatkowo, na <span class="_ _10"></span>bazie wcześni<span class="_ _1"></span>ejszych uzgodn<span class="_ _1"></span>ień, S<span class="_ _1"></span>półka skorzystała <span class="_ _10"></span>z opcji ro<span class="_ _1"></span>zszerzenia </div><div class="t m0 x3f h10 y1d4 ff8 fs4 fc2 sc0 ls0 ws0">zamówienia o kolejne 16 lokomotyw, które zostaną dostarczone w latach 2025–<span class="ff6 ls6">2029.<span class="ls0"> </span></span></div><div class="t m0 x3f h10 y192 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y1d5 w1f h36"><div class="t m0 x3f h22 y1d6 ff5 fs4 fc2 sc0 ls0 ws0">Rozwój działalności w zakresie paliw </div><div class="t m0 x3f h22 y1cb ff7 fs4 fc2 sc0 ls0 ws0">lotniczych </div></div><div class="c x40 y1d5 w20 h36"><div class="t m0 x3f h10 y1d6 ff8 fs4 fc2 sc0 ls0 ws0">Spółka Unimot Aviation, która dołączyła w 2023 r. do <span class="ff6">Grupy UNIMOT  , intensywnie </span></div><div class="t m0 x3f h10 y1cb ff8 fs4 fc2 sc0 ls0 ws0">rozwijała swoje kompetencje w branży paliw lotni<span class="_ _1"></span>czych<span class="ff6 ls5">. U<span class="ls0">ruchomi</span></span>ła działalność<span class="ff6"> <span class="lse">w </span></span></div><div class="t m0 x3f h10 y1d7 ff8 fs4 fc2 sc0 ls0 ws0">obszarze lotnictwa pasażerskiego na Lotnisku Kraków<span class="ff6">-Balice oraz Lotnisku Katowice-</span></div><div class="t m0 x3f h10 y1cd ff8 fs4 fc2 sc0 ls0 ws0">Pyrzowice. Spółka pomyślnie przeszła rygorystyczne aud<span class="_ _1"></span>yty przeprowadzone przez </div><div class="t m0 x3f h10 y1d8 ff8 fs4 fc2 sc0 ls0 ws0">inspektorów Urzędu Lotnictwa Cywilnego (ULC), które potwierdzają przestr<span class="_ _1"></span>zeganie </div><div class="t m0 x3f h10 y1a6 ff8 fs4 fc2 sc0 ls0 ws0">najwyższych specjalistycznych standardów.<span class="ff6"> </span></div><div class="t m0 x3f h10 y192 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y1d9 w1f h37"><div class="t m0 x3f h22 y1da ff5 fs4 fc2 sc0 ls0 ws0">Rozwój działalności w zakresie paliw </div><div class="t m0 x3f h22 y1db ff5 fs4 fc2 sc0 ls0 ws0">żeglugowych<span class="ff7"> </span></div></div><div class="c x40 y1d9 w20 h37"><div class="t m0 x3f h10 y1da ff8 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _5"></span>Unimot <span class="_ _6"></span>Paliwa <span class="_ _5"></span>rozpoczęła <span class="_ _5"></span>działalność <span class="_ _6"></span>na <span class="_ _5"></span>rynku <span class="_ _5"></span>paliw <span class="_ _6"></span>żeglugowych <span class="_ _5"></span>w <span class="_ _6"></span>polskich </div><div class="t m0 x3f h10 y1db ff8 fs4 fc2 sc0 ls0 ws0">portach. <span class="_ _15"> </span>Pierwsza <span class="_ _15"> </span>dostawa <span class="_ _15"> </span>odbyła <span class="_ _15"> </span>się <span class="_ _15"> </span>11<span class="_ _0"></span> <span class="_ _15"> </span>marca <span class="_ _15"> </span>2024 <span class="_ _15"> </span>r. <span class="_ _18"> </span>–<span class="ff6"> <span class="_ _15"> </span>w <span class="_ _15"> </span>porcie <span class="_ _15"> </span>w <span class="_ _19"> </span>Gdyni </span></div><div class="t m0 x3f h10 y1dc ff8 fs4 fc2 sc0 ls0 ws0">zatankowana (zabun<span class="_ _1"></span>krowana) z<span class="_ _1"></span>ostała <span class="_ _1"></span>jednostka <span class="_ _10"></span>Fairplay VII, n<span class="_ _1"></span>ależąca do <span class="_ _10"></span>firmy Fairpl<span class="_ _1"></span>ay </div><div class="t m0 x3f h10 y1dd ff6 fs4 fc2 sc0 ls0 ws0">Towage <span class="_ _7"></span>Polska <span class="_ _7"></span>S<span class="ff8">p. <span class="_ _6"></span>z<span class="_ _0"></span> <span class="_ _6"></span>o<span class="_ _0"></span>.o. <span class="_ _7"></span>Sp.k. <span class="_ _7"> </span>Działalność <span class="_ _7"> </span>bunkrowa <span class="_ _12"> </span></span>Grupy <span class="_ _6"></span>UN<span class="_ _0"></span>IMOT <span class="_ _7"></span> <span class="_ _7"> </span> <span class="_ _7"> </span>prowadzona </div><div class="t m0 x3f h10 y1de ff8 fs4 fc2 sc0 ls0 ws0">będzie <span class="_ _12"> </span>w  oparciu <span class="_ _12"> </span>o  dwa<span class="_ _1"></span> <span class="_ _12"> </span>z  dziewię<span class="_ _1"></span>ciu <span class="_ _12"> </span>terminali  pali<span class="_ _1"></span>wowych  należących <span class="_ _12"> </span>do  Un<span class="_ _1"></span>imot </div><div class="t m0 x3f h10 y1df ff8 fs4 fc2 sc0 ls0 ws0">Terminale, zlokalizowanych w Gdańsku i Szczecinie<span class="_ _1"></span>.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3f h10 y1e0 ff6 fs4 fc2 sc0 ls0 ws0">Ponadto, <span class="_ _7"></span>Grupa <span class="_ _6"></span>UNIMOT <span class="_ _7"> </span><span class="ff8">podpisał<span class="_ _0"></span>a <span class="_ _7"></span>z <span class="_ _7"></span>Peninsula <span class="_ _6"></span>Petroleum <span class="_ _7"></span>Limited <span class="_ _7"></span>list <span class="_ _7"></span>intencyjny <span class="_ _6"></span>w<span class="_ _0"></span> </span></div><div class="t m0 x3f h10 y1e1 ff8 fs4 fc2 sc0 ls0 ws0">sprawie  współpracy  w  zakresie  fizycznych  dostaw  paliwa  żeglugowego  w  polskich </div><div class="t m0 x3f h10 y1e2 ff6 fs4 fc2 sc0 ls0 ws0">portach. </div><div class="t m0 x3f h10 y1e3 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y1e4 w1f h38"><div class="t m0 x3f h22 y1e5 ff5 fs4 fc2 sc0 ls0 ws0">Przyjęcie strategii biznesowej na lata 2024<span class="ff7">-</span></div><div class="t m0 x3f h22 y1e6 ff7 fs4 fc2 sc0 ls6 ws0">2028<span class="ls0"> </span></div></div><div class="c x40 y1e4 w20 h38"><div class="t m0 x3f h10 y1e5 ff8 fs4 fc2 sc0 ls0 ws0">W kwietniu 2024 <span class="_ _0"></span>r. Zarząd <span class="_ _0"></span>i Rada<span class="_ _0"></span> Nadzorcza <span class="_ _0"></span>Unimot przyjęły Strategię <span class="_ _5"></span><span class="ff6">Grupy UNIMOT<span class="_ _0"></span>   </span></div><div class="t m0 x3f h10 y1e6 ff6 fs4 fc2 sc0 ls0 ws0">na lata 2024-<span class="ls6">2028.</span> </div><div class="t m0 x3f h10 y1e7 ff8 fs4 fc2 sc0 ls0 ws0">Strategia <span class="_ _0"></span>jest <span class="_ _5"></span>odpowiedzią <span class="_ _0"></span>na <span class="_ _5"></span>wyz<span class="_ _0"></span>wania <span class="_ _0"></span>z<span class="_ _0"></span>wiązane <span class="_ _0"></span>z <span class="_ _5"></span>obecną <span class="_ _5"></span>sytuacją <span class="_ _0"></span>oraz<span class="_ _0"></span> <span class="_ _0"></span>przyszłością </div><div class="t m0 x3f h10 y1e8 ff8 fs4 fc2 sc0 ls0 ws0">rynku  paliwow<span class="_ _0"></span>ego  i <span class="_ _14"> </span>energetycznego, <span class="_ _14"> </span>a  także <span class="_ _14"> </span>rosnącymi <span class="_ _14"> </span>wymaganiami <span class="_ _14"> </span>w  zakre<span class="_ _0"></span>sie </div><div class="t m0 x3f h10 y1e9 ff8 fs4 fc2 sc0 ls0 ws0">ochrony <span class="_ _6"></span>środowiska <span class="_ _5"></span>i <span class="_ _6"></span>zmian <span class="_ _6"></span>klimatu. <span class="_ _5"></span>W <span class="_ _6"></span>procesie <span class="_ _6"></span>opracowywania <span class="_ _6"></span>Strate<span class="_ _1"></span>gii <span class="_ _6"></span>dokonano </div><div class="t m0 x3f h10 y1ea ff8 fs4 fc2 sc0 ls0 ws0">analizy <span class="_ _17"> </span>kierunków <span class="_ _17"> </span>rozwoju <span class="_ _17"> </span>otoczenia <span class="_ _17"> </span>rynkowego, <span class="_ _17"> </span>regulacyjnego, <span class="_ _17"> </span>społecznego <span class="_ _17"> </span>i </div><div class="t m0 x3f h10 y1eb ff8 fs4 fc2 sc0 ls0 ws0">ekonomicznego przekładając je na szanse i ryzyka dla Emitenta.<span class="ff6"> </span></div><div class="t m0 x3f h10 y1ec ff6 fs4 fc2 sc0 ls0 ws0">Celem <span class="_ _f"> </span>Grupy <span class="_ _1a"> </span>UNIMOT <span class="_ _f"> </span> <span class="_ _1a"> </span> <span class="_ _1a"> </span><span class="ff8">jest <span class="_ _f"> </span>mak<span class="_ _0"></span>symalne <span class="_ _f"> </span>wykorzystywanie <span class="_ _1a"> </span>potencjału </span></div><div class="t m0 x3f h10 y1ed ff8 fs4 fc2 sc0 ls0 ws0">dotychczasowych <span class="_ _19"> </span>kluczowych <span class="_ _19"> </span>segmentów <span class="_ _19"> </span>biznesowych <span class="_ _19"> </span>i <span class="_ _18"> </span>umacnianie <span class="_ _19"> </span>ich <span class="_ _19"> </span>pozycji </div><div class="t m0 x3f h10 y1ee ff8 fs4 fc2 sc0 ls0 ws0">rynkowej. Równolegle Emitent zakłada aktywny udział w transformacji energetycznej i </div><div class="t m0 x3f h10 y1ef ff8 fs4 fc2 sc0 ls0 ws0">zwiększanie <span class="_ _0"></span>udziału <span class="_ _5"></span>w <span class="_ _5"></span>rynku, <span class="_ _5"></span>a <span class="_ _5"></span>w <span class="_ _5"></span>konsekwencji <span class="_ _5"></span>wzrost <span class="_ _5"></span>w<span class="_ _0"></span>artości <span class="_ _5"></span>Grupy <span class="_ _5"></span>dla <span class="_ _0"></span>wszystk<span class="_ _0"></span>ich </div><div class="t m0 x3f h10 y1f0 ff8 fs4 fc2 sc0 ls0 ws0">jej <span class="_ _12"> </span>interesariuszy <span class="_ _7"> </span>przy <span class="_ _12"> </span>jednoczesnym <span class="_ _12"> </span>osiągnięciu <span class="_ _7"> </span>neutralności <span class="_ _12"> </span>klimatycznej <span class="_ _12"> </span>do <span class="_ _12"> </span>2050 </div><div class="t m0 x3f h10 y1f1 ff6 fs4 fc2 sc0 ls0 ws0">roku. </div><div class="t m0 x3f h10 y1f2 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>Strategii <span class="_ _0"></span>została <span class="_ _0"></span>o<span class="_ _0"></span>kreślona mis<span class="_ _0"></span>ja <span class="_ _0"></span>polegająca <span class="_ _0"></span>na <span class="_ _5"></span>dostarczaniu <span class="_ _0"></span>czystej <span class="_ _0"></span>i <span class="_ _0"></span>taniej <span class="_ _5"></span>energii. </div><div class="t m0 x3f h10 y1d1 ff8 fs4 fc2 sc0 ls0 ws0">Sprawność <span class="_ _0"></span>organizacyjna, <span class="_ _0"></span>efektywność <span class="_ _0"></span>kosztowa, <span class="_ _0"></span>otwartość <span class="_ _0"></span>na <span class="_ _5"></span>zmiany <span class="_ _0"></span>i <span class="_ _0"></span>wychodzenie </div><div class="t m0 x3f h10 y1f3 ff8 fs4 fc2 sc0 ls0 ws0">poza <span class="_ _1"></span>horyzont, <span class="_ _10"></span>mają pozwolić <span class="_ _10"></span>Grupie <span class="_ _10"></span>na <span class="_ _1"></span>wyprzedzanie <span class="_ _10"></span>konkurencji poprzez <span class="_ _10"></span>oferowanie </div><div class="t m0 x3f h10 y1d3 ff6 fs4 fc2 sc0 ls0 ws0">naj<span class="ff8">lepszych <span class="_ _4"> </span>produktów <span class="_ _1b"> </span>i <span class="_ _4"> </span>najw<span class="_ _0"></span>yższej <span class="_ _4"> </span>jako<span class="_ _0"></span>ści <span class="_ _4"> </span>obsługi <span class="_ _4"> </span>na <span class="_ _1b"> </span>rynku, <span class="_ _4"> </span>tym <span class="_ _1b"> </span>samym </span></div><div class="t m0 x3f h10 y1a6 ff8 fs4 fc2 sc0 ls0 ws0">zrównoważony rozwój zdywersyfikowanego biznesu. <span class="ff6"> </span></div><div class="t m0 x3f h10 y192 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y1f4 w1f h39"><div class="t m0 x3f h22 y1f5 ff7 fs4 fc2 sc0 ls0 ws0">Wprowadzenie paliwa HVO do oferty Grupy </div><div class="t m0 x3f h22 y1f6 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT   </div></div><div class="c x40 y1f4 w20 h39"><div class="t m0 x3f h10 y1f5 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _6"></span>Paliwa, <span class="_ _6"></span>spółka <span class="_ _7"></span>z <span class="_ _7"></span><span class="ff6">Grupy <span class="_ _6"></span>UNIMOT <span class="_ _6"></span> <span class="_ _7"></span></span>, <span class="_ _6"></span>roz<span class="_ _0"></span>szerzyła <span class="_ _6"></span>swoją <span class="_ _6"></span>ofertę <span class="_ _6"></span>paliwową <span class="_ _7"></span>o <span class="_ _6"></span>olej </div><div class="t m0 x3f h10 y1f6 ff8 fs4 fc2 sc0 ls0 ws0">napędowy HVO100.<span class="ff6"> </span></div><div class="t m0 x3f h10 y1f7 ff6 fs4 fc2 sc0 ls0 ws0">HVO100 <span class="_ _0"></span>(ang. <span class="_ _5"></span>Hydrogenated Vegetable <span class="_ _0"></span>Oil) <span class="_ _5"></span>to <span class="_ _0"></span>zaaw<span class="_ _0"></span>ansowane <span class="_ _0"></span>technologicznie <span class="_ _0"></span>paliwo </div><div class="t m0 x3f h10 y1f8 ff8 fs4 fc2 sc0 ls0 ws0">syntetyczne przeznaczone do pojazdów z silnikami wysokoprężnymi. W porównaniu <span class="ff6"> </span></div><div class="t m0 x3f h10 y1f9 ff8 fs4 fc2 sc0 ls0 ws0">z <span class="_ _5"></span>tradycyjnym <span class="_ _6"></span>olejem <span class="_ _5"></span>napędowym <span class="_ _5"></span>ON<span class="_ _0"></span><span class="ff6">-</span>B0, <span class="_ _5"></span>HVO<span class="_ _0"></span>100 <span class="_ _5"></span>charakteryzuje <span class="_ _5"></span>się <span class="_ _5"></span>nawet <span class="_ _6"></span>do <span class="_ _5"></span>90% </div><div class="t m0 x3f h10 y1fa ff8 fs4 fc2 sc0 ls0 ws0">niższą emisyjnością <span class="_ _0"></span>gazów <span class="_ _0"></span>cieplarnianych, w<span class="_ _0"></span> <span class="_ _0"></span>tym CO<span class="_ _0"></span>2, <span class="_ _0"></span>kalkulowaną z <span class="_ _0"></span>uwzględnieniem </div><div class="t m0 x3f h10 y1c7 ff8 fs4 fc2 sc0 ls0 ws0">całego cyklu <span class="_ _1"></span>życia paliwa –<span class="ff6"> <span class="_ _1"></span>od produkcji, p<span class="_ _1"></span>rzez transport, po s<span class="_ _1"></span>palanie, co czyni HVO100<span class="_ _1"></span> </span></div><div class="t m0 x3f h10 y192 ff6 fs4 fc2 sc0 ls0 ws0">istotnym <span class="ff8">narzędziem w dekarbonizacji sektora transp<span class="_ _1"></span>ortu. Ten wynik potwierdzają np. </span></div></div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x5 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">14<span class="ls0"> </span></div></div><div class="c x40 y1fb w20 h3a"><div class="t m0 x3f h10 y1fc ff8 fs4 fc2 sc0 ls0 ws0">wskaźniki <span class="_ _15"> </span>konwersji <span class="_ _15"> </span>przyjmowane <span class="_ _15"> </span>przez <span class="_ _15"> </span>administrację <span class="_ _15"> </span>brytyjską <span class="_ _15"> </span>w <span class="_ _15"> </span>raportowaniu </div><div class="t m0 x3f h10 y1fd ff8 fs4 fc2 sc0 ls0 ws0">emisyjności (Department for Environment, Food and Ru<span class="_ _1"></span>ral Affairs UK).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3f h10 y1fe ff8 fs4 fc2 sc0 ls0 ws0">Ograniczenie <span class="_ _12"> </span>emisji  g<span class="_ _1"></span>azów  cieplarn<span class="_ _1"></span>ianych <span class="_ _12"> </span>wynika  z <span class="_ _12"> </span>zastosowania  zasad <span class="_ _12"> </span>gospodarki </div><div class="t m0 x3f h10 y1ff ff8 fs4 fc2 sc0 ls0 ws0">cyrkularnej,  tj.  wykorzystania  odnawialn<span class="_ _1"></span>ych  surowców,  takich  jak  np.  zużyte  oleje </div><div class="t m0 x3f h10 y200 ff8 fs4 fc2 sc0 ls0 ws0">roślinne. <span class="_ _10"></span>Emisja <span class="_ _10"></span>CO2 <span class="_ _1"></span>generowana <span class="_ _9"></span>podcz<span class="_ _0"></span>as <span class="_ _10"></span>spalania <span class="_ _10"></span>HVO100 <span class="_ _1"></span>jest <span class="_ _10"></span>uznawana <span class="_ _10"></span>za <span class="_ _1"></span>neutralną </div><div class="t m0 x3f h10 y1c9 ff6 fs4 fc2 sc0 ls0 ws0">klimatyczni<span class="ff8">e,  p<span class="_ _1"></span>onieważ  jest <span class="_ _12"> </span>kompensowana  na  wcześni<span class="_ _1"></span>ejszych  etapach <span class="_ _12"> </span>cyklu  życia </span></div><div class="t m0 x3f h10 y1ca ff8 fs4 fc2 sc0 ls0 ws0">paliwa. <span class="_ _3"> </span>W <span class="_ _3"> </span>obliczu <span class="_ _3"> </span>globalnych <span class="_ _3"> </span>wyzwań <span class="_ _3"> </span>klimatycznych <span class="_ _3"> </span>oraz <span class="_ _3"> </span>unijnych <span class="_ _3"> </span>r<span class="_ _0"></span>egulacji </div><div class="t m0 x3f h10 y1cb ff8 fs4 fc2 sc0 ls0 ws0">dotyczących <span class="_ _13"> </span>redukcji <span class="_ _14"> </span>emisji <span class="_ _13"> </span>gazów <span class="_ _14"> </span>cieplarnianych, <span class="_ _13"> </span>HVO100 <span class="_ _13"> </span>zyskuje <span class="_ _14"> </span>na <span class="_ _13"> </span>znaczeniu, </div><div class="t m0 x3f h10 y1cc ff8 fs4 fc2 sc0 ls0 ws0">wspierając wysiłki na rzecz minimalizacji śladu węglowego transportu.<span class="ff6"> </span></div><div class="t m0 x3f h10 y1cd ff6 fs4 fc2 sc0 ls0 ws0">Grupa  UNIMOT <span class="_ _14"> </span><span class="ff8">jako <span class="_ _14"> </span>pierwsza  na <span class="_ _14"> </span>rynku  wprowadziła <span class="_ _14"> </span>innowacyjne  paliwo <span class="_ _14"> </span>HVO <span class="_ _14"> </span>w </span></div><div class="t m0 x3f h10 y1ce ff8 fs4 fc2 sc0 ls0 ws0">sprzedaży na stacji paliw.<span class="ff6"> </span></div><div class="t m0 x3f h10 y1c7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 y192 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y201 w1f h3b"><div class="t m0 x3f h22 y202 ff5 fs4 fc2 sc0 ls0 ws0">Zwiększenie elastyczności logistycznej<span class="ff7"> </span></div></div><div class="c x40 y201 w20 h3b"><div class="t m0 x3f h10 y202 ff8 fs4 fc2 sc0 ls0 ws0">22 <span class="_ _6"></span>maja <span class="_ _5"></span>2024 <span class="_ _6"></span>r. <span class="_ _6"></span>spółka <span class="_ _6"></span>zależna <span class="_ _6"></span>od <span class="_ _5"></span>Emitenta <span class="_ _7"></span>–<span class="ff6"> <span class="_ _6"></span></span>Unimot <span class="_ _5"></span>Pa<span class="_ _0"></span>liwa <span class="_ _6"></span>sp. <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _6"></span>o.o. <span class="_ _6"></span>podpis<span class="_ _1"></span>ała <span class="_ _6"></span>ze </div><div class="t m0 x3f h10 y203 ff8 fs4 fc2 sc0 ls0 ws0">spółką <span class="_ _12"> </span>HES <span class="_ _12"> </span>Wilhelmshaven <span class="_ _12"> </span>Tank <span class="_ _12"> </span>Terminal <span class="_ _12"> </span>GmbH <span class="_ _12"> </span>(„HES”)  u<span class="_ _1"></span>mowę <span class="_ _12"> </span>na <span class="_ _12"> </span>przeładunek <span class="_ _12"> </span>i </div><div class="t m0 x3f h10 y204 ff6 fs4 fc2 sc0 ls0 ws0">magazynowane <span class="_ _0"></span>gazu <span class="_ _5"></span>LPG. <span class="_ _5"></span>Umowa <span class="_ _5"></span>przewiduje <span class="_ _5"></span><span class="ff8">mo<span class="_ _0"></span>żliwość <span class="_ _5"></span>magazynowania <span class="_ _0"></span>gaz<span class="_ _0"></span>u <span class="_ _0"></span>LPG <span class="_ _5"></span>o </span></div><div class="t m0 x3f h10 y1e5 ff8 fs4 fc2 sc0 ls0 ws0">wolumenie <span class="_ _6"></span>około <span class="_ _6"></span>8 <span class="_ _6"></span>tys. <span class="_ _6"></span>ton.<span class="_ _1"></span> <span class="_ _6"></span>Umowa <span class="_ _6"></span>została <span class="_ _5"></span>z<span class="_ _0"></span>awarta <span class="_ _6"></span>na <span class="_ _6"></span>czas <span class="_ _5"></span>o<span class="_ _0"></span>kreśl<span class="_ _1"></span>ony <span class="_ _6"></span>48 <span class="_ _6"></span>miesięcy, </div><div class="t m0 x3f h10 y205 ff8 fs4 fc2 sc0 ls0 ws0">począwszy od 1 <span class="_ _0"></span>października 2024 r. z<span class="_ _0"></span> możliwością jej przedłużenia na <span class="_ _0"></span>okres kolejnych </div><div class="t m0 x3f h10 y206 ff8 fs4 fc2 sc0 ls0 ws0">24 miesięcy.<span class="ff6"> </span></div><div class="t m0 x3f h10 y207 ff8 fs4 fc2 sc0 ls0 ws0">Magazyny <span class="_ _5"></span>i <span class="_ _6"></span>infrastruktura <span class="_ _5"></span>należące <span class="_ _5"></span>do <span class="_ _6"></span>HES, <span class="_ _5"></span>a <span class="_ _6"></span>będące <span class="_ _5"></span>przedmiotem <span class="_ _5"></span>umow<span class="_ _0"></span>y, <span class="_ _5"></span>z<span class="_ _0"></span>najdują </div><div class="t m0 x3f h10 y208 ff8 fs4 fc2 sc0 ls0 ws0">się <span class="_ _10"></span>w Niemczech. <span class="_ _10"></span>Takie położenie <span class="_ _10"></span>terminala <span class="_ _1"></span>przeładunkowego <span class="_ _10"></span>gazu LPG <span class="_ _10"></span>jest optymalne </div><div class="t m0 x3f h10 y209 ff8 fs4 fc2 sc0 ls0 ws0">z <span class="_ _7"> </span>punktu <span class="_ _7"> </span>widzenia <span class="_ _12"> </span>procesu <span class="_ _6"></span>lo<span class="_ _0"></span>gistycznego <span class="_ _7"></span>dostaw <span class="_ _7"> </span>tego <span class="_ _7"> </span>produktu,<span class="_ _0"></span> <span class="_ _7"> </span>w <span class="_ _12"> </span>szczególności <span class="_ _6"></span>w </div><div class="t m0 x3f h10 y20a ff6 fs4 fc2 sc0 ls0 ws0">sytuacji, gdy <span class="_ _10"></span><span class="ff8">o<span class="_ _0"></span>d grudnia 2024 <span class="_ _10"></span>r. obowiąz<span class="_ _0"></span><span class="ff6">uje embarg<span class="_ _1"></span>o na i<span class="_ _1"></span>mport gazu LPG <span class="_ _1"></span>z Rosji <span class="_ _1"></span>do UE.  </span></span></div><div class="t m0 x3f h10 y20b ff8 fs4 fc2 sc0 ls0 ws0">Dodatkowo, <span class="_ _1"></span>Grupa <span class="_ _10"></span>Emitenta <span class="_ _10"></span>podpisała z <span class="_ _10"></span>HES <span class="_ _10"></span>ko<span class="_ _0"></span>lejną <span class="_ _10"></span>umowę <span class="_ _1"></span>związaną <span class="_ _10"></span>z przeładu<span class="_ _1"></span>nkiem </div><div class="t m0 x3f h10 y1fe ff8 fs4 fc2 sc0 ls0 ws0">i <span class="_ _14"> </span>magazynowaniem <span class="_ _14"> </span>o<span class="_ _0"></span>leju <span class="_ _14"> </span>napędowego. <span class="_ _13"> </span>Zagwarantowana <span class="_ _14"> </span>pojemność <span class="_ _13"> </span>magazynowa </div><div class="t m0 x3f h10 y1ff ff8 fs4 fc2 sc0 ls0 ws0">oleju <span class="_ _15"> </span>napędowego <span class="_ _19"> </span>wynosi <span class="_ _19"> </span>78 <span class="_ _18"> </span>tys. <span class="_ _19"> </span>m</div><div class="t m0 x41 h3c y20c ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 x42 h10 y1ff ff8 fs4 fc2 sc0 ls0 ws0">. <span class="_ _19"> </span>Strony <span class="_ _15"> </span>z<span class="_ _0"></span>awarły <span class="_ _19"> </span>umowę <span class="_ _19"> </span>dotyczącą <span class="_ _18"> </span>oleju </div><div class="t m0 x3f h10 y200 ff8 fs4 fc2 sc0 ls0 ws0">napędowego <span class="_ _12"> </span>na  czas <span class="_ _12"> </span>18  miesięcy, <span class="_ _12"> </span>począwszy  od <span class="_ _12"> </span>1  lip<span class="_ _1"></span>ca  2024 <span class="_ _12"> </span>r.  z <span class="_ _12"> </span>możliwością  je<span class="_ _1"></span>j </div><div class="t m0 x3f h10 y1c9 ff8 fs4 fc2 sc0 ls0 ws0">przedłużenia na okres kolejnych 12 miesięcy. Wartość tej umowy wynosi 15 mln zł.<span class="ff6"> </span></div><div class="t m0 x3f h10 y1d6 ff6 fs4 fc2 sc0 ls0 ws0">Ponadto<span class="lsf">, <span class="_ _7"> </span></span>Grupa <span class="_ _7"></span>UNIMOT <span class="_ _7"> </span><span class="ff8">pod<span class="_ _0"></span>pisała <span class="_ _7"> </span>umowę <span class="_ _12"> </span>na <span class="_ _6"></span>c<span class="_ _0"></span>zarter <span class="_ _7"></span>gazowca <span class="_ _7"> </span>przeznaczonego <span class="_ _7"> </span>do </span></div><div class="t m0 x3f h10 y1cb ff8 fs4 fc2 sc0 ls0 ws0">transportu <span class="_ _10"></span>gazu <span class="_ _10"></span>L<span class="_ _0"></span>PG. <span class="_ _10"></span>Umowa <span class="_ _1"></span>została <span class="_ _10"></span>z<span class="_ _0"></span>awarta <span class="_ _10"></span>na <span class="_ _10"></span>z<span class="_ _0"></span>asadzie <span class="_ _10"></span>time <span class="_ _10"></span>char<span class="_ _0"></span>ter <span class="_ _10"></span>i <span class="_ _1"></span>obejmuje <span class="_ _10"></span>pełne </div><div class="t m0 x3f h10 y1d7 ff8 fs4 fc2 sc0 ls0 ws0">zarządzanie <span class="_ _0"></span>gazowcem <span class="_ _5"></span>przez <span class="_ _0"></span>okres <span class="_ _0"></span>12 <span class="_ _0"></span>mi<span class="_ _0"></span>esięcy. <span class="_ _0"></span>Gazowiec <span class="_ _5"></span>będzie <span class="_ _0"></span>operował <span class="_ _5"></span>na <span class="_ _0"></span>Morzu </div><div class="t m0 x3f h10 y1cd ff8 fs4 fc2 sc0 ls0 ws0">Północnym, <span class="_ _5"></span>regularnie <span class="_ _5"></span>dostarczając<span class="_ _0"></span> <span class="_ _5"></span>gaz<span class="_ _0"></span><span class="ff6"> <span class="_ _6"></span>LPG <span class="_ _0"></span>do <span class="_ _6"></span>terminala <span class="_ _5"></span>w <span class="_ _6"></span>Wilh<span class="_ _1"></span>elmshaven. <span class="_ _5"></span>Umowa </span></div><div class="t m0 x3f h10 y1d8 ff8 fs4 fc2 sc0 ls0 ws0">na <span class="_ _6"></span>cz<span class="_ _0"></span>arter <span class="_ _7"></span>gazowca <span class="_ _7"> </span>jest <span class="_ _7"></span>jednym <span class="_ _6"></span>z<span class="_ _0"></span>e <span class="_ _6"></span>stra<span class="_ _0"></span>tegicznych <span class="_ _6"></span>elementów <span class="_ _7"> </span>b<span class="_ _0"></span>udowy <span class="_ _6"></span>efektywnego<span class="_ _0"></span> </div><div class="t m0 x3f h10 y1c7 ff8 fs4 fc2 sc0 ls0 ws0">kanału logistycznego, umożliwiającego import gazu LPG z altern<span class="_ _1"></span>atywnych kierunków.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3f h10 y192 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y20d w1f h3d"><div class="t m0 x3f h22 y20e ff5 fs4 fc2 sc0 ls0 ws0">Powołanie członków Rady Nadzorczej </div><div class="t m0 x3f h22 y20f ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT S.A. </div><div class="t m0 x3f h22 y210 ff7 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x40 y20d w20 h3d"><div class="t m0 x3f h10 y20e ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>dniu 17 <span class="_ _0"></span>czerwca <span class="_ _0"></span>2024 <span class="_ _0"></span>roku <span class="_ _0"></span>na skutek zł<span class="_ _0"></span>ożonych <span class="_ _0"></span>rezygnacji trzech <span class="_ _5"></span><span class="ff6">dotychczasowyc<span class="_ _0"></span>h </span></div><div class="t m0 x3f h10 y20f ff8 fs4 fc2 sc0 ls0 ws0">członków <span class="_ _0"></span>Rady <span class="_ _0"></span>Nadzorczej Zwyczajne Walne <span class="_ _0"></span>Zgromadzenie E<span class="_ _0"></span>mitenta podjęło <span class="_ _0"></span>uchwały </div><div class="t m0 x3f h10 y210 ff6 fs4 fc2 sc0 ls0 ws0">w <span class="ff8">sprawie <span class="_ _0"></span>powołania <span class="_ _0"></span>nowyc<span class="_ _0"></span>h <span class="_ _0"></span>członków <span class="_ _5"></span>Rady <span class="_ _0"></span>Nadzorczej, <span class="_ _0"></span>którymi <span class="_ _5"></span>od <span class="_ _0"></span>dnia <span class="_ _0"></span>17<span class="_ _5"></span></span> czerwca </div><div class="t m0 x3f h10 y211 ff8 fs4 fc2 sc0 ls0 ws0">2024 r są:<span class="ff6"> </span></div><div class="t m0 x43 h3e y212 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff6 fs4">Pan Yiannis Petrallis; </span></span></div><div class="t m0 x43 h3e y179 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff6 fs4">Pani Magdalena Katarzyna Sikorska; </span></span></div><div class="t m0 x43 h3e y1c7 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Pan Czesław Władysław Sadkowski.<span class="ff6"> </span></span></span></div><div class="t m0 x39 h10 y192 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y213 w1f h3f"><div class="t m0 x3f h22 y214 ff7 fs4 fc2 sc0 ls0 ws0">Zmiany organizacyjne </div></div><div class="c x40 y213 w20 h3f"><div class="t m0 x3f h10 y214 ff8 fs4 fc2 sc0 ls0 ws0">1 <span class="_ _6"></span>lipca <span class="_ _6"></span>2024<span class="_ _0"></span> <span class="_ _6"></span>r. <span class="_ _6"></span>s<span class="_ _0"></span>półka <span class="_ _6"></span>z <span class="_ _7"></span>Grupy <span class="_ _6"></span>K<span class="_ _0"></span>apitałowej, <span class="_ _6"></span>tj. <span class="_ _7"></span>Unimot <span class="_ _6"></span>System <span class="_ _6"></span>s<span class="_ _0"></span>p. <span class="_ _6"></span>z <span class="_ _7"></span>o.o. <span class="_ _7"></span>przejęła <span class="_ _6"></span>na </div><div class="t m0 x3f h10 y1ee ff8 fs4 fc2 sc0 ls0 ws0">skutek połączenia swoją spółkę zależną Blue LNG sp. z o.o. Celem tego połącz<span class="_ _0"></span>enia była </div><div class="t m0 x3f h10 y215 ff6 fs4 fc2 sc0 ls0 ws0">optymalizacja <span class="_ _19"> </span>prowadzenia <span class="_ _19"> </span><span class="ff8">działalności <span class="_ _19"> </span>gospodarczej, <span class="_ _19"> </span>w <span class="_ _19"> </span>tym <span class="_ _15"> </span>o<span class="_ _0"></span>bniżenie <span class="_ _15"> </span>kosztó<span class="_ _0"></span>w </span></div><div class="t m0 x3f h10 y216 ff8 fs4 fc2 sc0 ls0 ws0">działalności <span class="_ _1d"> </span>spółek <span class="_ _1d"> </span>gazowych, <span class="_ _1d"> </span>uproszczenie <span class="_ _1d"> </span>ich <span class="_ _1d"> </span>zarządzania, <span class="_ _1d"> </span>efektywniejsze </div><div class="t m0 x3f h10 y1f1 ff8 fs4 fc2 sc0 ls0 ws0">wykorzystanie majątku spółek oraz optymalna alokacja środków pie<span class="_ _1"></span>niężnych.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3f h10 y1d0 ff8 fs4 fc2 sc0 ls0 ws0">11 <span class="_ _6"></span>grudnia <span class="_ _7"> </span>2024 <span class="_ _7"></span>r. <span class="_ _7"> </span>nastąpiło <span class="_ _7"> </span>połączenie <span class="_ _7"></span>spółek <span class="_ _6"></span>U<span class="_ _0"></span>nimot <span class="_ _6"></span>T<span class="_ _0"></span>erminale <span class="_ _6"></span>sp. <span class="_ _7"></span>z <span class="_ _7"></span>o.o. <span class="_ _7"> </span>(spółka </div><div class="t m0 x3f h10 y1d1 ff8 fs4 fc2 sc0 ls0 ws0">przejmująca) <span class="_ _18"> </span>i <span class="_ _19"> </span>Unimot <span class="_ _18"> </span>Infrastruktura <span class="_ _19"> </span>s<span class="_ _0"></span>p. <span class="_ _18"> </span>z <span class="_ _18"> </span>o.o. <span class="_ _18"> </span>(spółka <span class="_ _19"> </span>przejmowana) <span class="_ _18"> </span>poprzez </div><div class="t m0 x3f h10 y1d2 ff8 fs4 fc2 sc0 ls0 ws0">przeniesienie <span class="_ _5"></span>całego <span class="_ _6"></span>majątku <span class="_ _6"></span>spółki <span class="_ _6"></span>przejmowanej <span class="_ _5"></span>na <span class="_ _6"></span>spółkę <span class="_ _5"></span>przejmującą. <span class="_ _6"></span>W <span class="_ _6"></span>wyniku </div><div class="t m0 x3f h10 y1d3 ff8 fs4 fc2 sc0 ls0 ws0">połączenia Unimot In<span class="_ _1"></span>frastruktura sp. <span class="_ _1"></span>z o.o. została wykreślona <span class="_ _1"></span>z KRS <span class="_ _1"></span>w<span class="ff6"> dniu 18 grudnia </span></div><div class="t m0 x3f h10 y1d4 ff6 fs4 fc2 sc0 ls0 ws0">2024 r.) </div><div class="t m0 x3f h10 y192 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y217 w1f h40"><div class="t m0 x3f h22 y218 ff7 fs4 fc2 sc0 ls0 ws0">Nowy koncept stacji paliw </div></div><div class="c x40 y217 w20 h40"><div class="t m0 x3f h10 y218 ff8 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _3"> </span>zarządzający <span class="_ _3"> </span>siecią <span class="_ _1e"> </span>stacji <span class="_ _1e"> </span>AVIA <span class="_ _3"> </span>w<span class="ff6"> </span>Po<span class="_ _0"></span>lsce, <span class="_ _1e"> </span>uruchomił <span class="_ _3"> </span>swoją <span class="_ _1e"> </span>pierwszą </div><div class="t m0 x3f h10 y1f5 ff8 fs4 fc2 sc0 ls0 ws0">automatyczną <span class="_ _12"> </span>stację <span class="_ _12"> </span>paliw <span class="_ _7"> </span>przez<span class="_ _0"></span>naczoną <span class="_ _12"> </span>dla <span class="_ _12"> </span>kierowców <span class="_ _12"> </span>samochodów <span class="_ _12"> </span>ciężarowych. </div><div class="t m0 x3f h10 y1f6 ff6 fs4 fc2 sc0 ls0 ws0">AVIA <span class="_ _6"></span>Truck <span class="_ _7"> </span>to <span class="_ _7"> </span>koncept <span class="_ _7"></span>wysoko <span class="_ _7"></span>wolumenowych <span class="_ _6"></span>stacji, <span class="_ _7"> </span>usytuowanych <span class="_ _7"></span>na <span class="_ _7"></span>kluczowych </div><div class="t m0 x3f h10 y1f7 ff8 fs4 fc2 sc0 ls0 ws0">węzłach <span class="_ _1a"> </span>komunikacyjnych <span class="_ _1a"> </span>w <span class="_ _1a"> </span>kr<span class="ff6">aju. <span class="_ _1f"> </span>Nowo <span class="_ _1a"> </span>otwarty <span class="_ _1a"> </span>obiekt, <span class="_ _1a"> </span>zlokalizowany </span></div><div class="t m0 x3f h10 y1f8 ff6 fs4 fc2 sc0 ls0 ws0">w <span class="ff8">strategicznym <span class="_ _7"> </span>p<span class="_ _0"></span>unkcie <span class="_ _12"> </span>przy <span class="_ _12"> </span>przejściu <span class="_ _12"> </span>granicznym <span class="_ _12"> </span>Świecko</span>-<span class="ff8">Frankfurt, <span class="_ _12"> </span>wyróżnia <span class="_ _12"> </span>się </span></div><div class="t m0 x3f h10 y1f9 ff6 fs4 fc2 sc0 ls0 ws0">przestronnymi <span class="_ _13"> </span>i <span class="ff8">szerokimi <span class="_ _13"> </span>wjazdami <span class="_ _13"> </span>o<span class="_ _0"></span>raz <span class="_ _13"> </span>dystrybutorami, <span class="_ _13"> </span>zap<span class="_ _0"></span>ewniającymi <span class="_ _13"> </span>szybkie </span></div><div class="t m0 x3f h10 y1fa ff6 fs4 fc2 sc0 ls0 ws0">i wygodne tankowanie.  </div><div class="t m0 x3f h10 y1c7 ff8 fs4 fc2 sc0 ls0 ws0">Pierwszy <span class="_ _1"></span>obiekt A<span class="_ _1"></span>VIA Truck <span class="_ _10"></span>znajduje się <span class="_ _10"></span>w<span class="_ _0"></span> pobliżu <span class="_ _10"></span>Autostrady A2, <span class="_ _1"></span>co czyni <span class="_ _1"></span>tę <span class="_ _1"></span>lokalizację </div><div class="t m0 x3f h10 y192 ff8 fs4 fc2 sc0 ls0 ws0">szczególnie atrakcyjną dla posiadaczy karty flotowej AVIA Card.<span class="ff6"> </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 x39 y3c w1c h1c" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABAMAAAXpCAIAAACMdEYpAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdedxlZ1Un+t9a63n23md4h5qrUqmQgcwhkJAEGQJBW1EakbbbFlFRRGi1baer14HbilzubWku11bpvsiVRkZlFFAmgRAIhKRSmcdKKlWpSs1V73jO2dPzPGvdP85bIWmD92NaGfzs7+d8PpU673venHefveuz1n7WsxaZGTqdTqfT6XQeLyK6xFBACY6iIK59RRUagQkcARmQAzL9ApQAATxA09f67kB2Ot++XHcIOp1Op9Pp/F0GAgMGEAHgU0EDAwb2UAAEeMCvPQkFFODp6wmg7ih2Ot/WqFsT6HQ6nU6n83fVsAwgAyk9LqxXgwEwGAOATrMFgAFRI9j02w0wPpUWdDqdLhPodDqdTqfzHSIA0xCBT8X5awwEIAH6d17D04c+/qlOp9NlAp1Op9PpdL5zmCERImDT2/3QBCTAAFnbDJCmicGpbQKPCfpJu0yg0/n21+0T6HQ6nU6n8wQogLNp7Y9mSKRGZCC0awE+KSoAiVyEUzCBHMgBbNMEwQClLhPodLpMoNPpdDqdzneYABWYIEOSJmJUgVQE+TR2aBk8gc84pcTihzMKZ4ABRgA4ISiQdYex0+kygU6n0+l0Ot9hBBA01uRqOHhs53/6YyknjUPlNEs8bGFctV4W+n0658znveyH8i3bs+GADEZQIAEJ2mUCnU6XCXQ6nU6n0/kOY2YB5IldUzaf/+rkg5/ZEtWzeqd5wlyDyDoWCnO9i159+uxgM5AjAAICjJCAiG4vYqfTZQKdTqfT6XS+05BQi+AArCxf/6d/dlETNrVlg1hCHWwGAPwqXDs7OO/7fgDOITTou2kLUQEcjLtMoNPpMoFOp9PpdDrfeRLMrKF2MFk58ci+XI0RBDFmqrDYaoCMqO2fsQFP3YZCY1E0DAFygAxZN1as0+kygU6n0+l0Ot+RzNhMiO64bVdW+IBxQLPqw/FhiqLLDYiKIxpPv+YZ6DdNIcddQcAAyKZNRM0A7QKNTufbWTdPoNPpdDqdb5rJBFmCn22AAOQ45hHRbIuOG4EAEWAgByIwAQwYok1VxjlqBqU4I24MNAlDQTIUBFUYf33OF2Hi4yADlBcprkeGhWplfe8hri6JvazRkyjn855TAU7NDAMQgACMAAN6QD9AFAs5cqBKi3v32rHj9WSccmmES8eJhEw2jo+U/WLr5VfObd2MCHU4USAC2w2YIPSwINg6Aoq191bnaIHZCTBGM2uTHg0bzcDIuxPjHy4AhNJhFZojzWniSGAOQkrOJ3CNvQNsNfQnQAsUmPStgvWgfYDUwDCAzOPUCDkQFMEQGETIyThFiFeNZiYiAKDUMiUgAmTwQA6A0rip63wwpwpin4BkJkSqrTBpaohyYQkxkuOUkrCEGDyxlxyGWNUuL6p23Ovn0RojYziDJzievilUQArwLaSAWRw7IdD0UnEJwgBZC6SGBqaxYEOKUAJl0Zg8UoJAhQOU2pqynjcDEcAaY+kcAAF6MEABCiACIWkk5oTE4JRCNj0EQGpbzoanxmgABlPw2tWUgJhSEBqCYBRDapXUsRDA05+rDGVETXkl5AHWRIwMDFUYwVjH7aiXFbx2z15pbZT3oxiQUxdwwLQiz6bPQBOYMZnUg2EBQFVZuMsEOp1Op9P5VtMycpbg8ggYWo+TSB7NuphcZBS+ASawEdhBNht51QmHkqKY9VFUJGOwh4ppQaypJlmb6usBBhs4gSMwMCBY7bmAoNSqRwusm1vLAHNMS3W5oWCoIgYkgHI416hIsVjXqe9KbgHtY+AMhVkWa6cAFGQQRBKQkJE0TarLMLs+sReFCSakmaX+eOK4l6Bt3xMgBDEkQgMIkDegNi4PXUsyD+QRcF0h0T9YsrXYPakRqZCagdQIAhIiREXSqG3bcxlIQKaOA0wJDPVQnsaW/D9kAimkkiHCPTIigwLMgMEMMSafMSgAgQBDBngYyBKIDKRKJojJVMk7mBk0MltK7L1rQmAnTBxiEghDPXNT13leQBOcJI3gaMRRYcbCjgEyMCWCtoCS8zC2hjRaMsoGCawgAiglIUxYOFnBKdalzwtTbpU5YwIoQUPL7IhZDZrMZ1TWdb/PhPbxmYA2bcsi4n0TkgiZqYiYJra1YRns5OtT8ww2fUCZYFAzFc5iMoOSEzUzS0SwlHLxZEAkEEUpNao4RxAmn5ICCGrsWYkMZpoyZgAEI4CmH5TR2qcFAsgonXqGyQAgRM08h2AiICKiUwl/lwl0Op1Op/MtZGhgjkzWxvYSwskj9MBDbnEMOGVtfNABlU7M8tnaFa02sVxCvfX5V4W8CDxgzscY28NH8MCBdcQplMmr9+KTITFYUubsKWe47WeiScgzFWJCCkqCJlS9zKFUXHcXfAs0kDb5kIiy1kH7Y5KlM9f3n3pOQNmHTFS3sS/3HaADR3pljRggCmYDSAWJb7fx+Zc9Izv9jJpyNR2qUWzCTTf7aBhXSIb16w4NJttHgGE1J2fUbzg49i945nGkGfR6SjCBdNPH/sHGgAEzCtSAIGSoCBlQtAkhoHAj0Zl9S0CJszZPgAy5rEQeFNGhBRxSFg3RUPjHhpdtbJIF74q9Dx05dnQ5c3OBJmYWGiuyXCRdedX5gDJaggEe5gDcd9/hpZVR3Qbncpf3mCmGmlifdcW5sUGWQRkrq5O779kdApzvOZeJiMb60kvOH/apLuteJjF5FpBDUNt/8NjefYd7+TpYRkiMFhTq2Fz9vGdojVwSMVmiW+96oIxI5olAKThC6vvZnJ9+wZnQBrCqbiUb3LX70HhU5+L7ThIp53k9KVPS9Rtmzn3qVkIitAARMhhD0aoRKCR8+fpdvcFcfzBbliWZMcVeTsNBcd55O74eWhMANG3IMq9AXSfnRQQKNA0e3n9iz96946p0zjHzM5528Wmb5osMjmCKaMF7T9AYk3MewLhsb79zdzBpog1mZi0qxelcb2MD6DFB+1r0j8TpVEzPDAUgbM+68oIY4TxgpqpyajXj7+rK9zqdTqfT+SYZgQcgUYAAA9qwfO2uu1//5uLIgs+LEuaoTu2odlJJLpr1W9uwZeNhql/0p//ZX3mpJ0JCUZd7/3bnzjf80eYmFhx1QKuTlUzNJzaWKnen/+yPP+13fgtESFCyIOSU2AgZWT3a95efvPV1b91aNd7a4Mrap8g22zgJxYO5P+91P3flazYT5wg8mytOLN7+hj8+8YWvbqpjDBNklAhknCXOIn/yhRf+xvazZK4azDrVSFWLG2//0Gv+/WbDeHllZjgXmnBsLp69CCMcHXCeZLZmXHT2Cz/753M9l2tCpfB5lwk8CQoDbK0wzEAeSkiAkjIlMBUI+OKXv3DDZ7/nv/2BYwtQYQeDs+nkZwYlMAEGokcLT7x4R35Stv/9He/52Mc+s7RQZ7Mi4mPQ0erq6du3fP5zH9uyeWBgWktnAcNv/+6bbrn19hAisVc1wJjStq0b//YzH92wTmBYLZt3vPPdb37zH/tsKNwLQVW1yOiHX/aiN73pdyEMR44QE9hAoOu+dOOb3/wnqyvJkJGBKIDiYOA/+TcfOe/MdRQEAW3Aj//Ez05a1CrCQikIYbldffaVl370vW+fGTog9fr9Msj/87a3f/5zX1pZHOeUjZuR7zlVzM7MPOtZl7//fX9CxkzucX2umNTw3r/4xB/+l/+6uFCFQN57EYhEaPXSl7zoP/3BG2b7j95oVwA+c23SEC0rxIDrb9j9zve8/+Ajh+/fvbtpIjk/HpWzc8NYVxddcM41L3juj/7Iv7nw/M0p8HhpvG7dkB21MXjnb9x5y0//7C80rVfui8sRVSw+wYf/9bv8GnmajxjZtFtXfP7znv2+9/wRe6gaM8nfe311mUCn0+l0Ot8kDbivhIiYQbnNrKbb795x396NpMn5xVBtEJ1JVYIbIZ84X0Ti0Wrr0/E7b9/4nEtqspyQBnLG+eccC7ZttR62VS1164KPmiUkonEu5c47MJ5gpo+UTCUKMjXAYqZUVUt/++XzlifbmtKjSZiUWauw2TbzMpvmNj3zeVc0vaJoPMoIV9W7bl66cef2YyfPkqwJ4yhmgFNyyqz8lHPO62/bAZ8HpMBtvx0f/8QnLzx08ikb5o/WZb9NvopXLrazCoCXl8mry+H23vXA+HPXDf7lC5WUHJF0pUFPRgE1QBmcAwpJcIAxWkeFGKrR8vVfPfL7vzPWcO1rfvn5v/hz2cVPw3CgBlZkAIiicBLNoATBqdvNMSVxvtcrkvnROBkNRm0A4Dj3/Q3jSmfmBwowHJCwNlMa6mZGDbet9Pu9ZClzXNejg4eOz81JioCZcxm7HskAPDepTdXleT6qlj/yic9ddOmlr/zJHypT04cTRoimQgZ3YmFMPGfWAwiUQLFeXtmwbmjTYiCH1FpE0ZrViQUZqWdo1sva4HqDIsZg1jpfKNKevY8sT1LR3+Yty92MZqGX5aOyunHXPTff9vDlTz/T07R+bU1rMNUPfPjjq+PUxIK477LBZLKS+QDExdUKAuhaTT6QjKDGYPE5Pv23O9/5ro/ceuvdk6ZJail5WJ+j6w3XJ6U6ykOPrN7/zg//+fs/+oIXPPcXX/WKK686PwEhmPe+CpG9U3h2c5MJE/V7GalWABvIHlviQ+nRzQMBnmBkSkiMIOBx2SZDihACs8aUnPhvdCJ1WXin0+l0Ot8kGUSMYGhYVxGQNftuvd5nYewmh/orR4fjlUETEBRtzJq2aNSHEFe2z87dd/NNQbDCrsrwSO74mefKBTvKvq9QR2soS5qHlLUpa9XXy/fvxsISshBc8ko5QMLIkKzFI4ePfOKzW5uqykLlQ91rQ95a1iYfj6fl3jOeIlee/7Cg6eeYG5jUX/3c3yycPDrb8yFNgmtrXze+rny7UoQTg/AvfuZVWD/feHcEdphaGy3suf66Dc6OHH1Is0DczsAyi4Q2oFbXGgeg9ePJ5//obcl4Sfxy0W+ddCfGkzmXFDksEiYZYgEi9AEHKLUIDR58+O7/+JaZ8dLZiyv8sWu/+Opf1zvvp1gFNhCmywgVeBWMx29Edc4T0IYU1Rv1IINWC1esj1bUrSR4n033rk53rK7FpnVCNjMX2SX2Sq5qY1JjJ1FR1cF5chmx7zeBxqUaDc2GVS2Q2YXV9nW//3/sP3KSpQBBNXpPZqjapmzrBIrEgXyAC8ijYdD3MQE0DcRJgWhoEzXKtXFjMhrHZF4JBhFxBgPL4eMLar6J2cqE4eZGDTcpS1SsjOOfv/ejYCjYwGsb2wnO4ZGjJ2+9886lcSn5IKoflQHSC+aj8fKkitND9vUDR0Y8rtK7/+KTr/35X995y/2T2pUt2uTAA3ZDo0GMeVVLb7h5eRxHNU+CfOxTX3z1a3/jU5++TQFjTNrGeeczryaTSYD1RGY1OTOoIcEluICspSwgC/AJLk73BVkeLU+WJ2RqWTIXkinBe5BgbXvPN9ZlAp1Op9PpfJMw0LYtBFFji1WMV48+9GCBCGsTaldQKWmpx2VPxqkVIda4FX13bDnec6BoeHOkmQYJ/ejyq37ohxYmVc69PiSrUxaSU/UJeUR2cjXdfU+0Rj0hqVOA0IpmRHf82XvP4txzSG1ImswsA+fGSBjObcjP2NEAGXpqgIGWyyO77tlQ03xL1JZ5MtekLJgzHpX18LTTNm85A65oRQAeYrB84JHq8HEX0qDoE1FUBej4gB6Ypd3DcLKvJ/t6MkuZCN9/mI+vtNAERNXuxHgy1KaBawDGQENQgwf6IeCBfXe9+Y979+6b1bS+Dmc16O85eM/b3402eW3BgEMkjYgExv8w/c0MQJaJz4qgpiTs8hgsGYnzRE9US2KA50lZ+jxLliBMQv2ZXoyNMIYzHpQAhFZ91ifOCI4kI8rbiNm5jT6b+fJXbqh12s+oBSILUmpm54ZgA5GxGZMRuUxWR6X3UAAMIyNHyZLLRJHYCZjy3pDFpwTnmIkJNBqVmS8MjjhrIkWTwXBuNGnF9UH+i9deX9WYNMGAqqlBiFEVuPOeu6IpCRmMhPKiMCjESPjBhx4whiWFqrat2vRuPf1fb/kvr//9N9atllVI5opioGpmmEwmqjGl6DMZjUabN5/WrpYJvom0sDj57f/t9XfddUyEhT2ApmlEaDDokaEcrxLF4dA7j5DqJrYKNSYVEu+CBrD5gunrQGRElBd5SlBF20YARNRlAp1Op9PpfOsJQLkkZ6LNaSHb/66P7Vis17ftxpjOGtl5y1YEd5xpmTz7njbqQQQbQtcfWh1/6EtuRGhgcIkyXHH55mddvuq44CKPzOoUTsFZcKfVuPPDf+XqSYkGTKgtCsZgProQb7p7Y900NCbnonMtuVCBSgkyOEi07TnPhRZ9oKdAwsmv3jPYe/Jc7eVVudnPIeqcG+bBI2ay+bTm0oszGaLEIMom402TenzD/aev6lxEL6DX0qCVHiRQbzXPo++7KCHF1tNsG591DOHzd21U1w+p34UiTzKtFECcQpICGHFSbuPKQrvrvhtf+7+ufvTzZwcMVtsZxTrFtjaFL3ztgd94PT9yOKXJKsY1mwvWT0GfIK6flvyQghOEbC0eh/Hje9A8NoUIoAAkWysYmtbMJJs20kELACbT/jdGZmSJLC/6ZRVXx+173vfxlGCpYcdNatViVrgmlNOiICABCdSCWuVgBFAEJZCCEigZpWm1DB7batOmUa6IZKvjsYESG3kyQkoo8oEqmbnl5ck99zyQe28GEQGUhSJwy613Ou/zogip5QxNquFMHEeLZVmtjFIbKghBHJEra/vAhz71gQ9+cmmx8X4YlcxQjUfr5mYtVXMzPoWVImu0Whz0+ODBh+e3bI21Dfob6iAnF8uf//e/9uDeI85xmxIROUr1ZLFfxEERnYzb5njSZUKV5zCKzjGgTVtluQBt04w9V44qJ7WjVjgIBY2NRmVG5kVNCX9fJtDtE+h0Op1O55ukn7Rl1GS9xDi4fNd7P/bUOtaAgQIJsWspC1xMWp0ljxAahyUKwThORrs+/FfX/OD3j2fzAqSZxzOe+pRXvPiGe24ZVEImVYZGCCa9IDMBd3/+S2ffdGtxzQvhCCUiQEC89wDff4C1qvI28MzYBZF8KF5btzAzd/9cdvlzn1ly1gclg2Q48dVd65o0A07QcY4RqGBS8mXW359lF7/ohdNq6SjoAZik1S98bS6klrT2iMyBpUzOt/l828zCstgsWqDCcvB6pUPXfnX7j72oTNH8oNso8CQEIopwhBlwA62pydoabbjl135v3c7dZ87OjVZOZpY3SKW1GfO6w0dOvPvDx7du3vzrry5yquHTuJ4ZziVJj/mpOr1/D7CyKUPNGMqAmRF0WmZyqp3l9EFg0FrNeiI4Bulad0sCwaAEZQMw3RGSQBFGZtq0SZybG2y64449H/jQdb/wiuen1HrJWsh4Mh72B5NKQYltWhafCGZE9mgzzbV998YwNWIywIwi6NSGWhMCW7Tx6gScqwXORC3ENg6KQVvWnrO2mezceedVzzwvqeXOG0BMAlz/pZuFC7VpG9WQNGWeQGZKobWq1Gy9A1vTJM/OiXvHn33wxLHJYLCJKE+pETFH7cKxA7Mzgxc+/9KLL7pwaWnpS9d9+eFHDm/btGlpaex8vx63s72ZpdXjfHThEx+/9uf+3Y8P+3LxBef9yR/+Qd0QqG/qnNR5Hkal/dc/fc/uPY8I9UbliIhyR9Bm44b5X/6lX1g/PwOAoGTGZqC0cf1sL+dHe4cydZlAp9PpdDrfDmqg0FbEqcnXbm8PnRyLHhwiiiTxypKinD6/vVlYKcaVN46IE7QkfhDD4oN7sbJUzm1dDwgRvBWXX2yz/bR8YmCojZTARnmknummOhy+7oanXvM8cEImBBTQcs/R+SgBAZ5nIlVRPUvfXNbyJGHzJRdj47oemFqAAI/snge2grhc6YMXy1WXS5g0PRStZit12Hbe+chQO6yyrUd0GhceOdB3cYnSuNAESSA1ThvW+8PH+jATTs7Maeti0mbx8MPbm9LN9CpotyzwJAghJDgHpGipmssU4+rgH70t3ffQdleUyydraktkDXOLJMAss4T2wAc+svl5l2XPuQKxzubnUJn5x6QBUDIzmm6GVSM1mLPERgnKSI8uCqxlAmTTmFwMbARjNsZ0AQEGYzOAphMvwEZrASsSCOJETYmormNs6c/e/p6XPu/c7WdsVwAGTUQkZNMY1mA2je/XemlCYAwoG9Pa/3H6QKLISGyncgSgrWpVZahaC2IzWExQg5kQe589tOfhR39/Bsy0afnIoSVN0rbJZXnSQNOsJimREFGKnNA4CIjAuGXXgQd27y+KecA1TcumKVUb52cPHz74+tf97k/+5Et6BZrG9u79Vz//8796dKEa9LKm0dneXBXG69ZvqpvV67/ytV/71R8HMDc39/3f/0I5VbSlGp24MuD9H/xoVY5MzJGLMXGWCbiX5T/+8u8dFmufH50q9SEDE1IyZjOzv3dJoLv2Op1Op9P5pmlSMtRIbrW6+88/ftYyzTQciBXeBylqUWSnveTFO551RescYEni2DfwYXNd7Xjk5OiGGz3CbI0sQiXgwtNPe9pTkzUZjM0SQYFc4RHOVDr5N1+moycT23TkWG+U0lfu6oXUChvpukZ70XxEXlIGtsHsc175irpfUIiYtIjlI4d2j++6Z1iWghISRlYiI0bqQ1yip1506eC8cy3VKjGiocny6qc+O3PweD82yoEsFUnzBALSS6/OZuccuCILfY5olnl8vCiX9j+AnbcOQi0I3XnxJHCEBCRCyKhw0Lv33PpTv7T/HR/YXNeNlmNukPlDeT7Oci/eqyJMfBgX+w/c/OtvXHzr+7MVrTUtFjjVNOhUZE8J065ElAwpkbIltiAW2RJbJDvVOnTtAQCsLElIpw8P89AMa9OLWeHJAAObEbWghqgxVN4TgKpser35vXuOvulNb11YWI0JZujns1UZyByrsDIbWImMDR7AWrdMJaiQMZtjFZl+JwIQCadqlBTHjx7JxJklUCs+CCcPRYqOObStd+72225bWKymIXTUpLD3vetr5Zhj4xg5QcyMBaaqCqFebNzqUtPGWgFfZJMyvfGNbykrNs1iy8Ku6OXeWb168n/5pde+4t9+T+GCQ8ylPPesuTe8/lcny8ea8RInDXVkn40mNSD379778L5FBnKBWEvaMBqymqzWUBbOLLa5Y0fULwbeeYua+yJUzSCDR+MRPKIzFVMx06gEMBkBmhTo9gl0Op1Op/PtIITAuoqSDx4bfeXu8yZyRkunj+TcFT5vxOeOmXOPl13jvu+qQxvckSwszmJpDuOBEjcbmnD4ztsNFRImLi5nDrPcv/zcccFj0ZUcyz1b6WHs0SDmk9IfODHefyhOYzECWqru3lvGVernqmlsdV1w3fMT0lT0hxee3X/20xdFggd8moSFD974yYlNRly54fC4b1Zm6UQW234e+/mys6e/+Ht03ZAi+nU5jyCLo3ve+YGnVO2GlNY3aWOlW8Zpa6MbI/QHntNbtx7gFuqcFCnlYiTBHTyKz+/EkaW82zH85EQ4QRSsUgLSHX/yZ3rDnWeOo4Rm4kLKszqG5flhySwJhRGJ5kOZtyR3PbjzjW9d+vR1EFngtZgZj42dp9NyYdOqfkaaPggJj9srYMC0DmitEkiMyYTMwRxsbegYAEy7lAKAEYwQiUKvn4XYtm07HM6Uk6Aq7/rz9z2w+5AIhNG2OiiGABOEQGzEIEx/8tcRwbEKKYsJmbAJaJoRn3qDwIkTJ5xzZkqsPjPvyXsnsNz5uqpSTHv37D165Oj0ByZTGN72394l6Gty/f58ipaJIzVTwEQoq2tdWphkuR83EwB795246aZbvOs5KUQyTVpNxjHWZ515+u/85i/2cskdGDVs0i/wXVdd+vRLzpsb9hmUOxeSuiwrq7Ys6+uv/5oZYBAxpibFZaRlJ4E0MaytSk0x874cj3u+YBAShCS0YDSMmtEwBSIlMkJMIYa2Bsx7//+TUnaXUqfT6XQ63yTzfUv+fLiFm2/ebmPDZKHnHhn6oxmPMSlxsp2bwcWX46U/eMz7i4ot25cjlzji5eAgH6EZ337n+nr00ACisr7pY5K7y7/roeFgoV8UTs4Z0WUn0c9n9mclZ/XppY13HsmDawUlt1i6U/fccDak31CT1q0Oem0Tt411i6bDrtnyyhfHjfM99FaRhYwGB+ya1396+/LyuVFsbCfz2Q3N+u0LOHs4WCwf2b/N9f7dv0mYsahlMUQCvnhbfsdDpeOHei6Y3yabxmYHeunoIMyceZ68+Ltv6ecrWS8LApaR6EyjV1Ry8H2fQbKaIxDRKBogIZhFqCFAW0QgwbpM4YmUHiiQq0Ysxt238Uc/9YzxeNAssS570TJL48JQ7x7Q8ZLCfuXandGOTztUbN43P7Sg5bs+Xjz40BaMR6gWEdpESK5FPoZQi6I0hpaeSPOJFQ0PAhcR3k5VnNNazsBfH3BFmjiphOga40alBjcEOEAQEiO5sdpQ06zBG1w9KUhne0Narh92RcqKDcMtF3zok58fRQQg64dJdZwQyAATAxtgBCVVABxNWrAqYmI2cipk0iSZUJo1K4wAAXw0hxYyKi1pL+f5cjm2IWlPl+LxkS4VM+uWVjO17R/7+LXMaph48Qf3r+4pF8ZZtLwdTY5mLrAYnA/sJ8mSxF4W9u+7HdZ3NFTgwX33rd+2oaV2pV6B06BxODMv3PuRl7+IRF0mZtw2cDJnNsiywdXf/X2jtmqlDr721GrbDHoDsfwzn76WHg3MKXd+E/utpus4n0mUfC93srGtC5+pyYJRE1tPzJQDmAVmgAGQAw5g5zPxLi/6RG76TJcJdDqdTqfzbYCRCSHqyh13NM0koEmxzabL+K4XpL/xzLMgjLmZddu2jiZlL8jG6OdKHTZpk7nmvn144NlezIcAACAASURBVDABTglGyIvNFz41P30rK7mVJjVxzDapRj3KqrZOKU7ufwABwig07r/2+hhDQlJNTODQDHr5Sr1qyLMNmzZfdUXjHCXNAeW0+ImPusUVMlIgkYkaAR4yHpUkg20Xn8/OORGa7ZsltO3Oj/81wSwFSoG8jKuJ4zxlhZ22ZfNpO9Y947LeuvVemWuzVkHUWArAvsXD+/76Y04jADiGQAECff2uMykI1m0ofiJ9QAn31cezBnf83tvPWEn74+jAPNoiLwJmG9oYs3PrgVpxbLa38pQN9Ysup9e9/NK3/Mq//r9f9wN/9LvrXnr18snDTusitfm0gWc6dY6e2hFMBlb7R33XX/8snXPM0jaNExaHcjIuy/rzn/vioYMnDKirtugNT4Wp/1O5YIxh2kZTVZkZIAJ575lJRLz3KelnPv251bJUUEy2a9ftGkIMwYn0ikI1xRjNEmDMbAYjjMcTM/NeDDh8+Nji4iLxWkTNzCklVb3ssst6PQaIaPpCIwIxLr74wjz3LKwWQTT9UkxxZWWlrr8l/yZ1Op1Op9P5pqgcHBSj8uDNu5wEdqrWFiBWqn1vodebv+RC9HMMi/kLzl1MIUO2uXGbJlgXMRfizKHjeM9fzwOSDCHCzJ+9Y8f3PBuQ09DPjFd6NkmTHpnr9zQ0S7feicmEYuNXVu//0KctxQlSskDQIrYeavAr0LlLLsHZZ0Xu9yE9qK8mN37wA3NLy155DNTOvIINhUpbxdUi3/Ccy9HrgVA5iKp/6PCem29hC540U1VCC+rlMyuQjdc8txjM4YqnyY5tpFK05CkzM0WaiLY+7vzkp2R5FFNUUpO1Hkc8Df6mcWiXCXxjbQrb+xuGRxf1K/fORIjP1fmSaVWg5Nc11G/mmtnTznjx91/9399xzk+9/OETu9/xtv/8zv/4Wx9+/W9/4f3vWP7CV/oPrfaSuNCIEBQxqIEh027902lb/ziZwOPDTTagqiqzdOmlT+v1MrLUK7LZmXX7Dxx+wxveEiM2bdw+mQRgmo3+z110VcnMzJw0OedMoa1l4plsmiQ4dvfcvfvBB/YDmYh87abbUkqmKgQmCAOaCGow59nMiPn48RPMzAQCjh1bqqrKiYjINBNQ1V6vd845ZwFQTdOOrMI03fp82WVP916YzCxNMyIAKaYTJ04cPbrcZQKdTqfT6fyzVRO4Dc11X8PBg47aWkpwKJJyoiXQsTzPLjov9VzlIl1+wYlB3kIkkYtEShOsbnZy53v/0h08wk0LU2WqHZ/78n9V53luhVeUTlnAIVrObRr7hw/avfdwKsP9D+Z3PCRMowIJCotEDZdVfzh/xHm95rkN+wQPNa7K5fvvtQMH1reVS7zUo9ohT8YKB1bKF+aH6656BoxiiiNLBdzDX9x1hutpKC1WBVKTosv7sGzsirmXvaRxhqdunn/hlcHnmXlWEYhPaLXeXPje3Q/prvuFOAE1AQICkKYzs9RIlf6Rb0r/s1FKKiLRp77q9518WCYjh80NbTgZWV0zHI6cK6W494ordvzh/7n03S+88S1vu+01v40Pffl5e5ZfdCRccaza+uDh42957+F/8ZrJTXf3yVFMEOSOE0yZICADT4ty/nHYqUG3a38mTUS0bn7mR374ZdVkFamu6phnM5/51HVfuf6WkLIYphO7zEiN1OhJZoTLy6trAXpS55xjgdGmjRt3nH6asHphM8qLmRtuuNWQxYSdu+5yTF5YUwxNefaZZ7CYqsJUREyVSI4cPWpqTZsATCYTEUmqIpJSMjNVnZubm52dTQq31gZIgbWt2LOzmXOilogAMxFRVRBGo9Hq6mqXCXQ6nU6n889WAmR1fN/7Pjq3OiGuK5oQxyyqd9mE3Gq/P3PxBSPGciGDi885sam/xNKAKtaVLC2TNqmilcW73/4+AtDnKK4C+6dfPHPxhUFDgcxsOjtJR02Tg2YXlvZ8/K9Qri595aazlgJDy8KUIdAa9YzRqG7LM09f9/zvaijPASYi0hPXfuX0lDKUQryaU+M0T+oMBGl8319y/rrLLgIJMzti1Cl9addgtex7ZguZmRFqs3FdDzZvxzOfMfJcz7rTXvy82C8IbEEzdYWSNx2sjp96dFJeu5OqmphqIGI6One659MSTKHdksAT6sPw8Mlbfu+ty4cO6zPPXPWawQXncso3ngg2Csv/+rmX7fwov/wlxVNOq52fH9lFi+Uli3GuXZqPk7nJaMeoGhx4+MBf/jXaRGaYbuwFAghCBLAZ/yPt0nh0aWca0Buh6PVA6eSJo6/92Z8+c8dWpFrVzNzMcMO73/OZXj4/M7tp2tVzrX8o6O/vgfONrKyMzdbqc0TEEjTErZs2nX/eWSIppkbVnBvsuvkeAHffe/jAweO5OIKaBu/42c+5ynRtbpoImRkRnTy5YDBmVkNd1c65aekREU3XBLz3w0E+/XXVknPeYGqJiULEYDgAbJozENH0jYUQYoxdJtDpdDqdzj9bAmA0Wbjj7kGK4sAZGxKriXASiVnG83OMUMAN52fazJUOQag1jCXWQ7cq9cb1s8c+91W0dXAWATNAfHHRucugzPcLpQRD5uu2HWS9XmoO3X4LxivNQ/s2JZhqyzA2NowZA8qWYllu3yhnby+Ye7oWBNqD++eVGrQAB0EiODUyJLhR5uWM03R+DkGVuUDEyQU6eKxdONnPcuecJWWRKrQTtIP5OfRyRgyw3mmbIcLTohNVg2WZ47reqqyHDmNpGapBY1oL+ABM286rdZHKNxIVDxyIDz1y4vCBC55/xRi2yHayR0xuAL+ht6n38y+7n+QY5JwXPP/qV/3YyfVu4GaTtSCPjYPoEzwSDAeP48QCBDCESWBwOtUcVAz/VGmYETNSTJrijjM2nX3mjmE/z7KsrtuqsdtuvWdubnPb6KnqoLVs5Mm9naYJZqfWI4iYWIjXzc9v27q5KJwXsEhVtg8fODqpcM89e6qqJZ42UNU892ecvj2lSJYIRkQGwLhto7B4R2Zr2w8IIKJHM4GUEoAQgtrafwMWYwQhhJTnORGprq13mRnTt+w0766vTqfT6XT+qdgp07/OaLV8y62Do4vDpGXbVBoJYhotWtT49EsuYclmR/W6Omyd2bLRZU4Y4NxnJNIi5sTl4sK6u/aEe+5qEBUYWK4q/uqr9mVuDO7XljGPLDJ7IRtyXLn7rurTn6G77vHWMKE1U2ZnSH1uY/Lrt5/2g9873jhvI+UGzMDBA3zTvX48GjsFO/YeppKSA606OTrbu/qX/0ODHOw4aT+Ueve95e49W6RIddVCASIlc1xkgy1nnYGymV2YzDQNXHHO6dszUCFZJK49r1KwDMrxoZ03o0oc24LdWsSngJGCAogA6noHPfG5FfZ+5INnV1j9+LVPf+Hz9eoL981ZLczJldlg2394Zfvc52xpsb1hqyAvunr9z/7w7n4cky300vFmNU+hjKMFXy3cdg/aeprqeecdaKxNIuTitQ3T0HtawTIYDFQVQEqPPb0BIKWUZVlKaRrgAogxtm1LhJTWvunREcUGNqKQIgvGo+V6Ur3mZ16RmlHZTPJewexOnBj9zV9/rigGBoBUSZWg4Ce3JjAelyKSZZlzrqoqx8KKuWHvBVc/bTw67nMLoWUpDh48ue/Ayc9+/kvRXGwaJgXSpRdfeMaOzZpqZgNSCK0Z2Lnjx0+oaogmjLm5uWkG0LZtCGF6uNq2XVmd5FlGYGYBkKI68aqYjCej1RFAzCIiVVUVRRFiGAwGGzZs+OafR92M4U6n0+l0/qlMm5Y8mgy4yerxr920rmpzw0lDMVfkbeFqUVBmurJnz/43vnnJCBZ3QAb7j/dCyhJAa/ftfDIxnKP10RtvXP/cC8T5LAn5waZnX3HdpuFpJRVLK5bTmKzQaf/1uKGNd73zfb37j2yCsTGrKpGohURj8pPtWy7/mZ84BJvNGA24aI984br+w0f6cCcHlE8c1y2l5FiY5JGMn/bTP4odpxsyiCAqFhZ2f/BDsrzYY4yqxuUe5FziyFZTu3LHroXf+C2rPNbnG9tYPHKIEFOKjUPjAJDBWrF6aWn5Qx+f/5VXSeYAn1JiEIgUrGAyRuruWz5RIuD1K3fccHW9NHfTwoF3/9XTfvmnvvC7b4r3Hpk0jl502bpffTlctr4GTrTYkq3mYcurXvLJt79tpnK+TTmQR17JdTnXbGWio+Uk5g0wOEXBhYHaui7EI6lzblq1wswWLQRk2RO8naZpAIaZqk73w/Z6venJT/TYGn82OjWWzJJZGhTue7/7udc876pP33hjCi1xn8n/5V98aG7dHAClBNDaGIMntXl8Mpmoqp4aW9E2zeyw2LJp/ZVXXEpU9/tST6L3+Xi88v++4y923XZXNPZMjphIX/3qn+714T2DDaanFksoJK3bOs9nDJibn3POJSXmtQ5FqrqysrK8PJqfHQDM5ABl9syODQcPHlleHhH1mjY656a7C4R5fn7+KU+ZA77Z+2K6a6vT6XQ6nX+aWO0xNQlryUCIzX27+ykSiDNO8CujsYJY2IdmdODAQ5/53MnPXnfoI5/a/7HPZJOVATkAXtELVETkCXlET9vq3vsGSjkMRAbQ1q3rLr/oQFsynESAJKMMSSur14m0D+7L27aGkrFTVoCNZri/7Hn7867AsM/T+nBnaMpHvraTq9K5ogYFUBbNgxnQlEaDbMs134XBgFVALAY8uP/EXXf1HMSUDYFkHKIH9/sFFTY6cuDeD39s6dNfPPyRTz3wV58anTwWkbwXJTRuWvDBpeMYmkdu2Imq9VBAde2gUQKnaWl46k6lJ0oyQwhOVxAHMe577ycnh09+z6teMTx7R75hw2FJmB8OTZoesDVLuT6sK9XWdeuf9fTKZT5yHkkZdUbjTJ2l1mKcBqAKJCUwFJxMiPVUhT0xTwvZq+pxie7jYnxm0FolfYzROZcSeK29ptJjQlwD8jxPKQ16eYoB1v7Mq15JktjTYNBLScFSVZUR1iadEaYbmJ/EgWrbdrpSkTQxszAJ2fxsf8OG+dN3bKmqFXHC5KLajV/bdfzEAjGTqcawZcuWK595eZGzCAFKBMNaWX+MWtc1EwD0ezJNM+jU705EIYSjR44DUDVN02MjISRLOHz4aNMEJplOLxYRM4Nh/fr135ITqcsEOp1Op9P5J08GzCylhN0PTu57YAAkgx/ONwFzvfXCWR3qGdYzQVtWls8sJ5cnPqdqT0M20nLitWVioywxGSsxpJrcdicOLlJZRkFMUF9c9dM/cbAvkXPXGrcs6oik8ZixtHWlHjIvZyCjPIhBxGhD1Tu5ae7s1/5YVZbrlSFA3sZ9+1a/sis3syxvW6tgM4GGJIlSsijn7cAzLwjEuboUEozKd74n7n3QezULuSta57mYkUhNPVmoF+asek7Uc1J7/rjZOp6QjxOESInMyHh9TRsr8okGMY1vudP27HGIjOSYQASiCCgESojdefREEvUy0h2zjejFY//A//7W+5dWnvubv7zhJ390bnZjuv/g+tg7iPEqVi3Ec9K6wQQXf9/3LQ0HgfIJ+5N9KR2ypIykBVXTInwFGzFgig3r1jE0Qaf9cEQkxui9P3FiISWoqsEAmEF1rX/ONOgnIgLFGHu9niqYYWr8mBzAQADFGJ1wSqFtK8f8wmvO/83f/hVDU1Wl85kpMYtBQWqkMHrcdON/iKZpiGja419EhLmajM4683RP9spX/tuqXmXWaCqSP3LwMCAkkmKE2Utf8i83b0JR5ExKSMSYNvkxpbZtJ+PJ9NfZtm1bjHGtAooIgHOOiHbtui1GMDEgAJsJkajijtvvZvKqJOJxqpjKYM9+9rPTtyLp/f/Yu/NgW6+zvvO/Z631vu/e+4x31ngla/Ao2ZaxbMszBEPctoMNzRAmAwV0QjXBJN00RVHV6YSqdEI63R03Id1NdUMoMhAgphlMM7QN2MYxxoBtWbJleZKt6Y5n2nu/77vWevqPfe61kJyu6kgCBX0/pbLvlepK5667zznru981UAIAADy5GaBLC4TO/Kufb3d2WynL+mxSuzfvFzVbss1gm/P5SStHYz1ahrbsxaTddTs/026nIVgONkRbJOvbZf305/Xb79OyLEwlKChuvfwl1732jnmbgvtUjQ21ZB+6MO7vXVNTHcediUzWlSDFoLA21vXbnqtbbwgxdaNKqkMcH/jAB7fP7IcaL459qy6HsJ5TU1S9tKG97qW3LY9uL0OI1WIT98+cue+Xf+3omId8kEIKir3H3hXk6+uzMLMNH67OpdXyuMqx9fZgVg/WvPchumajjo7hWI7H53as2Oz8zoN/+MGgUpWDSTKZldWGVRfPBL408ze+6rXNmb0mhbPqZzv9+Z/4+ff83X9ycOeHn/1t3xKvvD6dqVftntlcKP3BZ9d+7N+e+7F/fdWtrxgma8XaPqQ+hhP7/twLZWNzbXbFicvPBJLFqtFcN173jGhB0VYT3HppD8D73//+w/++zF3jmBeL4aGHHl7NtuWeUqpeQwjHjx8PQaU8dqOvSco5m6mWXHIfQ/Si/+K73/yiL7u1HxarbbU6PH9z9Zd98aqJ/58uXLiweqs+hhhCKDkv5gcnTx5z1Te98a9ed/3VuQy1VrMgSxaim8Vg62uzv/7N3xRMR7a3ai2rD9rdL33wdblY5iKTbr311pRSXf0nYlx9ppvZO97xji98/qyZQgjyKA+mcP/9Z9797t9NKZXDW8XCMAzu3jbtW97ylvoXsSWGfQIAAPw5hcHdH/rjbclUZbYc+ulkY3ttIx70RbXm7GUxWuyrN6Um1dqGA/U5mWSTrFA0BpWgEKvP52fuuudErYPUruZIXfeM5z1n99ffY/JJM9HQZ1+OXnwsk2YiW+aow+PZTSa57Oh113pUN93QXEM3ZuVz99+/abEmPxjHtpu5WxyVq1f5pGmX11zVy4Ia9a7Gzjz4YL64u31se3HhoG3bxTiM1VPTlX6Rc17mZVVTVXtPdRjH0B6EvDXtmuB9LU1VkkmaVfOqrtSLDzxwpZTLoJouXStwac6I/8AMbvP6G44sc4z++cnilM9O7dQLZy98vHziF/7ej+r0Nbcev3ntmVN9+IGj77mv3PvQ1qufr6+fJYXoIVal4sdGmXx7Y1tba3U10qNUVcZs1q02woYQLMVaSimlSvN+ftddd4XwBtPhBphxzMNQ9vf3Vk+9YqMYYylDjHF9fT1GlbGELzWBb9s2L+Zd15RSLOSQmiq9+MUv/thH7t/bG06cOLFzcC7ER/6K/8g3r+fzea01RLNoZhZjSJNuOmklv+LKUzfe+IwH7vtkP7q7h1WfBE8xTqaTm27YNNNsOq01K156LZp5dUmlllJKivGKK041TTMu3YKZWSlVcgv+p3/ykfvvf+Dqq483YXVvtvXL8fy58/fe+6nYbLlX8xDMluOYYpuadPPN6/Ev4nXEMwEAAJ4IRRqV5b1G16CSQ7FB2tU4+iL1u/f83M/c9r67rt7bO9/UvS6uhWkYyk492J/m0YYwnZwNbd/EHJd7E7sYU+3r6f3m9Dk/uZDcx9QNedL68QOb3lzbxb94x+Ld79r2nWb0wcOFI5snvuubL5w8mjXG5a5b7VPbjeuanvp46nptndybBE9TddsHzaJ277y23bj9JbacXbDw0EzTRbvxqcX0l9+7vrio0G93bRrGtXJw38Z+KQcTpXddO5181eu29tY2vhB2pt7b/vRXf2Oti93O3lUl9Mv9IRZv7b5meHh9Pe8sb1scWR/XPruxth76na72wW48WL/qfGj2bQxxv9HDSectnWsmVuOJMg7v/qDO7G3JdpvYt1IJ28twvFcMg28teHE9VrV1vfmNn/rON9+ztnnTcnuW/UKzU9f3rzz7qW/84J1v/YXfedlP/u/P/MEf2v43/9vxz3xgOz74sZsW2lxeu9eadfO1tavm6UIK772m+8h3vUnD9qkSd9qD/njOTb9dYux1+4tfdPLK48sw7730qrmxAytDt/bTv/Bb3/0DP/7+D9+/l6efPzP/9d/+w6/5hu84P6RBk2a24apl2G/C0NnwFa95mbtKSFltVaoeS9xxm3tNtayVMsZYy7KdpZPRpGZ/Nui7vuGrNyY7qT27N9yfrc82qXUzlK7xZefnu5LbsWmqzItsWW0s5tVjrY3nRiWGYiWHS5eYZa9DGbW7M8jXQ9gYqvW17+MwBG0duSrVsJnqX//aVyk9ENfKGNfnde2gyLp5Wvavffntxbw3tWudWROGtXZxZDJspxpL2s3NuaFfTNswLvPWmr7tm97S2aBxrjIEkwdzhc3Jjd//N/7+e37vY0PV7sJ76Z7Pf+Efvf2nYpymOGm9bXOqY9je2PB+8YbXvdKWCqNCMXmUYlHNytV6ebbaqLY1LnJaDjYb/GhVqumCbB4e99o5ngkAAPBEuLR4Icps9RMzNzVSM47aO3jvz/3rjXa10KGujz7JoZOilNTMZXWoJ+34sFisxZlbsyzFZDF5SHOvQynLmkrbTebl4u6aD2PZ3xg/8n/9/Je/+TV7TSmKjYKd3Gpe+bwH77/36qxgQ5KqKypISm6heBubZV66hRLs/Mkrjr/kBWWS5lKWXAd24b47H/rkLUfbM/vzeZNr27SLUtabsfaz1IUXPHN683VKUqs+qVH+yF3//opOfZG5T3PZGnw2+uD9ibh+4H1TOpW41rfrceNiWRSFYrPqZWttMh/OehiTlxpKjamvXtamn77/08/56Ifb17yiWp0rKKk7PKklVHnk1fUluLbXX/23vvddv/Pe6WLZzs+fVJjHfNDq4mRI7qGW3Kbeq88vbOnEtRZ0/qELvnesDpNFaWvoZ93Yz297zZev7v1tUucK1UeFaNKRI/Y3/+b3/K0f/ftlzJKCedt0Ub6/t/9Lv/Srv/6rvzHrmvPnHm5Sapom6qhFryUHL0E1j/3NN5z+xm/8+lI9RTPzeri851ErfFZvswfJZLFtdPqak//V33nbj/y3/3Bnvr+2fmQsWi1OkkfJ3AaZ6up5xOH/2KM+A92LmweTFNyibLUMydxlCrVYlDVN2lxfk6opvOENb/jR/+6fPbzrOQ+z2WzsTdUtlBfd9qy2sexVZl3XDUu55Ca3IDWyOvTZ3WJMIeoH//b3/do7f/OBhy4q2GI+rq9vDqVcmPcP7X3+277nB1/0Zbfe+vznfuZzn/7IR+588KHzyxKilZQmZtHLspvMdi/sf/03fHXbycfLVzCvBNPlGzXsEScnrYYx6Im4A5oSAADgCSqByzMdD/KQXaPXzkwh6L77672fqUFW1VR1pXTyKAuanJPOTmYPr7VlY7a7n9ralBCqN5MQu8XFU6ZJn6e1NOMYzeJYwl5amqW+7//wrtnnzy+u32gUjxZXbTduumnfm2kZBiuhymSrK107RfeiXIr6FCfWptPXP0tbp2IJa1GNZH05+7vvXbu4v2ExFHMvWWlr8LAwL93FUL/spXckNaqS6Uipze6FfPenoiv66h1Yb1ST2ySuPxzzojthx7c+OxzsRT9u2+eXS8W4mbpj0c597p6rZnEj18aLqyiPo8Wh6cJi/on3vP+Wl74kzkqvNEhdWO0QsKJACXyJl1sIKks948qTL37u8Jv/fmtskvK02FDyfqt58DaH0et6aBq13ZF1rc/O/smHFHPU4HlZp1d8SvNnv+bVR09fIzMp2OpCX0m1KLqCvfyO249sru3sxJSS11zGIlVTl2Icx3xhvugmR6uXXGSxqirImxRD8GFZ7nj57VdeuW7m0VS9yP7MyT+X57TVQrXgZuZpMV+2k8mbv+ZNb//J/zM/uOulBI+rI0RdXk3B7dKN0+a22tus1a3Uh48BFNzcvXqQK8jDkDXmIunw+NzqKVjT2vpGlLJJXdtdccWpCwd7TUpm1jSN575J5aabrpXk7vHS2UeXDj8Nrihv9vaWw1CaLi6XfvSIveylL/zlX/mt6nVjbbZYLpumC+vrx2az5XL+ng98+AN/+rGchwsXdo5sH68aa9ZkvZ0ve/myXwwve+kLb77pOZLGnNvm8os9XB4s15+5avvw9+rh0q3QlAAAAH/xUzOX1SA3DypBUg4a3detahi/8HvveV4O5yaxqXWSSwllLKVa3J2Wu4M//4d/4LVf/6bxyEYp7cRTdq9BbR1132f+3Xd/z+S+gxtzmhwsmrDMbb36oF5ou+b8wfr5kn/3I5vXXZ1VtTOqs/U7XvDw0SMHZx5eNnl13IlJwZVrVao5xnEy2avDmMYv+4Zv0WyzVk2rd+OoT3/+Qz/9L5+Zm+393W3rLiqOSz9WLC01b6YPXHHk6Nd9bfFQTSGq2V/Wf/v/XPvJB4cuDkHL6PNUplmx+nya7lpvvvLHfqh99R3P2Fzz2Yb2vEmdN6ku9uPexff/j//z59/xK9ftLXMosmJuoTZhb+eZ9egX/tWv3/Lavzp92a25aatstZ+hKCxkLa+ux3BZnU597E+/7Ts/+8AD9sH9K8a+aJS7aonuk+In54038RNhuNCcfcXtt7znJ/7Z1f2yU7NQ/MMj4fRbv/367/0ObW4ophpClkVZio3nXjVbaK49vfUdb/36n3z7L+R+P4TQWKzVZ7O1YRhcrYdUrR3zaGZWS4jWxDAMB1bHF7/olr/9tu+RlIKqj+FwaX2Q26UdwOVwu4rkHqorWpxO5V6Ob8Vv/aav+4f/5H9dDmPq1vXFGLBqXq1WC+ZmHl1WrVZbbSr3w0dIMVfPJpWqYPHCxfmi782aXHKMlke3tmxuTNbXVAY1XRiX+SUvvv1P7vyVGNNyvj/r2jz0k4m/8AXP8+rBXPKua/ve3arLq5mrkXTuzE6K0VwxKRf/L7//2++652N/+qd3TyYxxdaqFqF6zkNRSuuLoXptto9uD8Owvrnh8t39CynGSTu+5lV3/Nd/522nTnXLvkym6fJFenb4NSVIoWp1vVukywAAIABJREFUwZ5LxTxKVW7SaiPy430hsU8AAIAnZm7mqpJf/t5sUSFEq0V97t/3h6cOln1shtDkEIuFEqyYlpKtbZ987gt18vRw5CrfuELrx+uxE/PjJ/qTV+jmm089/wVltj148jRdhLRInSnINck6Ovju+z7QmC+t1M7zWpy87IX333L6wel0Gds+tjmkbClb21cLs42DYHlz7Zx8+ozT3Zu/anezPd9o0Zh8+alf+3c7Zx6IVS4LHs1DVGse5bqgmF73Mt1w8kKXHoo6F6X5xY/97L851udQ22pp3oR5a0O04F7GqvWN9pWv1nU32KlnlI0r65VXj2vHxtn2/OQp3XDdra9/vfu0Ke0Qu/2m7WMTajhS4vW75Yq7zujnfr3ZWUyU02om5CpmC+YqX0pVHONsN4X1l992yz/6oYdf/YI7j2x8dmNtv5m2Y7u+SFvLcFRHVaZnnnXN1re+fv7wWd35hWWwT2+39z3r6uM/+jdu+Hs/oqOnFEwpFrN4KTAUZY25adbp+773m9/w1a+4/pqjKgeba8F8mB9cjMHN1DTtou9DaiaztTYpltG8t9q/9Pbn/+APfN9VV223SSbVPIZLnxKr6yFMJagE5cOrIkxuJguyXMsYpP/8zW/cnDazNkQvQcXcV7vd3YrC6If/ptVrpMqy2WjK5tVcbVvds6TqcoUzZ86OeWkhex2iXNmj1auuOSZT2yR5mHTp9hfdIh9VFz7sW81NCG95y1cdPTJtgiVT06Tjx4+YZdnglt2qK7jSYt7HqJLVJGujPetZ1/3kT/zjb/3mr21SUV4GLx7y/mKvqg5jGZY52mR/ZzFJ3XJ/b7F3bmvdpm3/1a972c/+ix9/3vOujlGTaRzzUqqXVkStFk2ZH2ZBPRw3G8NqDC/9g8eJZwIAADyhLn939sMpW3nwoc995jPHluNz+pmUzYMUxuB9CkOYHKhZu/aZChueD9/pS6YomQf57AXPe9WHf+PD23vlqHtVXMj3rPca2ho8xi989O6jF8vGJKvpJE3Wtp/98lcPf/DpoweHB52sji1Jsqgm5MZ318/v71990yuUZpLbfLk26fKDZz/8W793LK7lfqhaG9T0MdXY7Hm7VdJ+0TW3vWQ5hg0LQTUl7d/7ub27P3dKzc27TVHdi7XY2BZFhVKbY6dv1PEr6xiHEILMgzfJFKTYaJnXbn3FNTpxtB9yPxktbNjkYrPYabTeW1vTH7/vA8+9/8F4fDOrHL7f6X92KTge0Z1uoU1Hdnwxe8Udt/zUVXf+9L/cvetT+x/4yOzsXmu1T+GTaf3YDaef/T1/7ditN3zoh/+Ho+H4+VtPHHnti29+zSsnr3pNjuupptoUD188p1PulpK8lOJjicc2u5/8X37kjz70kZ/7uV/8/d9/377tzWZri+VOiO2YvZu0bVPni/MT9U0K152+9iv/yivf8rWvu+W5N459nnTJVC0G92pSzYOXZdtEWR7LGBUUch4Xq8N4xlLDcBCn6+Mwnr5264f/m7f9+D9+++7+sqqRhct3+zZNWH2MwYLXYp7bWPsyX93nFa3UMAQba1EymbS3tzfmhUvBgmqZhKran77mRC2Se63urmfddNN6Z4vcq3Gry8b8rW/9xpJHBa+madtub66bHgy2tMOPo7h8HA6bf8x9SqHm8Vk3n/7v/8GP3vbCL/ulX/ztO+/8pMVxmfvgTRNmaqPyfKsLNuzN4tI13vbsZ3zNm/+zt3zdVw6LYTZtvVaZh2iXvnqsDtP94iG6Xsdg2bxGm+R+0aUUg4LX+Lg/OygBAACemAIwWZGCyaJUlKRQyt6F3Yfu+sTnl31tGwubOeQxjYtmnLd1mezibL197i264khOGpNCqZJyCKPkpnbSrL38Zf2v/eYnx3umS1c3mcv2Thxs7uXp3Pv16ccPzhx713uv+qqvVherlBbhea/4ij/4lffd/bn7qoKksLqatYZhHBZd2x47Ml570u64w+banJm6iXJ94O57PnfmzKmmDUe3z+Q6b2y/TUOUz4drdppy+upn3PLCia2rD52VavmjH/vYvbHsbDfP2d1cpnpuVhftKMllD7fx1C03aWstp2mR5r3WU1UXszSXUteErfXd668dluMy1n2v6836F+LFg3Zxct4N1h6saf3MF07pmYcTXVlyTXllfSnBrHUFabTpgeTX33zb3/0R7WV98BN69/s+86lPHjRl8uUvufn5r/jsp+/+6Z/5xa84cfNz/9q36zvuKFdsZ3VnNN1eRO2pbod6aYlIWM2YVWQek5lClaqXV91x68tfeuvFi4v3f/CP3vWu37v74/de2Nnb2T1o2smRo8en0+kbvvy1r3jlHddee2prS8EkV9ulw/lsiJKW+2qjz7pwsNivsm6yNo59tLw2PTIO8xTWLUQLndfSdG2t+pZvetPFC+f/p3/6z6NyVVjNj1NXz5x9YHP9dBejqlStlj4lz3UMMSS3YMrj7sZa2y/KZC3u749nzzyougihBmtiHbsmxKZubLSL+Xwym1m0Ovjpa69+7Wte8id3fvzMQ+dOHd+64brrb7rpdDCPMc37IUa97PbbPvrhO4Os2hgUVjt3l/3SqyzIqpsUg8vH2aT5zre+6S1f86ZPfPyBn/nZnzh37sLH7/7kmYfOew0ptNO2fc5zbnzjG//K7S954fOe94zpNGWTqUo1BJc8xnjpz+GwBMyCpPlibJOmyWseptOu73NUXh4sNq45tntBk5OP78vWI+89AQAA/5FWbxBaMXlSUAkyjUFNrdq5qA9+WHtLnTiiUBRHhbza91cGi2vHdPMtapOChn5sQ1UTD2IapHWVZrHs//hPuuyqym2Xjh7tmzPtAwvLQdNwrtOxW16U1V1MqUjbpe8e3qn3fDx0SZJWWypd8iALteTesta69upT/bFrqyTViTycPZPvvbetQcMoq2ql1nJUiDE8WNXN8ouf1U+7tb71kHebHM88tP65+9UGncuKVW1RrKuZmSzm7SPp5mcrNGVUdCkspaQQd4MF1fVh1Mc/p3PnNY0ezCZrZdyJ+UDzRr3nTosX3LQ8ciwpbpUYRlNSn9Tx6nqMulo/XiRp3mhPiloe710HrvlS44GOtDvbm1ujaX8x7sybYVuN+mtLSWHizcK6tV66qOFUkWI4PHlHsmoaXS6lquSXNqWuysyl8zuL7a3pkDUWWVDbSJJ6ta1kGpbetJaCLu1xPVz17p7Onlk+fH5nbWN72Zf9g8V01tW6XBxcfNELbyrj6GWcTLxkxTQtNcj00EOLCzsHrnh5nrocLzz/lhui5KMnsyzd8/mHR9dYFBXbEqxYXptryLfedHq1rfbszvLBcxeKJXmMtUkl9uV8u5Gfed315WBou1ZSDXrg3GLjyHS1nGmca32WxzGnZlKrPOijH/10aqeu5Grc42oX/qm15ZVXHZNUPCsUl5mSK5QqC8qjukal6OKFYZgXs9B13fGj6gd13WqO78vlfjc97NxH7ge+/JdL7sq5hBTve+Bi005D6Po+j+O4udapynO+4lRrj2/1HCUAAMAToUiuZapZpZW3JY7z6k2MjUeXdvc05sWp9arqqlJpVIMs5Wg5qUZ5rF1UHoKqUhxjszSZPKqPdaiqNXQX3UbrRg1X5OW6a97kXcWN0iZv91LqpRM1t32fWx+iVSlLVRakeLjAIvbyqjhXPjp0oQmy6l5iGWKpTUhy1Vj6mOfyolrdr1g0UtybTQfVY/uuSZyn3KvOpNFztKDVMm8dnnA49rlLk1BiCK0Xl5nVuWJTQlp9SEE55oVZKbHZUxrUJI1HlG1wkynFneCu1Cms12CjKcojC4S+ZAl4OPwzNiUtoxa5TIJ1uSraGMo81IWUhrFrN9zL5l4IKnsbea0qzKNSk1tpUJ4OUW301b5UKbgsVxVXlBqTau5jjO7KOafUjLlYiBbMV0uKQvCq6C4zuWKoriqvIRyuNlqdATuOWt2866YQzIPGUU2jILmXYLWWUUGmGEKTRzcLMRxunl2th3cp11xKmTRtKAqyIuWobNLqNF5XyDoI4zQ0luWlhBhGr9aG1dL7pioW9RoHjdM0STWoSqOXpnoTB1eQvHrIteu8FDdL7ia5BVuF0Oqj8dXHVHOwWL3GZLmMTWpKdZnVaiGauyzXGIOkWqq7BwsWTKZavZQhRlm0YI86U9X+7A9USg0WxlxDCtXlUojql3XShjKMTUpj9m7yuFKAEgAA4ImQpap560sNjepGCRqbPBbbaLJkJbdBykkmRfnqJHRXHcdiyinOrc6VG/maGimtDghsJOVljFbmB7FbU2glOxt0bJQVlbZfhrA2Bi2johSlUNQv1DVaXSQQVsefy9xUbNUgdRzCrNPq5PI6SlJqDt/vlRTkqRYbq/KiaGs3arR6tAtRmrtKUes51kW2Vk07NavSILmUlJMGUytpGFMbD+QH8qOqe2qrtFY1qXLTEIekEnOQN4phDDIpS4NqlZnqRNZKVkwyBRUTp4g+lmswjVJQaVTT4R9B0FIa5WNZdhY2h4O9prkQp43SFVm+GM9v5K3ibR+ltJzFhTTTMqmNJRyevhNdIRfV1ew6+OHmgbHvm6bR6v7glCR5zTKzw0pLpYyljjkP00lndunqAI/yIGm+e3E6nVrTraa4pbhFyzm3jZb9omuje65h6q6aS9tMTJcjQLLV0UAqcilGhbxfUopqVKKyiqsmWfRkRTll8zDsLadpomRqarHiKqYQvVEJ2XKNHt2stxCiqkrKnnx/mK+1s1LqJHRVQ7CmZJMUTDnnpk2yUb767DVp9URmtWlBpdQQgkvVc4pxsdyPKSSfhhAsrPa9m1RdWo59dUsppZCkED2vVlAdfu5d/h2vWk+S2+XzietqMZJUyhhjkHsZlnLFyfrjeSGxTwAAgCdmaiZXlRUpqbrciqXYDtKBlGNMsqNZbqpFkuLqcPLUBJOZJ2mi6FJWSlIjtVWq0lA0SXEy1TgqV4XprJONUpZZss41Hh5ZpFbLFNV0TV/jWFfvptdQ5SEWlzUaXTEE6zRIcVQ0hSCFOmpcqGu1ui7AiqXokoLN1Jk6HfRjXWu2Jq7z+/JYJ+36pLVe+65JURqkIkXViUapk6Ia5ao0LjVI6y5VKVWplzVaWo4hrw9BCqpKOdiouK6QgkuNx1AvTYiiRjuck+Kx6ZnVF6UQ1Zg0JhXJNFdNFo7Gaeql3M+aNCipVp8rdk2jeD6WjVmdqhZ5UJI8qK7+LC5Pvh8xH129KqzpJqqqY45NqzwqmFmQuWrxWt2KvLZNbJvOPdeqENpH/jtmm2uSeR28ekhtjFbr2CSTvEmqZYgpVUVZtdhcPhJUqlKVF5lL1RV29/YncdrFVlFlLCFaUMkapLQ6X2e+2F+frE3XZ6qS3POoJkvFFOQub4bSp5hy9i5MVh9dDFZU1tpkyl1MtQxV1YLH1W5cV5OSfJRGqaomeSMFD+XixXOmZmtrO8XgLpNCTFKeTlqpeDYLqwr3qjLWIYTYNG2VVWlZawwharVyT/8fpwCVYZCZhRCS5TymFLyOfb/sZtPYXroC4nHgmQAAAE+AWjS6hlRH9Y3KzC320UOXk+14yVGSjnhdfc9f3cl1eDJIkFv1qEXpU2yjYpBCufQtPrhCrZ7dYlD0akVqVhdARQ1SktIomXLSvlzyrtap4uq8xsMjCd2TzMdiMaq4gg2pFi/B4uoehHhpYXL44lk9tXrwRYmTuIgapE7ejmNo0qjQD1oz7TZqpcmqfkw1yk0xS1Xy7Kn2UZPSjlEutaNUpKRlqq7SVQ9KxWwYYufRTAqqSWV1RqNr9aOcvITaqeEF9pjwHKrGrCCFbvU4wM0bLaUgdVVaVvmydnFIbaqWRmnI842wq7GRzWTt4SW1OSpavXw+jyvUejiJD+ayemm5ympZjF2+E8Avp4P7ak+K11rs8EFBWN0DcLiyZ/X44nDueflN7lrK2DRJ8lpGj2teawjBa5F7MJnZarX86q/VSyO4yTXMx3bWeHBXqSpBFjzIrQY3N6smC9Lq97JaQSXzqBqLVQVTVajRzGRylVyHkEL1miyZB9lqZm+1rH6DJcTVcQCre4aDZFUlhChZKS6FYFo9CKmezbzUMdnMpVqLzMPh6Hp2lyxYkqy62lV8r4bDvjipt0c0mVe3YGMeU4pmKiWvFh1JrloVgvS47tugBAAAeEJmZipSUZEGqQaFpGZc1iYka4JsyLVPgUfxj9YrulLKNYWUg87WcRaaNSn2rlrUuCcZJQA8OSgBAACeCKvtm7EqjkU1K5pS8hCyNAxa7quM2pgxTo8Zt161aG9Qu6YY+knw6SwppNWzhaQhqOVyMeDJwZsTAAA8cSVQJYUYY6+wrHXTLZzf/eN//lMP/9+/c+WY+5FDcB6t0f5WGCdjc3asZ9enN77tu09/w5vUNjUmj2kw9Y9z9QMASgAAgCdXXM1YgywUKUv7OW+WqmrH73t49qefvG6+t4yUwKNd7A7mmtvQmXXaWsv75xWHQdZbjFIgAwBKAACAp7jRNCZNpNVxHiZtta0tRilslDoZB2k+14KBepS9zvbboGXI1ozT2NugWBeqo+pUal3BxeIggBIAAOApXALSriRp6gpSI81dNSiqv9Dmg3ZoR5WWb7uPdmTeXLnfTkqb67Qd0vr+REOatqv5f7HVETQAKAEAAJ6ygtRJrcuyzNUmLV2lS01a3nOque/q9HBZ687wbfcxE5FeR8fumCa92vPLvFGnqpNGoVOYyM2LqsSZS8CTg7ODAAB4AtTVTWHZVVwyNTaPGq1OtFg88Nn64Gen/UGjGxioR9lpyhDq1lBnzcbFvOxvuNqPn6gKW/K1LI0ul2aUAEAJAADw1E0BKa/+r8ikGBYhVHlUtnGeyjzGOm+uYZweXQI6qCrbksZizfp5KavppKOubry05YJdw8CTg8gGAOAJYlKUQnXVohi8diUFtaqmElXLrLJj+NFmYy9JQ1AJmtWUau2aILVVMpVGS9MawwRQAgAAPGV50BA0yEcVqTbydWtscO3lz7z7PQ98/O66v7sR9xmoR9dTiMvze7Ot4wdVw7R5xutec/VLbpcOrxXbNV0Qa6oASgAAgKfyjNbVmloPZpO5QqqypXI3priz9/vvOP5//FJT9qIiA/XocavFm6DRj5bm4dlkODnRK59bNA0eFqZ19yN91qRhoIAnAyf0AgAAAJQAAAAAAEoAAAAAACUAAAAAgBIAAAAAQAkAAAAAoAQAAAAAUAIAAAAAKAEAAAAAlAAAAAAASgAAAADAn5fEEAAA8ARwt95Vg8xmSYtGZ2Z12wedvzD1+WIynLiQXZuP+kXhz74l53KXP62G7cHt3Qv1wo22dXaezx+Z2awZ5FnjrLSz3tTZwaRZ49UFUAIAADx1QyCotgpVJtWgKrUKPlZZp0FWUlD74PouA/UoJQ9Xje36qKBZKZP2ILeuaEEuBRXTyBgBlAAAAE9lo7QItQuhkVwyqZGCotLaUJsLo9YVN4a9R/2qWusjf2pmZva0GrcQpyeak+qLaTZeHCa5U44xmdwUVAIlAFACAAA8tV1e1RNc1RSlIrkHxWbY3JgfP3ZwUDb2+keXgP/ZEpCZnl4lsJPjwTisKcxlD5W81nWyIIWn2TAAlAAAAP/JaqToisWtWpQsqUjWNArLtZfffiTFfDDspvyoXxUenRNPs10CUjaFGvI8Jk/Xb842n3dDjqmYtUFWlFwzkgB40pi7MwoAADxetSpXlahqq7VBO6WWpqzF2HlWPyqXcX32mBJ4uu8YDnUR66C5qSRNm4POeptEaaMqZClIUTwfAJ4kPBMAAOAJZYeT+rVJWCgMkix1nZTSwLfdxyihi8Fmm8E8usVBsUjx8rMRl6oUGSfgyflyxTMBAAAevyovXmO14Ifn3tR4uNs1SrG6VVfgGp9H660U81YWZFXWy1xqpLbKimSSUQIAJQAAwFN5Ris/kLdSqxAvz1390rvaRXJpwkE4j1GCapQuTfovLwTyw5+6sTgIeLLwmBIAgCeESeaqVTVI9XA3sMnt8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FACAACAEgAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAADwW9n0Une9iQBBVE1rCAAQs9UwDKYAAACp8ToIAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAACAEgAAAJQAAACgBAAAACUAAAAoAQAAYKmy8XS83IwDAAD+2/V8eB/8EwAAgBQpAQAASNELOO32z6VSyMMAAAAASUVORK5CYII="/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">15<span class="ls0"> </span></div></div><div class="c x40 y219 w20 h13"><div class="t m0 x3f h10 y192 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y21a w1f h41"><div class="t m0 x3f h22 y21b ff5 fs4 fc2 sc0 ls0 ws0">Konferencja dotycząca kluczowych wyzwań </div><div class="t m0 x3f h22 y1c9 ff7 fs4 fc2 sc0 ls0 ws0">sektora energetycznego </div></div><div class="c x40 y21a w20 h41"><div class="t m0 x3f h10 y21b ff6 fs4 fc2 sc0 ls0 ws0">12 <span class="_ _6"></span>grudnia <span class="_ _6"></span><span class="ff8">2024 <span class="_ _6"></span>ro<span class="_ _0"></span>ku <span class="_ _6"></span>w <span class="_ _6"></span>Muzeum <span class="_ _7"></span>Wojska <span class="_ _6"></span>Po<span class="_ _0"></span>lskiego <span class="_ _6"></span>w <span class="_ _6"></span>Warszawie <span class="_ _6"></span>odbyło <span class="_ _7"></span>się <span class="_ _6"></span>Forum </span></div><div class="t m0 x3f h10 y1c9 ff6 fs4 fc2 sc0 ls0 ws0">Energy <span class="_ _14"> </span>Outlook <span class="_ _13"> </span>2025 <span class="_ _13"> </span><span class="ff8">–</span> <span class="_ _13"> </span><span class="ff8">wydarzenie, <span class="_ _14"> </span>które <span class="_ _13"> </span>zgromadziło <span class="_ _13"> </span>czołowych <span class="_ _14"> </span>przedstawicieli </span></div><div class="t m0 x3f h10 y1d6 ff8 fs4 fc2 sc0 ls0 ws0">świata  polityki, <span class="_ _14"> </span>biznesu  oraz<span class="_ _0"></span>  ek<span class="_ _0"></span>spertów  z <span class="_ _14"> </span>sektora <span class="_ _14"> </span>energetycznego.  Forum <span class="_ _14"> </span>zostało </div><div class="t m0 x3f h10 y1cb ff6 fs4 fc2 sc0 ls0 ws0">zorganizowane przez <span class="_ _1"></span>UNIMOT, najwi<span class="ff8">ększą nie<span class="_ _1"></span>zależną grupę p<span class="_ _1"></span>aliwowo<span class="_ _0"></span><span class="ff6">-</span>energetyczną w </span></div><div class="t m0 x3f h10 y1d7 ff6 fs4 fc2 sc0 ls0 ws0">Polsce, o<span class="_ _0"></span>raz <span class="_ _0"></span>Instytut BIRM, <span class="_ _0"></span>think-<span class="_ _0"></span><span class="ff8">tank sk<span class="_ _0"></span>upiający się <span class="_ _0"></span>na <span class="_ _0"></span>zagadnieniac<span class="_ _0"></span>h gospodarczych, </span></div><div class="t m0 x3f h10 y1cd ff8 fs4 fc2 sc0 ls0 ws0">geopolitycznych, <span class="_ _7"> </span>ekonomicznych <span class="_ _12"> </span>i <span class="_ _7"> </span>militarnych. <span class="_ _12"> </span>Konferencja <span class="_ _7"> </span>s<span class="_ _0"></span>tanowiła <span class="_ _12"> </span>przestrzeń <span class="_ _7"></span>do </div><div class="t m0 x3f h10 y1d8 ff8 fs4 fc2 sc0 ls0 ws0">analizy <span class="_ _12"> </span>kluczowych <span class="_ _12"> </span>wyzwań <span class="_ _7"> </span>i <span class="_ _12"> </span>zagrożeń, <span class="_ _12"> </span>z <span class="_ _12"> </span>jakimi <span class="_ _12"> </span>branża <span class="_ _12"> </span>musi <span class="_ _12"> </span>się <span class="_ _12"> </span>mierzyć <span class="_ _12"> </span>w <span class="_ _12"> </span>obliczu </div><div class="t m0 x3f h10 y1a6 ff8 fs4 fc2 sc0 ls0 ws0">dynamicznego środowiska polityczno<span class="ff6">-gospodarczego. </span></div><div class="t m0 x3f h10 y192 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yff w21 h13"><div class="t m0 x3f h22 y192 ff7 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x40 yff w22 h13"><div class="t m0 x3f h22 y192 ff7 fs4 fc2 sc0 ls0 ws0">Wydarzenia po dniu sprawozdawczym </div></div><div class="c x1 y21c w1f h36"><div class="t m0 x3f h22 y1d6 ff5 fs4 fc2 sc0 ls0 ws0">Rozpoczęcie realizacji projektu w obszarze </div><div class="t m0 x3f h22 y1cb ff7 fs4 fc2 sc0 ls0 ws0">wydobycia gazu ziemnego </div></div><div class="c x40 y21c w20 h36"><div class="t m0 x3f h10 y1d6 ff8 fs4 fc2 sc0 ls0 ws0">Zarząd <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>S.A. <span class="_ _7"> </span>podjął <span class="_ _6"></span>decy<span class="_ _0"></span>zję <span class="_ _6"></span>o <span class="_ _7"></span>rozpoczęciu <span class="_ _6"></span>projektu <span class="_ _6"></span>roz<span class="_ _0"></span>szerzenia <span class="_ _6"></span>działalności </div><div class="t m0 x3f h10 y1cb ff6 fs4 fc2 sc0 ls0 ws0">Grupy UNIMOT   <span class="ff8">o wydobycie gazu ziemnego, poprzedzoną pozytywną oceną Ministra </span></div><div class="t m0 x3f h10 y1d7 ff8 fs4 fc2 sc0 ls0 ws0">Klimatu <span class="_ _1"></span>i Środowiska <span class="_ _10"></span>dla jednej <span class="_ _1"></span>ze spółek <span class="_ _1"></span>Grupy. <span class="_ _1"></span>W <span class="_ _1"></span>ramach projektu <span class="_ _10"></span>anal<span class="_ _0"></span>izowane b<span class="_ _1"></span>ędą </div><div class="t m0 x3f h10 y1cd ff8 fs4 fc2 sc0 ls0 ws0">możliwości pozyskania w<span class="_ _0"></span>łasnych złóż <span class="_ _0"></span>w kraju i <span class="_ _0"></span>za granicą, <span class="_ _0"></span>w tym <span class="_ _0"></span>poprzez jo<span class="_ _0"></span>int venture </div><div class="t m0 x3f h10 y1d8 ff8 fs4 fc2 sc0 ls0 ws0">lub <span class="_ _13"> </span>akwizycję <span class="_ _15"> </span>ud<span class="_ _1"></span>ziałów, <span class="_ _15"> </span>a <span class="_ _13"> </span>także <span class="_ _13"> </span>zagospodarowanie <span class="_ _15"> </span>złóż <span class="_ _13"> </span>sczerpanych, <span class="_ _13"> </span>również <span class="_ _15"> </span>w </div><div class="t m0 x3f h10 y1c7 ff8 fs4 fc2 sc0 ls0 ws0">kontekście uruchomienia magazynów gazu lub d<span class="_ _1"></span>wutlenku węgla.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3f h10 y192 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y21d w1f h42"><div class="t m0 x3f h22 y1f0 ff5 fs4 fc2 sc0 ls0 ws0">Przedterminowa spłata zobowiązań </div><div class="t m0 x3f h22 y1d6 ff7 fs4 fc2 sc0 ls0 ws0">kredytowych </div></div><div class="c x40 y21d w20 h42"><div class="t m0 x3f h10 y1f0 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _0"></span>Terminale <span class="_ _0"></span>sp. <span class="_ _5"></span>z <span class="_ _5"></span>o.o.,<span class="_ _0"></span> <span class="_ _0"></span>spółka <span class="_ _5"></span>zależna <span class="_ _5"></span>UNIMOT <span class="_ _0"></span>S.A., <span class="_ _5"></span>dokonała <span class="_ _5"></span>przedterminowej </div><div class="t m0 x3f h10 y1d6 ff8 fs4 fc2 sc0 ls0 ws0">spłaty zobowiązań kredytowych w wysok<span class="_ _1"></span>ości 221,78 mln zł, zaciąg<span class="_ _1"></span>niętych w 2022 r. na </div><div class="t m0 x3f h10 y21e ff6 fs4 fc2 sc0 ls0 ws0">zakup <span class="_ _17"> </span><span class="ff8">akcji <span class="_ _17"> </span>L<span class="_ _0"></span>otos <span class="_ _17"> </span>T<span class="_ _0"></span>erminale <span class="_ _17"> </span>S.A. <span class="_ _17"> </span>Decyzja <span class="_ _20"> </span>o <span class="_ _17"> </span>wcz<span class="_ _0"></span>eśniejszej <span class="_ _17"> </span>spłacie <span class="_ _17"> </span>Zobowiązań </span></div><div class="t m0 x3f h10 y1d7 ff8 fs4 fc2 sc0 ls0 ws0">kredytowych wynika z planowane<span class="_ _1"></span>j zmiany struktury fin<span class="_ _1"></span>ansowani i ma na celu poprawę </div><div class="t m0 x3f h10 y21f ff8 fs4 fc2 sc0 ls0 ws0">efektywności  fin<span class="_ _1"></span>ansow<span class="ff6 ls10">ej<span class="ls0">  </span></span>Grupy  Emitenta. <span class="_ _12"> </span>Jednocześnie  spółka <span class="_ _12"> </span>podjęła  działania  w </div><div class="t m0 x3f h10 y1d8 ff8 fs4 fc2 sc0 ls0 ws0">zakresie <span class="_ _10"></span>zabezpieczenia <span class="_ _10"></span>nowego <span class="_ _1"></span>finansowania <span class="_ _9"></span>o<span class="_ _0"></span>peracyjnego, <span class="_ _10"></span>nie <span class="_ _10"></span>w<span class="_ _0"></span>pływając <span class="_ _10"></span>na <span class="_ _1"></span>politykę </div><div class="t m0 x3f h10 y1a6 ff8 fs4 fc2 sc0 ls0 ws0">dywidendową.<span class="ff6"> </span></div><div class="t m0 x3f h22 y192 ff7 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y220 w1f h43"><div class="t m0 x3f h22 y221 ff5 fs4 fc2 sc0 ls0 ws0">Zawarcie przez spółki zależne Emitenta dwóch </div><div class="t m0 x3f h22 y222 ff5 fs4 fc2 sc0 ls0 ws0">umów limitów kredytowych<span class="ff7"> </span></div></div><div class="c x40 y220 w20 h43"><div class="t m0 x3f h10 y223 ff6 fs4 fc2 sc0 ls0 ws0">3 kw<span class="_ _0"></span>ietnia 2025 <span class="_ _0"></span>r. <span class="_ _0"></span>przez <span class="_ _0"></span><span class="ff8">spółki <span class="_ _0"></span>zależne <span class="_ _0"></span>Emitenta <span class="_ _0"></span>zostały <span class="_ _0"></span>zawarte <span class="_ _0"></span>dwie umow<span class="_ _0"></span>y <span class="_ _0"></span>limitów </span></div><div class="t m0 x3f h10 y224 ff8 fs4 fc2 sc0 ls0 ws0">kredytowych <span class="_ _6"></span>na <span class="_ _6"></span>łączną <span class="_ _6"></span>maksyma<span class="_ _1"></span>lną <span class="_ _6"></span>kwotę <span class="_ _6"></span>do <span class="_ _6"></span>200<span class="_ _1"></span> <span class="_ _6"></span>mln <span class="_ _6"></span>zł. <span class="_ _6"></span>Pierws<span class="_ _1"></span>za <span class="_ _6"></span>umowa <span class="_ _6"></span>ramowa </div><div class="t m0 x3f h10 y225 ff8 fs4 fc2 sc0 ls0 ws0">odnawialnej linii kr<span class="_ _0"></span>edytowej został<span class="_ _0"></span>a zawarta <span class="_ _0"></span>z mBank <span class="_ _0"></span>S.A. przez <span class="_ _0"></span>Unimot T<span class="_ _0"></span>erminale sp. </div><div class="t m0 x3f h10 y226 ff6 fs4 fc2 sc0 ls0 ws0">z o.o. oraz Un<span class="_ _1"></span>imot Bitumen<span class="_ _1"></span> sp. <span class="_ _1"></span>z o.o<span class="ff8">. do łącznej <span class="_ _1"></span>kwoty l<span class="_ _1"></span>imitu d<span class="_ _1"></span>la obu <span class="_ _1"></span>podmiotów do 50 </span></div><div class="t m0 x3f h10 y227 ff8 fs4 fc2 sc0 ls0 ws0">mln <span class="_ _20"> </span>zł <span class="_ _1e"> </span>na <span class="_ _20"> </span>potrzeby <span class="_ _1e"> </span>działalności <span class="_ _20"> </span>operacyjnej <span class="_ _20"> </span>(„Umow<span class="_ _0"></span>a <span class="_ _20"> </span>Kredytowa <span class="_ _1e"> </span>1”).Umowa </div><div class="t m0 x3f h10 y213 ff8 fs4 fc2 sc0 ls0 ws0">Kredytowa <span class="_ _6"></span>1 <span class="_ _6"></span>zakłada <span class="_ _6"></span>możliwość <span class="_ _6"></span>korzystania <span class="_ _6"></span>z <span class="_ _6"></span>limitu <span class="_ _6"></span>(ważnego <span class="_ _6"></span>w <span class="_ _6"></span>okresie <span class="_ _6"></span>do <span class="_ _6"></span>dnia <span class="_ _6"></span>15 </div><div class="t m0 x3f h10 y228 ff6 fs4 fc2 sc0 ls0 ws0">kwietnia 2026 r.) w formie kredytu<span class="_ _1"></span> obrotowego w PLN oraz w formie gwarancji w PLN, </div><div class="t m0 x3f h10 y229 ff6 fs4 fc2 sc0 ls0 ws0">EUR <span class="_ _6"></span>lub <span class="_ _5"></span>USD <span class="_ _6"></span>(maksymalny <span class="_ _5"></span>termi<span class="_ _0"></span>n <span class="_ _6"></span>gwarancji <span class="_ _5"></span>to <span class="_ _6"></span>15 <span class="_ _6"></span>lipca <span class="_ _5"></span>2027 <span class="_ _6"></span>r.)Druga <span class="_ _5"></span>umowa <span class="_ _6"></span>limitu </div><div class="t m0 x3f h10 y22a ff8 fs4 fc2 sc0 ls0 ws0">kredytowego wiel<span class="_ _1"></span>ocelowego została za<span class="_ _1"></span>warta z <span class="_ _1"></span>PKO BP <span class="_ _1"></span>S.A. p<span class="_ _1"></span>rzez Unimot <span class="_ _1"></span>Terminale <span class="_ _1"></span>sp. </div><div class="t m0 x3f h10 y22b ff6 fs4 fc2 sc0 ls0 ws0">z <span class="_ _0"></span>o.o<span class="_ _0"></span>., <span class="_ _0"></span>Unimot <span class="_ _0"></span>Bitumen <span class="_ _0"></span>sp. <span class="_ _0"></span>z <span class="_ _5"></span>o.o. <span class="_ _0"></span>oraz <span class="_ _5"></span>RCEkoenergia s<span class="_ _0"></span>p. <span class="_ _0"></span>z <span class="_ _0"></span>o<span class="_ _0"></span>.o. <span class="_ _5"></span><span class="ff8">do <span class="_ _5"></span>łącznej <span class="_ _0"></span>kwoty <span class="_ _0"></span>limitu </span></div><div class="t m0 x3f h10 y22c ff8 fs4 fc2 sc0 ls0 ws0">dla <span class="_ _10"></span>wszystkich p<span class="_ _1"></span>odmiotów <span class="_ _1"></span>do <span class="_ _10"></span>150 mln <span class="_ _10"></span>zł n<span class="_ _1"></span>a <span class="_ _1"></span>potrzeby <span class="_ _10"></span>działalności <span class="_ _1"></span>operacyjnej <span class="_ _10"></span>(„Umowa<span class="_ _0"></span> </div><div class="t m0 x3f h10 y22d ff8 fs4 fc2 sc0 ls0 ws0">Kredytowa  2”).Umo<span class="_ _0"></span>wa <span class="_ _14"> </span>Kredytowa  2 <span class="_ _14"> </span>stanowi <span class="_ _14"> </span>o  możliwości <span class="_ _14"> </span>korzystania  z <span class="_ _14"> </span>limitu  w </div><div class="t m0 x3f h10 y22e ff8 fs4 fc2 sc0 ls0 ws0">formie:  kredytu <span class="_ _14"> </span>w <span class="_ _14"> </span>rachunku <span class="_ _14"> </span>bieżącym, <span class="_ _14"> </span>kredytu  obrotowego <span class="_ _14"> </span>odnawialnego <span class="_ _14"> </span>(li<span class="ff6">mity<span class="_ _0"></span> </span></div><div class="t m0 x3f h10 y22f ff8 fs4 fc2 sc0 ls0 ws0">kredytowe ważne są w okresie do dnia 30 czerwca 2026 r.) oraz gwarancji bankowych, </div><div class="t m0 x3f h10 y230 ff8 fs4 fc2 sc0 ls0 ws0">które  mo<span class="_ _0"></span>gą  być <span class="_ _14"> </span>wystawiane <span class="_ _14"> </span>w <span class="_ _14"> </span>walutach  PLN, <span class="_ _14"> </span>EUR <span class="_ _14"> </span>lub <span class="_ _14"> </span>USD  (<span class="_ _0"></span>maksymalny <span class="_ _14"> </span>termin </div><div class="t m0 x3f h10 y231 ff8 fs4 fc2 sc0 ls0 ws0">gwarancji <span class="_ _12"> </span>to  30 <span class="_ _12"> </span>września  2027 <span class="_ _12"> </span>r.).  Oba <span class="_ _12"> </span>kredyty  oprocentowane <span class="_ _12"> </span>są  zmien<span class="_ _1"></span>ną <span class="_ _12"> </span>sto<span class="_ _0"></span>pą </div><div class="t m0 x3f h10 y232 ff8 fs4 fc2 sc0 ls0 ws0">procentową <span class="_ _12"> </span>i <span class="_ _12"> </span>są <span class="_ _7"> </span>z<span class="_ _0"></span>abezpieczone <span class="_ _12"> </span>zgodnie <span class="_ _7"> </span>ze <span class="_ _12"> </span>standardami <span class="_ _12"> </span>rynkowymi <span class="_ _12"> </span>oraz <span class="_ _12"> </span>mogą <span class="_ _12"> </span>być </div><div class="t m0 x3f h10 y233 ff8 fs4 fc2 sc0 ls0 ws0">wykorzystane na potrzeby operacyjne całej Grup<span class="_ _1"></span>y Kapitałowej Emitenta.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3f h10 y192 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h22 y121 ff7 fs4 fc9 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y122 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y234 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y124 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y125 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y126 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y127 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y128 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y129 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y235 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y12b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y236 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 x5 y3c wd h1c" alt="" 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class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">16<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h44 y237 ff7 fs5 fc5 sc0 ls11 ws0">1.1.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">NAGRODY I WYRÓŻNIENIA W 202<span class="ff7">4 ROKU </span></span></span></div></div><div class="c x1 y238 w23 h45"><div class="t m0 x3f h11 y239 ff7 fs3 fc2 sc0 ls0 ws0">Nagroda<span class="ff6"> </span></div></div><div class="c x44 y238 w24 h45"><div class="t m0 x3f h11 y239 ff7 fs3 fc2 sc0 ls0 ws0">Opis<span class="ff6"> </span></div></div><div class="c x1 y23a w23 h46"><div class="t m0 x45 hf y2 ff7 fs6 fc5 sc0 ls0 ws0"> </div></div><div class="c x44 y23a w24 h46"><div class="t m0 x3f h10 y23b ff8 fs4 fc2 sc0 ls0 ws0">W styczniu <span class="_ _1"></span>2024 roku <span class="_ _1"></span>spółka <span class="_ _1"></span>Olavion <span class="_ _1"></span>Sp. z <span class="_ _1"></span>o.o. zajmująca <span class="_ _1"></span>się <span class="ff6">w </span></div><div class="t m0 x3f h10 y23c ff8 fs4 fc2 sc0 ls0 ws0">Grupie <span class="_ _7"> </span>UNIMOT <span class="_ _12"> </span>logistyką <span class="_ _7"></span>kolejow<span class="_ _0"></span>ą, <span class="_ _12"> </span>zdobyła <span class="_ _7"></span>tytuł <span class="_ _7"> </span>Diamentu </div><div class="t m0 x3f h10 y23d ff8 fs4 fc2 sc0 ls0 ws0">Forbesa <span class="_ _0"></span>2024. <span class="_ _5"></span>Spółka <span class="_ _0"></span>z<span class="_ _0"></span>ajęła <span class="_ _5"></span>1. <span class="_ _0"></span>miejsce <span class="_ _0"></span>na <span class="_ _5"></span>liście <span class="_ _5"></span>regionalnej <span class="_ _0"></span>w </div><div class="t m0 x3f h10 y23e ff8 fs4 fc2 sc0 ls0 ws0">województwie <span class="_ _17"> </span>pomorskim <span class="_ _17"> </span>oraz <span class="_ _20"> </span>19. <span class="_ _17"> </span>miejsce <span class="_ _17"> </span>na <span class="_ _17"> </span>szc<span class="_ _0"></span>zeblu </div><div class="t m0 x3f h10 y23f ff8 fs4 fc2 sc0 ls0 ws0">ogólnopolskim <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _6"></span>kategorii <span class="_ _5"></span>firm <span class="_ _6"></span>o <span class="_ _6"></span>przychodach <span class="_ _6"></span>od <span class="_ _5"></span>50 <span class="_ _6"></span>do <span class="_ _6"></span>200 </div><div class="t m0 x3f h10 y240 ff8 fs4 fc2 sc0 ls0 ws0">mln <span class="_ _6"></span>zł. <span class="_ _7"> </span>Diamenty <span class="_ _7"></span>Forbesa <span class="_ _7"> </span>to <span class="_ _7"> </span>wyróż<span class="_ _0"></span>nienie <span class="_ _6"></span>opracowane <span class="_ _7"></span>przez </div><div class="t m0 x3f h10 y241 ff8 fs4 fc2 sc0 ls0 ws0">Dun <span class="_ _6"></span>&amp;<span class="_ _0"></span> <span class="_ _7"> </span>Bradstreet <span class="_ _7"> </span>Po<span class="_ _0"></span>land, <span class="_ _7"> </span>we <span class="_ _7"> </span>współpracy <span class="_ _12"> </span>z <span class="_ _7"></span>redakcją <span class="_ _7"> </span>Forbes </div><div class="t m0 x3f h10 y242 ff8 fs4 fc2 sc0 ls0 ws0">Polska, <span class="_ _1"></span>przyznawane <span class="_ _10"></span>najbardziej dyn<span class="_ _1"></span>amicznie <span class="_ _1"></span>rozwijającym s<span class="_ _1"></span>ię </div><div class="t m0 x3f h10 y243 ff6 fs4 fc2 sc0 ls0 ws0">firmom w kraju </div></div><div class="c x1 y244 w23 h47"><div class="t m0 x3f h11 y245 ff7 fs3 fc5 sc0 ls0 ws0">Mecenas Kultury<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x46 hf y2 ff7 fs6 fc5 sc0 ls0 ws0"> </div></div><div class="c x44 y244 w24 h47"><div class="t m0 x3f hd y246 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 y247 ff6 fs4 fc2 sc0 lsf ws0">W <span class="_ _14"> </span><span class="ls0">styczniu <span class="_ _14"> </span>2024 <span class="_ _13"> </span>r. <span class="_ _14"> </span>Unimot <span class="_ _14"> </span>S.A. <span class="_ _14"> </span>i <span class="_ _13"> </span>Unimot <span class="_ _14"> </span>Infrastruktura <span class="_ _14"> </span>- </span></div><div class="t m0 x3f h10 y248 ff8 fs4 fc2 sc0 ls0 ws0">spółka, <span class="_ _22"> </span>której <span class="_ _22"> </span>siedzib<span class="_ _1"></span>a <span class="_ _22"> </span>mieści <span class="_ _22"> </span>się <span class="_ _22"> </span>w <span class="_ _22"> </span>Jaśle <span class="_ _22"> </span><span class="ff6">- <span class="_ _22"> </span></span>zostały </div><div class="t m0 x3f h10 y249 ff8 fs4 fc2 sc0 ls0 ws0">uhonorowane <span class="_ _23"> </span>tytułem <span class="_ _23"> </span>&quot;Mecenasa <span class="_ _23"> </span>Kultury&quot; <span class="_ _15"> </span>przyznawanym </div><div class="t m0 x3f h10 y24a ff8 fs4 fc2 sc0 ls0 ws0">przez <span class="_ _6"></span>Jasielski <span class="_ _7"></span>Dom <span class="_ _7"> </span>Kultury. <span class="_ _7"> </span>Ten <span class="_ _7"> </span>tytuł <span class="_ _7"> </span>zo<span class="_ _0"></span>stał <span class="_ _6"></span>ustanowiony <span class="_ _7"> </span>w </div><div class="t m0 x3f h10 y24b ff8 fs4 fc2 sc0 ls0 ws0">celu <span class="_ _12"> </span>wyróżnienia  przedstawicieli <span class="_ _12"> </span>śro<span class="ff6">dowisk  gospodarczych <span class="_ _12"> </span>i </span></div><div class="t m0 x3f h10 y24c ff8 fs4 fc2 sc0 ls0 ws0">biznesowych, którzy wspierają kulturę jasielską.<span class="ff6"> </span></div></div><div class="c x1 y59 w23 h48"><div class="t m0 x3f hf y24d ff5 fs6 fc5 sc0 ls0 ws0">Adam Sikorski <span class="_ _1"></span>z tytułem H<span class="_ _1"></span>onorowego Oby<span class="_ _1"></span>watela </div><div class="t m0 x3f hf y24e ff7 fs6 fc5 sc0 ls0 ws0">Gminy Zawadzkie</div><div class="t m0 x47 h11 y2 ff7 fs3 fc5 sc0 ls0 ws0"> </div></div><div class="c x44 y59 w24 h48"><div class="t m0 x3f h10 y24f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 y250 ff8 fs4 fc2 sc0 ls0 ws0">W  marcu <span class="_ _12"> </span>2024 <span class="_ _12"> </span>r.,  Adam <span class="_ _12"> </span>Sikorski,  Prezes <span class="_ _12"> </span>Zarządu <span class="_ _12"> </span>U<span class="_ _0"></span>NIMOT, </div><div class="t m0 x3f h10 y251 ff8 fs4 fc2 sc0 ls0 ws0">został <span class="_ _14"> </span>w<span class="_ _0"></span>yróżniony <span class="_ _13"> </span>tytułem <span class="_ _14"> </span>Honorowego <span class="_ _13"> </span>Obywatela <span class="_ _14"> </span>Gminy </div><div class="t m0 x3f h10 y252 ff8 fs4 fc2 sc0 ls0 ws0">Zawadzkie.  Tytuł <span class="_ _0"></span>przyznawany je<span class="_ _0"></span>st uchwałą Rady <span class="_ _0"></span>Miejskiej za </div><div class="t m0 x3f h10 y253 ff8 fs4 fc2 sc0 ls0 ws0">znaczący <span class="_ _1"></span>wkład <span class="_ _1"></span>w r<span class="_ _10"></span>o<span class="_ _0"></span>zwój sp<span class="_ _1"></span>ołeczności <span class="_ _10"></span>lokalnej. Prezes <span class="_ _10"></span>zarządu </div><div class="t m0 x3f h10 y254 ff8 fs4 fc2 sc0 ls0 ws0">UNIMOT został wyróżniony za <span class="_ _1"></span>swoją działalność ch<span class="_ _1"></span>arytatywną </div><div class="t m0 x3f h10 y255 ff8 fs4 fc2 sc0 ls0 ws0">oraz  wsparcie  finansow<span class="_ _0"></span>e,  które  przyczyniły <span class="_ _14"> </span>się  do <span class="_ _14"> </span>rozwoju </div><div class="t m0 x3f h10 y256 ff8 fs4 fc2 sc0 ls0 ws0">infrastruktury <span class="_ _6"></span>służącej <span class="_ _6"></span>mieszkańcom <span class="_ _7"> </span>gminy <span class="_ _6"></span>Zawadzkie, <span class="_ _6"></span>gdzie </div><div class="t m0 x3f h10 y257 ff6 fs4 fc2 sc0 ls0 ws0">zarejestrowana jest firma UNIMOT. </div></div><div class="c x1 y258 w23 h49"><div class="t m0 x3f hf y259 ff5 fs6 fc5 sc0 ls0 ws0">Olavion z nagrodą<span class="_ _1"></span> Diamen<span class="_ _1"></span>tów Forbesa <span class="_ _1"></span>2024</div><div class="t m0 x48 hf y2 ff7 fs6 fc5 sc0 ls0 ws0"> </div></div><div class="c x44 y258 w24 h49"><div class="t m0 x3f h10 y25a ff8 fs4 fc2 sc0 ls0 ws0">W czerwcu 2024 r. Olavion, jedna ze spółek <span class="ff6">Grupy UNIMOT  <span class="lsf">, </span></span></div><div class="t m0 x3f h10 y25b ff8 fs4 fc2 sc0 ls0 ws0">odebrała nagrodę Diamentów Forbes<span class="_ _1"></span>a 2024. Jest to<span class="ff6"> jeden z </span></div><div class="t m0 x3f h10 y25c ff6 fs4 fc2 sc0 ls0 ws0">najbardziej <span class="ff8">prestiżowych rankingów na rynku polskim, </span></div><div class="t m0 x3f h10 y25d ff8 fs4 fc2 sc0 ls0 ws0">wyróżniający najdynamiczniej rozwijające się polskie firmy w </div><div class="t m0 x3f h10 y25e ff8 fs4 fc2 sc0 ls0 ws0">danym regionie, które osiągnęły najwięks<span class="_ _1"></span>zy przeciętny, </div><div class="t m0 x3f h10 y6 ff8 fs4 fc2 sc0 ls0 ws0">roczny wzrost wartości –<span class="ff6"> na poziomie min. 10 proc. </span></div><div class="t m0 x3f h10 y25f ff8 fs4 fc2 sc0 ls0 ws0">Nagrodzone zostały firmy, które w<span class="ff6"> ostatnich trzech latach </span></div><div class="t m0 x3f h10 y260 ff8 fs4 fc2 sc0 ls0 ws0">najszybciej zwiększały swoją wartość oraz uzyskały pozytywny </div><div class="t m0 x3f h10 y261 ff8 fs4 fc2 sc0 ls0 ws0">rating wiarygodności i ryzyka współpracy.<span class="ff6"> </span></div><div class="t m0 x3f h10 y262 ff8 fs4 fc2 sc0 ls0 ws0">Olavion znalazł się na 1. miejscu w województwie pomorskim </div><div class="t m0 x3f h10 y263 ff8 fs4 fc2 sc0 ls0 ws0">oraz 19. na liście ogólnopolskiej w kategorii firm, które </div><div class="t m0 x3f h22 y264 ff8 fs4 fc2 sc0 ls0 ws0">uzyskały przychód na pozio<span class="ff6">mie 50-</span>250 mln zł.<span class="ff7"> </span></div></div><div class="c x1 y265 w23 h41"><div class="t m0 x3f h11 y266 ff5 fs3 fc5 sc0 ls0 ws0">UNIMOT na liście 100 n<span class="_ _0"></span>ajwiększych<span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c x44 y265 w24 h41"><div class="t m0 x3f h10 y267 ff8 fs4 fc2 sc0 ls0 ws0">UNIMOT został uwzględniony w prestiżowym rankingu Forbes </div><div class="t m0 x3f h10 y1f5 ff8 fs4 fc2 sc0 ls0 ws0">–<span class="ff6"> </span>100 największych polskich firm prywatnych. To wyróżnienie </div><div class="t m0 x3f h10 y1f6 ff8 fs4 fc2 sc0 ls0 ws0">jest efektem ciężkiej pracy, systematycznego dążenia d<span class="_ _1"></span>o </div><div class="t m0 x3f h10 y1f7 ff8 fs4 fc2 sc0 ls0 ws0">rozwoju oraz zaangażowania w budowanie silne<span class="_ _1"></span>j polskiej </div><div class="t m0 x3f h10 y1f8 ff8 fs4 fc2 sc0 ls0 ws0">gospodarki. Osiągnięcie to potwierdza skuteczność </div><div class="t m0 x3f h10 y1f9 ff6 fs4 fc2 sc0 ls0 ws0">realizowanych strategii rozwojowych, inwestycji<span class="_ _1"></span> w </div><div class="t m0 x3f h10 y1fa ff8 fs4 fc2 sc0 ls0 ws0">innowacyjne rozwiązania oraz odpowiedzialne podejście<span class="_ _1"></span> do </div><div class="t m0 x3f h10 y268 ff8 fs4 fc2 sc0 ls0 ws0">działalności biznesowej. Obecność w rankingu stanowi impu<span class="_ _1"></span>ls </div><div class="t m0 x3f h10 y192 ff6 fs4 fc2 sc0 ls0 ws0">do dalszego rozwoju na rzecz sektora energetycznego w </div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x39 y3c w1c h1c" alt="" 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class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">17<span class="ls0"> </span></div></div><div class="c x1 y269 w23 h4a"><div class="t m0 x3f h11 y26a ff7 fs3 fc5 sc0 ls0 ws0">polskich firm p<span class="_ _0"></span>rywatnych  </div><div class="t m0 x49 hf ya7 ff7 fs6 fc5 sc0 ls0 ws0"> </div></div><div class="c x44 y269 w24 h4a"><div class="t m0 x3f h10 y26b ff8 fs4 fc2 sc0 ls0 ws0">Polsce, podkreślając wkład w zrównoważony rozwój oraz </div><div class="t m0 x3f hd ycc ff8 fs4 fc2 sc0 ls0 ws0">niezależność energetyczną kraju<span class="ff6 fc5 ls5">. </span><span class="ff6 fs6"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x8 hd y26c ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h9 y26d ff7 fs2 fc8 sc0 lsb ws0">2.<span class="ff3 ls0"> <span class="_ _15"> </span><span class="ff5">PODSTAWOWE INFORMACJE O <span class="_ _1"></span>GRUPIE <span class="_ _1"></span>KAPITAŁOWEJ UNIM<span class="_ _1"></span>OT <span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 y26e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y26f ff8 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _1"></span>Kapitałowa Unimot jes<span class="_ _1"></span>t niezależnym <span class="_ _1"></span>importerem <span class="_ _1"></span>paliw ciekłych i<span class="_ _1"></span> gazowych. <span class="_ _1"></span>Grupa w <span class="_ _1"></span>swojej <span class="_ _10"></span>o<span class="_ _0"></span>fercie posi<span class="_ _1"></span>ada: olej napędowy, ben<span class="_ _1"></span>zynę, </div><div class="t m0 x1 h10 y270 ff8 fs4 fc2 sc0 ls0 ws0">biopaliwa, paliwa lotnicze i żeglugowe, olej napędowy grzewczy, gaz LPG izopropan propan, butan<span class="_ _1"></span>, gaz ziemny, energię elektryc<span class="_ _0"></span>zną, <span class="_ _0"></span>energię </div><div class="t m0 x1 h10 y271 ff8 fs4 fc2 sc0 ls0 ws0">cieplną, <span class="_ _10"></span>fo<span class="_ _0"></span>towoltaikę, produ<span class="_ _1"></span>kty <span class="_ _1"></span>asfaltowe, ole<span class="_ _1"></span>je, <span class="_ _1"></span>smary <span class="_ _10"></span>o<span class="_ _0"></span>raz pali<span class="_ _1"></span>wa <span class="_ _1"></span>stałe. <span class="_ _1"></span>Grupa <span class="_ _10"></span>rozw<span class="_ _0"></span>ija także <span class="_ _10"></span>sieć<span class="_ _0"></span><span class="ff6"> </span>s<span class="_ _1"></span>tacji <span class="_ _1"></span>paliw <span class="_ _10"></span>pod marką <span class="_ _1"></span>AVIA. <span class="_ _1"></span>Jednocześn<span class="_ _1"></span>ie, </div><div class="t m0 x1 h10 y272 ff8 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _5"></span>od <span class="_ _6"></span>kwietnia <span class="_ _6"></span>2023 <span class="_ _5"></span>roku <span class="_ _6"></span>rozpoczęła <span class="_ _6"></span>działalność <span class="_ _5"></span>jako<span class="_ _0"></span> <span class="_ _6"></span>niezależny <span class="_ _5"></span>operator <span class="_ _6"></span>logistyczny, <span class="_ _5"></span>co <span class="_ _6"></span>jest <span class="_ _5"></span>ko<span class="_ _0"></span>nsekwencją <span class="_ _5"></span>przejęcia <span class="_ _6"></span>100% <span class="_ _7"></span>aktywów </div><div class="t m0 x1 h10 y273 ff8 fs4 fc2 sc0 ls0 ws0">Lotos Terminale (UNIMOT Terminale Sp. z o.o.) oraz prowadzi działalności w zakresie przewozów kolejowych (Olavion Sp. z o.o.).<span class="ff6"> </span></div><div class="t m0 x1 h10 y274 ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _10"></span>UNIMOT <span class="ff8">jest <span class="_ _1"></span>trzecim <span class="_ _1"></span>graczem <span class="_ _1"></span>na <span class="_ _1"></span>rynku <span class="_ _10"></span>magazynow<span class="_ _0"></span>ania <span class="_ _1"></span>paliw, dru<span class="_ _1"></span>gim <span class="_ _1"></span>graczem <span class="_ _1"></span>na <span class="_ _1"></span>rynku <span class="_ _10"></span>sprz<span class="_ _0"></span>edaży <span class="_ _1"></span>asfaltów ora<span class="_ _1"></span>z stała <span class="_ _10"></span>się nie<span class="_ _1"></span>zależnym </span></div><div class="t m0 x1 h10 y275 ff8 fs4 fc2 sc0 ls0 ws0">operatorem logistycznym paliw w <span class="_ _0"></span>oparciu o własną <span class="_ _0"></span>infrastrukturę. Obecnie posiada 9 <span class="_ _0"></span>terminali paliw o<span class="_ _0"></span> łącznej bieżącej pojemności 37<span class="_ _0"></span><span class="ff6">6 <span class="_ _0"></span>tys. </span></div><div class="t m0 x1 h10 y276 ff8 fs4 fc2 sc0 ls0 ws0">m3 oraz jest producentem asfaltów modyfikowanych<span class="ff6">. </span></div><div class="t m0 x1 h22 y277 ff5 fs4 fc9 sc0 ls0 ws0">DANE JEDNOSTKI DOMINUJĄCEJ  <span class="ff7"> </span></div><div class="t m0 x1 h10 y278 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y279 ff8 fs4 fc2 sc0 ls0 ws0">UNIMOT Spółka Akcyjna (“UNIMOT”, “Sp<span class="_ _1"></span>ółka”, “Jednostka Dominująca”) z sied<span class="_ _1"></span>zibą w Zawadzkiem, przy ul. Świe<span class="_ _1"></span>rklańskiej 2A, jest Jednostką </div><div class="t m0 x1 h10 y27a ff8 fs4 fc2 sc0 ls0 ws0">Dominującą w Grupie Kapitałowej UNIMOT (&quot;Grupa Kapitałowa&quot;, &quot;Grupa&quot;). <span class="ff6"> </span></div><div class="t m0 x1 h10 y27b ff8 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _6"></span>zo<span class="_ _0"></span>stała <span class="_ _7"></span>wpisana <span class="_ _6"></span>29 <span class="_ _7"> </span>marca <span class="_ _7"> </span>2011 <span class="_ _7"> </span>r. <span class="_ _7"></span>do <span class="_ _7"></span>Rejestru <span class="_ _6"></span>Prz<span class="_ _0"></span>edsiębiorców<span class="_ _0"></span> <span class="_ _6"></span>Sądu <span class="_ _7"></span>Rejonowego <span class="_ _7"></span>w <span class="_ _7"> </span>Opolu <span class="_ _6"></span>V<span class="_ _0"></span>III <span class="_ _7"></span>Wydział <span class="_ _7"></span>Gospodarczy <span class="_ _6"></span>Krajo<span class="_ _0"></span>weg<span class="_ _5"></span><span class="ff6 ls12">o </span></div><div class="t m0 x1 h10 y27c ff8 fs4 fc2 sc0 ls0 ws0">Rejestru Sądowego pod numerem KRS: 0000382244. <span class="ff6"> </span></div><div class="t m0 x1 h10 y27d ff8 fs4 fc2 sc0 ls0 ws0">Spółka posiada numer identyfikacyjny REGON: 160384226 oraz NIP: 7561967341.<span class="ff6"> </span></div><div class="t m0 x1 h10 y27e ff8 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 h10 y27f ff8 fs4 fc2 sc0 ls0 ws0">Podstawowym przedmiotem działalności Jedn<span class="_ _1"></span>ostki Dominującej jest kontrolowanie i zarządzanie in<span class="_ _1"></span>nymi spółkami lub przedsi<span class="_ _1"></span>ębiors<span class="_ _0"></span><span class="ff6">twami w </span></div><div class="t m0 x1 h10 y280 ff8 fs4 fc2 sc0 ls0 ws0">branży pali<span class="_ _1"></span>wowej i energetycznej oraz <span class="_ _1"></span>branżach pokre<span class="_ _1"></span>wnych, planowanie strate<span class="_ _1"></span>giczne i <span class="_ _1"></span>organizacyjne oraz procesy <span class="_ _1"></span>podejmowani<span class="_ _0"></span><span class="ff6">a decyzji, a </span></div><div class="t m0 x1 h10 y281 ff8 fs4 fc2 sc0 ls0 ws0">także prowadzenie działalności handlowej w ramach stacji pali<span class="_ _1"></span>w pod marką AVIA oraz obrót gazem ziemnym.<span class="ff6"> </span></div><div class="t m0 x1 h10 y282 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 y283 ff7 fs5 fc5 sc0 ls11 ws0">2.1.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">SKŁAD ZARZĄDU I RADY NADZORCZEJ JEDNOSTKI DOMINUJĄCEJ  <span class="ff7"> </span></span></span></div><div class="t m0 x1 h22 y284 ff5 fs4 fc9 sc0 ls0 ws0">Skład Zarządu:<span class="ff7"> </span></div><div class="t m0 x3c h4b y285 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Adam Sikorski <span class="ff8">–</span> <span class="ff8">Prezes Zarządu,</span> </span></span></div><div class="t m0 x3c h4b y122 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Robert Brzozowski <span class="ff8">–</span> <span class="ff8">Wiceprezes Zarządu,</span> </span></span></div><div class="t m0 x3c h4b y286 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Filip Kuropatwa <span class="ff8">–</span> <span class="ff8">Wiceprezes Zarządu,</span> </span></span></div><div class="t m0 x3c h4b y287 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Aneta Szczesna-Kowalska <span class="ff8">–</span> <span class="ff8">Wiceprezes Zarządu,</span> </span></span></div><div class="t m0 x3c h4b y288 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Michał Hojowski –<span class="ff6"> </span>Wiceprezes Zarządu.<span class="ff6"> </span></span></span></div><div class="t m0 x1 h10 y289 ff8 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 h22 y128 ff5 fs4 fc9 sc0 ls0 ws0">Skład Rady Nadzorczej:<span class="ff7"> </span></div><div class="t m0 x3c h4b y28a ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Andreas Golombek <span class="ff8">–</span> <span class="ff8">Przewodniczący Rady Nadzorczej,</span> </span></span></div><div class="t m0 x3c h4b y28b ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Magdalena Katarzyna Sikorska <span class="ff8">–</span> <span class="ff8">Członek </span>Rady Nadzorczej, </span></span></div><div class="t m0 x3c h4b y28c ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Piotr Cieślak –<span class="ff6"> </span>Członek Rady Nadzorczej,<span class="ff6"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi x5 y3c w5 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">18<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h4b y69 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Yiannis Petrallis <span class="ff8">–</span> <span class="ff8">Członek Rady Nadzorczej,</span> </span></span></div><div class="t m0 x3c h4b y28d ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Piotr Prusakiewicz <span class="ff8">–</span> <span class="ff8">Członek Rady Nadzorczej,</span> </span></span></div><div class="t m0 x3c h4b y28e ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Czesław Władysław Sadkowski –<span class="ff6"> </span>Wiceprzewodniczący Rady Nadzorczej,<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y28f ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Lidia Banach-Hoheker <span class="ff8">–</span> <span class="ff8">Członek Rady Nadzorczej.</span> </span></span></div><div class="t m0 x1 h10 y290 ff8 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 h10 y291 ff8 fs4 fc2 sc0 ls0 ws0">W dniu 17.06.2024 r. rezygnację z pełnionych funkcji złożyli:<span class="ff6"> </span></div><div class="t m0 x3c h3e y292 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Bogusław Satława –<span class="ff6"> </span>Wiceprzewodniczący Rady Nadzorczej<span class="ff6"> </span></span></span></div><div class="t m0 x3c h3e y293 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff6 fs4">Isaac Querub <span class="ff8">–</span> <span class="ff8">Członek Rady Nadzorczej</span> </span></span></div><div class="t m0 x3c h3e y294 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff6 fs4">Ryszard Budzik <span class="ff8">–</span> <span class="ff8">Członek Rady Nadzorczej</span> </span></span></div><div class="t m0 x1 h10 y295 ff8 fs4 fc2 sc0 ls0 ws0">Na ich miejsce w dniu 17.06.2024 r. Zwyczajne Walne Zgromadzenie powołało:<span class="ff6"> </span></div><div class="t m0 x3c h3e y296 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff6 fs4">Yiannis Petrallis <span class="ff8">–</span> <span class="ff8">Członek Rady Nadzorczej</span> </span></span></div><div class="t m0 x3c h3e y297 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff6 fs4">Magdalena Katarzyna Sikorska <span class="ff8">–</span> <span class="ff8">Członek Rady Nadzorczej</span> </span></span></div><div class="t m0 x3c h3e y298 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Czesław Władysław Sadkowski –<span class="ff6"> </span>Członek Rady <span class="ff6">Nadzorczej </span></span></span></div><div class="t m0 x1 h10 y299 ff8 fs4 fc2 sc0 ls0 ws0">W dniu 16 września 2024 r. Rada Nadzorcza powołała Pana Czesława Władysława Sadkowskiego do pe<span class="_ _1"></span>łnienia funkcji </div><div class="t m0 x1 h10 y29a ff8 fs4 fc2 sc0 ls0 ws0">Wiceprzewodniczącego Rady Nadzorczej.<span class="ff6"> </span></div><div class="t m0 x1 h10 y29b ff8 fs4 fc2 sc0 ls0 ws0">Po okresie sprawozdawczym w dniu 11.02.2025 roku Pani<span class="_ _1"></span> Magdalena Katarzyna Sikorska objęła stanowisko drugiego </div><div class="t m0 x1 h10 y29c ff8 fs4 fc2 sc0 ls0 ws0">Wiceprzewodniczącego Rady Nadzorczej, a Pan Piotr Prusaki<span class="_ _1"></span>ewicz objął stanowisko Sekretarza Rady Nadzorczej.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3c h44 y29d ff7 fs5 fc5 sc0 ls11 ws0">2.2.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">SKŁAD GRUPY KAPITAŁOWEJ UNIMOT  <span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 y1f ff8 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _10"></span>dzień <span class="_ _10"></span>3<span class="ff6">1 <span class="_ _1"></span>grudnia <span class="_ _10"></span><span class="ff8">2024 <span class="_ _1"></span>roku <span class="_ _10"></span>Grupę <span class="_ _10"></span>Ka<span class="_ _0"></span>pitałową <span class="_ _10"></span>UNIMOT <span class="_ _1"></span>tworzyły <span class="_ _10"></span>następujące <span class="_ _10"></span>spółki <span class="_ _10"></span>bezpośrednio <span class="_ _1"></span>i <span class="_ _10"></span>pośrednio <span class="_ _10"></span>zależne, <span class="_ _10"></span>obję<span class="_ _0"></span>te <span class="_ _10"></span>konsolidacją:<span class="_ _0"></span> <span class="_ _0"></span><span class="ff6"> </span></span></span></div></div><div class="c x1 y29e w25 h4c"><div class="t m0 x25 h15 y29f ff7 fs9 fc2 sc0 ls0 ws0">Nazwa jednostki<span class="_ _1"></span> </div></div><div class="c x4a y29e w26 h4c"><div class="t m0 x4b h15 y29f ff7 fs9 fc2 sc0 ls0 ws0">Siedziba </div></div><div class="c x4c y29e w27 h4c"><div class="t m0 x4d h15 y29f ff5 fs9 fc2 sc0 ls0 ws0">Zakres podstawowej <span class="_ _10"></span>dz<span class="_ _0"></span>iałalności j<span class="_ _1"></span>ednostki<span class="ff7"> </span></div></div><div class="c x4e y29e w28 h4c"><div class="t m0 x4f h15 y2a0 ff7 fs9 fc2 sc0 ls0 ws0">Posiadane </div><div class="t m0 x50 h15 y29f ff5 fs9 fc2 sc0 ls0 ws0">udziały i </div><div class="t m0 x2 h15 y2a1 ff5 fs9 fc2 sc0 ls0 ws0">prawa głosu<span class="ff7"> </span></div></div><div class="c x51 y29e w29 h4c"><div class="t m0 x4d h15 y2a0 ff7 fs9 fc2 sc0 ls0 ws0">Data </div><div class="t m0 x4b h15 y29f ff7 fs9 fc2 sc0 ls0 ws0">uzyskania </div><div class="t m0 x34 h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">kontroli </div></div><div class="c x1 y2a2 w25 h4d"><div class="t m0 xa h19 y2a3 ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT S.A. </div></div><div class="c x4a y2a2 w26 h4d"><div class="t m0 x34 h19 y2a3 ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x4c y2a2 w27 h4d"><div class="t m0 xa h19 y2a3 ff8 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 h19 y2a4 ff8 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 h19 y2a5 ff6 fs9 fc2 sc0 ls0 ws0">pokrewnyc<span class="_ _1"></span>h, planowanie<span class="_ _1"></span> strategiczne i or<span class="_ _1"></span>ganizacyjne </div><div class="t m0 xa h19 y2a6 ff6 fs9 fc2 sc0 ls0 ws0">oraz procesy<span class="_ _1"></span> podejmowani<span class="_ _1"></span>a decyzji; Prowadzenie </div><div class="t m0 xa h19 y2a7 ff8 fs9 fc2 sc0 ls0 ws0">działalności h<span class="_ _1"></span>andlowej w ramac<span class="_ _1"></span>h stacji pal<span class="_ _1"></span>iw pod </div><div class="t m0 xa h19 y2a8 ff8 fs9 fc2 sc0 ls0 ws0">marką AVIA; Obr<span class="_ _1"></span>ót gazem ziemny<span class="_ _1"></span>m<span class="ff6"> </span></div></div><div class="c x4e y2a2 w28 h4d"><div class="t m0 x52 h19 y2a3 ff6 fs9 fc2 sc0 ls0 ws0">nie doty<span class="_ _1"></span>czy </div></div><div class="c x51 y2a2 w29 h4d"><div class="t m0 x4b h19 y2a3 ff6 fs9 fc2 sc0 ls0 ws0">Jednostk<span class="_ _1"></span>a </div><div class="t m0 x53 h19 y2a4 ff8 fs9 fc2 sc0 ls0 ws0">Dominująca<span class="ff6"> </span></div></div><div class="c x1 y2a9 w25 h4e"><div class="t m0 xa h19 y2aa ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT SYSTEM Sp. <span class="_ _1"></span>z o.o. </div></div><div class="c x4a y2a9 w26 h4e"><div class="t m0 x34 h19 y2aa ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x4c y2a9 w27 h4e"><div class="t m0 xa h19 y2aa ff8 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 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">sieciowy<span class="_ _1"></span>m </div></div><div class="c x4e y2a9 w28 h4e"><div class="t m0 x10 h19 y2aa ff6 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x51 y2a9 w29 h4e"><div class="t m0 x54 h19 y2aa ff6 fs9 fc2 sc0 ls0 ws0">20.01.2014 </div></div><div class="c x1 y1ad w25 h4f"><div class="t m0 xa h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT PALI<span class="_ _1"></span>WA Sp. z o.o. </div></div><div class="c x4a y1ad w26 h4f"><div class="t m0 x34 h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x4c y1ad w27 h4f"><div class="t m0 xa h19 y2ab ff8 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 x4e y1ad w28 h4f"><div class="t m0 x10 h19 y2ab ff6 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x51 y1ad w29 h4f"><div class="t m0 x54 h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">16.11.2015 </div></div><div class="c x1 y2ac w25 h50"><div class="t m0 xa h19 y2ad ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT ENERGIA I G<span class="_ _1"></span>AZ Sp. z o.o. </div></div><div class="c x4a y2ac w26 h50"><div class="t m0 x34 h19 y2ad ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x4c y2ac w27 h50"><div class="t m0 xa h19 y2ad ff8 fs9 fc2 sc0 ls0 ws0">Obrót e<span class="_ _1"></span>nergią elektryc<span class="_ _1"></span>zną i paliwami gazowymi, </div><div class="t m0 xa h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">instalac<span class="_ _1"></span>je fotowoltaic<span class="_ _1"></span>zne </div></div><div class="c x4e y2ac w28 h50"><div class="t m0 x10 h19 y2ad ff6 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x51 y2ac w29 h50"><div class="t m0 x54 h19 y2ad ff6 fs9 fc2 sc0 ls0 ws0">30.12.2015 </div></div><div class="c x1 y2af w25 h4f"><div class="t m0 xa h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">TRADEA Sp. z o.o.<span class="_ _1"></span> </div></div><div class="c x4a y2af w26 h4f"><div class="t m0 x34 h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x4c y2af w27 h4f"><div class="t m0 xa h19 y2ab ff8 fs9 fc2 sc0 ls0 ws0">Handel ener<span class="_ _1"></span>gią elektry<span class="_ _1"></span>czną<span class="ff6"> </span></div></div><div class="c x4e y2af w28 h4f"><div class="t m0 x10 h19 y2ab ff6 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x51 y2af w29 h4f"><div class="t m0 x54 h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">23.05.2016 </div></div><div class="c x1 y2b0 w25 h4f"><div class="t m0 xa h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT UKRAINE LLC<span class="_ _1"></span> </div></div><div class="c x4a y2b0 w26 h4f"><div class="t m0 x55 h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">Ukraina </div></div><div class="c x4c y2b0 w27 h4f"><div class="t m0 xa h19 y2ab ff8 fs9 fc2 sc0 ls0 ws0">Dystrybu<span class="_ _1"></span>cja paliw ciekłych<span class="ff6"> </span></div></div><div class="c x4e y2b0 w28 h4f"><div class="t m0 x10 h19 y2ab ff6 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x51 y2b0 w29 h4f"><div class="t m0 x54 h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">19.04.2018 </div></div><div class="c x1 y180 w25 h4f"><div class="t m0 xa h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT ASIA LLC </div></div><div class="c x4a y180 w26 h4f"><div class="t m0 x56 h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">Chiny </div></div><div class="c x4c y180 w27 h4f"><div class="t m0 xa h19 y2ab ff8 fs9 fc2 sc0 ls0 ws0">Dystrybu<span class="_ _1"></span>cja produktów ropo<span class="_ _1"></span>pochodnych<span class="ff6"> </span></div></div><div class="c x4e y180 w28 h4f"><div class="t m0 x10 h19 y2ab ff6 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x51 y180 w29 h4f"><div class="t m0 x54 h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">04.09.2018 </div></div><div class="c x1 y2b1 w25 h4f"><div class="t m0 xa h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT ENERGY LLC<span class="_ _1"></span> </div></div><div class="c x4a y2b1 w26 h4f"><div class="t m0 x55 h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">Ukraina </div></div><div class="c x4c y2b1 w27 h4f"><div class="t m0 xa h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">Dystrybu<span class="_ _1"></span>cja energii elek<span class="_ _1"></span>trycznej </div></div><div class="c x4e y2b1 w28 h4f"><div class="t m0 x10 h19 y2ab ff6 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x51 y2b1 w29 h4f"><div class="t m0 x54 h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">02.04.2019 </div></div><div class="c x1 y2b2 w25 h51"><div class="t m0 xa h19 y2b3 ff6 fs9 fc2 sc0 ls0 ws0">OPERATOR KLASTR<span class="_ _1"></span>A ENERGII Sp. <span class="_ _1"></span>z o.o. </div></div><div class="c x4a y2b2 w26 h51"><div class="t m0 x34 h19 y2b3 ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x4c y2b2 w27 h51"><div class="t m0 xa h19 y2b3 ff6 fs9 fc2 sc0 ls0 ws0">Planowanie, wyt<span class="_ _1"></span>warzanie i k<span class="_ _1"></span>oordynacja dyst<span class="_ _1"></span>rybucji </div><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">energii, ko<span class="_ _1"></span>nsulting, <span class="ff8">działania dor<span class="_ _1"></span>adcze<span class="ff6"> </span></span></div></div><div class="c x4e y2b2 w28 h51"><div class="t m0 x4d h19 y2b3 ff6 fs9 fc2 sc0 ls4 ws0">80%<span class="ls0"> </span></div></div><div class="c x51 y2b2 w29 h51"><div class="t m0 x54 h19 y2b3 ff6 fs9 fc2 sc0 ls0 ws0">15.02.2021 </div></div><div class="c x1 y2b4 w25 h50"><div class="t m0 xa h19 y2ad ff8 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 h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">Sp. z o.o. </div></div><div class="c x4a y2b4 w26 h50"><div class="t m0 x34 h19 y2ad ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x4c y2b4 w27 h50"><div class="t m0 xa h19 y2ad ff8 fs9 fc2 sc0 ls0 ws0">Spółka celowa n<span class="_ _1"></span>ieprowadząca <span class="_ _1"></span>działalności </div><div class="t m0 xa h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">operacyjne<span class="_ _1"></span>j </div></div><div class="c x4e y2b4 w28 h50"><div class="t m0 x10 h19 y2ad ff6 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x51 y2b4 w29 h50"><div class="t m0 x54 h19 y2ad ff6 fs9 fc2 sc0 ls0 ws0">20.10.2021 </div></div><div class="c x1 y2b5 w25 h52"><div class="t m0 xa h19 y2a7 ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT B1 Sp. <span class="_ _1"></span>z o.o. </div></div><div class="c x4a y2b5 w26 h52"><div class="t m0 x34 h19 y2a7 ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x4c y2b5 w27 h52"><div class="t m0 xa h19 y2a7 ff8 fs9 fc2 sc0 ls0 ws0">Spółka celowa n<span class="_ _1"></span>ieprowadząca <span class="_ _1"></span>działalności </div><div class="t m0 xa h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">operacyjne<span class="_ _1"></span>j </div></div><div class="c x4e y2b5 w28 h52"><div class="t m0 x10 h19 y2a7 ff6 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x51 y2b5 w29 h52"><div class="t m0 x54 h19 y2a7 ff6 fs9 fc2 sc0 ls0 ws0">20.10.2021 </div></div><div class="c x1 y2b6 w25 h4f"><div class="t m0 xa h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT SA (Uni<span class="_ _1"></span>mot LTD) </div></div><div class="c x4a y2b6 w26 h4f"><div class="t m0 x53 h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">Szwajcaria </div></div><div class="c x4c y2b6 w27 h4f"><div class="t m0 xa h19 y2ab ff8 fs9 fc2 sc0 ls0 ws0">dystrybu<span class="_ _1"></span>cja paliw ciekłych<span class="ff6"> </span></div></div><div class="c x4e y2b6 w28 h4f"><div class="t m0 x10 h19 y2ab ff6 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x51 y2b6 w29 h4f"><div class="t m0 x54 h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">17.05.2022 </div></div><div class="c x1 y2b7 w25 h4f"><div class="t m0 xa h19 y2ab ff8 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 x4a y2b7 w26 h4f"><div class="t m0 x34 h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x4c y2b7 w27 h4f"><div class="t m0 xa h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">Wytwarzanie ene<span class="_ _1"></span>rgii ele<span class="_ _1"></span>ktrycznej </div></div><div class="c x4e y2b7 w28 h4f"><div class="t m0 x10 h19 y2ab ff6 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x51 y2b7 w29 h4f"><div class="t m0 x54 h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">13.02.2023 </div></div><div class="c x1 y2b8 w25 h4f"><div class="t m0 xa h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">OLAVION Sp. z o.o. </div></div><div class="c x4a y2b8 w26 h4f"><div class="t m0 x34 h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x4c y2b8 w27 h4f"><div class="t m0 xa h19 y2ab ff8 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 x4e y2b8 w28 h4f"><div class="t m0 x4d h19 y2ab ff6 fs9 fc2 sc0 ls4 ws0">90%<span class="ls0"> </span></div></div><div class="c x51 y2b8 w29 h4f"><div class="t m0 x54 h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">07.03.2023 </div></div><div class="c x1 y2b9 w25 h53"><div class="t m0 xa h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT TERMINALE <span class="_ _1"></span>Sp. z o.o. </div></div><div class="c x4a y2b9 w26 h53"><div class="t m0 x34 h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x4c y2b9 w27 h53"><div class="t m0 xa h19 y2ab 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 x4e y2b9 w28 h53"><div class="t m0 x10 h19 y2ab ff6 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x51 y2b9 w29 h53"><div class="t m0 x54 h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">07.04.2023 </div></div><div class="c x1 y2ba w25 h4f"><div class="t m0 xa h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT BITUMEN Sp. <span class="_ _10"></span>z<span class="_ _0"></span> o.o. </div></div><div class="c x4a y2ba w26 h4f"><div class="t m0 x34 h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x4c y2ba w27 h4f"><div class="t m0 xa h19 y2ab ff8 fs9 fc2 sc0 ls0 ws0">Produkcja as<span class="_ _1"></span>faltów<span class="ff6"> </span></div></div><div class="c x4e y2ba w28 h4f"><div class="t m0 x10 h19 y2ab ff6 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x51 y2ba w29 h4f"><div class="t m0 x54 h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">07.04.2023 </div></div><div class="c x1 y2bb w25 h2"><div class="t m0 xa h19 y1a6 ff6 fs9 fc2 sc0 ls0 ws0">RCEKOENERGIA Sp<span class="_ _1"></span>. z o.o. </div></div><div class="c x4a y2bb w26 h2"><div class="t m0 x34 h19 y1a6 ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x4c y2bb w27 h2"><div class="t m0 xa h19 y1a6 ff8 fs9 fc2 sc0 ls0 ws0">Wytwarzanie, przesy<span class="_ _1"></span>ł, dystr<span class="_ _1"></span>ybucja oraz obrót<span class="_ _1"></span> </div><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">mediami energet<span class="_ _1"></span>ycznymi </div></div><div class="c x4e y2bb w28 h2"><div class="t m0 x10 h19 y1a6 ff6 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x51 y2bb w29 h2"><div class="t m0 x54 h19 y1a6 ff6 fs9 fc2 sc0 ls0 ws0">07.04.2023 </div></div><div class="c x1 y24d w25 h54"><div class="t m0 xa h19 y2bc ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT AVIATION<span class="_ _1"></span> Sp. z o.o.  </div></div><div class="c x4a y24d w26 h54"><div class="t m0 x34 h19 y2bc ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x4c y24d w27 h54"><div class="t m0 xa h19 y2bc ff8 fs9 fc2 sc0 ls0 ws0">Obrót paliwe<span class="_ _1"></span>m lotniczym<span class="ff6"> </span></div></div><div class="c x4e y24d w28 h54"><div class="t m0 x4d h19 y2bc ff6 fs9 fc2 sc0 ls4 ws0">75%<span class="ls0"> </span></div></div><div class="c x51 y24d w29 h54"><div class="t m0 x54 h19 y2bc ff6 fs9 fc2 sc0 ls0 ws0">28.04.2023 </div></div><div class="c x1 y2bd w25 h55"><div class="t m0 xa h19 y2be 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 x4a y2bd w26 h55"><div class="t m0 x34 h19 y2be ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x4c y2bd w27 h55"><div class="t m0 xa h19 y2be ff8 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 h19 y2bf ff8 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 x4e y2bd w28 h55"><div class="t m0 x4d h19 y2be ff6 fs9 fc2 sc0 ls4 ws0">80%<span class="ls0"> </span></div></div><div class="c x51 y2bd w29 h55"><div class="t m0 x4b h19 y2be ff6 fs9 fc2 sc0 ls0 ws0">4.07.2023 </div></div><div class="c x1 y2c0 w25 h50"><div class="t m0 xa h19 y2c1 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 x4a y2c0 w26 h50"><div class="t m0 x34 h19 y2c1 ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x4c y2c0 w27 h50"><div class="t m0 xa h19 y2c1 ff8 fs9 fc2 sc0 ls0 ws0">Działalność usługowa <span class="_ _10"></span>wspomagająca transpo<span class="_ _1"></span>rt </div><div class="t m0 xa h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">lotnic<span class="_ _1"></span>zy </div></div><div class="c x4e y2c0 w28 h50"><div class="t m0 x4d h19 y2c1 ff6 fs9 fc2 sc0 ls4 ws0">75%<span class="ls0"> </span></div></div><div class="c x51 y2c0 w29 h50"><div class="t m0 x54 h19 y2c1 ff6 fs9 fc2 sc0 ls0 ws0">20.07.2023 </div></div><div class="c x1 y2c2 w25 h54"><div class="t m0 xa h19 y2bc ff6 fs9 fc2 sc0 ls0 ws0">MOT LLC </div></div><div class="c x4a y2c2 w26 h54"><div class="t m0 x55 h19 y2bc ff6 fs9 fc2 sc0 ls0 ws0">Ukraina </div></div><div class="c x4c y2c2 w27 h54"><div class="t m0 xa h19 y2bc ff8 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 x4e y2c2 w28 h54"><div class="t m0 x10 h19 y2bc ff6 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x51 y2c2 w29 h54"><div class="t m0 x54 h19 y2bc ff6 fs9 fc2 sc0 ls0 ws0">16.02.2024 </div></div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi x5 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">19<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yf7 ff7 fs6 fc9 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y2c3 ff7 fs4 fc9 sc0 ls0 ws0">Schemat GK UNIMOT <span class="ff5">na dzień </span>31 grudnia <span class="ls6">2024 r</span><span class="ff6 fc2">. </span></div><div class="t m0 x1 h10 y2c4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x57 h10 y2c5 ff6 fs4 fc2 sc0 ls0 ws0"> </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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">20<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 y2c6 ff7 fs5 fc5 sc0 ls11 ws0">2.3.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">POWIĄZANIA ORGANIZACYJNE I DOKONANE INWESTYCJE KAPITAŁOWE <span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 y2c7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y2c8 ff8 fs4 fc2 sc0 ls0 ws0">Emitent nie dokonywał w okresie sprawozdawczym inwestycji kapitałowych p<span class="_ _1"></span>oza Grupą Kapitałową.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y2c9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y2ca ff7 fs4 fc0 sc0 ls0 ws0">Zmiany w  2024 r.: </div><div class="t m0 x1 h4b y2cb ffc fs4 fca sc0 ls0 ws0">•<span class="ff2"> <span class="_ _f"> </span><span class="ff8 fc2">26 <span class="_ _0"></span>stycznia <span class="_ _0"></span>2024 <span class="_ _0"></span>r. <span class="_ _0"></span>Nadzwycz<span class="_ _0"></span>ajne Zgromadzenie <span class="_ _0"></span>Wspólników <span class="_ _0"></span>spółki <span class="_ _0"></span>zależnej <span class="_ _0"></span>od <span class="_ _0"></span>Unimot <span class="_ _0"></span>S.A., <span class="_ _6"></span>spółki UNIMOT <span class="_ _0"></span>Aviation <span class="_ _0"></span>sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o<span class="_ _0"></span>. <span class="_ _0"></span>podjęło </span></span></div><div class="t m0 x58 h10 y2cc ff8 fs4 fc2 sc0 ls0 ws0">uchwałę o<span class="_ _0"></span> podwyż<span class="_ _0"></span>szeniu kapitału z<span class="_ _0"></span>akładowego <span class="_ _0"></span>Spółki z <span class="_ _0"></span>kwoty <span class="_ _0"></span>5 <span class="_ _0"></span>000 z<span class="_ _0"></span>ł <span class="_ _0"></span>do <span class="_ _0"></span>kwoty 805 <span class="_ _0"></span>000 <span class="_ _0"></span>zł, <span class="_ _0"></span>tj. o<span class="_ _0"></span> kwotę <span class="_ _0"></span>800 <span class="_ _0"></span>000 <span class="_ _0"></span>zł, <span class="_ _0"></span>poprzez utwo<span class="_ _6"></span><span class="ff6">rzenie </span></div><div class="t m0 x58 h10 y2cd ff8 fs4 fc2 sc0 ls0 ws0">16 000 now<span class="_ _0"></span>ych udziałów<span class="_ _0"></span>. Nowoutworzone udziały <span class="_ _0"></span>zostały o<span class="_ _0"></span>bjęte przez dotychcz<span class="_ _0"></span>asowych<span class="_ _0"></span><span class="ff6"> <span class="_ _0"></span></span>wspólników <span class="_ _0"></span>Spółki: UNIMOT S.A. <span class="_ _0"></span>objął <span class="_ _0"></span>12 000 </div><div class="t m0 x58 h10 y2ce ff8 fs4 fc2 sc0 ls0 ws0">udziałów o łącznej wartości nominalne<span class="_ _1"></span>j 600 000 zł, a Cezary Krawczuk objął 4 000 udziałów o łącznej wartości nominalnej 200 0<span class="_ _0"></span>00 zł.<span class="ff6"> </span></div><div class="t m0 x1 h4b y2cf ffc fs4 fca sc0 ls0 ws0">•<span class="ff2"> <span class="_ _f"> </span><span class="ff8 fc2">16 lutego 2024 r., spółka zależna Unimot S.A., Unimot Ukraine LLC, nabyła 100% udziałów w ukraińskiej spółce MOT LLC.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x1 h4b y2d0 ffc fs4 fca sc0 ls0 ws0">•<span class="ff2"> <span class="_ _f"> </span><span class="ff8 fc2">27 maja <span class="_ _0"></span>2024 r. <span class="_ _0"></span>Nadzwyczajne Zgromadzenie Wspólników <span class="_ _0"></span>spółki zależnej od Unimot S.A., <span class="_ _0"></span>spółki Un<span class="_ _0"></span>imot B1 <span class="_ _0"></span>sp. z<span class="_ _5"></span><span class="ff6"> </span>o.o. podjęło <span class="_ _0"></span>uchwałę o </span></span></div><div class="t m0 x58 h10 y2d1 ff8 fs4 fc2 sc0 ls0 ws0">podwyższeniu <span class="_ _10"></span>ka<span class="_ _0"></span>pitału zakładowego <span class="_ _10"></span>Spółki z <span class="_ _1"></span>kwoty 43 <span class="_ _10"></span>000 zł <span class="_ _1"></span>do kwoty <span class="_ _10"></span>58 000 <span class="_ _1"></span>zł, tj. <span class="_ _10"></span>o kwotę <span class="_ _1"></span>15 <span class="_ _1"></span>000 <span class="_ _1"></span>zł, poprzez <span class="_ _10"></span>ustanowienie 30<span class="_ _0"></span><span class="ff6">0 n<span class="_ _1"></span>owych </span></div><div class="t m0 x58 h10 y2d2 ff8 fs4 fc2 sc0 ls0 ws0">udziałów <span class="_ _7"></span>o <span class="_ _6"></span>warto<span class="_ _0"></span>ści <span class="_ _6"></span>nominalnej <span class="_ _7"></span>50 <span class="_ _6"></span>z<span class="_ _0"></span>ł <span class="_ _7"></span>każdy. <span class="_ _6"></span>Wszystkie <span class="_ _7"></span>nowo <span class="_ _7"></span>ustanowione <span class="_ _6"></span>udziały <span class="_ _7"> </span>zostały <span class="_ _7"></span>objęte <span class="_ _6"></span>przez <span class="_ _7"> </span>jedynego <span class="_ _7"></span>wspólnika <span class="_ _7"></span>Spółki<span class="_ _0"></span><span class="ff6"> <span class="_ _7"> </span>- </span></div><div class="t m0 x58 h10 y2d3 ff8 fs4 fc2 sc0 ls0 ws0">Unimot S.A., w zamian za wkład pieniężny w łącznej wysokości 15 000 zł.<span class="ff6"> <span class="_ _14"> </span> </span></div><div class="t m0 x1 h4b y2d4 ffc fs4 fca sc0 ls0 ws0">•<span class="ff2"> <span class="_ _f"> </span><span class="ff8 fc2">27 maja 2024 r. Nadzwyczajne Zgromadzenie Wspólników spółki zależnej od Unimot S.A., spółki Unimot Centrum Usług Wspóln<span class="_ _1"></span>ych sp<span class="_ _5"></span><span class="ff6">. z </span></span></span></div><div class="t m0 x58 h10 y2d5 ff8 fs4 fc2 sc0 ls0 ws0">o.o. <span class="_ _0"></span>podjęło <span class="_ _0"></span>uchwałę <span class="_ _0"></span>o <span class="_ _0"></span>podwyż<span class="_ _0"></span>szeniu<span class="_ _1"></span> <span class="_ _0"></span>kapitału <span class="_ _0"></span>z<span class="_ _0"></span>akładowego <span class="_ _0"></span>Spółki <span class="_ _0"></span>z <span class="_ _5"></span>kwoty 43 <span class="_ _5"></span>000 z<span class="_ _0"></span>ł <span class="_ _0"></span>do <span class="_ _0"></span>kwoty <span class="_ _0"></span>58 <span class="_ _0"></span>000 <span class="_ _0"></span>zł, <span class="_ _0"></span>tj. <span class="_ _0"></span>o <span class="_ _5"></span>kwotę <span class="_ _0"></span>15 <span class="_ _0"></span>000 <span class="_ _0"></span>zł, <span class="_ _6"></span><span class="ff6 ls13">po<span class="ls0">przez </span></span></div><div class="t m0 x58 h10 y2d6 ff8 fs4 fc2 sc0 ls0 ws0">ustanowienie <span class="_ _7"> </span>300  nowych <span class="_ _7"> </span>udział<span class="_ _0"></span>ów <span class="_ _12"> </span>o <span class="_ _12"> </span>wartości <span class="_ _12"> </span>nominalnej <span class="_ _7"> </span>50 <span class="_ _12"> </span>zł<span class="_ _0"></span> <span class="_ _12"> </span>każdy. <span class="_ _12"> </span>Wszystkie <span class="_ _7"> </span>nowo  u<span class="_ _1"></span>stanowione <span class="_ _12"> </span>udziały <span class="_ _12"> </span>zostały <span class="_ _12"> </span>objęte <span class="_ _7"> </span>p<span class="_ _0"></span>rzez </div><div class="t m0 x58 h10 y2d7 ff8 fs4 fc2 sc0 ls0 ws0">jedynego wspólnika Spółki <span class="ff6">- </span>Unimot S.A., w zamian za wkład pieniężny w łącznej wysokości 15 000 zł.<span class="ff6"> <span class="_ _22"> </span> </span></div><div class="t m0 x1 h22 y2d8 ff5 fs4 fc0 sc0 ls0 ws0">Połączenia zrealizowane w 2024 r.:<span class="ff7"> </span></div><div class="t m0 x1 h4b y2d9 ffc fs4 fca sc0 ls0 ws0">•<span class="ff2"> <span class="_ _f"> </span><span class="ff8 fc2">W <span class="_ _0"></span>dniu <span class="_ _0"></span>1 <span class="_ _5"></span>lipca <span class="_ _0"></span>2024 <span class="_ _0"></span>roku <span class="_ _0"></span>spółka <span class="_ _0"></span>Unimot <span class="_ _5"></span>System sp. <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>o.o., <span class="_ _5"></span>będąca <span class="_ _0"></span>częścią <span class="_ _0"></span>Grupy <span class="_ _0"></span>Kapitałowej, <span class="_ _0"></span>dokonała <span class="_ _0"></span>przejęcia <span class="_ _0"></span>swojej <span class="_ _5"></span>spółki <span class="_ _5"></span>zależnej </span></span></div><div class="t m0 x58 h10 y2da ff8 fs4 fc2 sc0 ls0 ws0">Blue LNG sp. z o.o. w wyniku połączenia.<span class="ff6"> <span class="_ _25"> </span> </span></div><div class="t m0 x1 h4b y2db ffc fs4 fca sc0 ls0 ws0">•<span class="ff2"> <span class="_ _f"> </span><span class="ff8 fc2">11 grudnia 2024 <span class="_ _10"></span>r. nastąpiło połączenie <span class="_ _10"></span>spółek Unimot Terminale <span class="_ _10"></span>s<span class="_ _0"></span>p. z o.o. <span class="_ _1"></span>(spółka p<span class="_ _1"></span>rzejmująca) i Un<span class="_ _1"></span>imot Infrastru<span class="_ _1"></span>ktura sp. <span class="_ _1"></span>z<span class="_ _0"></span><span class="ff6"> </span>o.o. (spółka </span></span></div><div class="t m0 x58 h10 y2dc ff8 fs4 fc2 sc0 ls0 ws0">przejmowana) <span class="_ _14"> </span>poprzez <span class="_ _13"> </span>przeniesieni<span class="_ _1"></span>e <span class="_ _14"> </span>całego <span class="_ _13"> </span>majątku <span class="_ _14"> </span>spółki <span class="_ _14"> </span>przejmowanej <span class="_ _13"> </span>na <span class="_ _14"> </span>spółkę <span class="_ _14"> </span>przejmującą. <span class="_ _13"> </span>W <span class="_ _14"> </span>wyniku <span class="_ _14"> </span>połączenia <span class="_ _14"> </span>Unim<span class="_ _5"></span><span class="ff6">ot </span></div><div class="t m0 x58 h10 y2dd ff8 fs4 fc2 sc0 ls0 ws0">Infrastruktura sp. z o.o. została wykreślona z KRS w dniu 18 grudnia 2024<span class="ff6"> <span class="ls14">r.</span> <span class="_ _26"> </span> </span></div><div class="t m0 x1 h22 y2de ff7 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y2df ff7 fs4 fc0 sc0 ls0 ws0">Zbycia w 2024 r.: </div><div class="t m0 x1 h10 y1a8 ff8 fs4 fc2 sc0 ls0 ws0">Brak zbyć w 2024 r.<span class="ff6"> </span></div><div class="t m0 x1 h22 y17b ff7 fs4 fc0 sc0 ls0 ws0">Zmiany po dniu sprawozdawczym: </div><div class="t m0 x1 h10 y2e0 ff8 fs4 fc2 sc0 ls0 ws0">25 <span class="_ _5"></span>lutego <span class="_ _5"></span>2025 <span class="_ _5"></span>r. <span class="_ _5"></span>Nadzwyczajne <span class="_ _5"></span>Zgromadzenie <span class="_ _0"></span>W<span class="_ _0"></span>spólników <span class="_ _5"></span>spółki <span class="_ _5"></span>zależnej <span class="_ _5"></span>od <span class="_ _5"></span>Unimot <span class="_ _5"></span>S.A., <span class="_ _5"></span>spółki <span class="_ _5"></span>Unimot <span class="_ _5"></span>B1 <span class="_ _5"></span>sp. <span class="_ _5"></span>z <span class="_ _5"></span>o.o<span class="_ _0"></span>. <span class="_ _5"></span>podjęło <span class="_ _0"></span>uc<span class="_ _5"></span>hwał<span class="_ _0"></span>ę <span class="_ _5"></span>o </div><div class="t m0 x1 h10 y2e1 ff8 fs4 fc2 sc0 ls0 ws0">podwyższeniu ka<span class="_ _0"></span>pitału <span class="_ _0"></span>zakładowego <span class="_ _5"></span>Spółki <span class="_ _0"></span>z <span class="_ _0"></span>kwo<span class="_ _0"></span>ty <span class="_ _0"></span>58 <span class="_ _0"></span>000<span class="_ _0"></span> <span class="_ _0"></span>zł <span class="_ _5"></span>do <span class="_ _0"></span>kwo<span class="_ _0"></span>ty <span class="_ _0"></span>78 <span class="_ _0"></span>000 <span class="_ _5"></span>zł, <span class="_ _0"></span>tj. <span class="_ _5"></span>o <span class="_ _0"></span>kwo<span class="_ _0"></span>tę <span class="_ _0"></span>20 <span class="_ _0"></span>000 <span class="_ _5"></span>zł, <span class="_ _0"></span>poprzez <span class="_ _5"></span>ustanowienie <span class="_ _6"></span><span class="ff6">400 <span class="_ _0"></span>now<span class="_ _0"></span>ych </span></div><div class="t m0 x1 h10 y2e2 ff8 fs4 fc2 sc0 ls0 ws0">udziałów <span class="_ _0"></span>o <span class="_ _0"></span>wartości nominalnej <span class="_ _0"></span>50 <span class="_ _0"></span>zł <span class="_ _0"></span>każdy. <span class="_ _0"></span>Wszystkie <span class="_ _0"></span>nowo <span class="_ _0"></span>ustanowione udziały <span class="_ _0"></span>zostały <span class="_ _0"></span>o<span class="_ _0"></span>bjęte przez <span class="_ _0"></span>jedynego w<span class="_ _0"></span>spólnika S<span class="_ _0"></span>półki<span class="_ _5"></span><span class="ff6"> <span class="_ _0"></span>- <span class="_ _0"></span>Unimot </span></div><div class="t m0 x1 h10 y2e3 ff8 fs4 fc2 sc0 ls0 ws0">S.A., w zamian za wkład pieniężny w łącznej wysokości 20<span class="ff6"> <span class="ls6">000</span> </span>zł.<span class="ff6"> </span></div><div class="t m0 x1 h10 y2e4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y2e5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y2e6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y2e7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y2e8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y2e9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y2ea ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y2eb ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y2ec ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 y2ed ff7 fs5 fc8 sc0 ls11 ws0">2.4.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">HISTORIA UNIMOT S.A. I GRUPY KAPITAŁOWEJ UNIM<span class="_ _1"></span>OT <span class="_ _0"></span><span class="ff7"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x5 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">21<span class="ls0"> </span></div></div><div class="c x1 y2ee w2a h56"><div class="t m0 x59 hf y2ef ff5 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 y2f0 w2b h57"><div class="t m0 x38 h11 y2f1 ff7 fs3 fc2 sc0 ls9 ws0">1992<span class="ff6 ls0"> </span></div></div><div class="c x5a y2f0 w2c h57"><div class="t m0 x3f h10 y2f2 ff8 fs4 fc2 sc0 ls0 ws0">Rozpoczęcie <span class="_ _15"> </span>działalności <span class="_ _15"> </span>gospodarczej <span class="_ _15"> </span>przez <span class="_ _19"> </span>członków <span class="_ _15"> </span>rodziny <span class="_ _19"> </span>Sikorskich <span class="_ _15"> </span>(handel <span class="_ _15"> </span>olejami </div><div class="t m0 x3f h10 y35 ff6 fs4 fc2 sc0 ls0 ws0">samochodowymi). </div></div><div class="c x1 y2f3 w2b h58"><div class="t m0 x38 h11 y2ab ff7 fs3 fc2 sc0 ls9 ws0">2001<span class="ff6 ls0"> </span></div></div><div class="c x5a y2f3 w2c h58"><div class="t m0 x3f h10 y2f4 ff6 fs4 fc2 sc0 ls0 ws0">Nabycie <span class="ff8">rozlewni gazu LPG w miejscowości Zawadzkie.</span> </div><div class="t m0 x3f h10 y2f5 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y2f6 w2b h57"><div class="t m0 x38 h11 y2f1 ff7 fs3 fc2 sc0 ls9 ws0">2011<span class="ff6 ls0"> </span></div></div><div class="c x5a y2f6 w2c h57"><div class="t m0 x3f h10 y2f2 ff8 fs4 fc2 sc0 ls0 ws0">Zainicjowanie działalności Unimot pod nazwą Unimot Gaz S.A.<span class="ff6"> </span></div><div class="t m0 x3f h10 y35 ff8 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 y2f7 w2b h57"><div class="t m0 x38 h11 y2f1 ff7 fs3 fc2 sc0 ls9 ws0">2012<span class="ff6 ls0"> </span></div></div><div class="c x5a y2f7 w2c h57"><div class="t m0 x3f h10 y2f2 ff6 fs4 fc2 sc0 ls0 ws0">Debiut na rynku NewConnect. </div><div class="t m0 x3f h10 y2f8 ff8 fs4 fc2 sc0 ls0 ws0">Realizacja celów emisji <span class="ff6">- otwarcie centrum dystrybucyjneg<span class="_ _1"></span>o butli gazowych. </span></div></div><div class="c x1 y2f9 w2b h58"><div class="t m0 x38 h11 y2ab ff7 fs3 fc2 sc0 ls9 ws0">2013<span class="ff6 ls0"> </span></div></div><div class="c x5a y2f9 w2c h58"><div class="t m0 x3f h10 y2f4 ff6 fs4 fc2 sc0 ls0 ws0">Otrzymanie koncesji na handel gazem ziemnym. </div><div class="t m0 x3f h10 y2f5 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y2fa w2b h59"><div class="t m0 x38 h11 y2fb ff7 fs3 fc2 sc0 ls9 ws0">2014<span class="ff6 ls0"> </span></div></div><div class="c x5a y2fa w2c h59"><div class="t m0 x3f h10 y2fc ff6 fs4 fc2 sc0 ls0 ws0">Zmiana nazwy z Unimot Gaz S.A. na Unimot S.A. </div><div class="t m0 x3f h10 y2fd ff8 fs4 fc2 sc0 ls0 ws0">Rozpoczęcie działalności na hurtowym rynku oleju napędowego i biopaliw.<span class="ff6"> </span></div><div class="t m0 x3f h10 y2fe ff6 fs4 fc2 sc0 ls0 ws0">Nabycie sieci gazowej przez Unimot System sp. z o.o. </div><div class="t m0 x3f h10 y2f2 ff8 fs4 fc2 sc0 ls0 ws0">Zawarcie <span class="_ _15"> </span>umowy <span class="_ _19"> </span>przeniesienia <span class="_ _15"> </span>własności <span class="_ _19"> </span>zorganizowanej <span class="_ _15"> </span>części <span class="_ _15"> </span>przedsiębiorstwa <span class="_ _19"> </span>Unimot </div><div class="t m0 x3f h10 y2f8 ff6 fs4 fc2 sc0 ls0 ws0">Express <span class="_ _1"></span>sp. <span class="_ _1"></span>z o.o. - <span class="_ _10"></span><span class="ff8">działalność w <span class="_ _1"></span>zakresie <span class="_ _1"></span>hurtowego h<span class="_ _1"></span>andlu pali<span class="_ _1"></span>wami, w <span class="_ _1"></span>tym ole<span class="_ _1"></span>ju <span class="_ _1"></span>napędowego.<span class="ff6"> </span></span></div></div><div class="c x1 y2ff w2b h5a"><div class="t m0 x38 h11 y300 ff7 fs3 fc2 sc0 ls9 ws0">2015<span class="ff6 ls0"> </span></div></div><div class="c x5a y2ff w2c h5a"><div class="t m0 x3f h10 y301 ff8 fs4 fc2 sc0 ls0 ws0">Uzyskanie koncesji na obrót paliwami ciekłymi z zagranicą.<span class="ff6"> </span></div><div class="t m0 x3f hd y2f2 ff8 fs4 fc2 sc0 ls0 ws0">Nabycie udziałów w UEiG sp. z o.o. (d.<span class="ff6 fs6"> <span class="fs4">EnergoGaz - </span></span>koncesje na obrót en<span class="_ _1"></span>ergią elektryczną (OEE), </div><div class="t m0 x3f h10 y2f8 ff8 fs4 fc2 sc0 ls0 ws0">paliwami gazowymi (OPG) i paliwami ciekłymi (OPC)).<span class="ff6"> </span></div></div><div class="c x1 y302 w2b h5b"><div class="t m0 x38 h11 y303 ff7 fs3 fc2 sc0 ls9 ws0">2016<span class="ff6 ls0"> </span></div></div><div class="c x5a y302 w2c h5b"><div class="t m0 x3f h10 y2fe ff8 fs4 fc2 sc0 ls0 ws0">Przystąpienie do stowarzyszenia AVIA International.<span class="ff6"> </span></div><div class="t m0 x3f h10 y2f2 ff8 fs4 fc2 sc0 ls0 ws0">Przejęcie spółki Tradea –<span class="ff6"> </span>trading energią elektryczną.<span class="ff6"> </span></div><div class="t m0 x3f h10 y2f8 ff8 fs4 fc2 sc0 ls0 ws0">Przyjęcie Strategii rozwoju UNIMOT S.A. na lata 2016<span class="ff6">-<span class="ls6">2017.</span> </span></div></div><div class="c x1 y304 w2b h5c"><div class="t m0 x38 h11 y305 ff7 fs3 fc2 sc0 ls9 ws0">2017<span class="ff6 ls0"> </span></div></div><div class="c x5a y304 w2c h5c"><div class="t m0 x3f h10 y306 ff8 fs4 fc2 sc0 ls0 ws0">Debiut na rynku głównym GPW w Warszawie.<span class="ff6"> </span></div><div class="t m0 x3f h10 y35 ff8 fs4 fc2 sc0 ls0 ws0">Początek rozwoju sieci stacji AVIA w Polsce.<span class="ff6"> </span></div></div><div class="c x1 y307 w2b h5d"><div class="t m0 x38 h11 y308 ff7 fs3 fc2 sc0 ls9 ws0">2018<span class="ff6 ls0"> </span></div></div><div class="c x5a y307 w2c h5d"><div class="t m0 x3f h10 y309 ff6 fs4 fc2 sc0 ls0 ws0">Publikacja strategii na lata 2018-<span class="ls6">2023.</span> </div><div class="t m0 x3f h10 y306 ff8 fs4 fc2 sc0 ls0 ws0">Przyjęcie polityki <span class="ff6">dywidendowej - minimum 30% z wypracowanego zysku netto. </span></div><div class="t m0 x3f h10 y35 ff8 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 y30a w2b h5e"><div class="t m0 x38 h11 y30b ff7 fs3 fc2 sc0 ls9 ws0">2019<span class="ff6 ls0"> </span></div></div><div class="c x5a y30a w2c h5e"><div class="t m0 x3f h10 y30c ff8 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 x3f h10 y2fe ff8 fs4 fc2 sc0 ls0 ws0">Rozpoczęcie działalności w branży produktów asfaltowych.<span class="ff6"> </span></div><div class="t m0 x3f h10 y2f2 ff8 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 x3f h10 y2f8 ff8 fs4 fc2 sc0 ls0 ws0">Wejście do indeksu sWIG 80 na GPW w Warszawie.<span class="ff6"> </span></div></div><div class="c x1 y30d w2b h5f"><div class="t m0 x38 h11 y305 ff7 fs3 fc2 sc0 ls9 ws0">2020<span class="ff6 ls0"> </span></div></div><div class="c x5a y30d w2c h5f"><div class="t m0 x3f h10 y306 ff8 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 x3f h10 y35 ff8 fs4 fc2 sc0 ls0 ws0">Rozpoczęcie działalności w zakresie obrotu ropą naftową.<span class="ff6"> </span></div></div><div class="c x1 y30e w2b h60"><div class="t m0 x38 h11 y30f ff7 fs3 fc2 sc0 ls9 ws0">2021<span class="ff6 ls0"> </span></div></div><div class="c x5a y30e w2c h60"><div class="t m0 x3f h10 y233 ff8 fs4 fc2 sc0 ls0 ws0">Rozpoczęcie produkcji paneli fotowoltaicznych pod marką AVIA Solar.<span class="ff6"> </span></div><div class="t m0 x3f h10 y310 ff8 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 y311 w2b h61"><div class="t m0 x38 h11 y312 ff7 fs3 fc2 sc0 ls9 ws0">2022<span class="ff6 ls0"> </span></div></div><div class="c x5a y311 w2c h61"><div class="t m0 x3f h10 y2fd ff8 fs4 fc2 sc0 ls0 ws0">Podpisanie <span class="_ _0"></span>umowy <span class="_ _5"></span>przedwstępnej <span class="_ _0"></span>na <span class="_ _5"></span>zakup <span class="_ _5"></span>spółki <span class="_ _0"></span>Lo<span class="_ _0"></span>tos <span class="_ _0"></span>Terminale <span class="_ _0"></span>(9 <span class="_ _5"></span>terminali <span class="_ _0"></span>pal<span class="_ _0"></span>iwowych <span class="_ _5"></span>i <span class="_ _0"></span>2 </div><div class="t m0 x3f h10 y2fe ff8 fs4 fc2 sc0 ls0 ws0">zakłady produkcji asfaltu) w ramach fuzji PKN Orlen i Lotos.<span class="ff6"> </span></div><div class="t m0 x3f hd y2f2 ff6 fs4 fc2 sc0 ls0 ws0">Reorganizacja <span class="_ _13"> </span>w <span class="_ _23"> </span>Grupie <span class="_ _23"> </span>UNIMOT<span class="_ _0"></span>- <span class="_ _13"> </span><span class="ff8">przeniesienie <span class="_ _13"> </span>z<span class="_ _0"></span>organizowanej <span class="_ _13"> </span>cz<span class="_ _0"></span>ęści <span class="_ _13"> </span>przedsiębiorstwa<span class="_ _0"></span></span><span class="fs6"> <span class="_ _23"> </span></span><span class="ls15">z </span></div><div class="t m0 x3f h10 y2f8 ff8 fs4 fc2 sc0 ls0 ws0">segmentem obrotu paliwami ze spółki Unimot S.A. do spółki zależnej –<span class="ff6"> Unimot Paliwa.  </span></div></div><div class="c x1 y313 w2b h62"><div class="t m0 x38 h11 y314 ff7 fs3 fc2 sc0 ls9 ws0">2023<span class="ff6 ls0"> </span></div></div><div class="c x5a y313 w2c h62"><div class="t m0 x3f h10 y315 ff6 fs4 fc2 sc0 ls0 ws0">Finalizacja nabycia 100% akcji Lotos Terminale. </div><div class="t m0 x3f h10 y316 ff8 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 x3f h10 y30c ff8 fs4 fc2 sc0 ls0 ws0">Rozpoczęcie <span class="_ _1"></span>działalności <span class="_ _1"></span>w se<span class="_ _1"></span>gmencie <span class="_ _1"></span>paliw s<span class="_ _1"></span>tałych p<span class="_ _1"></span>oprzez spółkę <span class="ff6">Unimot <span class="_ _10"></span>Commo<span class="_ _0"></span>dities <span class="_ _1"></span>Sp. <span class="_ _10"></span>z<span class="_ _0"></span> o. </span></div><div class="t m0 x3f h10 y309 ff6 fs4 fc2 sc0 ls12 ws0">o.<span class="ls0"> </span></div><div class="t m0 x3f h10 y306 ff8 fs4 fc2 sc0 ls0 ws0">Rozpoczęcie <span class="_ _0"></span>działalności <span class="_ _0"></span>w <span class="_ _5"></span>segmencie <span class="_ _0"></span>paliw <span class="_ _0"></span>lotnicz<span class="_ _0"></span>ych <span class="_ _0"></span>poprzez <span class="_ _0"></span>spół<span class="_ _0"></span>kę <span class="_ _5"></span><span class="ff6">Unimot <span class="_ _0"></span>Aviation <span class="_ _5"></span>Sp. <span class="_ _0"></span>z <span class="_ _5"></span>o. </span></div><div class="t m0 x3f h10 y35 ff6 fs4 fc2 sc0 ls12 ws0">o;<span class="ls0"> Aviation Se<span class="_ _1"></span>rvices Sp. z o. o. </span></div><div class="t m0 x3f h10 y0 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y317 w2b h63"><div class="t m0 x38 h11 y318 ff7 fs3 fc2 sc0 ls9 ws0">2024<span class="fc9 ls0"> </span></div></div><div class="c x5a y317 w2c h63"><div class="t m0 x3f h10 y319 ff6 fs4 fc2 sc0 ls0 ws0">Publikacja strategii na lata 2024-<span class="ls6">2028.</span> </div><div class="t m0 x3f h10 y31a ff8 fs4 fc2 sc0 ls0 ws0">Rozpoczęcie <span class="_ _10"></span>działalności <span class="_ _10"></span>w <span class="_ _1"></span>sektorze <span class="_ _10"></span>lotnictwa <span class="_ _10"></span>pasażerskiego –<span class="_ _1"></span><span class="ff6"> <span class="_ _10"></span><span class="ff8">możliwość <span class="ff6">tan<span class="_ _1"></span>kowania <span class="_ _10"></span><span class="ff8">samolotów </span></span></span></span></div><div class="t m0 x3f h10 y31b ff8 fs4 fc2 sc0 ls0 ws0">na Lotnisku Kraków<span class="ff6">-Balice oraz Lotnisku Katowice-Pyrzowice. </span></div><div class="t m0 x3f h10 y31c ff8 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 x3f h10 y31d ff8 fs4 fc2 sc0 ls0 ws0">Wprowadzenie <span class="_ _10"></span>do oferty <span class="_ _10"></span>paliwa HVO, <span class="_ _10"></span>dostępnego <span class="_ _10"></span>w<span class="_ _0"></span> <span class="_ _10"></span>s<span class="_ _0"></span>przedaży <span class="_ _10"></span>h<span class="_ _0"></span>urtowej i <span class="_ _10"></span>detalicznej <span class="_ _1"></span>na <span class="_ _10"></span>stacjach<span class="_ _0"></span> </div><div class="t m0 x3f h10 y31e ff6 fs4 fc2 sc0 ls0 ws0">AVIA. </div><div class="t m0 x3f h10 y31f ff8 fs4 fc2 sc0 ls0 ws0">Włączenie spółki Unimot Infrastruktura d<span class="_ _1"></span>o spółki Unimot Terminale.<span class="ff6"> </span></div><div class="t m0 x3f h10 y320 ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x3f h10 y2f8 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 y3c w1d h1c" alt="" 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class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">22<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h9 y1c5 ff7 fs2 fc8 sc0 lsb ws0">3.<span class="ff3 ls0"> <span class="_ _15"> </span><span class="ff7">STRATEGIA GRUPY ORAZ PLAN<span class="_ _1"></span>Y ROZWOJ<span class="_ _1"></span>OWE </span></span></div><div class="t m0 x3c h44 y321 ff7 fs5 fc5 sc0 ls11 ws0">3.1.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">PRZYJĘTA STRATEGIA NA LATA 2024 –<span class="ff7"> 2028 </span></span></span></div><div class="t m0 x1 h10 y322 ff8 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>z<span class="_ _0"></span>wiązane </div><div class="t m0 x1 h10 y323 ff8 fs4 fc2 sc0 ls0 ws0">z <span class="_ _5"></span>obecną <span class="_ _0"></span>sytuacją <span class="_ _0"></span>o<span class="_ _0"></span>raz <span class="_ _0"></span>przyszłością <span class="_ _5"></span>rynku <span class="_ _0"></span>paliwowego <span class="_ _5"></span>i <span class="_ _5"></span>energe<span class="_ _1"></span>tycznego, <span class="_ _5"></span>a <span class="_ _5"></span>także <span class="_ _0"></span>rosnącymi <span class="_ _5"></span>wymaganiami <span class="_ _0"></span>w <span class="_ _5"></span>zakresie <span class="_ _0"></span>ochrony <span class="_ _5"></span>środo<span class="_ _0"></span><span class="ff6">w<span class="_ _0"></span>iska <span class="_ _0"></span>i </span></div><div class="t m0 x1 h10 y324 ff6 fs4 fc2 sc0 ls0 ws0">zmian klimatu. </div><div class="t m0 x1 h22 y325 ff7 fs4 fc2 sc0 ls0 ws0">MISJA, CEL </div><div class="t m0 x1 h10 y326 ff8 fs4 fc2 sc0 ls0 ws0">Misją <span class="_ _6"></span><span class="ff6">Grupy <span class="_ _6"></span>UNIMOT <span class="_ _6"></span> <span class="_ _6"></span> <span class="_ _6"></span></span>jest <span class="_ _6"></span>dostarczanie <span class="_ _5"></span>cz<span class="_ _0"></span>ystej <span class="_ _6"></span>i <span class="_ _6"></span>taniej <span class="_ _5"></span>energii. <span class="_ _6"></span>Sprawność <span class="_ _6"></span>organizacyjna, <span class="_ _6"></span>efektywność <span class="_ _6"></span>kosztowa, <span class="_ _6"></span>otwartość <span class="_ _6"></span>na <span class="_ _5"></span>zmiany <span class="_ _6"></span>i </div><div class="t m0 x1 h10 y327 ff8 fs4 fc2 sc0 ls0 ws0">wychodzenie <span class="_ _5"></span>poza <span class="_ _6"></span>horyzont, <span class="_ _5"></span>mają <span class="_ _6"></span>pozwolić <span class="_ _5"></span>Grupie <span class="_ _5"></span>na <span class="_ _6"></span>wyprzedzanie <span class="_ _5"></span>konkurencji <span class="_ _6"></span>poprzez <span class="_ _5"></span>oferowanie <span class="_ _5"></span>najl<span class="_ _0"></span>epszych <span class="_ _5"></span>produktów <span class="_ _6"></span>i <span class="_ _5"></span>najwyż<span class="_ _5"></span><span class="ff6">szej </span></div><div class="t m0 x1 h10 y328 ff8 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 h10 y329 ff6 fs4 fc2 sc0 ls0 ws0">Celem Grupy <span class="_ _0"></span>UNIMOT <span class="_ _0"></span> <span class="_ _5"></span> <span class="ff8">jest <span class="_ _0"></span>maksymalne w<span class="_ _0"></span>ykorzystywanie poten<span class="_ _0"></span>cjału <span class="_ _0"></span>dotychczasowych <span class="_ _0"></span>kluczowych segmentów <span class="_ _0"></span>biznesowych <span class="_ _0"></span>i <span class="_ _0"></span>umacnianie </span></div><div class="t m0 x1 h10 y32a ff8 fs4 fc2 sc0 ls0 ws0">ich <span class="_ _0"></span>pozycji <span class="_ _0"></span>rynkowej. <span class="_ _5"></span>Równolegle <span class="_ _0"></span><span class="ff6">Grupa <span class="_ _0"></span>UNIMOT <span class="_ _0"></span></span>z<span class="_ _0"></span>akłada <span class="_ _0"></span>aktywny <span class="_ _0"></span>udział <span class="_ _0"></span>w <span class="_ _5"></span>transformacji <span class="_ _0"></span>energetycznej <span class="_ _0"></span>i <span class="_ _0"></span>zwiększanie <span class="_ _0"></span>udziału <span class="_ _0"></span>w <span class="_ _5"></span>rynku, <span class="_ _0"></span>a <span class="_ _0"></span>w </div><div class="t m0 x1 h10 y32b ff8 fs4 fc2 sc0 ls0 ws0">konsekwencji <span class="_ _10"></span>wzrost wartości <span class="_ _10"></span>Grupy <span class="_ _10"></span>dla wszystkich <span class="_ _10"></span>jej <span class="_ _1"></span>interesariuszy, przy <span class="_ _10"></span>jednoczesnym <span class="_ _10"></span>osiągnięciu n<span class="_ _1"></span>eutralności <span class="_ _10"></span>k<span class="_ _0"></span>limatycznej<span class="_ _0"></span><span class="ff6"> <span class="_ _1"></span>do <span class="_ _10"></span>20<span class="_ _0"></span>50 <span class="_ _1"></span>roku. </span></div><div class="t m0 x1 h10 y32c ff6 fs4 fc2 sc0 ls0 ws0">Wszystkie cele biznesowe, wyznaczone w strategii biznesowej Grupy UNIMOT  <span class="ff8">, oparte są na celach wyznaczonych w o</span>bszarze ESG. </div><div class="t m0 x1 h10 y32d ff8 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 h4b y32e ff6 fs4 fc2 sc0 ls6 ws0">1.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff7">Dotychczasowych<span class="ff6"> <span class="_ _23"> </span>- <span class="_ _19"> </span><span class="ff8">utrzymywanie <span class="_ _15"> </span>efektywności <span class="_ _15"> </span>działalności <span class="_ _15"> </span>w <span class="_ _19"> </span>obszarach <span class="_ _15"> </span>paliw, <span class="_ _15"> </span>tradingu <span class="_ _23"> </span>o<span class="_ _0"></span>raz <span class="_ _15"> </span>logistyki <span class="_ _23"> </span>w<span class="_ _0"></span>raz <span class="_ _15"> </span>ze <span class="_ _15"> </span>stopniowym </span></span></span></span></div><div class="t m0 x3c h10 y32f ff8 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 h4b y330 ff6 fs4 fc2 sc0 ls6 ws0">2.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff7">Transformacyjnych<span class="ff6"> <span class="_ _6"></span>- <span class="_ _7"> </span><span class="ff8">real<span class="_ _0"></span>izacja <span class="_ _7"></span>inwestycji <span class="_ _6"></span>w <span class="_ _7"> </span>nowe <span class="_ _7"> </span>kierunki <span class="_ _7"> </span>rozwo<span class="_ _0"></span>ju, <span class="_ _6"></span>w<span class="_ _0"></span> <span class="_ _6"></span>tym <span class="_ _7"> </span>w<span class="_ _0"></span> <span class="_ _6"></span>o<span class="_ _0"></span>bszarach <span class="_ _6"></span>elektroenergetyki <span class="_ _7"> </span>i <span class="_ _7"></span>ciepłownictwa, <span class="_ _7"> </span>w <span class="_ _7"> </span>celu </span></span></span></span></div><div class="t m0 x3c h10 y10b ff8 fs4 fc2 sc0 ls0 ws0">dywersyfikacji źródeł przychodów. <span class="ff6"> </span></div><div class="t m0 x1 h22 y331 ff5 fs4 fc2 sc0 ls0 ws0">DOTYCHCZASOWA DZIAŁALNOŚĆ<span class="ff7"> </span></div><div class="t m0 x1 h10 y332 ff8 fs4 fc2 sc0 ls0 ws0">Zgodnie <span class="_ _0"></span>z <span class="_ _5"></span>założeniami <span class="_ _0"></span>Strategii, <span class="_ _5"></span>utrzymanie <span class="_ _0"></span>pozycji <span class="_ _5"></span>niezależnego <span class="_ _5"></span>lidera <span class="_ _0"></span>w <span class="_ _5"></span>zakresie <span class="_ _0"></span>importu <span class="_ _5"></span>oraz <span class="_ _5"></span>dystrybucji <span class="_ _0"></span>paliw <span class="_ _5"></span>płynnych <span class="_ _0"></span>po<span class="_ _5"></span><span class="ff6">zwoli <span class="_ _5"></span>Grupie </span></div><div class="t m0 x1 h10 y333 ff8 fs4 fc2 sc0 ls0 ws0">UNIMOT  na  fina<span class="_ _0"></span>sowanie  budow<span class="_ _0"></span>y  zdywersyfikowanego  portfela <span class="_ _14"> </span>inwestycyjnego.  W  efekcie <span class="_ _14"> </span>zmniejszony  zostanie <span class="_ _14"> </span>ślad  węglowy <span class="_ _14"> </span>p<span class="_ _0"></span><span class="ff6">rzez </span></div><div class="t m0 x1 h10 y334 ff8 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 h10 y335 ff8 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 h10 y336 ff8 fs4 fc2 sc0 ls0 ws0">energetycznej w <span class="_ _0"></span>jednej <span class="_ _0"></span>spółce <span class="_ _5"></span>–<span class="ff6"> <span class="_ _0"></span></span>Unimot <span class="_ _0"></span>Energia i <span class="_ _0"></span>Gaz. <span class="_ _0"></span>Spół<span class="_ _0"></span>ka <span class="_ _0"></span>ta będzie <span class="_ _0"></span>tak <span class="_ _0"></span>jak <span class="_ _0"></span>dotychczas <span class="_ _0"></span>odpowiadała <span class="_ _0"></span>za <span class="_ _0"></span>inwestycje <span class="_ _0"></span>w <span class="_ _0"></span>OZE <span class="_ _0"></span>(w <span class="_ _0"></span>planach są<span class="_ _0"></span> </div><div class="t m0 x1 h10 y56 ff8 fs4 fc2 sc0 ls0 ws0">inwestycje <span class="_ _12"> </span>w <span class="_ _12"> </span>źródła  e<span class="_ _1"></span>nergii <span class="_ _12"> </span>elektrycznej  i<span class="_ _1"></span> <span class="_ _12"> </span>ci<span class="_ _0"></span>epła),  ofertę <span class="_ _7"> </span>real<span class="_ _0"></span>izacji <span class="_ _12"> </span>OZE  i <span class="_ _7"> </span>dystrybucji  komponentów <span class="_ _12"> </span>dla <span class="_ _12"> </span>klientów  oraz <span class="_ _12"> </span>sprzedaż <span class="_ _12"> </span>energii </div><div class="t m0 x1 h10 y337 ff8 fs4 fc2 sc0 ls0 ws0">elektrycznej <span class="_ _7"></span>i <span class="_ _7"> </span>gazu <span class="_ _7"> </span>ziem<span class="_ _0"></span>nego. <span class="_ _7"></span>Ponadto <span class="_ _12"> </span>będzie <span class="_ _6"></span>o<span class="_ _0"></span>dpowiadała <span class="_ _7"></span>za <span class="_ _7"> </span>w<span class="_ _0"></span>sparcie <span class="_ _6"></span>lokalnych <span class="_ _12"> </span>społeczności <span class="_ _7"></span>w <span class="_ _7"> </span>transformacji <span class="_ _12"> </span>en<span class="_ _0"></span><span class="ff6">ergetycznej <span class="_ _7"> </span>(klastry <span class="_ _7"> </span>i<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y338 ff8 fs4 fc2 sc0 ls0 ws0">spółdzielnie <span class="_ _10"></span>energetyczne, <span class="_ _10"></span>dotychcz<span class="_ _0"></span>as <span class="_ _10"></span>w<span class="_ _0"></span> <span class="_ _1"></span>Operatorze <span class="_ _10"></span>Klastra <span class="_ _1"></span>Energii), <span class="_ _10"></span>trading <span class="_ _10"></span>energią <span class="_ _1"></span>i <span class="_ _10"></span>usługi b<span class="_ _1"></span>ilansowania, którymi <span class="_ _10"></span>zajmuje <span class="_ _10"></span>s<span class="_ _0"></span>ię sp<span class="_ _1"></span>ółka <span class="_ _1"></span>Tradea, </div><div class="t m0 x1 h10 y339 ff8 fs4 fc2 sc0 ls0 ws0">a także <span class="_ _10"></span>produkcję <span class="_ _1"></span>i sprzed<span class="_ _1"></span>aż energii <span class="_ _10"></span>elektrycznej i <span class="_ _10"></span>ciepła skupionych <span class="_ _1"></span>w s<span class="_ _1"></span>półce RCEkoenerg<span class="_ _1"></span>ia. W <span class="_ _1"></span>ten <span class="_ _1"></span>sposób <span class="ff6">Gru<span class="_ _1"></span>pa <span class="_ _1"></span>UNIMOT <span class="ff8">zamierza <span class="_ _1"></span>osiągn<span class="_ _1"></span>ąć </span></span></div><div class="t m0 x1 h10 y33a ff8 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 h10 y33b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5b h10 y33c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y33d ff7 fs4 fc2 sc0 ls0 ws0">TRANSFORMACJA </div><div class="t m0 x1 h22 y33e ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y33f ff8 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>obszarów:<span class="ff6"> </span></div></div><div class="c x5c y340 w2d h64"><div class="t m2 x5d h65 y341 ff1 fse fcb sc0 ls0 ws0"><span class="_ _1"></span><span class="_ _10"></span><span class="_ _0"></span><span class="_ _1"></span></div><div class="t m2 x5e h66 y342 ff1 fsf fc8 sc0 ls0 ws0"><span class="_ _10"></span><span class="_ _1"></span><span class="_ _1"></span><span class="_ _10"></span><span class="_ _14"> </span><span class="ffe"> <span class="_ _6"> </span></span><span class="_ _1"></span><span class="_ _1"></span></div><div class="t m2 x5e h66 y343 ff1 fsf fc8 sc0 ls0 ws0"><span class="_ _1"></span><span class="_ _1"></span><span class="_ _1"></span><span class="_ _10"></span><span class="_ _1"></span><span class="_ _1"></span><span class="_ _1"></span></div><div class="t m2 x18 h66 y344 ff1 fsf fc8 sc0 ls0 ws0"><span class="_ _1"></span><span class="_ _1"></span></div><div class="t m2 x5f h67 y345 ff1 fs10 fc8 sc0 ls0 ws0"><span class="_ _1"></span><span class="_ _10"></span><span class="_ _10"></span></div><div class="t m2 x60 h66 y346 ff1 fsf fc8 sc0 ls0 ws0"><span class="_ _1"></span><span class="_ _1"></span><span class="_ _1"></span><span class="_ _1"></span><span class="_ _10"></span></div><div class="t m2 x60 h66 y347 ff1 fsf fc8 sc0 ls0 ws0"><span class="_ _1"></span><span class="_ _1"></span><span class="_ _1"></span><span class="_ _1"></span><span class="_ _1"></span><span class="_ _1"></span></div><div class="t m2 x61 h66 y348 ff1 fsf fc8 sc0 ls0 ws0"><span class="_ _1"></span><span class="_ _1"></span><span class="_ _1"></span><span class="_ _10"></span><span class="_ _0"></span></div><div class="t m2 x62 h66 y349 ff1 fsf fc8 sc0 ls0 ws0"><span class="_ _10"></span><span class="_ _0"></span><span class="_ _1"></span><span class="_ _1"></span></div><div class="t m2 x63 h66 y34a ff1 fsf fc8 sc0 ls0 ws0"><span class="_ _1"></span></div><div class="t m2 x64 h66 y34b ff1 fsf fc8 sc0 ls0 ws0"><span class="_ _10"></span></div><div class="t m2 x65 h66 y34c ff1 fsf fc8 sc0 ls0 ws0"><span class="_ _10"></span><span class="_ _1"></span></div><div class="t m2 x66 h66 y34d ff1 fsf fc8 sc0 ls0 ws0"><span class="_ _1"></span><span class="_ _1"></span><span class="_ _10"></span></div><div class="t m2 x67 h66 y34e ff1 fsf fc8 sc0 ls0 ws0"><span class="_ _10"></span><span class="_ _0"></span><span class="_ _1"></span> <span class="ffe"> <span class="_ _6"> </span></span><span class="_ _10"></span><span class="_ _1"></span></div><div class="t m2 x68 h67 y34f ff1 fs10 fc8 sc0 ls0 ws0"><span class="_ _10"></span><span class="_ _0"></span><span class="_ _1"></span><span class="_ _10"></span><span class="_ _10"></span></div><div class="t m2 x65 h66 y350 ff1 fsf fc8 sc0 ls0 ws0"><span class="_ _10"></span><span class="_ _0"></span><span class="_ _1"></span></div><div class="t m2 x69 h66 y351 ff1 fsf fc8 sc0 ls0 ws0"><span class="_ _10"></span><span class="_ _1"></span><span class="_ _10"></span><span class="_ _0"></span><span class="_ _10"></span></div><div class="t m2 x6a h66 y352 ff1 fsf fc8 sc0 ls0 ws0"><span class="_ _1"></span><span class="_ _10"></span><span class="_ _1"></span></div><div class="t m2 x6b h66 y353 ff1 fsf fc8 sc0 ls0 ws0"><span class="_ _10"></span><span class="_ _1"></span></div><div class="t m2 x6c h66 y354 ff1 fsf fc8 sc0 ls0 ws0"><span class="_ _10"></span></div><div class="t m2 x6d h66 y355 ff1 fsf fc8 sc0 ls0 ws0"><span class="_ _10"></span><span class="_ _1"></span><span class="_ _1"></span></div><div class="t m2 x6e h66 y356 ff1 fsf fc8 sc0 ls0 ws0"><span class="_ _1"></span><span class="_ _1"></span><span class="_ _1"></span></div><div class="t m2 x6f h66 y357 ff1 fsf fc8 sc0 ls0 ws0"><span class="_ _1"></span><span class="_ _1"></span></div><div class="t m2 x70 h68 y358 ff1 fs11 fc8 sc0 ls0 ws0"><span class="_ _10"></span></div><div class="t m2 x3e h68 y359 ff1 fs11 fc8 sc0 ls0 ws0"><span class="_ _10"></span><span class="_ _0"></span></div><div class="t m2 x16 h69 y35a fff fs12 fc8 sc0 ls0 ws0"> <span class="_ _1d"> </span><span class="ff1"><span class="_ _1"></span><span class="_ _1"></span><span class="_ _1"></span><span class="_ _10"></span><span class="_ _10"></span><span class="_ _10"></span><span class="_ _10"></span><span class="_ _1"></span><span class="_ _1"></span><span class="_ _10"></span><span class="_ _0"></span><span class="_ _1"></span><span class="_ _1"></span><span class="_ _10"></span><span class="_ _10"></span><span class="_ _1"></span><span class="_ _0"></span><span class="_ _1"></span><span class="_ _10"></span><span class="_ _0"></span><span class="_ _1"></span></span></div><div class="t m2 x16 h69 y35b fff fs12 fc8 sc0 ls0 ws0"> <span class="_ _1d"> </span><span class="ff1"><span class="_ _1"></span><span class="_ _10"></span><span class="_ _10"></span><span class="_ _10"></span><span class="_ _0"></span><span class="_ _10"></span><span class="_ _10"></span><span class="_ _10"></span><span class="_ _0"></span><span class="_ _10"></span><span class="_ _10"></span><span class="_ _0"></span><span class="_ _28"> </span><span class="ls16"><span class="_ _29"> </span></span><span class="_ _1"></span><span class="_ _1"></span><span class="_ _1"></span><span class="_ _10"></span><span class="_ _10"></span><span class="_ _1"></span><span class="_ _10"></span><span class="_ _2a"> </span></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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">23<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h4b y69 ff6 fs4 fc2 sc0 ls6 ws0">1.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff8">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 x3c h4b y28d ff6 fs4 fc2 sc0 ls6 ws0">2.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff8">Wykorzystanie <span class="_ _5"></span>doświadczeń <span class="_ _5"></span>na <span class="_ _6"></span>rynku <span class="_ _5"></span>ciepłowniczym <span class="_ _6"></span>oraz <span class="_ _5"></span>społeczności <span class="_ _5"></span>energetycznych <span class="_ _6"></span><span class="ff6">- <span class="_ _6"></span>RCEkoenergi<span class="_ _1"></span>a <span class="_ _5"></span>i <span class="_ _6"></span>klaster <span class="_ _5"></span>energetyczny <span class="_ _6"></span>w </span></span></span></div><div class="t m0 x3d h10 y28e ff8 fs4 fc2 sc0 ls0 ws0">Żywcu.<span class="ff6"> </span></div><div class="t m0 x3c h4b y35c ff6 fs4 fc2 sc0 ls6 ws0">3.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff8">Deklaracja <span class="_ _23"> </span>inwestycji <span class="_ _15"> </span>na <span class="_ _15"> </span>minimalnym <span class="_ _23"> </span>poziomie <span class="_ _15"> </span>50% <span class="_ _15"> </span>zysku <span class="_ _15"> </span>netto <span class="_ _23"> </span>po <span class="_ _15"> </span>wypłacie <span class="_ _15"> </span>dywidendy <span class="_ _15"> </span>inwestowane <span class="_ _23"> </span>w <span class="_ _15"> </span>transformację<span class="_ _0"></span> </span></span></div><div class="t m0 x3d h10 y35d ff8 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 x3c h4b y35e ff6 fs4 fc2 sc0 ls6 ws0">4.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff8">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 x71 h10 y35f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y360 ff7 fs4 fc2 sc0 ls0 ws0">CELE STRATEGICZNE </div><div class="t m0 x3c h10 y361 ff8 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 x3c h4b y362 ff6 fs4 fc2 sc0 ls6 ws0">1.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff8">Wzrost EBITDA do poziomu 690 mln zł w 2028 r.<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y363 ff6 fs4 fc2 sc0 ls6 ws0">2.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff8">Skumulowany zysk netto na poziomie 1 mld zł do 2028 r.<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y364 ff6 fs4 fc2 sc0 ls6 ws0">3.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff8">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="_ _5"></span><span class="ff6">oc.<span class="_ _0"></span> </span></span></span></div><div class="t m0 x3d h10 y365 ff6 fs4 fc2 sc0 ls0 ws0">w 2028 r. </div><div class="t m0 x3c h4b y366 ff6 fs4 fc2 sc0 ls6 ws0">4.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff8">Inwestycje w biznesy transformacyjne na poziomie 700 mln zł do 2028 r.<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y367 ff6 fs4 fc2 sc0 ls6 ws0">5.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff8">Coroczna wypłata dywidendy na <span class="ff6">poziomie minimum 30 proc. zysku netto. </span></span></span></div><div class="t m0 x3c h4b y368 ff6 fs4 fc2 sc0 ls6 ws0">6.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff8">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 x72 h10 y369 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x73 y36a w2e h6a"><div class="t m3 x21 h6b y36b ff1 fs13 fcb sc0 ls0 ws0"><span class="_ _0"></span><span class="_ _1"></span><span class="_ _9"></span><span class="_ _0"></span></div><div class="t m3 x74 h6b y36c ff1 fs13 fcb sc0 ls0 ws0"> <span class="_ _5"></span><span class="_ _0"></span></div><div class="t m3 x12 h6c y36d ff4 fs14 fcc sc0 ls17 ws0"><span class="ls18"><span class="ls0"><span class="_ _10"></span><span class="_ _1"></span></span></span></div><div class="t m3 x75 h6d y36e ff4 fs15 fc3 sc0 ls0 ws0"><span class="_ _1"></span><span class="_ _10"></span></div><div class="t m3 x76 h6d y36f ff4 fs15 fc3 sc0 ls0 ws0"><span class="_ _1"></span><span class="_ _1"></span><span class="_ _10"></span><span class="_ _0"></span><span class="_ _1"></span><span class="_ _1"></span></div><div class="t m3 x77 h6d y370 ff4 fs15 fc3 sc0 ls0 ws0"><span class="_ _1"></span><span class="_ _1"></span><span class="ls19"><span class="ls0"><span class="ls1a"></span></span></span></div><div class="t m3 x78 h6d y371 ff4 fs15 fc3 sc0 ls0 ws0"><span class="_ _1"></span><span class="_ _1"></span><span class="_ _1"></span></div><div class="t m3 x79 h6c y372 ff4 fs14 fcc sc0 ls1b ws0"><span class="_ _2b"></span><span class="ls0"><span class="_ _1"></span><span class="_ _10"></span><span class="_ _10"></span></span></div><div class="t m3 x7a h6c y373 ff4 fs14 fcc sc0 ls0 ws0"><span class="_ _1"></span><span class="_ _10"></span><span class="_ _1"></span><span class="_ _1"></span><span class="_ _2c"> </span><span class="_ _10"></span><span class="_ _10"></span><span class="_ _10"></span><span class="_ _1"></span></div><div class="t m3 x7b h6c y374 ff4 fs14 fcc sc0 ls0 ws0"><span class="_ _10"></span><span class="_ _10"></span><span class="_ _10"></span></div><div class="t m3 x7c h6e y375 ff4 fs16 fcd sc0 ls1a ws0"><span class="_ _2d"> </span><span class="ls0"><span class="_ _1"></span><span class="_ _0"></span><span class="_ _1"></span></span></div><div class="t m3 x7d h6f y376 ff4 fs17 fcc sc0 ls1c ws0"></div><div class="t m3 x7e h6c y377 ff4 fs14 fcc sc0 ls0 ws0"><span class="_ _1"></span><span class="_ _1"></span><span class="_ _10"></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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">24<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h44 y237 ff7 fs5 fc5 sc0 ls11 ws0">3.2.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">CELE I PLANY ROZWOJOWE SEGMENTÓW OPERACYJNYCH <span class="ff7"> </span></span></span></div><div class="t m0 x1 h22 y378 ff7 fs4 fce sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y379 ff8 fs4 fc2 sc0 ls0 ws0">Składowymi <span class="_ _14"> </span>celów <span class="_ _13"> </span>strategicznych <span class="_ _14"> </span>są <span class="_ _14"> </span>ko<span class="_ _0"></span>nkretne <span class="_ _14"> </span>cele <span class="_ _13"> </span>poszczególnych <span class="_ _14"> </span>segmentów <span class="_ _14"> </span>o<span class="_ _0"></span>peracyjnych, <span class="_ _14"> </span>do <span class="_ _13"> </span>których <span class="_ _14"> </span>zo<span class="_ _0"></span>stały <span class="_ _14"> </span>przypisane <span class="_ _13"> </span>plany </div><div class="t m0 x1 h10 y37a ff6 fs4 fc2 sc0 ls0 ws0">rozwojowe i inwestycyjne: </div><div class="t m0 x5c h22 y37b ff7 fs4 fc9 sc0 ls0 ws0"> </div><div class="t m0 x5c h22 y37c ff7 fs4 fc9 sc0 ls0 ws0">Paliwa i biopaliwa<span class="ff6"> <span class="fc2"> </span></span></div><div class="t m0 x3d h10 y37d ff6 fs4 fc2 sc0 ls0 ws0">Cel strategiczny </div><div class="t m0 x3d h10 y37e ff8 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 x3d h10 y37f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h10 y380 ff8 fs4 fc2 sc0 ls0 ws0">Kierunki działania<span class="ff6"> </span></div><div class="t m0 x7f h10 y381 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2f h4b y382 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Rozszerzenie działalności w zakresie sprzed<span class="_ _1"></span>aży paliw bunkrowych lekkich i ciężkich:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y383 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">roz<span class="_ _0"></span>wój działalności w zakresie oferowania p<span class="_ _1"></span>aliw 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 x80 h4b y384 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">oferow<span class="_ _0"></span>anie pełnego serwisu<span class="_ _1"></span> bunkrowego dla statków wpływających do wszystkich polskich portów.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x2f h4b y385 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Obniżenie emisyjności prowadzonej działalności oraz stworzenie działu hand<span class="_ _1"></span>lowego oferującego paliwa o obniżonej emisyjności: <span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y386 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">zao<span class="_ _0"></span>ferowanie <span class="_ _10"></span>odbiorcom <span class="_ _10"></span>paliw <span class="_ _10"></span>o <span class="_ _10"></span>o<span class="_ _0"></span>bniżonej <span class="_ _10"></span>emisyjności <span class="_ _10"></span>przy <span class="_ _10"></span>wsparciu <span class="_ _10"></span>w<span class="_ _0"></span>ysoko <span class="_ _10"></span>wykwalifikowanego <span class="_ _10"></span>zespołu, <span class="_ _10"></span>którego <span class="_ _10"></span>zadaniem </span></span></div><div class="t m0 x81 h10 y387 ff8 fs4 fc2 sc0 ls0 ws0">będzie <span class="_ _12"> </span>m.in. <span class="_ _12"> </span>doradztwo <span class="_ _12"> </span>w  zakre<span class="_ _10"></span>sie <span class="_ _12"> </span>obniżenia  e<span class="_ _1"></span>misyjności <span class="_ _12"> </span>prowadzonej <span class="_ _12"> </span>działalności  g<span class="_ _1"></span>ospodarczej <span class="_ _12"> </span>poprzez <span class="_ _12"> </span>zastosowanie </div><div class="t m0 x81 h10 y388 ff6 fs4 fc2 sc0 ls0 ws0">alternatywnych paliw. </div><div class="t m0 x2f h4b y389 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Ekspansja sprzedaży i dostaw paliw na sąsiednie rynki: <span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y38a ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">zdywersyfikowanie sprzedaży paliw<span class="_ _0"></span> w oparciu o <span class="_ _0"></span>nowe kanały logistyczne umożliwiające <span class="_ _0"></span>sprzedaż w nowych kierunkach oraz </span></span></div><div class="t m0 x81 h10 y38b ff8 fs4 fc2 sc0 ls0 ws0">wzmacniające pozycję rynkową spółki w Polsce i w krajach sąsiadujących.<span class="ff6"> </span></div><div class="t m0 x2f h10 y38c ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe mierniki </div><div class="t m0 x2f h4b y38d ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wprowadzenie serwisu bunkrowego w <span class="_ _0"></span>polskich portach i zagospodarowanie w ciągu 5<span class="_ _0"></span><span class="ff6">-7 <span class="_ _0"></span>lat do 50% rynku paliw <span class="_ _0"></span>szacowanego na </span></span></span></div><div class="t m0 x80 h10 y38e ff6 fs4 fc2 sc0 ls0 ws0">1 mln ton rocznie. </div><div class="t m0 x2f h4b y38f ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Osiągnięcie w ciągu kolejnych<span class="_ _1"></span> 5 lat 30% wzrostu udziału paliw zawierających zaawansowane biopaliwa II i III generacji<span class="ff6"> poprzez:<span class="_ _0"></span> </span></span></span></div><div class="t m0 x80 h4b y390 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">stworzenie ukierunkowanego na paliwa niskoemisyjne profesjonalnego działu handlowego;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y391 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">zw<span class="_ _0"></span>iększenie udziału blendingu i zastosowanie<span class="_ _1"></span> biopaliw II generacji;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y392 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff6">zo<span class="_ _0"></span>ptymalizowanie <span class="ff8">synergii Grupy poprzez stworzenie &quot;pakietów niskoemisyjnych”</span> <span class="ff8">obniżających emisje klientów Grupy.</span> </span></span></div><div class="t m0 x2f h4b y393 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Zwiększenie w ciągu 5 lat do 20% udziału s<span class="_ _1"></span>przedaży paliw na rynkach sąsiadujących (poza Ukrainą) poprzez:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y394 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">ekspansję i dywersyfikacje logistyczną na rynki sąsiadujące;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y395 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">obniżenie kosztów z<span class="_ _0"></span>akupu poprzez zwiększeni<span class="_ _1"></span>e pojedynczych ładunków;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y396 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wyko<span class="_ _0"></span>rzystanie synergii w Grupi<span class="_ _1"></span>e z Olavion i działem LPG <span class="_ _0"></span><span class="ff6">- </span>wspólna łączona oferta.<span class="ff6"> </span></span></span></div><div class="t m0 x82 h10 y397 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h22 y398 ff7 fs4 fc9 sc0 ls0 ws0">Stacje paliw AVIA i AVIA Card<span class="ff6"> <span class="fc2"> </span></span></div><div class="t m0 x3d h10 y399 ff6 fs4 fc2 sc0 ls0 ws0">Cel strategiczny </div><div class="t m0 x3d h10 y39a ff8 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 x3d h10 y39b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h10 y39c ff8 fs4 fc2 sc0 ls0 ws0">Kierunki działania<span class="ff6"> </span></div><div class="t m0 x3d h10 y39d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x83 h10 y289 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x80 h10 y26b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2f h4b y2ec ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Rozwój sieci:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y39e ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff6">AVIA Truck <span class="ff8">–</span> <span class="ff8">koncept wysoko wolumenowych stacji na kluczowych węzłach komunikacyjnych w kraju;</span> </span></span></div><div class="t m0 x80 h4b y39f ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wymiana systemu kasowego franczyzobiorców oraz nowa aplikacja dla klientów AVIA GO.<span class="ff6"> </span></span></span></div><div class="t m0 x2f h4b y236 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Karta flotowa: </span></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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">25<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x80 h4b y69 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff6">poszerzenie oferty AVIA Truck; </span></span></div><div class="t m0 x80 h4b y28d ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wprow<span class="_ _0"></span>adzenie <span class="_ _10"></span>nowych fu<span class="_ _1"></span>nkcjonalności <span class="_ _10"></span>do karty <span class="_ _10"></span>AVIA: <span class="_ _10"></span>płatności p<span class="_ _1"></span>rzy <span class="_ _1"></span>dystrybutorze <span class="_ _10"></span>(Spark), <span class="_ _1"></span>karta <span class="_ _10"></span>debetowa, opłaty <span class="_ _10"></span>drogowe, </span></span></div><div class="t m0 x81 h10 y28e ff6 fs4 fc2 sc0 ls0 ws0">parkingi, myjnie, zwrot VAT; </div><div class="t m0 x80 h4b y35c ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">roz<span class="_ _0"></span>wój oferty mię<span class="_ _1"></span>dzynarodowej –<span class="ff6"> </span>akcep<span class="_ _1"></span>tacja w innych <span class="_ _1"></span>wybranych krajach <span class="_ _1"></span>z siecią AVIA, <span class="_ _1"></span>uwzględnienie <span class="_ _1"></span>kluczowych hubów w </span></span></div><div class="t m0 x81 h10 y35d ff8 fs4 fc2 sc0 ls0 ws0">Europie Zachodniej i Południowej;<span class="ff6"> </span></div><div class="t m0 x80 h4b y3a0 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">„Cross<span class="ff6">-</span>akceptacja” z wybranymi małymi i dużymi partnerami w Polsce i za granicą (AVIA).<span class="ff6"> </span></span></span></div><div class="t m0 x2f h4b y3a1 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Sprzedaż pozapaliwowa:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y3a2 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">poszerzenie oferty pozapaliwowej dla partnerów franczyzowych;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y3a3 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">standaryzacja modelu supermarket + bistro, wdrożenie konceptu na stacjach CODO i DOFO;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y3a4 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">kasy samoobsługowe w wybranych top obiektach;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y3a5 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff6">oferty promoc<span class="_ _0"></span>yjne w aplikacji AVIA GO. </span></span></div><div class="t m0 x2f h4b yd4 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Sieć własna:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y3a6 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">poprawa efektywności stacji własnych;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y3a7 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">utrzymanie wysokich standardów operacyjnych;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y3a8 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">dalsze <span class="_ _7"></span>ograniczanie <span class="_ _6"></span>kosztó<span class="_ _0"></span>w <span class="_ _7"></span>zużycia <span class="_ _6"></span>energii <span class="_ _7"> </span>–<span class="ff6"> <span class="_ _7"> </span></span>efektywność <span class="_ _7"></span>operacyjna, <span class="_ _7"></span>kontrakty <span class="_ _7"></span>z <span class="_ _7"></span>UNIMOT <span class="_ _6"></span>Energia <span class="_ _7"></span>i <span class="_ _6"></span>Gaz, <span class="_ _7"> </span>inwestycje <span class="_ _7"></span>w </span></span></div><div class="t m0 x81 h10 y3a9 ff8 fs4 fc2 sc0 ls0 ws0">fotowoltaikę oraz sieć stacji ładowania EV;<span class="ff6"> </span></div><div class="t m0 x80 h4b y3aa ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">dostosowanie obiektów do potrzeb klientów wrażliwych.       <span class="ff6"> </span></span></span></div><div class="t m0 x5c h10 y3ab ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe mierniki </div><div class="t m0 x3d h4b y3ac ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Wzrost EBITDA poprzez: </span></span></div><div class="t m0 x73 h4b y3ad ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">roz<span class="_ _0"></span>wój konceptu AVIA Truck oraz wzrost efektywności;<span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y3ae ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">koncentracja na zwiększeniu wolumenów paliw przez rozwój bazy klientów i sieci zewnętrznych punktów akceptujących </span></span></div><div class="t m0 x82 h10 y3af ff8 fs4 fc2 sc0 ls0 ws0">kartę flotową AVIA Card.<span class="ff6"> </span></div><div class="t m0 x3d h4b y3b0 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wzrost średniej dochodowości na stację poprzez:<span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y3b1 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">roz<span class="_ _0"></span>wój floty;<span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y3b2 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wz<span class="_ _0"></span>rost dochodów pozapaliwowych;<span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y3b3 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">optymalizację kosztó<span class="_ _0"></span>w prowadzenia stacji CODO;<span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y3b4 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff6">poszerzenie oferty DOFO. </span></span></div><div class="t m0 x82 h10 y3b5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h22 y3b6 ff7 fs4 fc9 sc0 ls0 ws0">LPG<span class="ff6 fc2"> </span></div><div class="t m0 x3d h10 y3b7 ff6 fs4 fc2 sc0 ls0 ws0">Cel strategiczny </div><div class="t m0 x3d h10 y3b8 ff8 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="_ _10"></span>23,5 <span class="_ _5"></span><span class="ff6">mln </span></div><div class="t m0 x3d h10 y3b9 ff8 fs4 fc2 sc0 ls0 ws0">zł).<span class="ff6"> </span></div><div class="t m0 x3d h10 y3ba ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h10 y3bb ff8 fs4 fc2 sc0 ls0 ws0">Kierunki działania<span class="ff6"> </span></div><div class="t m0 x3d h10 y3bc ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x83 h10 y152 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h10 y3bd ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2f h4b y3be ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Nowe kierunki dostaw LPG i dywers<span class="_ _1"></span>yfikacja infrastruktury logistycznej: </span></span></div><div class="t m0 x80 h4b y3bf ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">zabezpieczenie <span class="_ _5"></span>dostaw <span class="_ _5"></span>L<span class="_ _0"></span>PG, <span class="_ _5"></span>poprzez <span class="_ _5"></span>budowę <span class="_ _5"></span>nowego <span class="_ _6"></span>kanału <span class="_ _5"></span>logistycznego <span class="_ _5"></span>umożliwiającego <span class="_ _5"></span>zakupy <span class="_ _5"></span>L<span class="_ _0"></span>PG <span class="_ _5"></span>z <span class="_ _5"></span>alternatywnych </span></span></div><div class="t m0 x81 h10 y3c0 ff8 fs4 fc2 sc0 ls0 ws0">kierunków.<span class="ff6"> </span></div><div class="t m0 x2f h4b y3c1 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Otwarcie nowych rynków zbytu i poszerzenie bazy klien<span class="_ _1"></span>tów:<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y234 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wejście na sąsiadujące rynki zbytu poprzez wykorzystanie nowych kanałów logistycznych oraz pozyskanie nowych klientów.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x2f h4b y3c2 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Dywersyfikacja EBITDA: </span></span></div><div class="t m0 x80 h4b y3c3 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wz<span class="_ _0"></span>rost wyniku EBITDA generowaneg<span class="_ _1"></span>o na rynkach sąsiadujących.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x5c h10 y3c4 ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe mierniki </div><div class="t m0 x3d h4b y3c5 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">W ciągu 5 lat EBITDA segmentu LPG w 20% będzie<span class="_ _1"></span> uzyskiwana na rynkach sąsiadujących.<span class="ff6"> </span></span></span></div><div class="t m0 x3d h4b y3c6 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Rozpoczęcie sprzedaży LPG na sąsiadujących rynkach przy wykorzystaniu pozyskanej in<span class="_ _1"></span>frastruktury i logistyki.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x3d h4b y235 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Zbudowanie i zabezpieczenie alternatywnych kierunków dostaw gazu po wprowadzeniu san<span class="_ _1"></span>kcji na rosyjskie LPG.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x3d h4b y12b ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Zabezpieczenie łańcucha logistyczneg<span class="_ _1"></span>o tj. terminali, pojemności magazynowych, wagonów i autocystern.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x84 h10 y3c7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h22 y1f4 ff7 fs4 fc9 sc0 ls0 ws0">Infrastruktura i logistyka <span class="ff5">–</span> terminale<span class="ff6 fc2"> </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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">26<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3d h10 y69 ff6 fs4 fc2 sc0 ls0 ws0">Cel strategiczny </div><div class="t m0 x3d h10 y3c8 ff6 fs4 fc2 sc0 ls0 ws0">Otwarcie rynkowe <span class="ff8">–</span> <span class="ff8">wzrost skali działalności (zakładana EBITDA w 2028 r.: 98,9 mln zł).</span> </div><div class="t m0 x3d h10 y3c9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h10 y3ca ff8 fs4 fc2 sc0 ls0 ws0">Kierunki działania<span class="ff6"> </span></div><div class="t m0 x3d h10 y3cb ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x83 h10 y3cc ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h10 y3cd ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2f h4b y3ce ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Poszerzenie oferty usługowej:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y3cf ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">poszerzenie  oferty  o <span class="_ _12"> </span>usługi  wysokomarżowe  i  odp<span class="_ _1"></span>owiadające  indywidulanym  p<span class="_ _1"></span>otrzebom  klientów,  takich <span class="_ _12"> </span>jak  blending </span></span></div><div class="t m0 x81 h10 y3d0 ff8 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 x2f h4b y3d1 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Efektywność finansowa na poziomie EBITDA:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y3d2 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">maksymalizacja w<span class="_ _0"></span>yniku EBITDA przy uwzględnien<span class="_ _1"></span>iu uwarunkowań zewnętrznych.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x2f h4b y3d3 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Zwiększenie obrotów poprzez wprowadzenie łączonej oferty:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y3d4 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wprow<span class="_ _0"></span>adzenie oferty <span class="_ _0"></span>łączonej <span class="_ _0"></span>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 przeładunków </span></span></div><div class="t m0 x81 h10 y3d5 ff6 fs4 fc2 sc0 ls0 ws0">(Olavion). </div><div class="t m0 x2f h4b y3d6 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Rozwój i dywersyfikacja usług:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y3d7 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">budowa <span class="_ _0"></span>morskiego <span class="_ _0"></span>terminala prz<span class="_ _0"></span>eładunkowego oferującego <span class="_ _0"></span>wyspecjalizow<span class="_ _0"></span>ane przeładunki mo<span class="_ _0"></span>rskie <span class="_ _0"></span>produktów płynnych <span class="_ _0"></span>w </span></span></div><div class="t m0 x81 h10 y3d8 ff8 fs4 fc2 sc0 ls0 ws0">Gdańsku.<span class="ff6"> </span></div><div class="t m0 x5c h10 y3d9 ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe mierniki </div><div class="t m0 x3d h4b y3da ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Osiągnięcie <span class="_ _6"></span>w <span class="_ _6"></span>ciągu <span class="_ _5"></span>ko<span class="_ _0"></span>lejnych <span class="_ _6"></span>5 <span class="_ _6"></span>lat <span class="_ _6"></span>20% <span class="_ _6"></span>wzrostu <span class="_ _6"></span>udziału <span class="_ _6"></span>przeładunku <span class="_ _6"></span>paliw <span class="_ _6"></span>zawierających <span class="_ _6"></span>zaawansowane <span class="_ _6"></span>bi<span class="_ _1"></span>opaliwa <span class="_ _6"></span>II <span class="_ _6"></span>i <span class="_ _6"></span>III </span></span></div><div class="t m0 x84 h10 y3db ff6 fs4 fc2 sc0 ls0 ws0">generacji poprzez: </div><div class="t m0 x73 h4b y3dc ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">techniczne dostosowanie zbiorników do o<span class="_ _0"></span>bsługi różnych rodzajów b<span class="_ _1"></span>iokomponentów;<span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y3dd ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">dywersyfikację portfela klientów;<span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y3de ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff6">ukierunkowanie oferty na paliwa niskoemisyjne.<span class="_ _0"></span> </span></span></div><div class="t m0 x3d h4b y3df ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wzrost EBITDA w ciągu 3 lat do poziomu 48 mln zł poprzez:<span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y3e0 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">optymalizację koszto<span class="_ _0"></span>wą związaną z poprawą efektywności oraz wzrostem skali<span class="_ _1"></span> działalności;<span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y3e1 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wprow<span class="_ _0"></span>adzenie nowych produkt<span class="_ _1"></span>ów i poszerzenie oferty usług.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x82 h10 y3e2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h22 y3e3 ff7 fs4 fc9 sc0 ls0 ws0">Infrastruktura i logistyka <span class="ff5">–</span> kolej<span class="ff6 fc2"> </span></div><div class="t m0 x3d h10 y97 ff6 fs4 fc2 sc0 ls0 ws0">Cel strategiczny </div><div class="t m0 x3d h10 y3e4 ff8 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 x3d h10 y3e5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h10 y3e6 ff8 fs4 fc2 sc0 ls0 ws0">Kierunki działania<span class="ff6"> </span></div><div class="t m0 x3d h10 y3e7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x83 h10 y3e8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h10 y3e9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2f h4b y3ea ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Zabezpieczenie przewozów Grupy i dalsza dywers<span class="_ _1"></span>yfikacja działalności:<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y3eb ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">zabezpieczenie <span class="_ _5"></span>potrzeb <span class="_ _5"></span>przewozowych <span class="_ _5"></span>i <span class="_ _5"></span>dalsza <span class="_ _5"></span>dywersyfikacja <span class="_ _5"></span>klientów <span class="_ _6"></span>–<span class="ff6"> <span class="_ _5"></span></span>minimalny <span class="_ _0"></span>udział <span class="_ _6"></span>klie<span class="_ _1"></span>ntów <span class="_ _5"></span>spoza <span class="_ _6"></span><span class="ff6">Gru<span class="_ _1"></span>py <span class="_ _5"></span>UNIMOT   </span></span></span></div><div class="t m0 x81 h10 y3ec ff6 fs4 fc2 sc0 ls0 ws0">na poziomie 50% wolumenu. </div><div class="t m0 x2f h4b y3ed ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Efektywność finansowa na poziomie EBITDA:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y3ee ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">Maksymalizacja wyniku EBITDA przy uwzględnieniu uwarunkowań rynkowych.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x2f h4b y3ef ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Eksploatacja nowoczesnych, niskoemisyjnych lokomotyw: </span></span></div><div class="t m0 x80 h4b y3f0 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">Inwestycje <span class="_ _c"> </span>we <span class="_ _c"> </span>wł<span class="_ _0"></span>asny, <span class="_ _c"> </span>nowoczesny <span class="_ _c"> </span>tabor <span class="_ _c"> </span>–<span class="ff6"> <span class="_ _c"> </span>docelowo <span class="_ _2e"> </span>eksploatacja <span class="_ _c"> </span>nowoczesnych <span class="_ _c"> </span>lokomotyw<span class="_ _1"></span>,  </span></span></span></div><div class="t m0 x81 h10 y3f1 ff6 fs4 fc2 sc0 ls0 ws0">w tym 20 <span class="ff8">lokomotyw własnych.</span> </div><div class="t m0 x5c h10 y3f2 ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe mierniki </div><div class="t m0 x3d h4b y3f3 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wzrost wielkości przewożonych towarów do 3,7 mln ton, w tym min. 1,8 mln<span class="_ _1"></span> ton dla klientów zewnętrznych.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x3d h4b y3f4 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Inwestycje <span class="_ _14"> </span>w<span class="_ _0"></span> <span class="_ _13"> </span>nowoczesny, <span class="_ _13"> </span>niskoemisyjny <span class="_ _13"> </span>i <span class="_ _13"> </span>własny <span class="_ _13"> </span>park <span class="_ _13"> </span>tabor<span class="_ _0"></span>owy <span class="_ _15"> </span>–<span class="ff6"> <span class="_ _13"> </span></span>zwiększenie <span class="_ _13"> </span>liczby <span class="_ _13"> </span>lokomotyw <span class="_ _13"> </span>elektrycznych <span class="_ _13"> </span>(33 </span></span></div><div class="t m0 x84 h10 y3f5 ff8 fs4 fc2 sc0 ls0 ws0">lokomotywy elektryczne, w tym 20 własnych).<span class="ff6"> </span></div><div class="t m0 x84 h10 y3f6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h22 y3f7 ff7 fs4 fc9 sc0 ls0 ws0">Bitumen<span class="ff6 fc2"> </span></div><div class="t m0 x3d h10 y3f8 ff6 fs4 fc2 sc0 ls0 ws0">Cel strategiczny </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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">27<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3d h10 y69 ff8 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 x3d h10 y3c8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h10 y3c9 ff8 fs4 fc2 sc0 ls0 ws0">Kierunki działania<span class="ff6"> </span></div><div class="t m0 x3d h10 y3ca ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x85 h10 y167 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h10 y3f9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2f h4b y3fa ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Realizacja umowy BSA w pełnym gwarantowanym zakresie:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y3fb ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">planowanie odbiorów i maksymalizacja sprzedaży;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y1fb ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">umowy z<span class="_ _0"></span> klientami (stałe ceny, umowy ramowe, sprzedaż SPOT);<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y3fc ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">dostępność cystern kolejowych.<span class="ff6"> </span></span></span></div><div class="t m0 x2f h4b y3fd ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Dywersyfikacja źródeł dostaw:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y3fe ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">Optymalizacja procesu sprzedaży w oparciu o współpracę z wieloma dostawcami;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y3ff ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff6">podpisane kontrakty zakupowe (zakup produktu oraz surowca).<span class="_ _0"></span> </span></span></div><div class="t m0 x2f h4b y400 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Zwiększenie udziału tr<span class="_ _1"></span>adingu:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y401 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">pozyskanie klientów akceptujących dostawy produktu z tradingu.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x2f h4b y402 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Zwiększenie możliwości <span class="ff6">produkcyjno-</span>magazynowych w celu powiększen<span class="_ _1"></span>ia udziału w rynku:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y403 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff6">optymalizacja receptur w zakresie produkcji; </span></span></div><div class="t m0 x80 h4b y404 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">efektywne wykorzystanie dotychczasowych pojemności magazynowych;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y405 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">roz<span class="_ _0"></span>budowa bazy magazynowej i <span class="_ _0"></span>kolektorów rozładunkowych (możliwości rozładunku wszystkich typów <span class="_ _0"></span>cystern klejowych w </span></span></div><div class="t m0 x81 h10 y406 ff8 fs4 fc2 sc0 ls0 ws0">zakładach południowych).<span class="ff6"> </span></div><div class="t m0 x2f h4b y7a ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Otwarcie nowych rynków zbytu i poszerzenie bazy klien<span class="_ _1"></span>tów:<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y407 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">analiza moż<span class="_ _0"></span>liwości zwiększenia sprzed<span class="_ _1"></span>aży;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y3de ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">mo<span class="_ _0"></span>nitorowanie <span class="_ _0"></span>rynku <span class="_ _0"></span>ukraińskiego <span class="_ _5"></span>i <span class="_ _0"></span>działań <span class="_ _0"></span>konk<span class="_ _0"></span>urencji <span class="_ _5"></span>–<span class="ff6"> <span class="_ _0"></span></span>współpraca <span class="_ _5"></span>z <span class="_ _0"></span>klientami <span class="_ _0"></span>(pośre<span class="_ _0"></span>dnikami) <span class="_ _0"></span>oraz <span class="_ _5"></span>wykorzystanie <span class="_ _0"></span>szans </span></span></div><div class="t m0 x81 h10 y408 ff6 fs4 fc2 sc0 ls0 ws0">rynkowych; </div><div class="t m0 x80 h4b y409 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wyko<span class="_ _0"></span>rzystanie szans sprzedażowych w Ukrainie<span class="_ _1"></span>.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x3d h10 y40a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5c h10 y40b ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe mierniki </div><div class="t m0 x3d h4b y40c ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Odbiory BSA na poziomie min. 95%/rok. </span></span></div><div class="t m0 x3d h4b y40d ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">100% realizacji kontraktów z dostawcami zewnętrznymi.<span class="ff6"> </span></span></span></div><div class="t m0 x3d h4b y40e ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Kontynuacja współpracy z Shell i MOL w ramach zawartych umów.<span class="ff6"> </span></span></span></div><div class="t m0 x3d h4b y40f ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Minimum 5% udziału importu w zaopatrzeniu<span class="_ _1"></span> spółki.<span class="ff6"> </span></span></span></div><div class="t m0 x3d h4b y410 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wzrost udziału sprzedaży asfaltów przemysłowych do 75% (z obecnych 60%).<span class="ff6"> </span></span></span></div><div class="t m0 x3d h4b y411 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wykorzystanie szans sprzedażowych w Ukrainie<span class="_ _1"></span>.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x3d h4b y412 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">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 x3d h4b y413 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Optymalizacja wykorzystania pojemności magazynowych.<span class="ff6"> </span></span></span></div><div class="t m0 x3d h4b y414 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">20% udział kontraktów w formule cen s<span class="_ _1"></span>tałych w całkowitym portfelu sprzedaży.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x84 h10 y415 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h22 y416 ff5 fs4 fc9 sc0 ls0 ws0">Paliwa stałe<span class="ff6 fc2"> </span></div><div class="t m0 x3d h10 y417 ff6 fs4 fc2 sc0 ls0 ws0">Cel strategiczny </div><div class="t m0 x3d h10 y418 ff8 fs4 fc2 sc0 ls0 ws0">Dalszy rozwój obecnego biznesu oraz dywersyfikacja portfela produktowego (zakładana EBITDA w 2028 r.: 9 mln zł).<span class="ff6"> </span></div><div class="t m0 x3d h10 y419 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h10 y41a ff8 fs4 fc2 sc0 ls0 ws0">Kierunki działania<span class="ff6"> </span></div><div class="t m0 x3d h10 y41b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x85 h10 y41c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h10 y2ea ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2f h4b y41d ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Rozwój działalności:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y41e ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">roz<span class="_ _0"></span>wój sprzedaży miałów węglowych w pakiecie z up<span class="_ _1"></span>rawnieniami CO2;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y41f ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">roz<span class="_ _0"></span>wój sprzedaży produktów z dostawą do klienta;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y1c3 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">budowa <span class="_ _5"></span>przewagi <span class="_ _5"></span>konkurencyjnej <span class="_ _5"></span>poprzez <span class="_ _0"></span>import<span class="_ _0"></span> <span class="_ _5"></span>gotowych <span class="_ _5"></span>węgli <span class="_ _6"></span>opałowych <span class="_ _0"></span>(tzw. <span class="_ _5"></span>„groszków”) <span class="_ _5"></span>na <span class="_ _0"></span>z<span class="_ _0"></span>asadach <span class="_ _0"></span>wyłąc<span class="_ _0"></span>zności <span class="_ _5"></span>z </span></span></div><div class="t m0 x81 h10 y420 ff8 fs4 fc2 sc0 ls0 ws0">portów ARA;<span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi x5 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">28<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x80 h4b y69 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">podpisanie <span class="_ _6"></span>umów <span class="_ _6"></span>długoterminowych <span class="_ _6"></span>z <span class="_ _6"></span>dużymi <span class="_ _6"></span>polskimi <span class="_ _6"></span>odbiorcami <span class="_ _6"></span>na <span class="_ _6"></span>współpracę <span class="_ _6"></span>w <span class="_ _6"></span>zakresie <span class="_ _6"></span>do<span class="_ _0"></span>staw <span class="_ _6"></span>miałów <span class="_ _6"></span>i <span class="_ _6"></span>wspólnej </span></span></div><div class="t m0 x81 h10 y28d ff8 fs4 fc2 sc0 ls0 ws0">odsprzedaży węgla opałowego na rynku.<span class="ff6"> </span></div><div class="t m0 x2f h4b y421 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Rozszerzenie oferty produktowej o biomasę:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y422 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">pozyskanie stabilnych źródeł dostaw;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y423 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">roz<span class="_ _0"></span>wój sprzedaży przy wykorzystaniu istniejącego potencjału portfela odbiorców;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y424 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">odpowiedź na oczekiwane zmiany w obszarze środowiskowym/ESG.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x5c h10 y425 ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe mierniki </div><div class="t m0 x3d h4b y426 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Zwięks<span class="_ _1"></span>zenie poziomu sprzedaży do 0,5 mln ton.<span class="ff6"> </span></span></span></div><div class="t m0 x73 h10 y427 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x73 h10 y428 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h22 y429 ff7 fs4 fc9 sc0 ls0 ws0">Gaz ziemny<span class="ff6 fc2"> </span></div><div class="t m0 x3d h10 y42a ff6 fs4 fc2 sc0 ls0 ws0">Cel strategiczny </div><div class="t m0 x3d h10 y42b ff8 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 x3d h10 y3a7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h10 y42c ff8 fs4 fc2 sc0 ls0 ws0">Kierunki działania<span class="ff6"> </span></div><div class="t m0 x3d h10 yd6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x85 h10 y42d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h10 y42e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2f h4b y42f ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Rozwój sieci sprzedaży:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y430 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">roz<span class="_ _0"></span>budowa sieci sprzedaży;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y431 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">segmentacja <span class="_ _12"> </span>i <span class="_ _7"></span>dostosowanie <span class="_ _7"> </span>siec<span class="_ _0"></span>i <span class="_ _7"></span>sprzedaży <span class="_ _7"> </span>oraz<span class="_ _0"></span> <span class="_ _7"> </span>narządzi <span class="_ _7"> </span>komu<span class="_ _0"></span>nikacji <span class="_ _7"></span>z <span class="_ _7"> </span>klientem <span class="_ _12"> </span>do <span class="_ _7"></span>wielkości <span class="_ _7"> </span>i <span class="_ _12"> </span>charakterystyki <span class="_ _7"></span>danego </span></span></div><div class="t m0 x81 h10 y432 ff6 fs4 fc2 sc0 ls0 ws0">segmentu; </div><div class="t m0 x80 h4b y433 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wz<span class="_ _0"></span>rost udziału w rynku gazu ziemnego wysokometanowego w Polsce p<span class="_ _1"></span>rzez rozbudowę bazy odbiorców B2B.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x2f h4b y3b1 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wzrost efektywności:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y434 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">budowa i rozwó<span class="_ _0"></span>j systemów informatycznych w celu optymalizacji operacyjne<span class="_ _1"></span>j;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y435 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">inwestycja w rozbudowę systemów bilingowych oraz back office.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x2f h4b y436 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Rozbudowa działu importu:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y437 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wyko<span class="_ _0"></span>rzystanie  infrastruktury  importowej <span class="_ _14"> </span>w  poszczególnych  krajach  sąsiadujących  z <span class="_ _14"> </span>Polską  lub  połąc<span class="_ _0"></span>zonych  systemem </span></span></div><div class="t m0 x81 h10 y438 ff8 fs4 fc2 sc0 ls0 ws0">przesyłowym;<span class="ff6"> </span></div><div class="t m0 x80 h4b y439 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff6">wyko<span class="_ _0"></span>rzystanie infrastruktury magazynowej <span class="ff8">–</span> polskiej i zagranicznej. </span></span></div><div class="t m0 x2f h4b y43a ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Inwestycje własne w projekty gazowe:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y43b ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">poszerzenie <span class="_ _2a"> </span>oferty <span class="_ _22"> </span>prod<span class="_ _0"></span>uktowej, <span class="_ _22"> </span>dywersyfikacja <span class="_ _2a"> </span>źródeł <span class="_ _22"> </span>o<span class="_ _0"></span>raz <span class="_ _2a"> </span>optymalizacja <span class="_ _22"> </span>wyniku <span class="_ _2a"> </span>Grupy <span class="_ _22"> </span>poprzez <span class="_ _2a"> </span>realizację </span></span></div><div class="t m0 x81 h10 y118 ff8 fs4 fc2 sc0 ls0 ws0">transformacyjnych projektów gazowych (biogaz).<span class="ff6"> </span></div><div class="t m0 x3d h10 y43c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5c h10 y43d ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe mierniki </div><div class="t m0 x3d h4b y43e ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">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 x3d h4b y43f ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wdrożenie zintegrowanego sys<span class="_ _1"></span>temu pozwalając<span class="_ _0"></span>ego 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 x3d h4b y2e5 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Budowa portalu do efektywnej komunikacji z klie<span class="_ _1"></span>ntami. </span></span></div><div class="t m0 x3d h4b y440 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wykorzystanie magazynów poza granicami Polski<span class="_ _1"></span>.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x3d h4b y87 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Rozwój działalności tradingowej.<span class="ff6"> </span></span></span></div><div class="t m0 x3d h10 y441 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h22 y442 ff7 fs4 fc9 sc0 ls0 ws0">Energia elektryczna<span class="ff6 fc2"> </span></div><div class="t m0 x3d h10 y122 ff6 fs4 fc2 sc0 ls0 ws0">Cel strategiczny </div><div class="t m0 x3d h10 y443 ff8 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 x3d h10 y444 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h10 y445 ff8 fs4 fc2 sc0 ls0 ws0">Kierunki działania<span class="ff6"> </span></div><div class="t m0 x3d h10 y446 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x83 h10 y447 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h10 yee ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2f h4b y3f7 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Rozwój sieci sprzedaży:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y217 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">roz<span class="_ _0"></span>budowa sieci sprzedaży;<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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">29<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x80 h4b y69 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">segmentacja <span class="_ _12"> </span>i <span class="_ _7"></span>dostosowanie <span class="_ _7"> </span>siec<span class="_ _0"></span>i <span class="_ _7"></span>sprzedaży <span class="_ _7"> </span>oraz<span class="_ _0"></span> <span class="_ _7"> </span>narządzi <span class="_ _7"> </span>komu<span class="_ _0"></span>nikacji <span class="_ _7"></span>z <span class="_ _7"> </span>klientem <span class="_ _12"> </span>do <span class="_ _7"></span>wielkości <span class="_ _7"> </span>i <span class="_ _12"> </span>charakterystyki <span class="_ _7"></span>danego </span></span></div><div class="t m0 x81 h10 y28d ff6 fs4 fc2 sc0 ls0 ws0">segmentu. </div><div class="t m0 x2f h4b y421 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Rozwój modeli współpracy łączenia wytwórców OZE z <span class="ff6">odbiorcami </span>–<span class="ff6"> cPPA: </span></span></span></div><div class="t m0 x80 h4b y422 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">aktywne poszukiwanie odbiorców zainteresowanych zakupem energii elektrycznej.<span class="ff6"> </span></span></span></div><div class="t m0 x2f h4b y448 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Zwiększenie <span class="_ _0"></span>zakresu <span class="_ _5"></span>potencjalnyc<span class="_ _0"></span>h <span class="_ _5"></span>usług <span class="_ _5"></span>dla <span class="_ _5"></span>wytwórców <span class="_ _5"></span>i <span class="_ _5"></span>odbiorców <span class="_ _5"></span>energii <span class="_ _0"></span>elektrycznej <span class="_ _5"></span>z<span class="_ _0"></span>wiązanych <span class="_ _5"></span>z <span class="_ _5"></span>planowanymi <span class="_ _5"></span>zmianami </span></span></div><div class="t m0 x80 h10 y449 ff8 fs4 fc2 sc0 ls0 ws0">na Rynku Bilansującym CSiRE.<span class="ff6"> </span></div><div class="t m0 x2f h4b y44a ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wzrost usług dla wytwórców związanych z cenami uje<span class="_ _1"></span>mnymi –<span class="ff6"> </span>rozw<span class="_ _0"></span>ój narzędzi wspierających zarządzanie źródłami.<span class="ff6"> </span></span></span></div><div class="t m0 x2f h4b y44b ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Świadczenie usług bilansowania dla mocy wytwórczych zlokalizowanych<span class="_ _1"></span> w Grupie UNIMOT.<span class="ff6"> </span></span></span></div><div class="t m0 x2f h4b y44c ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Obsługa klastrów energii:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y44d ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">pozyskanie wytwórcó<span class="_ _0"></span>w/odbiorców zlokalizowanych w klastrach e<span class="_ _1"></span>nergii;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y44e ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wdrażanie narzędzi teleinformatycznych do obsługi i optymalizacji.<span class="ff6"> </span></span></span></div><div class="t m0 x2f h4b y3fc ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Oferowanie usług optymalizacji dla wytwórców OZE związanych z t<span class="_ _1"></span>ransformacją rynku energii:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y44f ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">aktywne pozyskiwanie wytwórców OZE;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y450 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wdrażanie narzędzi teleinformatycznych do obsługi i optymalizacji wytwarzania energii elektrycznej;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y451 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">budowa i rozwó<span class="_ _0"></span>j systemów do algorytmicznego han<span class="_ _1"></span>dlu energią elektryczną z wykorzystaniem rynku Intra –<span class="ff6"> Day.<span class="_ _0"></span> </span></span></span></div><div class="t m0 x2f h4b y452 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Analiza technologii wytwarzania i rozwój własnych źródeł OZE:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y453 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wybór najkorzystniejszego wariantu mixu OZE;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y108 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">zabezpieczenie przychodów poprzez uczestnictwo w rynku mocy oraz usługach systemowych;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y454 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wdrażanie narzędzi teleinformatycznych do obsługi i optymalizacji wytwarzania energii elektrycznej.<span class="ff6"> </span></span></span></div><div class="t m0 x2f h4b y455 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Pośrednictwo w obrocie gwarancjami pochodzenia:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y456 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wz<span class="_ _0"></span>rost udziału obrotu gwarancjami pochodzenia przez zwięks<span class="_ _1"></span>zenie liczby podpisywanych umów z aktualnymi klientami oraz </span></span></div><div class="t m0 x81 h10 y457 ff8 fs4 fc2 sc0 ls0 ws0">aktywne poszukiwanie nowych klientów.<span class="ff6"> </span></div><div class="t m0 x3d h10 y458 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5c h10 y459 ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe mierniki </div><div class="t m0 x3d h4b y45a ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wolumen s<span class="_ _1"></span>przedaży zielonej en<span class="_ _1"></span>ergii do <span class="_ _1"></span>klientów końcowych <span class="ff6">(zabezpieczony gwarancjami p<span class="_ _1"></span>ochodzenia na p<span class="_ _1"></span>oziomie min. 25% </span></span></span></div><div class="t m0 x84 h10 y45b ff6 fs4 fc2 sc0 ls0 ws0">w 2028 roku). </div><div class="t m0 x3d h4b y45c ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Rozwój <span class="_ _0"></span>modeli współpracy <span class="_ _0"></span>jako podmiot <span class="_ _0"></span>pośredniczący <span class="_ _0"></span>pomiędzy w<span class="_ _0"></span>ytwórcami a <span class="_ _0"></span>odbiorcami <span class="_ _0"></span>końcowymi energii elektrycznej </span></span></div><div class="t m0 x84 h10 y45d ff6 fs4 fc2 sc0 ls0 ws0">(cPPA). </div><div class="t m0 x3d h4b y45e ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Zwiększenie <span class="_ _14"> </span>zakresu <span class="_ _14"> </span>potencjalnych <span class="_ _14"> </span>usług <span class="_ _13"> </span>dla <span class="_ _14"> </span>wytwó<span class="_ _0"></span>rców <span class="_ _14"> </span>i <span class="_ _14"> </span>o<span class="_ _0"></span>dbiorców <span class="_ _14"> </span>energii <span class="_ _14"> </span>elektrycznej <span class="_ _14"> </span>związanych <span class="_ _14"> </span>z<span class="_ _0"></span> <span class="_ _14"> </span>planowanymi </span></span></div><div class="t m0 x84 h10 y45f ff8 fs4 fc2 sc0 ls0 ws0">zmianami na Rynku Bilansującym CSiRE.<span class="ff6"> </span></div><div class="t m0 x3d h4b y38e ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wzrost usług dla wytwórców związanych z cenami uje<span class="_ _1"></span>mnymi –<span class="ff6"> </span>rozw<span class="_ _0"></span>ój narzędzi wspierających zarządzanie źródłami.<span class="ff6"> </span></span></span></div><div class="t m0 x3d h4b y460 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Świadczenie usług bilansowania dla mocy wytwórczych zlokalizowanych<span class="_ _1"></span> w Grupie UNIMOT.<span class="ff6"> </span></span></span></div><div class="t m0 x3d h4b y461 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wejście na nowe rynki –<span class="ff6"> Intra Day 24 w Polsce. </span></span></span></div><div class="t m0 x3d h4b y462 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Możliwość ekspansji na rynki zagraniczne.<span class="ff6"> </span></span></span></div><div class="t m0 x84 h10 y463 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h22 y464 ff7 fs4 fc9 sc0 ls0 ws0">Fotowoltaika<span class="ff6 fc2"> </span></div><div class="t m0 x3d h10 y465 ff6 fs4 fc2 sc0 ls0 ws0">Cel strategiczny </div><div class="t m0 x3d h10 y466 ff8 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 x3d h10 y467 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h10 y468 ff8 fs4 fc2 sc0 ls0 ws0">Kierunki działania<span class="ff6"> </span></div><div class="t m0 x3d h10 y469 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x83 h10 y46a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x80 h10 y46b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2f h4b y46c ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Osiągnięcie wolumenu<span class="_ _1"></span> realizacji na poziomie 150 MW rocz<span class="_ _0"></span>nie do 2028 r.:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y46d ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">mo<span class="_ _0"></span>żliwość <span class="_ _6"></span>wykonywania <span class="_ _7"></span>wszystkich <span class="_ _6"></span>z<span class="_ _0"></span>akresów <span class="_ _6"></span>projektowych <span class="_ _7"></span>wewnątrz <span class="_ _6"></span>spółki, <span class="_ _7"> </span>bez <span class="_ _7"></span>udziału <span class="_ _6"></span>kontrahentów <span class="_ _7"></span>zewnętrznych <span class="_ _12"> </span>–<span class="ff6"> </span></span></span></div><div class="t m0 x81 h10 y46e ff8 fs4 fc2 sc0 ls0 ws0">zwiększenie kompetencji wewnętrznych;<span class="ff6"> </span></div><div class="t m0 x80 h4b y289 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">roz<span class="_ _0"></span>wój posiadanej sieci sprzedażowej z jednoczesnym podn<span class="_ _1"></span>iesieniem kwalifikacji doradczych;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y46f ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">podpisanie umowy o<span class="_ _0"></span> współpracy z zewnętrznym podmiotem finansu<span class="_ _1"></span>jącym <span class="_ _0"></span>–<span class="ff6"> wprowadzenie modelu Photo as a Service; </span></span></span></div><div class="t m0 x80 h4b y470 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wdroż<span class="_ _0"></span>enie oferty zarządzania produkcją, monitorin<span class="_ _1"></span>gu oraz utrzymania wielkoskalowych źródeł wytwórczych.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x2f h4b y471 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wejście do pierwszej trójki podmiotów zajmujących się sprzedażą i dystr<span class="_ _1"></span>ybucją komponentów OZE:<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y472 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">konsekwentne zwiększanie udziału produktów własnych (w tym OEM) w portfolio produktowym;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y473 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">roz<span class="_ _0"></span>wój posiadanej sieci sprzedażowej;<span class="ff6"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x5 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">30<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x80 h4b y69 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">uruchomienie marketplace’u jako platformy wymiany informacji oraz platformy sprzedaży;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y28d ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">współpraca z<span class="_ _0"></span> małymi i średnimi instal<span class="_ _1"></span>atorami w celu zwiększenia wolumenu sprzedaży komponentów;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y28e ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">roz<span class="_ _0"></span>szerzenie oferty komponen<span class="_ _1"></span>tów <span class="_ _0"></span>–<span class="ff6"> </span>posiadanie komplementarnej i całościowej oferty dla instalatora.<span class="ff6"> </span></span></span></div><div class="t m0 x2f h4b y422 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Sprzedaż komponentów –<span class="ff6"> </span>ekspansja na rynki ościenne w celu zwiększeni<span class="_ _1"></span>a potencjału wynikowego:<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y423 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">roz<span class="_ _0"></span>wój sprzedaży na rynkach zagranicznych;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y474 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">budowa <span class="_ _19"> </span>wo<span class="_ _0"></span>lumenów <span class="_ _15"> </span>sprzedaży <span class="_ _19"> </span>przez <span class="_ _19"> </span>w<span class="_ _0"></span>yspecjalizowanych <span class="_ _15"> </span>przedstawicieli <span class="_ _19"> </span>wspieranych <span class="_ _19"> </span>działaniami <span class="_ _19"> </span>marketingowymi </span></span></div><div class="t m0 x81 h10 y3a1 ff8 fs4 fc2 sc0 ls0 ws0">(głównie online).<span class="ff6"> </span></div><div class="t m0 x2f h4b y475 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Rozwój projektów produkcyjnych:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y476 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">optymalizacja ko<span class="_ _0"></span>sztów produkcyjnych;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y477 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">poszerzenie asortymentu w zakresie: modułów, rozdzielnic, mikroinwerterów, małych zestawów bateryjnych;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y478 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">poszerzenie oferty produktowej uwzględniającej rozwiązanie Cable Pooling oraz wykorzystanie linii bezpośredniej;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b yd4 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wejście <span class="_ _6"></span>w <span class="_ _6"></span>segment <span class="_ _6"></span>produkcji <span class="_ _6"></span>modułów <span class="_ _6"></span>BIPV <span class="_ _6"></span>(tj. <span class="_ _6"></span>Building <span class="_ _6"></span>Integrated <span class="_ _6"></span>Photovoltaics, <span class="_ _6"></span>system <span class="_ _6"></span>fotowoltaiczny <span class="_ _6"></span>zintegrowany <span class="_ _6"></span>z </span></span></div><div class="t m0 x81 h10 y479 ff8 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 x5c h10 y47a ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe mierniki </div><div class="t m0 x2f h4b y47b ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Komplementarne podejście d<span class="_ _1"></span>o magazynów energii:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y47c ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">oferta produktowa dla wszystkich segmentów;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y47d ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff6">projektowanie; </span></span></div><div class="t m0 x80 h4b y47e ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">dostawa i montaż;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y3ac ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff6">konfiguracja oraz <span class="ff8">w<span class="_ _0"></span>spółdziałanie z siecią.</span> </span></span></div><div class="t m0 x2f h4b y47f ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Współpraca z je<span class="_ _1"></span>dnostkami <span class="_ _1"></span>dofinansowującymi (Polska Age<span class="_ _1"></span>ncja Rozwoju Przedsięb<span class="_ _1"></span>iorczości, Polski F<span class="_ _1"></span>undusz Rozwoju, Innowacyjna<span class="_ _10"></span> </span></span></div><div class="t m0 x80 h10 y480 ff6 fs4 fc2 sc0 ls0 ws0">Gospodarka, UE Fundusz Rozwoju Regionalnego). </div><div class="t m0 x2f h4b y481 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Opracowanie nowych modeli sprzedaży/produktów:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y482 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff6">PV<span class="_ _0"></span> as a Service; </span></span></div><div class="t m0 x80 h4b y483 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff6">L<span class="_ _0"></span>easing instalacji; </span></span></div><div class="t m0 x80 h4b y484 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">Udział zewnętrznego podmiotu finansującego (fundusz).<span class="ff6"> </span></span></span></div><div class="t m0 x3d h10 y111 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h22 y485 ff7 fs4 fc9 sc0 ls0 ws0">RCEkoenergia<span class="ff6 fc2"> </span></div><div class="t m0 x3d h10 y486 ff6 fs4 fc2 sc0 ls0 ws0">Cel strategiczny </div><div class="t m0 x3d h10 y487 ff8 fs4 fc2 sc0 ls0 ws0">Zwiększenie <span class="_ _5"></span>produkcji <span class="_ _6"></span>energii <span class="_ _5"></span>elektrycznej <span class="_ _6"></span>i <span class="_ _5"></span>cieplnej <span class="_ _5"></span>w <span class="_ _6"></span>zmodernizowanym <span class="_ _6"></span>źródle <span class="_ _5"></span>dostosowanym <span class="_ _5"></span>do <span class="_ _6"></span>wymogów <span class="_ _6"></span>środowiskowych<span class="_ _1"></span> </div><div class="t m0 x3d h10 y488 ff8 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 x3d h10 y489 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h10 y48a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h10 y48b ff8 fs4 fc2 sc0 ls0 ws0">Kierunki działania<span class="ff6"> </span></div><div class="t m0 x3d h10 y48c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x83 h10 y413 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h10 y48d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2f h4b y3ea ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Uruchomienie nowej jednostki kogeneracyjn<span class="_ _1"></span>ej, zwiększenie produkcji energii elektrycznej i ciepła:<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y3eb ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">Wdrożenie koncepcji modernizacji elektrociepłowni;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y3ec ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff6">uruchomienie i realizacja procesu inwestycyjnego; </span></span></div><div class="t m0 x80 h4b y48e ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">optymalizacja ko<span class="_ _0"></span>sztów działalności sp<span class="_ _1"></span>ółki.<span class="ff6"> </span></span></span></div><div class="t m0 x2f h4b y48f ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Zapewnienie bezpieczeństwa dostaw energ<span class="_ _1"></span>ii elektrycznej, ciepła i gazu do odbiorców:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y490 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">budowa magazynów energii;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y491 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">budowa nowych zielonych mocy wytwórczych i udział w Rynku Mocy;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y492 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">uruchomienie <span class="_ _14"> </span>nowyc<span class="_ _0"></span>h <span class="_ _14"> </span>instalacji <span class="_ _14"> </span>poprawiającyc<span class="_ _0"></span>h <span class="_ _14"> </span>efektywność <span class="_ _14"> </span>spółki <span class="_ _14"> </span>przy <span class="_ _13"> </span>spełnianiu<span class="_ _1"></span> <span class="_ _14"> </span>wymogów <span class="_ _13"> </span>i <span class="_ _14"> </span>dyrektyw <span class="_ _14"> </span>UE, <span class="_ _14"> </span>prawa </span></span></div><div class="t m0 x81 h10 y493 ff8 fs4 fc2 sc0 ls0 ws0">polskiego i podnoszonych norm środowiskowych.<span class="ff6"> </span></div><div class="t m0 x2f h4b y494 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Uczestniczenie<span class="_ _1"></span> w transformacji rynku energetycznego i ciepłowniczego w Polsce:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y495 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">roz<span class="_ _0"></span>szerzenie profilu<span class="_ _1"></span> działalności spółki o nowe produkty i rynki;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y3c6 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">aktywny udział w organizacjach branżowych;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y496 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">zaangażo<span class="_ _0"></span>wanie w procesy przekształceniowe/modernizacyjne/ odtworzeniowe spółek b<span class="_ _1"></span>ranżowych na rynku;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y497 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">zaangażo<span class="_ _0"></span>wanie w procesy legisl<span class="_ _1"></span>acyjne.<span class="ff6"> </span></span></span></div><div class="t m0 x2f h4b y498 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Budowa pozycji marki RCEkoenergia n<span class="_ _1"></span>a rynku ciepłowniczym:<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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">31<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x80 h4b y69 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">roz<span class="_ _0"></span>wój marki na rynku lokalnym i ogólnopolskim;<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y28d ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wspieranie  aktywności <span class="_ _14"> </span>społecznych  oraz  zaangażowanie  w <span class="_ _14"> </span>lokalne<span class="_ _1"></span>  i  o<span class="_ _0"></span>gólnopolskie  inicjatywy  branżowe, <span class="_ _14"> </span>ekologiczne  i </span></span></div><div class="t m0 x81 h10 y28e ff8 fs4 fc2 sc0 ls0 ws0">społeczne.<span class="ff6"> </span></div><div class="t m0 x3d h10 y35c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5c h10 y499 ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe mierniki </div><div class="t m0 x2f h4b y49a ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Uruchomienie <span class="_ _5"></span>procesu <span class="_ _6"></span>inwestycyjnego <span class="_ _6"></span>modern<span class="_ _1"></span>izacji <span class="_ _6"></span>źródła <span class="_ _6"></span>dla <span class="_ _5"></span>spełnienia <span class="_ _5"></span>w<span class="_ _0"></span>ymogów <span class="_ _6"></span>środowiskowych <span class="_ _5"></span>w <span class="_ _6"></span>2025 <span class="_ _5"></span>r., <span class="_ _6"></span>a <span class="_ _6"></span>w <span class="_ _5"></span>kolejnym </span></span></div><div class="t m0 x80 h10 y49b ff8 fs4 fc2 sc0 ls0 ws0">etapie wymogów na lata 2028<span class="ff6">-2035 poprzez: </span></div><div class="t m0 x80 h4b y49c ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wejście w proces dekarbonizacji źródła do 2030 r.;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y49d ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">przebudowa źró<span class="_ _0"></span>dła na jednostkę spełniającą założenia dostawcy dla syste<span class="_ _1"></span>mów efektywnych (z perspektywą do 2040 r.).<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x2f h4b y49e ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Inwestycja w nowoczesne technologie:  </span></span></div><div class="t m0 x80 h4b y49f ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff6">magazyny energii, </span></span></div><div class="t m0 x80 h4b y4a0 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">roz<span class="_ _0"></span>winięcie projektu<span class="_ _1"></span> układów pyrolitycznych,<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y4a1 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">zgło<span class="_ _0"></span>szenie w 2024 r. nowych jednostek wytwórczych do Rynku Mocy.<span class="ff6"> </span></span></span></div><div class="t m0 x2f h4b y4a2 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Aktywne badanie rynku<span class="_ _1"></span> w celu rozszerzenia profilu działalności spółki o nowe produkty i rynki:<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y4a3 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">pozyskanie terenów inwestycyjnych,<span class="ff6"> </span></span></span></div><div class="t m0 x80 h4b y4a4 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">nawiązanie <span class="_ _5"></span>współpracy <span class="_ _6"></span>ze <span class="_ _0"></span>spółkami <span class="_ _5"></span>z <span class="_ _6"></span>branży <span class="_ _0"></span>wytwarz<span class="_ _0"></span>ania <span class="_ _5"></span>energii <span class="_ _0"></span>elektrycznej, <span class="_ _5"></span>pary <span class="_ _5"></span>i <span class="_ _6"></span>energii <span class="_ _0"></span>cieplnej <span class="_ _5"></span>w <span class="_ _6"></span>zakresie<span class="_ _1"></span> <span class="_ _5"></span>procesów </span></span></div><div class="t m0 x81 h10 y4a5 ff6 fs4 fc2 sc0 ls0 ws0">inwestycyjnych. </div><div class="t m0 x2f h4b y4a6 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Współpraca <span class="_ _10"></span>z organizacjami <span class="_ _10"></span>branżowymi n<span class="_ _1"></span>p. <span class="_ _10"></span>IGCP w <span class="_ _10"></span>zakresie <span class="_ _10"></span>zmian <span class="_ _1"></span>i <span class="_ _10"></span>przygotowania odpowiedzi <span class="_ _10"></span>na <span class="_ _10"></span>w<span class="_ _0"></span>yzwania <span class="_ _1"></span>dekarboni<span class="_ _1"></span>zowanego </span></span></div><div class="t m0 x80 h10 y4a7 ff8 fs4 fc2 sc0 ls0 ws0">rynku energii i ciepła.<span class="ff6"> </span></div><div class="t m0 x2f h4b y4a8 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Zaangażowanie <span class="_ _6"></span>w <span class="_ _6"></span>budowanie <span class="_ _7"></span>świadomości <span class="_ _7"></span>marki <span class="_ _6"></span>RCEko<span class="_ _0"></span>energia <span class="_ _6"></span>w <span class="_ _6"></span>Czechowicac<span class="_ _0"></span>h<span class="ff6">-<span class="_ _0"></span>Dziedzicach <span class="_ _6"></span>jako <span class="_ _6"></span>lokalnego <span class="_ _7"></span>dostawcy <span class="_ _6"></span>energii </span></span></span></div><div class="t m0 x80 h10 y4a9 ff8 fs4 fc2 sc0 ls0 ws0">elektrycznej <span class="_ _10"></span>i ciepła <span class="_ _10"></span>–<span class="ff6"> <span class="_ _1"></span><span class="ff8">wsparcie lokaln<span class="_ _1"></span>ych <span class="_ _10"></span>i<span class="_ _0"></span>nicjatyw, <span class="_ _1"></span>budowanie <span class="_ _10"></span>wizerunku fir<span class="_ _1"></span>my d<span class="_ _1"></span>ziałającej <span class="_ _1"></span>w <span class="_ _1"></span>oparciu <span class="_ _10"></span>o<span class="_ _0"></span> <span class="_ _1"></span>wartości <span class="_ _10"></span>zró<span class="_ _0"></span>wnoważonego </span></span></div><div class="t m0 x80 h10 ybd ff6 fs4 fc2 sc0 ls0 ws0">rozwoju. </div><div class="t m0 x1 h22 y4aa ff7 fs4 fce sc0 ls0 ws0">ESG W STRATEGII GRUPY / CELE W ZAKRESIE ESG </div><div class="t m0 x1 h10 y4ab ff8 fs4 fc2 sc0 ls0 ws0">Zobowiązania <span class="_ _14"> </span>ESG  znajdują <span class="_ _14"> </span>się  w <span class="_ _14"> </span>całej  Strategii <span class="_ _14"> </span><span class="ff6">Grupy <span class="_ _14"> </span>UNIMOT <span class="_ _14"> </span>   <span class="_ _14"> </span></span>kompleksowo <span class="_ _14"> </span>i  spójnie  regulując <span class="_ _14"> </span>podejście  <span class="ff6">G<span class="_ _0"></span>rupy  U<span class="_ _0"></span>NIMOT <span class="_ _14"> </span>   <span class="_ _14"> </span>do </span></div><div class="t m0 x1 h10 y4ac ff8 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="_ _5"></span>z<span class="_ _0"></span> dbałość <span class="_ _0"></span>o </div><div class="t m0 x1 h10 y4ad ff8 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 x3c h70 y4ae ff7 fs4 fc9 sc0 ls6 ws0">1.<span class="ff3 ls0"> <span class="_ _27"> </span><span class="ff5">Środo<span class="_ _1"></span>wisko:<span class="ff7"> </span></span></span></div><div class="t m0 x5c h4b y4af ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Przeciwdziałanie zmianom klimatu i zrównoważona infrastru<span class="_ _1"></span>ktura:<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y4b0 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">osiągnięcie neutralności klimatycznej do 2050 r.;<span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y4b1 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wsparcie walki z niską emisją;<span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y4b2 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff6">transformacja obszaru paliw i transportu; </span></span></div><div class="t m0 x73 h4b y4b3 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">zw<span class="_ _0"></span>iększenie aktywności n<span class="_ _1"></span>a rynku OZE;<span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y4b4 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff6">inwestowanie i akwizycje w odpowiedzi na zmiany rynkowe.<span class="_ _0"></span> </span></span></div><div class="t m0 x5c h4b y4b5 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Ochrona środowiska naturalnego:<span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y4b6 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wsparcie bioróżnorodności i ekosystemów;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y4b7 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">roz<span class="_ _0"></span>wój gospodarki o obiegu zamkniętym;<span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y4b8 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">osiągnięcie pozycji największego niezależnego sprzedawcy gazu ziemnego w Polsce.<span class="ff6"> </span></span></span></div><div class="t m0 x3c h70 y4b9 ff7 fs4 fc9 sc0 ls6 ws0">2.<span class="ff3 ls0"> <span class="_ _27"> </span><span class="ff5">Społeczeństwo:<span class="ff7"> </span></span></span></div><div class="t m0 x5c h4b y4ba ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Pracownicy jako kluczowa wartość firmy:<span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y4bb ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">organizacja w<span class="_ _0"></span>olna od dyskryminacji, prowadząca działania z zakresu włączenia, różnorodności, etyki<span class="_ _1"></span> na rzecz </span></span></div><div class="t m0 x82 h10 y4bc ff8 fs4 fc2 sc0 ls0 ws0">pracowników;<span class="ff6"> </span></div><div class="t m0 x73 h4b y4bd ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">dążenie do wyeliminowania luki płacowej między kobietami a mężczyznami;<span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y4be ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">kultura organizacyjna firmy budowana w oparciu o wspólne wartości oraz work<span class="_ _0"></span><span class="ff6">-life balance; </span></span></span></div><div class="t m0 x73 h4b y4bf ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">bezpieczne i ergonomiczne środowisko pracy wspierające rozwój pracowników;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y4c0 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">zaangażo<span class="_ _0"></span>wanie pracowników w procesy decyzyjne G<span class="_ _1"></span>rupy.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x5c h4b y4c1 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Partnerstwo społeczno<span class="ff6">-biznesowe: </span></span></span></div><div class="t m0 x73 h4b y4c2 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wł<span class="_ _0"></span>ączenie, różnorodność, etyka –<span class="ff6"> </span>organizacja wolna od dyskryminacji, prowadząca działania na rzecz klientów i </span></span></div><div class="t m0 x82 h10 y4c3 ff8 fs4 fc2 sc0 ls0 ws0">społeczności lokalnych;<span class="ff6"> </span></div><div class="t m0 x73 h4b y4c4 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">prowadzenie dialogu społecznego i polityki dobrego sąsiada.<span class="ff6"> </span></span></span></div><div class="t m0 x5c h4b y4c5 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Dostawcy i klienci biznesowi; </span></span></div><div class="t m0 x73 h4b y4c6 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">zapewnienie transparentnych mechanizmów współpracy dostawcami i klientami biznesowymi;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y4c7 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wsparcie klientów w dążeniu do zrów<span class="_ _0"></span>noważonego rozwoju poprzez wprowadzanie produktów i us<span class="_ _1"></span>ług nisko<span class="_ _0"></span><span class="ff6">- <span class="ls7">i </span></span></span></span></div><div class="t m0 x82 h10 y4c8 ff6 fs4 fc2 sc0 ls0 ws0">zeroemisyjnych w aspekcie GHG. </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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">32<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h70 y69 ff7 fs4 fc9 sc0 ls6 ws0">3.<span class="ff3 ls0"> <span class="_ _27"> </span><span class="ff5">Ład Korpo<span class="_ _1"></span>racyjny:<span class="ff7"> </span></span></span></div><div class="t m0 x5c h4b y4c9 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Ład korporacyjny jako podstawa funkcjonowania firmy:<span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y4ca ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">zarz<span class="_ _0"></span>ądzanie organizacją przy zachowaniu ładu korporacyjnego, cele zarządcze powiązane z ESG;<span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y4cb ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">wypełnianie obowiązków informacyjnych, budowanie pozytywnych relacji z akcjonariuszami;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y4cc ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">szcz<span class="_ _0"></span>elny system ochrony danych, wzmocnien<span class="_ _1"></span>ie odporności na zagrożenia płynące z cyberprzestrzeni;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y4cd ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">przeciwdziałanie korupcji i łapownictwu.<span class="ff6"> </span></span></span></div><div class="t m0 x5c h4b y4ce ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Zarządzanie ryzykiem i system kontroli wewnętrznej;<span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y4cf ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">działalność zgodna z mo<span class="_ _0"></span>delem biznesowym w oparciu o przyjęte polityki, okre<span class="_ _1"></span>ślające ryzyka i systemy zapobiegania ich </span></span></div><div class="t m0 x82 h10 y4d0 ff8 fs4 fc2 sc0 ls0 ws0">wystąpieniu.<span class="ff6"> </span></div><div class="t m0 x5c h4b y4d1 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Kultura etyczna i poszanowanie praw człowieka w całym łańcuchu<span class="_ _1"></span> wartości:<span class="ff6"> </span></span></span></div><div class="t m0 x73 h4b y4d2 ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">kształto<span class="_ _0"></span>wanie kultury etycznej <span class="ff6">- </span>Kodeks Odpowied<span class="_ _1"></span>zialności <span class="ff6">Grupy UNIMOT  <span class="_ _0"></span></span>, Kodeks Etyki oraz Politykę Poszanowania </span></span></div><div class="t m0 x82 h10 y4d3 ff8 fs4 fc2 sc0 ls0 ws0">Praw Człowieka w całym łańcuchu wartości.<span class="ff6"> </span></div><div class="t m0 x1 h10 y3a6 ff8 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 h10 y4d4 ff8 fs4 fc2 sc0 ls0 ws0">i <span class="_ _1"></span>projektami, <span class="_ _1"></span>dzięki <span class="_ _10"></span>którym możliwa jest <span class="_ _10"></span>ich reali<span class="_ _1"></span>zacja oraz <span class="_ _10"></span>zgodne z <span class="_ _10"></span>w<span class="_ _0"></span>ytycznymi <span class="_ _10"></span>strategii Europejskiego <span class="_ _10"></span>Zielonego Ładu, założeniami <span class="_ _10"></span>„Agendy </div><div class="t m0 x1 h10 y4d5 ff8 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 h10 y4d6 ff6 fs4 fc2 sc0 ls0 ws0">Prezentacja Strategii jest zamieszczona na stronie internetowej Emitenta: </div><div class="t m0 x1 h10 y4d7 ff6 fs4 fcf sc0 ls0 ws0">https://www.unimot.pl/relacje-inwestorskie/o-grupie-unimot/strategia/ </div><div class="t m0 x1 h10 y4d8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 y4d9 ff7 fs5 fc5 sc0 ls11 ws0">3.3.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff7">STATUS REALIZACJI STRATEGII GRUPY W TYM REALIZACJI PROGNOZ FIN<span class="_ _1"></span>ANSOWYCH<span class="_ _0"></span> </span></span></div><div class="t m0 x3c h11 y4da ff7 fs4 fc5 sc0 ls6 ws0">3.3.1.<span class="ff3 ls0"> <span class="_ _2f"> </span><span class="ff5 fs3">REALIZACJA CELÓW STR<span class="_ _0"></span>ATEGICZNYCH<span class="_ _0"></span></span><span class="ff7"> </span></span></div><div class="t m0 x1 h10 y4db ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y4dc ff8 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _0"></span>Kapitałow<span class="_ _0"></span>a <span class="_ _0"></span>UNIMOT <span class="_ _5"></span>konsekwentnie <span class="_ _0"></span>realizuje <span class="_ _5"></span>Strategię <span class="_ _0"></span>na <span class="_ _6"></span>lata <span class="_ _0"></span>2024<span class="ff6">-<span class="_ _0"></span></span>2028, <span class="_ _0"></span>któ<span class="_ _0"></span>ra <span class="_ _0"></span>o<span class="_ _0"></span>piera <span class="_ _0"></span>się <span class="_ _5"></span>na <span class="_ _5"></span>zrównoważonym <span class="_ _5"></span>rozwoju <span class="_ _0"></span>w <span class="_ _5"></span>sektorze </div><div class="t m0 x1 h10 y4dd ff6 fs4 fc2 sc0 ls0 ws0">paliwowo-<span class="ff8">energetycznym przy jednoczesnym zwiększaniu udziału segmentów przejściowych i transformacyjnych. </span> </div><div class="t m0 x1 h10 y4de ff6 fs4 fc2 sc0 ls0 ws0">Strategia <span class="_ _5"></span>Grupy <span class="_ _5"></span>UNIMOT <span class="_ _6"></span> <span class="_ _0"></span> <span class="_ _6"></span><span class="ff8">zakłada <span class="_ _5"></span>osiągnięcie <span class="_ _0"></span>ko<span class="_ _0"></span>nkretnych, <span class="_ _5"></span>mierzalnych <span class="_ _5"></span>celów <span class="_ _6"></span>strate<span class="_ _1"></span>gicznych <span class="_ _5"></span>do <span class="_ _6"></span>2028 <span class="_ _0"></span>roku. <span class="_ _6"></span>Po <span class="_ _0"></span>pierwszym <span class="_ _5"></span>roku <span class="_ _5"></span>r<span class="_ _0"></span>ealizacji </span></div><div class="t m0 x1 h10 yc0 ff8 fs4 fc2 sc0 ls0 ws0">strategii, postęp przedstawia się następująco:<span class="ff6"> </span></div><div class="t m0 x86 h10 y4df ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h19 y4e0 ff6 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> <span class="ff8">rekomendacja Zarządu  ****<span class="_ _1"></span> bez zadłużen<span class="_ _1"></span>ia z tytułu zapasu o<span class="_ _1"></span>bowiązkowego<span class="ff6"> </span></span></div><div class="t m0 x1 h10 y4e1 ff8 fs4 fc2 sc0 ls0 ws0">Zarząd <span class="_ _13"> </span>Unimot <span class="_ _13"> </span>S.A.<span class="ff6"> <span class="_ _23"> </span><span class="lse">za</span></span>rekomendował <span class="_ _13"> </span>przeznaczenie <span class="_ _13"> </span>kapitału <span class="_ _13"> </span>zapasowego <span class="_ _23"> </span>(w <span class="_ _13"> </span>części <span class="_ _13"> </span>pochodząc<span class="_ _0"></span>ej <span class="_ _13"> </span>z <span class="_ _13"> </span>zysków <span class="_ _23"> </span>lat <span class="_ _13"> </span>ubiegłych) <span class="_ _13"> </span>Jednostki </div><div class="t m0 x1 h10 y15d ff8 fs4 fc2 sc0 ls0 ws0">Dominującej <span class="_ _5"></span>na <span class="_ _6"></span>wypłatę <span class="_ _5"></span>dywidendy <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _5"></span>w<span class="_ _0"></span>ysokości <span class="_ _5"></span>49 <span class="_ _6"></span>187 <span class="_ _5"></span>tys. <span class="_ _6"></span>złotych <span class="_ _6"></span>(6,00 <span class="_ _6"></span>złotych <span class="_ _5"></span>na <span class="_ _6"></span>1 <span class="_ _5"></span>akcję)<span class="ff6">, <span class="_ _6"></span></span>tj. <span class="_ _5"></span>35,3%. <span class="_ _6"></span>Rekomendacja <span class="_ _5"></span>Zarządu <span class="_ _6"></span>zostanie </div><div class="t m0 x1 h10 y4e2 ff8 fs4 fc2 sc0 ls0 ws0">przedstawiona Zwyczajnemu Walnemu Zgromadzeniu Unimot S.A., które podejmie<span class="_ _1"></span> ostateczną decyzję w tej kwestii<span class="ff6">.<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y4e3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y4e4 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><span class="d m1" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">33<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h71 y4e5 ff7 fs3 fc5 sc0 ls9 ws0">3.3.2.<span class="ff3 ls0"> <span class="_ _30"> </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 2024 RO<span class="_ _0"></span>KU<span class="_ _0"></span><span class="ff7"> </span></span></span></div><div class="t m0 x87 h11 y4e6 ff7 fs3 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y4e7 ff7 fs4 fc9 sc0 ls0 ws0">Paliwa i biopaliwa </div><div class="t m0 x1 h10 y4e8 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>segmencie <span class="_ _5"></span>Paliw <span class="_ _6"></span>i <span class="_ _5"></span>Biopaliw <span class="_ _6"></span>Grupa <span class="_ _5"></span>UNIMOT <span class="_ _6"></span><span class="ff8">konsekwentnie <span class="_ _0"></span>rea<span class="_ _0"></span>lizuje <span class="_ _5"></span>przyjęte <span class="_ _5"></span>zał<span class="_ _0"></span>ożenia <span class="_ _5"></span>strategiczne, <span class="_ _6"></span>osiągając <span class="_ _5"></span>EBITDA <span class="_ _5"></span>Skorygowana <span class="_ _6"></span>na </span></div><div class="t m0 x1 h10 y4e9 ff8 fs4 fc2 sc0 ls0 ws0">poziomie <span class="_ _10"></span>80,4 mln <span class="_ _10"></span>zł, co <span class="_ _10"></span>stanowi <span class="_ _1"></span>49,7 <span class="_ _1"></span>% <span class="_ _10"></span>z<span class="_ _0"></span>akładanego <span class="_ _10"></span>celu <span class="_ _1"></span>w <span class="_ _1"></span>2028 <span class="_ _1"></span>r. <span class="_ _1"></span>(161,7 <span class="_ _1"></span>mln <span class="_ _10"></span>zł). Działania <span class="_ _10"></span>w tym <span class="_ _1"></span>obszarze <span class="_ _10"></span>koncentrują się <span class="_ _10"></span>na d<span class="_ _1"></span>ywersyfikacji </div><div class="t m0 x1 h10 y4ea ff8 fs4 fc2 sc0 ls0 ws0">produktowej <span class="_ _12"> </span>oraz <span class="_ _12"> </span>zwiększaniu <span class="_ _7"> </span>udziału <span class="_ _12"> </span>produktów <span class="_ _12"> </span>wysokomarżowych, <span class="_ _7"> </span>przy <span class="_ _12"> </span>jednoczesnym <span class="_ _12"> </span>dostosowywaniu <span class="_ _12"> </span>się <span class="_ _7"> </span>do <span class="_ _12"> </span>dynamicznej <span class="_ _12"> </span>sytuacji </div><div class="t m0 x1 h10 yd2 ff6 fs4 fc2 sc0 ls0 ws0">rynkowej. </div><div class="t m0 x1 h22 y3fa ff6 fs4 fc2 sc0 ls1d ws0">           <span class="ff5 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 h10 y3fb ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>związku <span class="_ _5"></span>z <span class="_ _5"></span>rewizją <span class="_ _5"></span>otoczenia <span class="_ _5"></span>legislacyjnego <span class="_ _5"></span>i <span class="_ _5"></span>geopolitycznego, <span class="_ _5"></span>skoncentrowano <span class="_ _5"></span>się <span class="_ _5"></span>na <span class="_ _5"></span>realizacji <span class="_ _5"></span>wytycznych <span class="_ _5"></span>związanych <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _5"></span>impl<span class="_ _5"></span>ementacją </div><div class="t m0 x1 h10 y1fb ff8 fs4 fc2 sc0 ls0 ws0">kluczowych <span class="_ _5"></span>dyrektyw, <span class="_ _6"></span>w <span class="_ _5"></span>tym <span class="_ _5"></span>RED <span class="_ _6"></span>II <span class="_ _5"></span>(wymóg <span class="_ _6"></span>3,1% <span class="_ _5"></span>udziału <span class="_ _5"></span>biopaliw <span class="_ _6"></span>zaawansowanych <span class="_ _5"></span>II <span class="_ _5"></span>generacji <span class="_ _6"></span>w <span class="_ _5"></span>2026 <span class="_ _5"></span>ro<span class="_ _0"></span>ku). <span class="_ _5"></span>Systematycznie <span class="_ _5"></span>r<span class="_ _5"></span><span class="ff6">ozwijano </span></div><div class="t m0 x1 h10 y3fc ff8 fs4 fc2 sc0 ls0 ws0">kompetencje działu <span class="_ _5"></span>handlowego <span class="_ _0"></span>w <span class="_ _5"></span>zakresie sprzedaży <span class="_ _0"></span>paliw <span class="_ _5"></span>niskoemisyjnych. Prz<span class="_ _0"></span>eszkolono <span class="_ _0"></span>zespoły <span class="_ _0"></span>hurtu <span class="_ _0"></span>paliw <span class="_ _0"></span>oraz <span class="_ _5"></span>stacji <span class="_ _0"></span>AVIA <span class="_ _0"></span>w<span class="_ _5"></span><span class="ff6"> <span class="_ _0"></span>zakresie </span></div><div class="t m0 x1 h10 y4eb ff8 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 h10 y450 ff8 fs4 fc2 sc0 ls0 ws0">2024  roku  skoncentrowała <span class="_ _14"> </span>się  przede<span class="_ _1"></span>  wszystkim  na <span class="_ _14"> </span>oferowaniu  paliwa  HVO100  (H<span class="_ _0"></span>ydrogenated  Vegetabl<span class="_ _1"></span>e  Oil <span class="_ _14"> </span><span class="ff6">-<span class="ls1e">  </span>paliwo <span class="_ _14"> </span>syntetyczne </span></div><div class="t m0 x1 h10 y451 ff8 fs4 fc2 sc0 ls0 ws0">przeznaczone <span class="_ _10"></span>do silników <span class="_ _10"></span>wysokoprężnych; <span class="_ _10"></span>w porównaniu <span class="_ _10"></span>z oleje<span class="_ _1"></span>m n<span class="_ _1"></span>apędowym, <span class="_ _1"></span>charakteryzuje <span class="_ _10"></span>się nawet <span class="_ _10"></span>do <span class="_ _1"></span>90% <span class="_ _10"></span>niższą emisyjności<span class="_ _0"></span>ą <span class="_ _1"></span>gazów </div><div class="t m0 x1 h10 y4ec ff8 fs4 fc2 sc0 ls0 ws0">cieplarnianych, <span class="_ _0"></span>kalkulowaną <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _5"></span>uwzględnieniem <span class="_ _0"></span>cał<span class="_ _0"></span>ego <span class="_ _5"></span>cyklu <span class="_ _5"></span>życia <span class="_ _5"></span>paliwa; <span class="_ _5"></span>ograniczenie <span class="_ _0"></span>emisji <span class="_ _5"></span>gazów <span class="_ _5"></span>cieplarnianych <span class="_ _5"></span>wynika <span class="_ _5"></span>z <span class="_ _6"></span>zas<span class="_ _0"></span><span class="ff6">tosowania </span></div><div class="t m0 x1 h10 y4ed ff8 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>inne)  dla  klientów  z  sektora </div><div class="t m0 x1 h10 y4ee ff8 fs4 fc2 sc0 ls0 ws0">transportowego oraz użytkowników agregatów prądotwórczych.<span class="ff6"> </span></div><div class="t m0 x5c h22 y4ef ff5 fs4 fc2 sc0 ls0 ws0">Zwiększenie udziału sprzedaży paliw na rynkach sąsiadując<span class="_ _1"></span>ych<span class="_ _0"></span><span class="ff7"> </span></div><div class="t m0 x1 h10 y4f0 ff8 fs4 fc2 sc0 ls0 ws0">Kontynuowano <span class="_ _15"> </span>działania <span class="_ _15"> </span>w <span class="_ _15"> </span>zakresie<span class="_ _1"></span> <span class="_ _15"> </span>ekspansji <span class="_ _15"> </span>i <span class="_ _15"> </span>dywersyfikacji <span class="_ _15"> </span>logistycznej, <span class="_ _15"> </span>podejmując <span class="_ _15"> </span>próbę <span class="_ _19"> </span>wejścia <span class="_ _15"> </span>na <span class="_ _15"> </span>rynki <span class="_ _23"> </span>cz<span class="_ _0"></span>eski <span class="_ _23"> </span>i <span class="_ _15"> </span>słowacki. </div><div class="t m0 x1 h10 y4f1 ff8 fs4 fc2 sc0 ls0 ws0">Optymalizowano <span class="_ _6"></span>koszty <span class="_ _6"></span>zakupu <span class="_ _6"></span>poprzez <span class="_ _6"></span>wykorzystanie <span class="_ _6"></span>sytuacji <span class="_ _6"></span>popytow<span class="_ _0"></span>ej <span class="_ _6"></span>na <span class="_ _6"></span>rynku <span class="_ _6"></span>niemieckim, <span class="_ _6"></span>co <span class="_ _6"></span>umożliwiło <span class="_ _6"></span>zwiększenie <span class="_ _5"></span>w<span class="_ _0"></span>olumenó<span class="_ _5"></span><span class="ff6 lse">w </span></div><div class="t m0 x1 h10 y4f2 ff8 fs4 fc2 sc0 ls0 ws0">zakupowych oraz obniżenie cen zakupu<span class="_ _1"></span>.<span class="ff6"> </span></div><div class="t m0 x5c h22 y4f3 ff5 fs4 fc2 sc0 ls0 ws0">Rozwój oferty<span class="ff7"> </span></div><div class="t m0 x1 h10 y4f4 ff8 fs4 fc2 sc0 ls0 ws0">Uruchomiono <span class="_ _10"></span>fizyc<span class="_ _0"></span>zne <span class="_ _10"></span>dostawy (autocystern<span class="_ _1"></span>y) <span class="_ _1"></span>paliwa <span class="_ _1"></span>żeglugowego <span class="_ _10"></span>MGO: DMA <span class="_ _10"></span>0,1 <span class="_ _1"></span>w <span class="_ _1"></span>bazach <span class="_ _10"></span>w Gdańsku <span class="_ _10"></span>i Szczecinie<span class="_ _1"></span>. Rozpoznano <span class="_ _10"></span>możli<span class="_ _0"></span>wo<span class="_ _0"></span>ści </div><div class="t m0 x1 h10 y4f5 ff8 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 h10 y4f6 ff8 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 h22 y4f7 ff7 fs4 fc9 sc0 ls0 ws0">Stacje paliw AVIA i AVIA Card </div><div class="t m0 x1 h10 y4f8 ff8 fs4 fc2 sc0 ls0 ws0">W 2024 roku spółka konsekwentnie realizowała założenia strategiczne w segmencie Stacji Paliw AVIA, osiągając wynik EBITDA Sko<span class="_ _0"></span><span class="ff6">ry<span class="_ _0"></span>gowana </span></div><div class="t m0 x1 h10 y4f9 ff8 fs4 fc2 sc0 ls0 ws0">na <span class="_ _0"></span>poziomie <span class="_ _0"></span>17,4 <span class="_ _5"></span>mln <span class="_ _0"></span>zł<span class="_ _0"></span> <span class="_ _0"></span>co <span class="_ _5"></span>stanowi <span class="_ _0"></span>50,9 <span class="_ _5"></span>% <span class="_ _0"></span>z<span class="_ _0"></span>akładanego <span class="_ _0"></span>celu <span class="_ _0"></span>w <span class="_ _5"></span>2028 <span class="_ _0"></span>r. <span class="_ _5"></span>(34,2 <span class="_ _0"></span>mln<span class="_ _0"></span> <span class="_ _0"></span>zł). <span class="_ _5"></span>Kluczowe <span class="_ _0"></span>działania <span class="_ _5"></span>koncentrowały <span class="_ _0"></span>się <span class="_ _0"></span>n<span class="_ _5"></span><span class="ff6">a <span class="_ _5"></span>podwojeniu </span></div><div class="t m0 x1 h10 y4fa ff8 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">i.     </span></div><div class="t m0 x5c h22 y116 ff5 fs4 fc2 sc0 ls0 ws0">Rozwój konceptu AVIA Truck i wzrost efektywności<span class="ff7"> </span></div><div class="t m0 x1 h10 y4fb ff8 fs4 fc2 sc0 ls0 ws0">Uruchomiono <span class="_ _12"> </span>pięć  nowych  s<span class="_ _1"></span>tacji <span class="_ _12"> </span>paliw  Avia <span class="_ _12"> </span>Truck,  w <span class="_ _12"> </span>tym  dwóch  stacji <span class="_ _12"> </span>automatyczne  zlokalizowane <span class="_ _12"> </span>w  s<span class="_ _1"></span>trategicznych <span class="_ _12"> </span>mi<span class="_ _0"></span>ejscach <span class="_ _12"> </span>prz<span class="_ _6"></span><span class="ff6 ls8">y </span></div><div class="t m0 x1 h10 y4fc ff8 fs4 fc2 sc0 ls0 ws0">autostradach A4 <span class="_ _5"></span>i <span class="_ _0"></span>A18, <span class="_ _0"></span>w <span class="_ _5"></span>bezpośrednim sąsiedztwie <span class="_ _5"></span>przejść <span class="_ _0"></span>granicznych <span class="_ _0"></span>z <span class="_ _5"></span>Niemcami <span class="_ _0"></span>(Świecko <span class="_ _0"></span>i O<span class="_ _0"></span>lszyna). <span class="_ _0"></span>W <span class="_ _0"></span>kolejnych <span class="_ _0"></span>okresach <span class="_ _0"></span>pl<span class="_ _0"></span><span class="ff6">a<span class="_ _0"></span>nowana </span></div><div class="t m0 x1 h10 y4fd ff8 fs4 fc2 sc0 ls0 ws0">jest kontynuacja rozwoju tego konceptu, szczególnie w lokalizacjach p<span class="_ _1"></span>rzygranicznych o wysokim potencjale sprzedażowym.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x5c h22 y4fe ff5 fs4 fc2 sc0 ls0 ws0">Rozwój karty flotowej AVIA Card<span class="ff7"> </span></div><div class="t m0 x1 h10 y4ff ff8 fs4 fc2 sc0 ls0 ws0">Odnotowano <span class="_ _6"></span>ponad <span class="_ _6"></span>dwukrotny <span class="_ _6"></span>wzrost <span class="_ _6"></span>wolumenu <span class="_ _6"></span>sprzedaży <span class="_ _6"></span>realizow<span class="_ _0"></span>anej <span class="_ _6"></span>z <span class="_ _6"></span>wykorzystaniem <span class="_ _6"></span>karty <span class="_ _6"></span>flotowej <span class="_ _6"></span>na <span class="_ _6"></span>Avia <span class="_ _6"></span>Card <span class="_ _6"></span>bez <span class="_ _6"></span>rozbudowy </div><div class="t m0 x1 h10 y500 ff8 fs4 fc2 sc0 ls0 ws0">zewnętrznej sieci akceptacji te<span class="_ _1"></span>j karty.<span class="ff6"> </span></div><div class="t m0 x5c h22 y501 ff5 fs4 fc2 sc0 ls0 ws0">Wzrost średniej dochodowości na stację<span class="ff7"> </span></div><div class="t m0 x1 h10 y502 ff8 fs4 fc2 sc0 ls0 ws0">Dochodowość jednostkowa stacji paliw wzrosła o 65%. Wzrost ten wynikał m.in. z nastę<span class="_ _1"></span>pujących działań:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y503 ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span>Rozwoju <span class="_ _0"></span>segmentu floty <span class="_ _0"></span>na <span class="_ _0"></span>stacjach <span class="_ _0"></span>Avia <span class="_ _0"></span></span>–<span class="ff6"> <span class="_ _0"></span></span>u<span class="_ _0"></span>dział sprzedaży <span class="_ _0"></span>flotowej <span class="_ _0"></span>osiągnął <span class="_ _0"></span>poziom <span class="_ _0"></span>14% <span class="_ _0"></span>całkowitej <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>paliw (wz<span class="_ _0"></span>rost ro<span class="_ _0"></span>k </div><div class="t m0 x1 h10 y504 ff6 fs4 fc2 sc0 ls0 ws0">do roku o ponad 3%). </div><div class="t m0 x1 h10 y505 ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span></span>Wzrostu dochodów ze sprzedaży pozapaliwowej.<span class="ff6"> </span></div><div class="t m0 x1 h10 y506 ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span></span>Optymalizacji kosztów operacyjnych w modelu CODO.<span class="ff6"> </span></div><div class="t m0 x1 h22 y507 ff7 fs4 fc9 sc0 ls0 ws0">LPG </div><div class="t m0 x1 h10 y508 ff6 fs4 fc2 sc0 ls0 ws0">W segmencie LPG Grupa UNIMOT <span class="ff8">konsekwentnie reali<span class="_ _1"></span>zuje przyjęte założenia strategiczne, osiągając EBITDA Skorygowana na poziomie<span class="_ _1"></span> 12,2 </span></div><div class="t m0 x1 h10 y509 ff8 fs4 fc2 sc0 ls0 ws0">mln <span class="_ _5"></span>zł, <span class="_ _6"></span>co <span class="_ _5"></span>stanowi <span class="_ _5"></span>51,9% <span class="_ _6"></span>zakładane<span class="_ _1"></span>go <span class="_ _5"></span>celu <span class="_ _6"></span>na <span class="_ _5"></span>rok <span class="_ _5"></span>2028 <span class="_ _6"></span>(23,5 <span class="_ _5"></span>mln <span class="_ _5"></span>zł). <span class="_ _6"></span>Działania <span class="_ _5"></span>w <span class="_ _5"></span>tym <span class="_ _5"></span>o<span class="_ _0"></span>bszarze <span class="_ _5"></span>koncentrują <span class="_ _5"></span>się <span class="_ _5"></span>na <span class="_ _6"></span>zwiększeniu <span class="_ _6"></span>udziału <span class="_ _6"></span>w </div><div class="t m0 x1 h10 y50a ff6 fs4 fc2 sc0 ls0 ws0">rynku poprzez dywe<span class="ff8">rsyfikację logistyki, źródeł zakupu i rynków zbytu.</span> </div><div class="t m0 x5c h22 y50b ff5 fs4 fc2 sc0 ls0 ws0">Ekspansja na rynki sąsiadujące<span class="ff7"> </span></div><div class="t m0 x1 h10 y50c ff8 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="_ _5"></span>ałalność w </div><div class="t m0 x1 h10 y50d ff8 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 x5c h22 y50e ff5 fs4 fc2 sc0 ls0 ws0">Dywersyfikacja źródeł dostaw LPG<span class="ff7"> </span></div></div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi x5 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">34<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff8 fs4 fc2 sc0 ls0 ws0">Zrealizowano <span class="_ _5"></span>strategię <span class="_ _0"></span>zab<span class="_ _0"></span>ezpieczenia <span class="_ _5"></span>alternatywnych <span class="_ _5"></span>źródeł <span class="_ _5"></span>dostaw <span class="_ _5"></span>L<span class="_ _0"></span>PG, <span class="_ _0"></span>o<span class="_ _0"></span>siągając <span class="_ _5"></span>100% <span class="_ _5"></span>założonego <span class="_ _5"></span>celu. <span class="_ _5"></span>Grupa <span class="_ _5"></span>nie <span class="_ _5"></span>jest <span class="_ _5"></span>uzależ<span class="_ _5"></span><span class="ff6">ni<span class="_ _0"></span>ona <span class="_ _5"></span>od </span></div><div class="t m0 x1 h10 y28d ff8 fs4 fc2 sc0 ls0 ws0">produktu pochodzącego z Rosji.<span class="ff6"> </span></div><div class="t m0 x5c h22 y28e ff5 fs4 fc2 sc0 ls0 ws0">Reakcja na sankcje na rosyjskie LPG / Dywersyfikacja łańcucha dostaw<span class="ff7"> </span></div><div class="t m0 x1 h10 y35c ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>o<span class="_ _0"></span>dpowiedzi <span class="_ _5"></span>na <span class="_ _6"></span>sankcje <span class="_ _5"></span>i <span class="_ _5"></span>zw<span class="_ _0"></span>iązane <span class="_ _5"></span>z <span class="_ _6"></span>nimi <span class="_ _5"></span>ryzyka <span class="_ _6"></span>zerwania <span class="_ _5"></span>łańcuchów <span class="_ _6"></span>dostaw, <span class="_ _5"></span>podjęto <span class="_ _5"></span>działania <span class="_ _6"></span>minimalizujące <span class="_ _5"></span>potencjalne <span class="_ _5"></span>z<span class="_ _0"></span>akł<span class="_ _5"></span>ócenia. </div><div class="t m0 x1 h10 y35d ff8 fs4 fc2 sc0 ls0 ws0">Wyczarterowanie <span class="_ _10"></span>gazo<span class="_ _0"></span>wca <span class="_ _10"></span>L<span class="_ _0"></span>PG <span class="_ _10"></span>zwiększyło be<span class="_ _1"></span>zpieczeństwo <span class="_ _10"></span>dosta<span class="_ _0"></span>w, <span class="_ _1"></span>a <span class="_ _10"></span>z<span class="_ _0"></span>awarcie <span class="_ _10"></span>dodatkowych kontr<span class="_ _1"></span>aktów <span class="_ _1"></span>na <span class="_ _10"></span>LPG pozwoliło <span class="_ _10"></span>na <span class="_ _1"></span>zabezpi<span class="_ _0"></span><span class="ff6">eczenie </span></div><div class="t m0 x1 h10 y3a0 ff8 fs4 fc2 sc0 ls0 ws0">dostaw i kontroli nad łańcuchem logistycznym w tym kosztami transp<span class="_ _1"></span>ortu.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y50f ff6 fs4 fc2 sc0 ls0 ws0">Zabezpieczenie infrastruktury logistycznej </div><div class="t m0 x1 h10 y510 ff8 fs4 fc2 sc0 ls0 ws0">Podpisano  umowę  na  magazynowanie  gazu  LPG  w  Wilhel<span class="_ _1"></span>mshaven.  Zwiększono  pojemność  własnej  bazy  magazynowej  w  Piotrkowie </div><div class="t m0 x1 h10 y511 ff8 fs4 fc2 sc0 ls0 ws0">Trybunalskim <span class="_ _5"></span>i <span class="_ _6"></span>rozbudowano <span class="_ _5"></span>flotę <span class="_ _5"></span>transportową. <span class="_ _6"></span>Działania <span class="_ _5"></span>te <span class="_ _5"></span>pozwalają <span class="_ _6"></span>na <span class="_ _5"></span>większą <span class="_ _5"></span>niezależność <span class="_ _5"></span>operacyjną <span class="_ _5"></span>i <span class="_ _6"></span>efektywność <span class="_ _5"></span>w <span class="_ _6"></span>zar<span class="_ _1"></span>z<span class="_ _0"></span>ądzaniu </div><div class="t m0 x1 h10 y512 ff6 fs4 fc2 sc0 ls0 ws0">dostawami.  </div><div class="t m0 x1 h22 y513 ff7 fs4 fc9 sc0 ls0 ws0">Infrastruktura i logistyka <span class="ff5">–</span> terminale  </div><div class="t m0 x1 h10 y514 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _1b"> </span>segmencie <span class="_ _1b"> </span>Infrastruktury <span class="_ _22"> </span>i <span class="_ _1b"> </span>Logistyki <span class="_ _22"> </span>Grup<span class="_ _1"></span>a <span class="_ _1b"> </span>UNIMOT <span class="_ _22"> </span><span class="ff8">konsekwentnie <span class="_ _4"> </span>realizuje <span class="_ _22"> </span>przyjęte <span class="_ _1b"> </span>założenia <span class="_ _22"> </span>strate<span class="_ _1"></span>giczne, <span class="_ _1b"> </span>realizując </span></div><div class="t m0 x1 h10 y515 ff8 fs4 fc2 sc0 ls0 ws0">przeładunki/wydania <span class="_ _10"></span>na <span class="_ _1"></span>poziomie <span class="_ _10"></span>2 784 <span class="_ _10"></span>tys. <span class="_ _10"></span>m3. Dzia<span class="_ _1"></span>łania <span class="_ _10"></span>w tym <span class="_ _10"></span>obszarze <span class="_ _10"></span>koncentrują <span class="_ _10"></span>się n<span class="_ _1"></span>a <span class="_ _1"></span>otwarciu <span class="_ _10"></span>rynkowym pojemności <span class="_ _10"></span>magaz<span class="_ _0"></span><span class="ff6">ynowych </span></div><div class="t m0 x1 h10 y516 ff8 fs4 fc2 sc0 ls0 ws0">i wzroście skali działalności.<span class="ff6"> </span></div><div class="t m0 x5c h22 y42c ff5 fs4 fc2 sc0 ls0 ws0">Wzrost udziału przeładunku paliw z zaawansowanymi biop<span class="_ _1"></span>aliwami:<span class="_ _0"></span><span class="ff7"> </span></div><div class="t m0 x1 h10 y517 ff8 fs4 fc2 sc0 ls0 ws0">Rok <span class="_ _7"> </span>2024 <span class="_ _12"> </span>był <span class="_ _6"></span>pierwszym <span class="_ _7"> </span>ro<span class="_ _0"></span>kiem, <span class="_ _6"></span>w <span class="_ _12"> </span>którym <span class="_ _7"></span>rozpoczęto <span class="_ _7"></span>świadczenie<span class="_ _1"></span> <span class="_ _7"> </span>usługi <span class="_ _7"> </span>blendow<span class="_ _0"></span>ania <span class="_ _7"></span>i <span class="_ _7"> </span>dystrybucji <span class="_ _7"> </span>HVO100 <span class="_ _12"> </span>jako <span class="_ _6"></span>paliwa <span class="_ _12"> </span>samoistneg<span class="_ _0"></span><span class="ff6">o. </span></div><div class="t m0 x1 h10 y2d4 ff8 fs4 fc2 sc0 ls0 ws0">Uruchomiono <span class="_ _15"> </span>dystrybucję <span class="_ _15"> </span>HVO100 <span class="_ _19"> </span>jako <span class="_ _19"> </span>samoistneg<span class="_ _1"></span>o <span class="_ _15"> </span>paliwa <span class="_ _19"> </span>z <span class="_ _15"> </span>terminala <span class="_ _15"> </span>w<span class="_ _0"></span> <span class="_ _15"> </span>Piotrkowie <span class="_ _15"> </span>T<span class="_ _0"></span>rybunals<span class="_ _1"></span>kim. <span class="_ _15"> </span>Dotychcz<span class="_ _0"></span>as <span class="_ _15"> </span>paliwo <span class="_ _15"> </span>HVO100 </div><div class="t m0 x1 h10 y2d5 ff6 fs4 fc2 sc0 ls0 ws0">funkcjono<span class="ff8">wało w terminalach jako biokomponent do oleju napędowego. </span> </div><div class="t m0 x1 h10 y2d6 ff8 fs4 fc2 sc0 ls0 ws0">Wprowadzono usługę komponowania olejów żeglugowych w Gdańsku oraz Szczecinie<span class="_ _1"></span>.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y2d7 ff8 fs4 fc2 sc0 ls0 ws0">W ramach dywersyfikacji portfela klientów zaoferowano usługi podmiotom sektora pu<span class="_ _1"></span>blicznego. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y518 ff8 fs4 fc2 sc0 ls0 ws0">Uruchomiono inwestycję zwiększającą pojemości dla LPG w Piotrkowie Trybunals<span class="_ _1"></span>kim. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y2d9 ff8 fs4 fc2 sc0 ls0 ws0">Trwają przygotowania do uruchomienia n<span class="_ _1"></span>owych usług w Unimot Terminale, np. magazynowanie paliwa lotniczego.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h22 y2da ff7 fs4 fc9 sc0 ls0 ws0">Infrastruktura i logistyka <span class="ff5">–</span> kolej  </div><div class="t m0 x1 h10 y52 ff6 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="_ _5"></span>Logistyki <span class="_ _5"></span>Kolejowej <span class="_ _5"></span>Grupa <span class="_ _5"></span>UNIMOT <span class="_ _0"></span><span class="ff8">ko<span class="_ _0"></span>nsekwentnie <span class="_ _0"></span>realizuje <span class="_ _0"></span>przyjęt<span class="_ _0"></span>e <span class="_ _5"></span>założenia, <span class="_ _0"></span>realizując <span class="_ _5"></span>pracę <span class="_ _5"></span>przewozową </span></div><div class="t m0 x1 h10 y519 ff6 fs4 fc2 sc0 ls0 ws0">na poziomie 906 M ntkm. <span class="ff8">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 h10 y51a ff8 fs4 fc2 sc0 ls0 ws0">rentowności działalności.<span class="ff6"> </span></div><div class="t m0 x5c h22 y51b ff5 fs4 fc2 sc0 ls0 ws0">Wzrost wolumenu przewożonych towarów:<span class="ff7"> </span></div><div class="t m0 x1 h10 y51c ff8 fs4 fc2 sc0 ls0 ws0">Wolumen pracy przewozowej zwiększono z 670 M ntkm w 2023 r. do 906 M ntkm w 2024 r.<span class="ff6"> </span></div><div class="t m0 x1 h10 y51d ff8 fs4 fc2 sc0 ls0 ws0">Rozszerzona zakres współpracy z dotychczasowymi klientami<span class="_ _1"></span> oraz zrealizowano przewozy nowych grup towarowych.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x5c h22 y51e ff7 fs4 fc2 sc0 ls0 ws0">Inwestycje w park taborowy: </div><div class="t m0 x1 h10 y51f ff8 fs4 fc2 sc0 ls0 ws0">Liczba lokomotyw ele<span class="_ _1"></span>ktrycznych na <span class="_ _1"></span>koniec 2024 <span class="_ _10"></span>r. wynosiła 21 sztuk, <span class="_ _1"></span>w tym 4 <span class="_ _1"></span>stanowiące własność <span class="_ _10"></span>Grupy (plan na <span class="_ _1"></span>2028 r. <span class="_ _1"></span>zakład<span class="_ _0"></span><span class="ff6">a: 33 sztuki, </span></div><div class="t m0 x1 h10 y520 ff8 fs4 fc2 sc0 ls0 ws0">w tym 20 własnych).<span class="ff6"> </span></div><div class="t m0 x1 h10 y521 ff8 fs4 fc2 sc0 ls0 ws0">Zakończono <span class="_ _12"> </span>eksploatację <span class="_ _7"></span>ostatnich <span class="_ _12"> </span>lokomotyw <span class="_ _7"> </span>elektrycznych <span class="_ _12"> </span>starego <span class="_ _7"> </span>typu, <span class="_ _12"> </span>będących <span class="_ _12"> </span>w <span class="_ _7"> </span>dzierżaw<span class="_ _0"></span>ie. <span class="_ _7"> </span>Złoż<span class="_ _0"></span>ono <span class="_ _12"> </span>zamówienie<span class="_ _1"></span> <span class="_ _7"> </span>na<span class="_ _0"></span> <span class="_ _12"> </span>kolejne  <span class="ff6 ls1f">16 </span></div><div class="t m0 x1 h10 y522 ff8 fs4 fc2 sc0 ls0 ws0">lokomotyw e<span class="_ _1"></span>lektrycznych, <span class="_ _10"></span>które b<span class="_ _1"></span>ędą <span class="_ _10"></span>sukcesywnie wprowadzane <span class="_ _10"></span>do e<span class="_ _1"></span>ksploatacji <span class="_ _10"></span>w latach <span class="_ _10"></span>2025<span class="_ _0"></span>–2029. <span class="_ _1"></span>Średni <span class="_ _10"></span>wiek obecnie <span class="_ _10"></span>eksploatowan<span class="ff6">ych<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y17e ff8 fs4 fc2 sc0 ls0 ws0">lokomotyw elektrycznych wynosi poniżej 3 lat.<span class="ff6"> </span></div><div class="t m0 x1 h22 y523 ff7 fs4 fc9 sc0 ls0 ws0">Bitumen </div><div class="t m0 x1 h10 y524 ff6 fs4 fc2 sc0 ls0 ws0">W segmencie Bitumen Grupa UNIMOT <span class="_ _0"></span><span class="ff8">konsekwentnie realizuje przyjęte założenia strategiczne, osiągając EBITDA Skorygowana na poziomie </span></div><div class="t m0 x1 h10 y525 ff8 fs4 fc2 sc0 ls0 ws0">105,3 mln zł tj., osiągając 91,6% założonego celu na rok 2028 (114,9 mln zł). <span class="ff6"> </span></div><div class="t m0 x5c h22 y526 ff5 fs4 fc2 sc0 ls0 ws0">Działania<span class="ff7"> </span></div><div class="t m0 x1 h10 y527 ff8 fs4 fc2 sc0 ls0 ws0">Utrzymano efektywną działalność operacyjną poprzez optymalizację procesów logistycznych oraz produ<span class="_ _1"></span>kcyjnych.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y528 ff8 fs4 fc2 sc0 ls0 ws0">Zwiększono konkurencyjności przez rozbudowę infrastruktu<span class="_ _1"></span>ry magazynowej o 3 tys. ton.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y529 ff8 fs4 fc2 sc0 ls0 ws0">Wykorzystano <span class="_ _0"></span>szanse <span class="_ _0"></span>rynkowe, <span class="_ _0"></span>które <span class="_ _0"></span>przyczyniły <span class="_ _5"></span>się <span class="_ _0"></span>do <span class="_ _0"></span>wzrostu udziału <span class="_ _5"></span>w <span class="_ _0"></span>imporcie <span class="_ _0"></span>produktu <span class="_ _0"></span>do <span class="_ _0"></span>Polski <span class="_ _0"></span>(dwukrotny <span class="_ _0"></span>wz<span class="_ _0"></span>rost <span class="_ _0"></span>udziału<span class="_ _0"></span><span class="ff6"> <span class="_ _5"></span>importu </span></div><div class="t m0 x1 h10 y52a ff8 fs4 fc2 sc0 ls0 ws0">w strukturze zaopatrzenia Spółki oraz blisko trzykrotny wzrost w zakresie<span class="_ _1"></span> ilości obsłużonej sprzedaży produktem z importu <span class="_ _0"></span><span class="ff6">r/r).  </span></div><div class="t m0 x1 h10 y52b ff8 fs4 fc2 sc0 ls0 ws0">Aktywnie współpracowano z dostawcami produktów maksymalizując odbiory kontraktowe. <span class="ff6"> </span></div><div class="t m0 x1 h10 y52c ff8 fs4 fc2 sc0 ls0 ws0">Zrealizowano 100% kontraktów z dostawcami zewnętrznymi.<span class="ff6"> </span></div><div class="t m0 x1 h10 y52d ff8 fs4 fc2 sc0 ls0 ws0">Udział importu w zaopatrzeniu Spółki wyniósł 10%.<span class="ff6"> </span></div><div class="t m0 x1 h10 y126 ff8 fs4 fc2 sc0 ls0 ws0">Zwiększono udział kontraktów w formule stałych cen w całkowitym portfel<span class="_ _1"></span>u sprzedaży.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h22 y52e ff5 fs4 fc9 sc0 ls0 ws0">Paliwa stałe<span class="ff7"> </span></div><div class="t m0 x1 h10 y52f ff8 fs4 fc2 sc0 ls0 ws0">W segme<span class="_ _1"></span>ncie Paliw Stałych <span class="_ _1"></span><span class="ff6">Grupa UNIMOT <span class="ff8">konsekwentnie <span class="_ _10"></span>r<span class="_ _0"></span>ealizuje przyjęte <span class="_ _1"></span>założenia strategiczne. Rok <span class="_ _1"></span>2024 był p<span class="_ _1"></span>ierwszym pe<span class="_ _1"></span>łnym rokiem </span></span></div><div class="t m0 x1 h10 y530 ff8 fs4 fc2 sc0 ls0 ws0">funkcjonowania <span class="_ _1"></span>Unimot <span class="_ _1"></span>Commodities <span class="_ _10"></span>w strukturach <span class="_ _10"></span>Grupy Kapitałowej <span class="_ _1"></span>UNIMOT. <span class="_ _10"></span>Segment Pali<span class="_ _1"></span>w Stałych <span class="_ _10"></span>zanotował E<span class="_ _1"></span>BITDA S<span class="_ _1"></span>korygowana <span class="ff6">0,8 </span></div><div class="t m0 x1 h10 y531 ff8 fs4 fc2 sc0 ls0 ws0">mln <span class="_ _6"></span>zł <span class="_ _5"></span>tj.: <span class="_ _6"></span>0,09% <span class="_ _6"></span>celu <span class="_ _5"></span>na <span class="_ _6"></span>rok <span class="_ _6"></span>2028 <span class="_ _6"></span>(9 <span class="_ _6"></span>mln <span class="_ _5"></span>zł<span class="_ _0"></span>). <span class="_ _6"></span>W <span class="_ _6"></span>Polsce <span class="_ _5"></span>w <span class="_ _6"></span>roku <span class="_ _6"></span>2024 <span class="_ _5"></span>nastąpił <span class="_ _6"></span>znaczący <span class="_ _6"></span>spadek <span class="_ _5"></span>w<span class="_ _0"></span>olumenu <span class="_ _5"></span>z<span class="_ _0"></span>aimportowanego <span class="_ _6"></span>węgla, <span class="_ _6"></span>który </div><div class="t m0 x1 h10 y532 ff8 fs4 fc2 sc0 ls0 ws0">wynikał wprost z dużej nadwyżki importu zreali<span class="_ _1"></span>zowanej w latach 2022<span class="ff6">-2023.  </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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">35<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff8 fs4 fc2 sc0 ls0 ws0">Rok <span class="_ _5"></span>2024 <span class="_ _0"></span>był <span class="_ _5"></span>rokiem <span class="_ _5"></span>spadku <span class="_ _0"></span>not<span class="_ _0"></span>owań <span class="_ _5"></span>węgla <span class="_ _5"></span>oraz <span class="_ _5"></span>obniżeniem <span class="_ _0"></span>cen <span class="_ _5"></span>sprzedaży <span class="_ _5"></span>węgli <span class="_ _5"></span>energetycznych <span class="_ _0"></span>przez <span class="_ _5"></span>polskie <span class="_ _5"></span>kopalnie. <span class="_ _5"></span>Działania<span class="_ _5"></span><span class="ff6"> <span class="_ _5"></span></span>Spółki </div><div class="t m0 x1 h10 y28d ff8 fs4 fc2 sc0 ls0 ws0">koncentrują się na <span class="_ _0"></span>dalszym rozwoju <span class="_ _0"></span>obecnego biznesu oraz <span class="_ _0"></span>dywersyfikacji portfela produktow<span class="_ _0"></span>ego poprzez poszukiwanie now<span class="_ _0"></span>ych r<span class="_ _5"></span>ozwiąz<span class="_ _0"></span>ań </div><div class="t m0 x1 h10 y28e ff6 fs4 fc2 sc0 ls0 ws0">dla sektora energetycznego. </div><div class="t m0 x5c h22 y35c ff5 fs4 fc2 sc0 ls0 ws0">Wzrost wolumenu sprzedaży<span class="ff7"> </span></div><div class="t m0 x1 h10 y35d ff8 fs4 fc2 sc0 ls0 ws0">Zdywersyfikowano <span class="_ _6"></span>źródła <span class="_ _5"></span>dostaw <span class="_ _6"></span>węgla. <span class="_ _5"></span>Trwa<span class="_ _0"></span>ją <span class="_ _6"></span>prace <span class="_ _5"></span>nad <span class="_ _6"></span>skrócen<span class="_ _1"></span>iem <span class="_ _6"></span>łańcucha <span class="_ _5"></span>dostaw <span class="_ _6"></span>od <span class="_ _6"></span>producentów <span class="_ _5"></span>i <span class="_ _6"></span>dostawców <span class="_ _6"></span>węgla <span class="_ _5"></span>na <span class="_ _6"></span>rynkach<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y3a0 ff8 fs4 fc2 sc0 ls0 ws0">międzynarodowych do klienta końcowego.<span class="ff6"> </span></div><div class="t m0 x1 h10 y50f ff8 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _6"></span>dostosowuje <span class="_ _6"></span>ofertę <span class="_ _6"></span>prod<span class="_ _0"></span>uktową <span class="_ _6"></span>do <span class="_ _7"></span>zaostrzających <span class="_ _6"></span>się <span class="_ _6"></span>przepisów <span class="_ _7"></span>dla <span class="_ _6"></span>paliw <span class="_ _6"></span>stałych <span class="_ _6"></span>pop<span class="_ _0"></span>rzez <span class="_ _6"></span>odpowiednie <span class="_ _6"></span>dostosowanie <span class="_ _7"></span>proces<span class="_ _5"></span>ów </div><div class="t m0 x1 h10 y510 ff8 fs4 fc2 sc0 ls0 ws0">technologicznych przeróbki węgle oraz jego suche wzbogacanie, aby s<span class="_ _1"></span>pełniał on wymagania dla końcowych nabywców węgla.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h22 y511 ff7 fs4 fc9 sc0 ls0 ws0">Gaz ziemny </div><div class="t m0 x1 h10 y512 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _6"></span>segme<span class="_ _1"></span>ncie <span class="_ _5"></span>Gazu <span class="_ _6"></span>Ziemnego <span class="_ _6"></span>Grupa <span class="_ _5"></span>UNIMOT <span class="_ _6"></span><span class="ff8">konsekwentnie <span class="_ _5"></span>rea<span class="_ _0"></span>lizuje <span class="_ _6"></span>przyjęte<span class="_ _1"></span> <span class="_ _6"></span>założenia <span class="_ _5"></span>strategiczne, <span class="_ _6"></span>osiągając <span class="_ _5"></span>EBITDA <span class="_ _6"></span>Skorygowana <span class="_ _5"></span>na </span></div><div class="t m0 x1 h10 y513 ff8 fs4 fc2 sc0 ls0 ws0">poziomie <span class="_ _0"></span>39,2 <span class="_ _5"></span>mln <span class="_ _5"></span>zł, <span class="_ _5"></span>co <span class="_ _0"></span>stanowi <span class="_ _5"></span>47,5% <span class="_ _0"></span>zakładanego <span class="_ _5"></span>celu <span class="_ _0"></span>na <span class="_ _5"></span>rok <span class="_ _0"></span>2028 <span class="_ _5"></span>(82,5 <span class="_ _5"></span>mln <span class="_ _5"></span>zł). <span class="_ _5"></span>Działania <span class="_ _0"></span>w <span class="_ _5"></span>tym <span class="_ _0"></span>o<span class="_ _0"></span>bszarze <span class="_ _0"></span>koncentrują <span class="_ _5"></span>się <span class="_ _0"></span>n<span class="_ _5"></span><span class="ff6">a <span class="_ _5"></span>budowie </span></div><div class="t m0 x1 h10 y514 ff8 fs4 fc2 sc0 ls0 ws0">pozycji największego niezależneg<span class="ff6">o sprzedawcy gazu ziemnego w Polsce. </span></div><div class="t m0 x5c h22 y515 ff5 fs4 fc2 sc0 ls0 ws0">Wzrost udziału w rynku gazu ziemnego<span class="ff7"> </span></div><div class="t m0 x1 h10 y516 ff8 fs4 fc2 sc0 ls0 ws0">Rozbudowano zespół handlowy. Osiągnię<span class="_ _1"></span>cie docelowego poziomu zatrudnienia w tym obszarze planowane jest na 2025 rok, kied<span class="_ _1"></span>y to <span class="_ _5"></span>zespół </div><div class="t m0 x1 h10 y42c ff8 fs4 fc2 sc0 ls0 ws0">ma objąć doradców w poszczególnych regionach kraju.<span class="ff6"> </span></div><div class="t m0 x1 h10 y517 ff8 fs4 fc2 sc0 ls0 ws0">Prowadzono <span class="_ _13"> </span>działania <span class="_ _23"> </span>ukierunkowane <span class="_ _13"> </span>zarówno <span class="_ _23"> </span>na <span class="_ _23"> </span>segment <span class="_ _13"> </span>MŚP, <span class="_ _13"> </span>jak <span class="_ _23"> </span>i <span class="_ _23"> </span>na <span class="_ _23"> </span>dużych <span class="_ _13"> </span>odbiorców <span class="_ _23"> </span>przemysłowych, <span class="_ _13"> </span>w <span class="_ _23"> </span>celu <span class="_ _13"> </span>zbudowania </div><div class="t m0 x1 h10 y2d4 ff8 fs4 fc2 sc0 ls0 ws0">odpowiedniego portfela zamówień.<span class="ff6"> </span></div><div class="t m0 x5c h22 y2d5 ff5 fs4 fc2 sc0 ls0 ws0">Rozwój infrastruktury obsługi klienta<span class="ff7"> </span></div><div class="t m0 x1 h10 y2d6 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>2024 <span class="_ _0"></span>r. <span class="_ _5"></span>podjęto <span class="_ _0"></span>działania <span class="_ _0"></span>planistyczne <span class="_ _0"></span>dotyczące <span class="_ _0"></span>w<span class="_ _0"></span>drożenia <span class="_ _0"></span>zintegrowanego <span class="_ _0"></span>systemu <span class="_ _0"></span>obsługi <span class="_ _0"></span>klienta; <span class="_ _0"></span>uruchomienie <span class="_ _0"></span>systemu <span class="_ _0"></span>p<span class="_ _0"></span>la<span class="_ _0"></span><span class="ff6">no<span class="_ _0"></span>wane </span></div><div class="t m0 x1 h10 y2d7 ff8 fs4 fc2 sc0 ls0 ws0">jest na 2025 rok, celem poprawy procesów sprzedażowych po stronie obsług<span class="_ _1"></span>owej.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y518 ff8 fs4 fc2 sc0 ls0 ws0">Trwa ciągła automatyzacja i udoskonalanie procesów obsługowych.<span class="ff6"> </span></div><div class="t m0 x5c h22 y2d9 ff7 fs4 fc2 sc0 ls0 ws0">Strategia magazynowania i tradingu </div><div class="t m0 x1 h10 y2da ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _7"> </span>o<span class="_ _0"></span>statnim <span class="_ _7"> </span>kwartale <span class="_ _12"> </span>2024 <span class="_ _12"> </span>roku <span class="_ _12"> </span>utworzono <span class="_ _7"> </span>z<span class="_ _0"></span>espół <span class="_ _7"> </span>odpowiedzialny <span class="_ _12"> </span>za <span class="_ _12"> </span>trading <span class="_ _7"> </span>gazem <span class="_ _12"> </span>ziemnym. <span class="_ _12"> </span>Równolegle <span class="_ _7"> </span>prowadzone <span class="_ _12"> </span>były <span class="_ _12"> </span>działania </div><div class="t m0 x1 h10 y52 ff8 fs4 fc2 sc0 ls0 ws0">zmierzające do wejścia na rynki zagraniczne.<span class="ff6"> </span></div><div class="t m0 x1 h10 y519 ff8 fs4 fc2 sc0 ls0 ws0">Rozpoczęto działania zmierzające do uzyskania dostępu<span class="_ _1"></span> do infrastruktury importu LNG.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h22 y51a ff7 fs4 fc9 sc0 ls0 ws0">Energia elektryczna </div><div class="t m0 x1 h10 y51b ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _1"></span>UNIMOT <span class="ff8">realizuje <span class="_ _10"></span>zało<span class="_ _0"></span>żenia str<span class="_ _1"></span>ategiczne <span class="_ _1"></span>w segmencie <span class="_ _1"></span>Energii Ele<span class="_ _1"></span>ktrycznej, osiągając <span class="_ _10"></span>E<span class="_ _0"></span>BITDA Skorygowana <span class="_ _10"></span>na poziomie <span class="_ _1"></span>19,3 mln <span class="_ _10"></span>zł<span class="_ _0"></span>, co </span></div><div class="t m0 x1 h10 y51c ff8 fs4 fc2 sc0 ls0 ws0">stanowi 26,1% <span class="_ _1"></span>zakładanego cel<span class="_ _1"></span>u na <span class="_ _1"></span>rok 2028 <span class="_ _1"></span>(73,9 mln<span class="_ _1"></span> zł). Dzia<span class="_ _1"></span>łania w <span class="_ _1"></span>tym <span class="_ _1"></span>obszarze koncentru<span class="_ _1"></span>ją się <span class="_ _1"></span>na wzroście <span class="_ _1"></span>wolumenów <span class="_ _1"></span>sprz<span class="_ _0"></span>edaży o<span class="ff6">raz </span></div><div class="t m0 x1 h10 y51d ff8 fs4 fc2 sc0 ls0 ws0">zwiększeniu udziału zielonej en<span class="_ _1"></span>ergii w ofercie. Realizacja tego celu jest w d<span class="_ _1"></span>użej mierze zależna od dynamicznych zmian na ryn<span class="ff6">ku energii oraz </span></div><div class="t m0 x1 h10 y51e ff8 fs4 fc2 sc0 ls0 ws0">regulacji prawnych, które mają kluczowy wpływ na rentowność sektora.<span class="ff6"> </span></div><div class="t m0 x5c h22 y51f ff5 fs4 fc2 sc0 ls0 ws0">Rozwój sprzedaży zielonej energii<span class="ff7"> </span></div><div class="t m0 x1 h10 y520 ff8 fs4 fc2 sc0 ls0 ws0">Około <span class="_ _6"></span>63% <span class="_ _6"></span>sp<span class="_ _1"></span>rzedawanej <span class="_ _5"></span>energii <span class="_ _6"></span>elektrycznej <span class="_ _5"></span>do <span class="_ _6"></span>klienta <span class="_ _6"></span>końcowego <span class="_ _6"></span>przez <span class="_ _5"></span>spółkę <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>Energ<span class="_ _1"></span>ia <span class="_ _6"></span>i <span class="_ _5"></span>Gaz <span class="_ _6"></span>pochodzi <span class="_ _6"></span>z <span class="_ _5"></span>odnawialnych <span class="_ _6"></span>źr<span class="_ _0"></span>ódeł </div><div class="t m0 x1 h10 y521 ff6 fs4 fc2 sc0 ls0 ws0">energii. </div><div class="t m0 x1 h10 y522 ff8 fs4 fc2 sc0 ls0 ws0">Podjęto <span class="_ _10"></span>działania <span class="_ _10"></span>w<span class="_ _0"></span> <span class="_ _10"></span>zakresie <span class="_ _10"></span>pozyskiwania <span class="_ _10"></span>gwarancji <span class="_ _10"></span>pochodzenia <span class="_ _10"></span>z<span class="_ _0"></span>e <span class="_ _10"></span>źródeł, <span class="_ _1"></span>z <span class="_ _10"></span>których odku<span class="_ _1"></span>puje <span class="_ _9"></span>e<span class="_ _0"></span>nergię <span class="_ _10"></span>elektryczną. <span class="_ _10"></span>Trwa<span class="_ _0"></span> <span class="_ _10"></span>zwiększanie <span class="_ _10"></span>udziału </div><div class="t m0 x1 h10 y17e ff8 fs4 fc2 sc0 ls0 ws0">zielonego miksu wytwórczego w ramach portfel<span class="_ _1"></span>a origination co stanowi istotny krok w kierunku realizacji celu de<span class="_ _1"></span>karbonizacji.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x5c h22 y523 ff5 fs4 fc2 sc0 ls0 ws0">Modele współpracy rynkowej<span class="ff7"> </span></div><div class="t m0 x1 h10 y524 ff8 fs4 fc2 sc0 ls0 ws0">Podjęto <span class="_ _12"> </span>działania <span class="_ _12"> </span>w <span class="_ _12"> </span>zakresie <span class="_ _7"> </span>ak<span class="_ _0"></span>tywnego <span class="_ _12"> </span>rozwoju <span class="_ _12"> </span>model <span class="_ _12"> </span>współpracy <span class="_ _12"> </span>CPPA <span class="_ _12"> </span>(Corporate <span class="_ _7"> </span>Po<span class="_ _0"></span>wer <span class="_ _12"> </span>Purchase <span class="_ _12"> </span>Agreements), <span class="_ _7"> </span>o<span class="_ _0"></span>ferując <span class="_ _12"> </span>klientom<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y525 ff8 fs4 fc2 sc0 ls0 ws0">rozwiązania <span class="_ _0"></span>oparte <span class="_ _0"></span>na <span class="_ _0"></span>długoterminowych <span class="_ _0"></span>kontraktach <span class="_ _0"></span>zakupu <span class="_ _0"></span>energii. <span class="_ _0"></span>Model <span class="_ _0"></span>ten <span class="_ _0"></span>umożliwia <span class="_ _5"></span>stabilizację <span class="_ _0"></span>ceny <span class="_ _0"></span>energii <span class="_ _0"></span>w <span class="_ _0"></span>długim <span class="_ _0"></span>okr<span class="_ _5"></span><span class="ff6">esie <span class="_ _0"></span>oraz </span></div><div class="t m0 x1 h10 y526 ff8 fs4 fc2 sc0 ls0 ws0">wspiera rozwój odnawialnych źródeł ene<span class="_ _1"></span>rgii.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x5c h22 y527 ff5 fs4 fc2 sc0 ls0 ws0">Strategia rynkowa i usługowa<span class="ff7"> </span></div><div class="t m0 x1 h10 y528 ff8 fs4 fc2 sc0 ls0 ws0">Wdrażane <span class="_ _12"> </span>alerty <span class="_ _7"> </span>cenowe <span class="_ _12"> </span>w <span class="_ _12"> </span>przypadku <span class="_ _7"> </span>c<span class="_ _0"></span>en <span class="_ _12"> </span>ujemnych <span class="_ _7"> </span>o<span class="_ _0"></span>raz <span class="_ _12"> </span>aktywnie <span class="_ _7"> </span>ucz<span class="_ _0"></span>estnictwo <span class="_ _12"> </span>w <span class="_ _12"> </span>rynku <span class="_ _7"> </span>Intra <span class="_ _12"> </span>Day <span class="_ _12"> </span>24 <span class="_ _12"> </span>umożliwią <span class="_ _12"> </span>bardziej <span class="_ _7"> </span>elastyczne<span class="_ _6"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y529 ff8 fs4 fc2 sc0 ls0 ws0">zarządzanie dostawami energii.<span class="ff6"> </span></div><div class="t m0 x1 h22 y52a ff7 fs4 fc9 sc0 ls0 ws0">Fotowoltaika </div><div class="t m0 x1 h10 y52b ff6 fs4 fc2 sc0 ls0 ws0">W segmencie Fotowoltaika Grupa UNIMOT <span class="ff8">realizuje przyjęte zało<span class="_ _0"></span>żenia strategiczne, osiągając EBITDA Skorygowana na poziomie <span class="_ _0"></span></span>-1 076 mln </div><div class="t m0 x1 h10 y52c ff8 fs4 fc2 sc0 ls0 ws0">zł vs. <span class="_ _1"></span><span class="ff6">-<span class="ff8">7 040 <span class="_ _1"></span>mln zł<span class="_ _1"></span> w <span class="_ _1"></span>2023 r.<span class="_ _1"></span> (cel <span class="_ _10"></span>na rok 2028: 14<span class="_ _1"></span>,8 mln <span class="_ _1"></span>zł). <span class="_ _1"></span>Działania <span class="_ _1"></span>w tym <span class="_ _10"></span>o<span class="_ _0"></span>bszarze <span class="_ _1"></span>koncentrują <span class="_ _1"></span>się n<span class="_ _1"></span>a zwiększeniu<span class="_ _1"></span> udziału <span class="_ _1"></span>w rynk<span class="ff6">u realizacji </span></span></span></div><div class="t m0 x1 h10 y52d ff6 fs4 fc2 sc0 ls0 ws0">instalacji <span class="_ _18"> </span>OZE <span class="_ _17"> </span><span class="ff8">oraz <span class="_ _17"> </span>sprzedaży <span class="_ _17"> </span>komponentów, <span class="_ _17"> </span>przy <span class="_ _18"> </span>jednoczesnym <span class="_ _17"> </span>dostosowywaniu <span class="_ _17"> </span>się <span class="_ _18"> </span>do <span class="_ _17"> </span>dynamicznie <span class="_ _17"> </span>zmieniającego <span class="_ _18"> </span>si<span class="_ _0"></span>ę <span class="_ _17"> </span>rynku </span></div><div class="t m0 x1 h10 y126 ff6 fs4 fc2 sc0 ls0 ws0">energetycznego. </div><div class="t m0 x5c h22 y52e ff5 fs4 fc2 sc0 ls0 ws0">Produkcja modułów BIPV<span class="ff7"> </span></div><div class="t m0 x1 h10 y52f ff8 fs4 fc2 sc0 ls0 ws0">Realizowano <span class="_ _13"> </span>bieżące <span class="_ _14"> </span>zamówienia <span class="_ _13"> </span>od <span class="_ _13"> </span>odbiorców <span class="_ _13"> </span>zewnętrznych <span class="_ _14"> </span>na <span class="_ _13"> </span>moduły <span class="_ _13"> </span>BIPV <span class="_ _23"> </span><span class="ff6">-<span class="_ _0"></span> <span class="_ _13"> </span></span>to <span class="_ _13"> </span>krótkie <span class="_ _14"> </span>serie <span class="_ _14"> </span>mo<span class="_ _0"></span>dułów <span class="_ _13"> </span>przeznaczone <span class="_ _14"> </span>dl<span class="_ _0"></span>a <span class="_ _13"> </span>firm </div><div class="t m0 x1 h10 y530 ff8 fs4 fc2 sc0 ls0 ws0">poszukujących <span class="_ _1"></span>optymalizacji <span class="_ _1"></span>kosztów p<span class="_ _1"></span>rowadzenia <span class="_ _10"></span>działalności w <span class="_ _10"></span>zakresie <span class="_ _1"></span>cen <span class="_ _1"></span>energii <span class="_ _1"></span>elektrycznej. <span class="_ _10"></span>Zako<span class="_ _0"></span>ńczono <span class="_ _1"></span>rekonfiguracje <span class="_ _10"></span>l<span class="_ _0"></span><span class="ff6">inii  <span class="_ _10"></span><span class="ff8">–<span class="ff6"> <span class="ls12">ob</span>ecni<span class="_ _1"></span>e </span></span></span></div><div class="t m0 x1 h10 y531 ff8 fs4 fc2 sc0 ls0 ws0">możliwe jest wykonywanie krótkich seri<span class="_ _1"></span>i modułów na zamówienie.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x5c h22 y532 ff5 fs4 fc2 sc0 ls0 ws0">Rozwój platformy marketplace i marki<span class="ff7"> </span></div></div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi x5 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">36<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff8 fs4 fc2 sc0 ls0 ws0">Wdrożono <span class="_ _0"></span>platformę wymiany info<span class="_ _0"></span>rmacji sprzedażowej, o<span class="_ _0"></span>bejmującą pełen asortyment kompon<span class="_ _0"></span>entów, w<span class="_ _0"></span> tym <span class="_ _0"></span>m.in. moduły fo<span class="_ _0"></span>towoltaiczne, </div><div class="t m0 x1 h10 y28d ff8 fs4 fc2 sc0 ls0 ws0">konstrukcje, <span class="_ _5"></span>zabezpieczenia, <span class="_ _5"></span>magazyny <span class="_ _6"></span>energii <span class="_ _5"></span>dla <span class="_ _5"></span>domu <span class="_ _6"></span>i <span class="_ _5"></span>przemysłu, <span class="_ _6"></span>kompen<span class="_ _1"></span>satory <span class="_ _5"></span>moc<span class="_ _0"></span>y <span class="_ _5"></span>i <span class="_ _6"></span>inne. <span class="_ _5"></span>Prowadzone <span class="_ _5"></span>są <span class="_ _6"></span>działania <span class="_ _5"></span>marketi<span class="_ _0"></span><span class="ff6">ngowe </span></div><div class="t m0 x1 h10 y28e ff8 fs4 fc2 sc0 ls0 ws0">mające<span class="ff6"> </span>na <span class="_ _10"></span>celu zwiększen<span class="_ _1"></span>ie <span class="_ _1"></span>rozpoznawalności <span class="_ _1"></span>marki <span class="_ _1"></span>poprzez <span class="_ _1"></span>udział <span class="_ _1"></span>w targ<span class="_ _1"></span>ach i<span class="_ _1"></span> konfer<span class="_ _1"></span>encjach <span class="_ _1"></span>branżowych, wzmożoną <span class="_ _10"></span>aktywność w <span class="_ _10"></span>kanałach<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y35c ff8 fs4 fc2 sc0 ls0 ws0">social media oraz inaugurację cyklu sp<span class="_ _1"></span>otkań z instalatorami (Open Days).<span class="ff6"> </span></div><div class="t m0 x5c h22 y35d ff7 fs4 fc2 sc0 ls0 ws0">Rozszerzenie oferty produktowej o: </div><div class="t m0 x1 h10 y3a0 ff6 fs4 fc2 sc0 ls0 ws0">Cable Pooling <span class="ff8">–</span> <span class="ff8">wdrożono, dostępne w ofercie.</span> </div><div class="t m0 x1 h10 y50f ff8 fs4 fc2 sc0 ls0 ws0">Linię bezpośrednią –<span class="ff6"> </span>wdrożono, dostępna w ofercie.<span class="ff6"> </span></div><div class="t m0 x1 h10 y510 ff6 fs4 fc2 sc0 ls0 ws0">Magazyny energii <span class="ff8">–</span> <span class="ff8">wdrożono, dostępne<span class="_ _1"></span> w ofercie.<span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x5c h22 y511 ff5 fs4 fc2 sc0 ls0 ws0">Nowe modele sprzedaży<span class="ff7"> </span></div><div class="t m0 x1 h10 y512 ff8 fs4 fc2 sc0 ls0 ws0">Uruchomiono <span class="_ _5"></span>model <span class="_ _6"></span>bizne<span class="_ _1"></span>sowy <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _5"></span>fo<span class="_ _0"></span>rmule <span class="_ _5"></span>PV <span class="_ _6"></span>as <span class="_ _5"></span>a <span class="_ _5"></span>Service, <span class="_ _5"></span>oferowany <span class="_ _6"></span>klie<span class="_ _1"></span>ntom <span class="_ _5"></span>spełniającym <span class="_ _6"></span>wymagania <span class="_ _5"></span>finansowe <span class="_ _5"></span>jako <span class="_ _6"></span>alternatywa <span class="_ _5"></span>d<span class="_ _0"></span><span class="ff6">la </span></div><div class="t m0 x1 h10 y513 ff6 fs4 fc2 sc0 ls0 ws0">tradycyjnego systemu inwestycyjnego. </div><div class="t m0 x1 h10 y514 ff8 fs4 fc2 sc0 ls0 ws0">Wprowadzono możliwość finansowania instalacji we współpracy z bankie<span class="_ _1"></span>m.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x5c h22 y515 ff7 fs4 fc2 sc0 ls0 ws0">Ekspansja zagraniczna </div><div class="t m0 x1 h10 y516 ff8 fs4 fc2 sc0 ls0 ws0">Na rynki: Cypr, Szwajcaria, Ukraina; zwiększono udział sprzed<span class="_ _1"></span>aży zagranicznej do 6%.<span class="ff6"> </span></div><div class="t m0 x1 h22 y42c ff7 fs4 fc9 sc0 ls0 ws0">RCEkoenergia </div><div class="t m0 x1 h10 y517 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>segmencie RCEkoenergia <span class="_ _0"></span>Grup<span class="_ _0"></span>a <span class="_ _0"></span>UNIMOT <span class="_ _0"></span><span class="ff8">bardzo <span class="_ _0"></span>aktywnie reali<span class="_ _0"></span>zuje przyjęte <span class="_ _0"></span>założ<span class="_ _0"></span>enia strategiczne, <span class="_ _0"></span>działania <span class="_ _0"></span>operacyjne <span class="_ _0"></span>podjęte <span class="_ _0"></span>w <span class="_ _0"></span>roku </span></div><div class="t m0 x1 h10 y2d4 ff8 fs4 fc2 sc0 ls0 ws0">2024 <span class="_ _12"> </span>koncentrują <span class="_ _12"> </span>się <span class="_ _12"> </span>na <span class="_ _12"> </span>maksymalnym  zwiększen<span class="_ _1"></span>iu <span class="_ _12"> </span>efektywności <span class="_ _12"> </span>energetycznej <span class="_ _12"> </span>poprzez <span class="_ _12"> </span>optymalizację  prod<span class="_ _1"></span>ukcji <span class="_ _12"> </span>energii <span class="_ _12"> </span>elektryczn<span class="_ _5"></span><span class="ff6">ej <span class="_ _12"> </span>i </span></div><div class="t m0 x1 h10 y2d5 ff6 fs4 fc2 sc0 ls0 ws0">cieplnej na zdywersyfikowanych <span class="ff8">źródłach wytwórczych. </span> </div><div class="t m0 x5c h22 y2d6 ff5 fs4 fc2 sc0 ls0 ws0">Modernizacja/wymiana źródła energii<span class="ff7"> </span></div><div class="t m0 x1 h10 y2d7 ff8 fs4 fc2 sc0 ls0 ws0">Wykonano <span class="_ _1"></span>wielowariantowe <span class="_ _10"></span>koncepcje <span class="_ _10"></span>modernizacji <span class="_ _1"></span>źródła, <span class="_ _1"></span>rozpoczęto <span class="_ _10"></span>prace <span class="_ _1"></span>badawcze <span class="_ _10"></span>i <span class="_ _1"></span>projektowe, <span class="_ _10"></span>wykonano an<span class="_ _1"></span>alizy <span class="_ _10"></span>prawne, r<span class="_ _10"></span>o<span class="_ _0"></span>zp<span class="_ _0"></span>oczęto </div><div class="t m0 x1 h10 y518 ff8 fs4 fc2 sc0 ls0 ws0">dialog techniczny, uzyskano warunki przyłączeniowe na gaz z PSG i na odbi<span class="_ _1"></span>ór ciepła z PIM Czechowice <span class="_ _0"></span>–<span class="ff6"> Dziedzice. </span></div><div class="t m0 x5c h22 y2d9 ff7 fs4 fc2 sc0 ls0 ws0">Inwestycje w nowoczesne technologie: </div><div class="t m0 x1 h10 y2da ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span>Instalacje fotowoltaiczne:  </span></div><div class="t m0 x1 h10 y52 ff8 fs4 fc2 sc0 ls0 ws0">Uruchomiono <span class="_ _5"></span>kolejną <span class="_ _5"></span>instalację <span class="_ _5"></span>fotowoltaiczną <span class="_ _5"></span>o <span class="_ _5"></span>mocy <span class="_ _5"></span>249 <span class="_ _5"></span>kWp. <span class="_ _5"></span>Zakończono <span class="_ _6"></span>bud<span class="_ _1"></span>owę <span class="_ _5"></span>pilotażowej <span class="_ _5"></span>instalacji <span class="_ _5"></span>fotowoltaicznej <span class="_ _5"></span>na <span class="_ _5"></span>dzi<span class="_ _5"></span>ałce <span class="_ _5"></span>po </div><div class="t m0 x1 h10 y519 ff8 fs4 fc2 sc0 ls0 ws0">dołach kwasowych o mocy 48 kWp, która będzie<span class="_ _1"></span> rozbudowywana do łącz<span class="_ _0"></span>nej mocy ok. 500 kWp. <span class="ff6"> </span></div><div class="t m0 x1 h10 y51a ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span>HVO: </span></div><div class="t m0 x1 h10 y51b ff8 fs4 fc2 sc0 ls0 ws0">Złożono <span class="_ _7"> </span>do <span class="_ _7"> </span>lo<span class="_ _0"></span>kalnych <span class="_ _7"></span>OSD <span class="_ _7"></span>wnioski <span class="_ _7"> </span>o <span class="_ _12"> </span>określenie<span class="_ _1"></span> <span class="_ _7"></span>warunków <span class="_ _12"> </span>przyłączeniowych <span class="_ _7"></span>dla <span class="_ _7"></span>jednostek <span class="_ _7"></span>wytwórcz<span class="_ _0"></span>ych <span class="_ _6"></span>energii <span class="_ _7"> </span>elektrycznej <span class="_ _7"> </span>z<span class="_ _0"></span>asila<span class="_ _5"></span><span class="ff6">nych </span></div><div class="t m0 x1 h10 y51c ff8 fs4 fc2 sc0 ls0 ws0">paliwem HVO w 4 lokalizacjach: Siewierz, Czechowice, Ruda Śląs<span class="_ _1"></span>ka, Węgierska Górka.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y51d ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span>Magazyny energii:  </span></div><div class="t m0 x1 h10 y51e ff8 fs4 fc2 sc0 ls0 ws0">Planowane <span class="_ _0"></span>jest <span class="_ _0"></span>procedowanie <span class="_ _0"></span>uz<span class="_ _0"></span>yskania <span class="_ _0"></span>zgody <span class="_ _0"></span>od <span class="_ _5"></span>URE <span class="_ _0"></span>na <span class="_ _5"></span>budowę, <span class="_ _0"></span>eksploatację <span class="_ _5"></span>i <span class="_ _0"></span>zarządzanie <span class="_ _0"></span>Ma<span class="_ _0"></span>gazynu <span class="_ _0"></span>Energii <span class="_ _0"></span>współ<span class="_ _0"></span>pracującego <span class="_ _0"></span>z <span class="_ _6"></span>nową </div><div class="t m0 x1 h10 y51f ff8 fs4 fc2 sc0 ls0 ws0">jednostką wytwórczą energii elektrycznej. <span class="ff6"> </span></div><div class="t m0 x1 h10 y520 ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span></span>Kotły elektrodowe/ pompy ciepła:<span class="ff6"> </span></div><div class="t m0 x1 h10 y521 ff8 fs4 fc2 sc0 ls0 ws0">Planowane jest zainstalowanie nowoczesnych, bezemisyjn<span class="_ _1"></span>ych kotłów elektrodowych <span class="_ _0"></span><span class="ff6">- </span>parowych o<span class="_ _0"></span>raz przemysłowych pomp ciepła.<span class="ff6"> </span></div><div class="t m0 x1 h10 y522 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5c h22 y17e ff5 fs4 fc2 sc0 ls0 ws0">Rozszerzenie profilu działalności –<span class="ff7"> nowe produkty, nowi klienci,<span class="_ _1"></span> modernizacje:<span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 h10 y523 ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span>Nowi klienci - </span>przyłączenia elektroenerge<span class="_ _1"></span>tycznymi i przyłączenia do sieci ciepłowniczej.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y524 ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span>Nowe technologie/produkty - Rozbudowa OZE (PV) i nowe technologie beze<span class="_ _1"></span>misyjne.<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y525 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5c h22 y526 ff7 fs4 fc2 sc0 ls0 ws0">Budowanie wizerunku lokalnego: </div><div class="t m0 x1 h10 y527 ff8 fs4 fc2 sc0 ls0 ws0">Podjęto <span class="_ _0"></span>działania <span class="_ _0"></span>mające <span class="_ _0"></span>na <span class="_ _5"></span>celu <span class="_ _0"></span>zbudowanie <span class="_ _0"></span>rozpoznawalności <span class="_ _0"></span>marki <span class="_ _0"></span>RCEkoenergia <span class="_ _0"></span>funkcjonującej <span class="_ _0"></span>w <span class="_ _5"></span>ramach <span class="_ _5"></span><span class="ff6">GK <span class="_ _0"></span>UNIMOT <span class="_ _0"></span></span>jako <span class="_ _5"></span>przyszłego </div><div class="t m0 x1 h10 y528 ff8 fs4 fc2 sc0 ls0 ws0">dostawcy energ<span class="_ _1"></span>ii dl<span class="_ _1"></span>a społeczności lokalnej, <span class="_ _1"></span>dla kt<span class="_ _1"></span>órego bardzo <span class="_ _10"></span>ważna jest db<span class="_ _1"></span>ałość o środowisko <span class="_ _1"></span>naturalne<span class="_ _1"></span>. W związku <span class="_ _1"></span>z tym <span class="_ _10"></span>spó<span class="_ _5"></span>łka wsp<span class="_ _1"></span>ierała </div><div class="t m0 x1 h10 y529 ff8 fs4 fc2 sc0 ls0 ws0">finansowo organizacje działające na rzecz lokalnych sp<span class="_ _1"></span>ołeczności.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y52a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h71 y533 ff7 fs3 fc5 sc0 ls9 ws0">3.3.3.<span class="ff3 ls0"> <span class="_ _30"> </span><span class="ff5">REALIZACJA CELÓW W ZA<span class="_ _0"></span>KRESIE ESG<span class="_ _0"></span><span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 y213 ff8 fs4 fc2 sc0 ls0 ws0">Realizacja celów w zakresie ESG została przedstawiona w zał. 1. do Sp<span class="_ _1"></span>rawozdania Zarządu.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3c h71 y534 ff7 fs3 fc5 sc0 ls9 ws0">3.3.4.<span class="ff3 ls0"> <span class="_ _30"> </span><span class="ff5">WYZWANIA ZEWNĘTRZN<span class="_ _0"></span>E I ZARZĄDZANIE R<span class="_ _0"></span>YZYKIEM<span class="_ _0"></span><span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 y50b ff6 fs4 fc2 sc0 ls0 ws0">Realizacja <span class="_ _6"></span>strategii <span class="_ _6"></span>Grupy <span class="_ _6"></span>UNIMOT <span class="_ _6"></span> <span class="_ _6"></span> <span class="_ _6"></span><span class="ff8">przebiega <span class="_ _6"></span>w <span class="_ _6"></span>złożonym <span class="_ _6"></span>otoczeniu <span class="_ _6"></span>zewnętrznym, <span class="_ _6"></span>na <span class="_ _6"></span>które <span class="_ _5"></span>w<span class="_ _0"></span>pływ <span class="_ _6"></span>mają <span class="_ _6"></span>przede <span class="_ _6"></span>wszystkim <span class="_ _6"></span>wydarzen<span class="_ _1"></span>ia </span></div><div class="t m0 x1 h10 y50c ff8 fs4 fc2 sc0 ls0 ws0">związane <span class="_ _6"></span>z <span class="_ _6"></span>konfliktem <span class="_ _6"></span>na <span class="_ _7"></span>Ukrainie <span class="_ _6"></span>i <span class="_ _6"></span>niepewność <span class="_ _6"></span>wynikająca <span class="_ _6"></span>z <span class="_ _6"></span>toczących <span class="_ _6"></span>się <span class="_ _6"></span>negocjacji <span class="_ _6"></span>pokojowych. <span class="_ _6"></span>Grupa <span class="_ _6"></span>aktywnie <span class="_ _6"></span>mo<span class="_ _0"></span>nitoruje <span class="_ _6"></span>sy<span class="_ _0"></span>tuację<span class="_ _0"></span> </div><div class="t m0 x1 h10 y50d ff8 fs4 fc2 sc0 ls0 ws0">geopolityczną i dostosowuje działania operacyjne do zmieniających się warunków rynkowych, minimalizując poten<span class="_ _1"></span>cjalne ryzyka.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y535 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi x5 y3c w2f h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">37<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff8 fs4 fc2 sc0 ls0 ws0">Zarząd <span class="_ _6"></span><span class="ff6">Grupy <span class="_ _6"></span>UNIMOT <span class="_ _6"></span> <span class="_ _6"></span> <span class="_ _6"></span></span>na <span class="_ _6"></span>bieżąco <span class="_ _6"></span>analizuje <span class="_ _6"></span>wpływ <span class="_ _6"></span>czynników <span class="_ _6"></span>zewnętrznych <span class="_ _6"></span>na <span class="_ _6"></span>realizację <span class="_ _6"></span>strategii, <span class="_ _6"></span>utrzymując <span class="_ _6"></span>elastyczne <span class="_ _6"></span>podejście <span class="_ _6"></span>do </div><div class="t m0 x1 h10 y28d ff8 fs4 fc2 sc0 ls0 ws0">zmieniających się warunków rynkowych przy jednoczesnym zachowaniu<span class="_ _1"></span> głównych kierunków strategiczneg<span class="_ _1"></span>o rozwoju.<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y536 ff6 fs4 fc2 sc0 ls0 ws0">Po pie<span class="_ _1"></span>rwszym roku<span class="_ _1"></span> re<span class="_ _1"></span>alizacji <span class="_ _1"></span>Strategii <span class="_ _10"></span>na lata <span class="_ _10"></span>2024<span class="_ _0"></span>-2028, Grupa <span class="_ _10"></span>UNIMOT<span class="_ _0"></span> <span class="ff8">konse<span class="_ _1"></span>kwentnie <span class="_ _10"></span>r<span class="_ _0"></span>ealizuje <span class="_ _10"></span>z<span class="_ _0"></span>ałożone cele <span class="_ _10"></span>strategiczne. <span class="_ _1"></span>Dotychczasowe </span></div><div class="t m0 x1 h10 y537 ff8 fs4 fc2 sc0 ls0 ws0">wyniki potwierdzają skuteczność przyjętych założeń i zdolność Grupy do adap<span class="_ _1"></span>tacji do zmieniających się warunków rynkowych.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y290 ff6 fs4 fc2 sc0 ls0 ws0">Grupa U<span class="_ _0"></span>NIMOT <span class="_ _5"></span><span class="ff8">pozostaje <span class="_ _0"></span>skoncentrowana <span class="_ _0"></span>na <span class="_ _0"></span>dalszym <span class="_ _5"></span>zwiększaniu <span class="_ _0"></span>udziału <span class="_ _0"></span>segmentów <span class="_ _5"></span>przejściowych <span class="_ _0"></span>i <span class="_ _0"></span>transformacyjnych, <span class="_ _0"></span>syst<span class="_ _0"></span>ematycznie </span></div><div class="t m0 x1 h10 y291 ff8 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 h10 y538 ff8 fs4 fc2 sc0 ls0 ws0">Zarząd <span class="_ _6"></span>Gru<span class="_ _1"></span>py <span class="_ _6"></span>ocenia, <span class="_ _5"></span>ż<span class="_ _0"></span>e <span class="_ _6"></span>dotychczasowa <span class="_ _6"></span>reali<span class="_ _1"></span>zacja <span class="_ _6"></span>strategii <span class="_ _5"></span>przebiega <span class="_ _6"></span>zgodnie <span class="_ _5"></span>z <span class="_ _6"></span>założeniami, <span class="_ _6"></span>a <span class="_ _6"></span>tempo <span class="_ _6"></span>osiągan<span class="_ _1"></span>ia <span class="_ _6"></span>celów <span class="_ _5"></span>strategic<span class="_ _5"></span><span class="ff6">znych <span class="_ _6"></span>jest </span></div><div class="t m0 x1 h10 y539 ff8 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 x3c h44 y53a ff7 fs5 fc5 sc0 ls11 ws0">3.4.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff7">PROGNOZY </span></span></div><div class="t m0 x1 h10 y53b ff6 fs4 fc2 sc0 ls0 ws0">Emitent  <span class="ff8">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 h10 y53c ff8 fs4 fc2 sc0 ls0 ws0">niezależnych <span class="_ _1"></span>od Emitenta, w <span class="_ _1"></span>tym <span class="_ _1"></span>w szczególności z <span class="_ _1"></span>dużej zmie<span class="_ _1"></span>nności i <span class="_ _10"></span>niepewności sytuacji na <span class="_ _1"></span>rynku paliw, wywołane<span class="_ _1"></span>j trwającym<span class="_ _0"></span><span class="ff6"> konfliktem </span></div><div class="t m0 x1 h10 y53d ff8 fs4 fc2 sc0 ls0 ws0">zbrojnym <span class="_ _7"> </span>w<span class="_ _0"></span> <span class="_ _7"> </span>Ukrainie, <span class="_ _12"> </span>skutków <span class="_ _7"></span>nałożonych <span class="_ _12"> </span>sankcji <span class="_ _7"></span>na <span class="_ _7"> </span>Ro<span class="_ _0"></span>sję <span class="_ _7"> </span>i <span class="_ _12"> </span>Białoruś. <span class="_ _7"></span>W <span class="_ _12"> </span>konsekwencji <span class="_ _7"></span>mogą <span class="_ _12"> </span>wystąp<span class="_ _1"></span>ić <span class="_ _7"> </span>trudne <span class="_ _12"> </span>do <span class="_ _7"> </span>przewidzenia <span class="_ _12"> </span>zmia<span class="_ _0"></span><span class="ff6">ny<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y53e ff8 fs4 fc2 sc0 ls0 ws0">otoczenia makroekonomicznego, <span class="_ _1"></span>rynkowego i <span class="_ _1"></span>regulacyjnego, <span class="_ _1"></span>które będą de<span class="_ _1"></span>cydować, m.in. o wysoko<span class="_ _1"></span>ści popytu n<span class="_ _1"></span>a paliwa oraz u<span class="ff6">zyskiwanych </span></div><div class="t m0 x1 h10 y53f ff8 fs4 fc2 sc0 ls0 ws0">przez Emitenta marżach.<span class="ff6"> </span></div><div class="t m0 x1 h10 y540 ff8 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="_ _5"></span><span class="ff6">ykiem i </span></div><div class="t m0 x1 h10 y92 ff8 fs4 fc2 sc0 ls0 ws0">mogłaby wprowadzić inwestorów w błąd.<span class="ff6"> </span></div><div class="t m0 x1 h10 y541 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h9 y273 ff7 fs2 fc8 sc0 lsb ws0">4.<span class="ff3 ls0"> <span class="_ _15"> </span><span class="ff7">AKCJE EMITENTA I POLITYK<span class="_ _1"></span>A DYWIDEN<span class="_ _1"></span>DOWA </span></span></div><div class="t m0 x1 he y542 ff7 fs5 fc5 sc0 ls0 ws0">4.1. STRUKTURA AKCJONARIATU EMITENTA  </div><div class="t m0 x1 h10 y543 ff8 fs4 fc2 sc0 ls0 ws0">Akcjonariusze  posiadający  bezp<span class="_ _0"></span>ośrednio  lub <span class="_ _14"> </span>pośrednio  poprzez  podmioty <span class="_ _14"> </span>zależne  co  najmniej<span class="_ _0"></span>  5% <span class="_ _14"> </span>ogólnej  liczby  głosów <span class="_ _14"> </span>na  Walnym </div><div class="t m0 x1 h10 y544 ff8 fs4 fc2 sc0 ls0 ws0">Zgromadzeniu <span class="_ _9"></span>E<span class="_ _0"></span>mitenta <span class="_ _10"></span>na <span class="_ _10"></span>dzień <span class="_ _1"></span>przekazania <span class="_ _10"></span>niniejszego <span class="_ _10"></span>raportu <span class="_ _10"></span>okresowego <span class="_ _10"></span>o<span class="_ _0"></span>raz <span class="_ _10"></span>zmiana <span class="_ _1"></span>w <span class="_ _10"></span>stanie <span class="_ _9"></span>p<span class="_ _0"></span>osiadania, <span class="_ _10"></span>w <span class="_ _10"></span>o<span class="_ _0"></span>kresie <span class="_ _9"></span>o<span class="_ _0"></span>d <span class="_ _10"></span>dnia <span class="ff6">przekazania </span></div><div class="t m0 x1 h10 y361 ff6 fs4 fc2 sc0 ls0 ws0">poprzedniego raportu okresowego tj. od 14 listopada 2024 r. </div></div><div class="c x1 y113 w30 h72"><div class="t m0 x88 h15 y166 ff7 fs9 fc2 sc0 ls0 ws0">Akcjonariusz </div></div><div class="c x89 y113 w31 h72"><div class="t m0 x4f h15 y166 ff7 fs9 fc2 sc0 ls0 ws0">Liczba akcji </div></div><div class="c x31 y113 w32 h72"><div class="t m0 x34 h15 y545 ff5 fs9 fc2 sc0 ls0 ws0">Udział w </div><div class="t m0 x4b h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">kapitale % </div></div><div class="c x8a y113 w31 h72"><div class="t m0 x19 h15 y305 ff7 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x55 h15 y546 ff7 fs9 fc2 sc0 ls0 ws0">Zmiana % </div></div><div class="c x8b y113 w31 h72"><div class="t m0 x8c h15 y166 ff5 fs9 fc2 sc0 ls0 ws0">Liczba głosów<span class="ff7"> </span></div></div><div class="c x8d y113 w32 h72"><div class="t m0 x34 h15 y545 ff5 fs9 fc2 sc0 ls0 ws0">Udział w </div><div class="t m0 x55 h15 y35 ff5 fs9 fc2 sc0 ls0 ws0">głosach %<span class="ff7"> </span></div></div><div class="c x8e y113 w31 h72"><div class="t m0 x19 h15 y305 ff7 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x55 h15 y546 ff7 fs9 fc2 sc0 ls0 ws0">Zmiana % </div></div><div class="c x1 y3e3 w30 h73"><div class="t m0 xa h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">Unimot Express Sp. <span class="_ _1"></span>z o.o.  </div><div class="t m0 x8f h74 y548 ff7 fs18 fc2 sc0 ls0 ws0">1</div><div class="t m0 x90 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x89 y3e3 w31 h73"><div class="t m0 x14 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">3 593 625 </div></div><div class="c x31 y3e3 w32 h73"><div class="t m0 x5e h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">43,84% </div></div><div class="c x8a y3e3 w31 h73"><div class="t m0 x16 h15 y549 ff7 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x8b y3e3 w31 h73"><div class="t m0 x14 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">3 593 625 </div></div><div class="c x8d y3e3 w32 h73"><div class="t m0 x5e h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">42,04% </div></div><div class="c x8e y3e3 w31 h73"><div class="t m0 x16 h15 y549 ff7 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x1 y54a w30 h75"><div class="t m0 xa h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">Zemadon Limited </div></div><div class="c x89 y54a w31 h75"><div class="t m0 x14 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">1 616 661 </div></div><div class="c x31 y54a w32 h75"><div class="t m0 x5e h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">19,72% </div></div><div class="c x8a y54a w31 h75"><div class="t m0 x16 h15 y54b ff7 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x8b y54a w31 h75"><div class="t m0 x14 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">1 966 661 </div></div><div class="c x8d y54a w32 h75"><div class="t m0 x5e h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">23,01% </div></div><div class="c x8e y54a w31 h75"><div class="t m0 x16 h15 y54b ff7 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x1 y99 w30 h76"><div class="t m0 xa h15 y1a9 ff7 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 h15 y54c ff7 fs9 fc2 sc0 ls0 ws0">Emerytalne S.A (po<span class="_ _1"></span>rtfel) </div><div class="t m0 x91 h74 y54d ff7 fs18 fc2 sc0 ls0 ws0">2</div><div class="t m0 x92 h15 y54c ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x89 y99 w31 h76"><div class="t m0 x5f h15 y54e ff7 fs9 fc2 sc0 ls0 ws0">542 400 </div></div><div class="c x31 y99 w32 h76"><div class="t m0 x16 h15 y54e ff7 fs9 fc2 sc0 ls0 ws0">6,62% </div></div><div class="c x8a y99 w31 h76"><div class="t m0 x16 h15 y54f ff7 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x8b y99 w31 h76"><div class="t m0 x5f h15 y54e ff7 fs9 fc2 sc0 ls0 ws0">542 400 </div></div><div class="c x8d y99 w32 h76"><div class="t m0 x16 h15 y54e ff7 fs9 fc2 sc0 ls0 ws0">6,35% </div></div><div class="c x8e y99 w31 h76"><div class="t m0 x16 h15 y54f ff7 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x1 y550 w30 h50"><div class="t m0 xa h19 y2ad 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 h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">Emerytalny </div></div><div class="c x89 y550 w31 h50"><div class="t m0 x5f h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">428 719 </div></div><div class="c x31 y550 w32 h50"><div class="t m0 x16 h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">5,23% </div></div><div class="c x8a y550 w31 h50"><div class="t m0 x16 h15 y2ad ff7 fs9 fc2 sc0 ls0 ws0">0,00%<span class="ff6"> </span></div></div><div class="c x8b y550 w31 h50"><div class="t m0 x5f h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">428 719 </div></div><div class="c x8d y550 w32 h50"><div class="t m0 x16 h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">5,02% </div></div><div class="c x8e y550 w31 h50"><div class="t m0 x16 h15 y2ad ff7 fs9 fc2 sc0 ls0 ws0">0,00%<span class="ff6"> </span></div></div><div class="c x1 y552 w30 h73"><div class="t m0 xa h15 y547 ff5 fs9 fc2 sc0 ls0 ws0">Zbigniew Juroszek po<span class="_ _10"></span>śr<span class="_ _0"></span>ednio <span class="ff7">i </span>bezpo<span class="_ _1"></span>średnio<span class="ff7"> </span></div></div><div class="c x89 y552 w31 h73"><div class="t m0 x5f h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">556 845 </div></div><div class="c x31 y552 w32 h73"><div class="t m0 x16 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">6,79% </div></div><div class="c x8a y552 w31 h73"><div class="t m0 x16 h15 y549 ff7 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x8b y552 w31 h73"><div class="t m0 x5f h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">556 845 </div></div><div class="c x8d y552 w32 h73"><div class="t m0 x16 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">6,51% </div></div><div class="c x8e y552 w31 h73"><div class="t m0 x16 h15 y549 ff7 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x1 y553 w30 h77"><div class="t m0 xa h19 y1aa 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 h19 y554 ff6 fs9 fc2 sc0 ls0 ws0">Rodzinna </div></div><div class="c x89 y553 w31 h77"><div class="t m0 x5f h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">393 345 </div></div><div class="c x31 y553 w32 h77"><div class="t m0 x16 h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">4,80% </div></div><div class="c x8a y553 w31 h77"><div class="t m0 x19 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x8b y553 w31 h77"><div class="t m0 x5f h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">393 345 </div></div><div class="c x8d y553 w32 h77"><div class="t m0 x16 h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">4,60% </div></div><div class="c x8e y553 w31 h77"><div class="t m0 x19 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y555 w30 h1d"><div class="t m0 xa h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">Juroszek Hod<span class="_ _1"></span>ling Sp. z o.o. </div></div><div class="c x89 y555 w31 h1d"><div class="t m0 x5f h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">105 000 </div></div><div class="c x31 y555 w32 h1d"><div class="t m0 x16 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">1,28% </div></div><div class="c x8a y555 w31 h1d"><div class="t m0 x16 h15 y556 ff7 fs9 fc2 sc0 ls0 ws0">0,00%<span class="ff6"> </span></div></div><div class="c x8b y555 w31 h1d"><div class="t m0 x5f h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">105 000 </div></div><div class="c x8d y555 w32 h1d"><div class="t m0 x16 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">1,23% </div></div><div class="c x8e y555 w31 h1d"><div class="t m0 x16 h15 y556 ff7 fs9 fc2 sc0 ls0 ws0">0,00%<span class="ff6"> </span></div></div><div class="c x1 y557 w30 h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Zbigniew Jur<span class="_ _1"></span>oszek </div></div><div class="c x89 y557 w31 h78"><div class="t m0 x18 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">58 500 </div></div><div class="c x31 y557 w32 h78"><div class="t m0 x16 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">0,71% </div></div><div class="c x8a y557 w31 h78"><div class="t m0 x19 h19 y558 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x8b y557 w31 h78"><div class="t m0 x18 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">58 500 </div></div><div class="c x8d y557 w32 h78"><div class="t m0 x16 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">0,68% </div></div><div class="c x8e y557 w31 h78"><div class="t m0 x19 h19 y558 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y559 w30 h73"><div class="t m0 xa h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">Pozostali </div></div><div class="c x89 y559 w31 h73"><div class="t m0 x14 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">1 888 287 </div></div><div class="c x31 y559 w32 h73"><div class="t m0 x5e h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">23,03% </div></div><div class="c x8a y559 w31 h73"><div class="t m0 x16 h15 y549 ff7 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x8b y559 w31 h73"><div class="t m0 x14 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">1 888 287 </div></div><div class="c x8d y559 w32 h73"><div class="t m0 x5e h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">22,09% </div></div><div class="c x8e y559 w31 h73"><div class="t m0 x16 h15 y549 ff7 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x1 y55a w30 h73"><div class="t m0 xa h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">Razem </div></div><div class="c x89 y55a w31 h73"><div class="t m0 x14 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">8 197 818 </div></div><div class="c x31 y55a w32 h73"><div class="t m0 x34 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">100,00% </div></div><div class="c x8a y55a w31 h73"><div class="t m0 x2e h15 y549 ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x8b y55a w31 h73"><div class="t m0 x14 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">8 547 818 </div></div><div class="c x8d y55a w32 h73"><div class="t m0 x34 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">100,00% </div></div><div class="c x8e y55a w31 h73"><div class="t m0 x19 h15 y549 ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y285 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y55b ff8 fs4 fc2 sc0 ls0 ws0">Akcjonariusze  posiadający  bezp<span class="_ _0"></span>ośrednio  lub <span class="_ _14"> </span>pośrednio  poprzez  podmioty <span class="_ _14"> </span>zależne  co  najmniej<span class="_ _0"></span>  5% <span class="_ _14"> </span>ogólnej  liczby  głosów <span class="_ _14"> </span>na  Walnym </div><div class="t m0 x1 h22 y2b8 ff6 fs4 fc2 sc0 ls0 ws0">Zgromadzeniu Emitenta <span class="ff5">na dzień 01.01.2024 r.<span class="ff7"> </span></span></div></div><div class="c x1 y55c w33 h79"><div class="t m0 xa h15 y55d ff7 fs9 fc2 sc0 ls0 ws0">Akcjonariusz  </div></div><div class="c x93 y55c w34 h79"><div class="t m0 xa h15 y55d ff7 fs9 fc2 sc0 ls20 ws0">         <span class="ls0">Liczba akcji  </span></div></div><div class="c x94 y55c w35 h79"><div class="t m0 x8c h15 y55d ff5 fs9 fc2 sc0 ls0 ws0">Udział w kapital<span class="_ _1"></span>e<span class="ff7"> </span></div></div><div class="c x95 y55c w36 h79"><div class="t m0 x53 h15 y55d ff5 fs9 fc2 sc0 ls0 ws0">Liczba głosów<span class="ff7"> </span></div></div><div class="c x51 y55c w37 h79"><div class="t m0 x50 h15 y55e ff5 fs9 fc2 sc0 ls0 ws0">Udział w </div><div class="t m0 x55 h15 y55f ff5 fs9 fc2 sc0 ls0 ws0">głosach%<span class="ff7"> </span></div></div><div class="c x1 y560 w33 h17"><div class="t m0 xa h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">Unimot Express sp. <span class="_ _1"></span>z o.o.</div><div class="t m0 x60 h74 y2ab ff7 fs18 fc2 sc0 ls0 ws0">1</div><div class="t m0 x96 h15 y29 ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x93 y560 w34 h17"><div class="t m0 x97 h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">3 593 625 </div></div><div class="c x94 y560 w35 h17"><div class="t m0 x98 h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">43,84% </div></div><div class="c x95 y560 w36 h17"><div class="t m0 x15 h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">3 593 625 </div></div><div class="c x51 y560 w37 h17"><div class="t m0 x56 h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">42,04% </div></div><div class="c x1 y561 w33 h77"><div class="t m0 xa h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">Zemadon Limited</div><div class="t m0 x99 h74 y562 ff7 fs18 fc2 sc0 ls0 ws0">1</div><div class="t m0 x9a h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x93 y561 w34 h77"><div class="t m0 x97 h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">1 616 661 </div></div><div class="c x94 y561 w35 h77"><div class="t m0 x98 h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">19,72% </div></div><div class="c x95 y561 w36 h77"><div class="t m0 x15 h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">1 966 661 </div></div><div class="c x51 y561 w37 h77"><div class="t m0 x56 h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">23,01% </div></div><div class="c x1 y563 w33 h7a"><div class="t m0 xa h15 y564 ff7 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 h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">(portfel)</div><div class="t m0 x18 h74 y565 ff7 fs18 fc2 sc0 ls0 ws0">2         </div><div class="t m0 x1a h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x93 y563 w34 h7a"><div class="t m0 x9b h15 y566 ff7 fs9 fc2 sc0 ls4 ws0">542<span class="ls0"> </span>400<span class="ls0"> </span></div></div><div class="c x94 y563 w35 h7a"><div class="t m0 x9c h15 y566 ff7 fs9 fc2 sc0 ls0 ws0">6,62% </div></div><div class="c x95 y563 w36 h7a"><div class="t m0 x2c h15 y566 ff7 fs9 fc2 sc0 ls4 ws0">542<span class="ls0"> </span>400<span class="ls0"> </span></div></div><div class="c x51 y563 w37 h7a"><div class="t m0 x10 h15 y566 ff7 fs9 fc2 sc0 ls0 ws0">6,35% </div></div><div class="c x1 y567 w33 h7b"><div class="t m0 xa h14 y2a1 ffa fs9 fc2 sc0 ls0 ws0">w tym: Natio<span class="_ _1"></span>nale-Nederla<span class="_ _1"></span>nden Otwarty Fund<span class="_ _1"></span>usz Emerytalny. </div></div><div class="c x93 y567 w34 h7b"><div class="t m0 x9b h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">428 719 </div></div><div class="c x94 y567 w35 h7b"><div class="t m0 x9c h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">5,23% </div></div><div class="c x95 y567 w36 h7b"><div class="t m0 x2c h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">428 719 </div></div><div class="c x51 y567 w37 h7b"><div class="t m0 x10 h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">5,02% </div></div><div class="c x1 yef w33 h7b"><div class="t m0 xa h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">Pozostali </div></div><div class="c x93 yef w34 h7b"><div class="t m0 x97 h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">2 445 132 </div></div><div class="c x94 yef w35 h7b"><div class="t m0 x98 h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">29,82% </div></div><div class="c x95 yef w36 h7b"><div class="t m0 x15 h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">2 <span class="ls4">445</span> <span class="ls4">132</span> </div></div><div class="c x51 yef w37 h7b"><div class="t m0 x56 h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">28,60% </div></div><div class="c x1 y568 w33 h7c"><div class="t m0 xa h15 y197 ff7 fs9 fc2 sc0 ls0 ws0"> Razem  </div></div><div class="c x93 y568 w34 h7c"><div class="t m0 x97 h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">8 197 818 </div></div><div class="c x94 y568 w35 h7c"><div class="t m0 xc h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">100,00% </div></div><div class="c x95 y568 w36 h7c"><div class="t m0 x15 h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">8 547 818 </div></div><div class="c x51 y568 w37 h7c"><div class="t m0 x50 h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">100,00% </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 y3c w5 h1c" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA/4AAAXpCAIAAABA/VSDAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdefhlV1kn+u/7vmvtvc/wG2quSqVCBjKHQEISZAgEbUVpRNpuW0RFEaHVtp2uXqfbilzubWku11bpvsiVRkZlFFAmgRAIhKRSmVNJKqlUpSo1V/3Gc86e1lrve/84vwqJnX7uYxqQ9tmf5zxPpc7vd345v332rue71n7Xu8jM0Ol0Op1Op3NaRHSJoYASHEVBXPuKKjQCEzgCMiAHZPoFKAECeICmr/Xdgex0vuO47hB0Op1Op9N5PAOBAQOIAPDpuMCAgT0UAAEe8GtPQgEFePp6Aqg7ip3OdyLqZv07nU6n0+k8Xg3LADKQ0hNyvBoMgMEYAHQ6PAAYEDWCTb/dAOPT44BOp9NF/06n0+l0Ot+pAjANB3w62K8xEIAE6H/zGp4+9IlPdTqdLvp3Op1Op9P5DmaGRIiATSf0oQlIgAGyVtCfpiOB06X+j0v5pF3073S+Y3W1/p1Op9PpdJ6AAjiblvNohkRqRAZCu5boSVEBSOQinIIJ5EAOYJuOCAxQ6qJ/p9NF/06n0+l0Ot/pAlRgggxJmohRBVIR5NPU0DJ4Ap9xSonFD2cUzgADjABwQlAg6w5jp9NF/06n0+l0Ot/pBBA01uRqOHR853/4EyknjUPlNEs8bGFctV4W+n067+wXvOKH8i3bs+GADEZQIAEJ2kX/TqeL/p1Op9PpdL7TmVkAeWLXlM0Xvjb50Ge3RPWs3mmeMNcgso6FwlzvkteeOTvYDOQIgIAAIyQgoltJ2Ol00b/T6XQ6nc53PBJqERyAleUb/+zPL2nCprZsEEuog80AgF+Fa2cHF3zfD8A5hAZ9N+3sKYCDcRf9O50u+nc6nU6n0/mfQIKZNdQOJisnH92fqzGCIMZMFRZbDZARtf2zNuDp21BoLIqGIUAOkCHr9vPqdLro3+l0Op1O538OZmwmRHfdsSsrfMA4oFn14cQwRdHlBkTFUY1nXvcs9JumkBOuIGAAZNPenmaAdhGj0/kO1PX173Q6nU7n22AyQZbgZxsgADmOe0Q026LjRiBABBjIgQhMAAOGaFOVcY6aQSnOiBsDTcJQkAwFQRXG39hgizDxcZAByosU1yPDQrWyvvcwV5fFXtboKZTzec+pAKc36wIQgACMAAN6QD9AFAs5cqBKi/v22fET9WSccmmES8eJhEw2jo+W/WLrlVfPbd2MCHU4WSAC2w2YIPSwINg6Aoq191bnaIHZCTBGM2uTHg0bzcDIuxPjHy4AhNJhFZojzWniSGAOQkrOJ3CNfQNsNfQnQAsUmPStgvWgfYDUwDCAzOP03m0gKIIhMIiQk3GKEK8azUxEAECpZUpABMjggRwApXFT1/lgThXEPgHJTIhUW2HS1BDlwhJiJMcpJWEJMXhiLzkMsapdXlTtuNfPozVGxnAGT3A8fVOogBTgW0gBszh2QqDppeIShAGyFkgNDUxjwYYUoQTKojF5pASBCgcotTVlPW8GIoA1xtI5AAL0YIACFEAEQtJIzAmJwSmFbHoIgNS2nA1Pb2cBGEzBa1dTAmJKQWgIglEMqVVSx0IAT3+uMpQRNeWVkAdYEzEyMFRhBGMdt6NeVvDa9LzS2qbZj2FATl/AAdMiO5s+A01gxmRSD4YFAFVl4S76dzqdTqfzbadl5CzB5REwtB6nkDyadTG5yCh8A0xgI7CDbDbyqhMOJUUx66OoSMZgDxXTglhTTbK2f64HGGzgBI7AwIBgtecCglKrHi2wbm4tA8wxLdXlhoKhihiQAMrhXKMixWJdp74ruQW0j4EzFGZZrJ0CUJBBEElAQkbSNKkuw+z6xF4UJpiQZpb644njXoK2fU+AEMSQCA0gQN6A2rg8dC3JPJBHwHW1Qf9gydbCelIjUiE1A6kRBCREiIqkUdu25zKQgEwdB5gSGOqhPA2T/PeifwqpZIhwj4zIoAAzYDBDjMlnDApAIMCQAR4GsgQiA6mSCWIyVfIOZgaNzJYSe++aENgJE4eYBMJQz9zUdZ4X0AQnSSM4GnFUmLGwY4AMTImgLaDkPIytIY2WjLJBAiuIAEpJCBMWTlZwinXp88KUW2XOmABK0NAyO2JWgybzGZV13e8zoX1i9NembVlEvG9CEiEzFRHTxLa2aQU7+cZ2dQabPqBMMKiZCmcxmUHJiZqZJSJYSrl4MiASiKKUGlWcIwiTT0kBBDX2rEQGM00ZMwCCEUDTD8po7dMCAWSUTj/DZAAQomaeQzAREBHR6RF+F/07nU6n0/l2MjQwRyZrG+QSwqmj9ODDbnEMOGVtfNABlU7M8tnaFa02sVxCvfWF14S8CDxgzscY2yNH8eDBdcQplMmr9+KTITFYUubsaWe57WejScgzFWJCCkqCJlS9zKFU3HAPfAs0kDb5kIiy1kH7Y5Kls9f3n35eQNmHTFS3sS/3H6SDR3tljRggCmYDSAWJ77TxhVc8KzvzrJpyNR2qUWzCLbf6aBhXSIb16w4PJttHgGE1J2fUbzg49i969gmkGfR6SjCBdNt+/YONAQNmFKgBQchQETKgaBNCQOFGojP7l4AS52yeABlyWYk8KKJDCzikLBqiofCPz5NtbJIF74p9Dx89fmw5c3OBJmYWGiuyXCRdfc2FgDJaggEe5gDcf/+RpZVR3Qbncpf3mCmGmlifc9X5sUGWQRkrq5N7d+8JAc73nMtERGN9+WUXDvtUl3Uvk5g8C8ghqB04dHzf/iO9fB0sIyRGCwp1bK59wbO0Ri6JmCzR7fc8WEYk80SgFBwh9f1szs+86GxoA1hVt5IN7tlzeDyqc/F9J4mU87yelCnp+g0z5z99KyERWoAIGYyhaNUIFBK+cuOu3mCuP5gty5LMmGIvp+GguOCCHd/I0gQATRuyzCtQ18l5EYECTYNHDpzcu2/fuCqdc8z8rGdcesam+SKDI5giWvDeEzTG5JwHMC7bO+/eE0yaaIOZWYtKcbqDtrEB9Li4vhb3kTidTvPMUADC9pyrL4oRzgNmqiqn71c8pivE63Q6nU7nW24EHoBEAQIMaMPy9bvufcNbiqMLPi9KmKM6taPaSSW5aNZvbcOWjUeofsmf/Ud/9eWeCAlFXe77u5073/jHm5tYcNQBrU5WMjWf2Fiq3J35sz/+jN/5LRAhQcmCkFNiI2Rk9Wj/X33q9t9929aq8dYGV9Y+RbbZxkkoHsr9Bb/7c1e/bjNxjsCzueLk4p1v/JOTX/zapjrGMEFGiUDGWeIs8qdefPFvbD9H5qrBrFONVLW4+c4Pv+7fbjaMl1dmhnOhCcfn4rmLMMKxAedJZmvGJee++HN/MddzuSZUCp930f8pUBhga7VeBvJQQgKUlCmBqUDAl77yxZs+9z3/5Q8dW4AKOxicTfdYZlACE2AgeqyWxIt35Cdl+1/f+d6Pf/yzSwt1NisiPgYdra6euX3LFz7/8S2bBwamtfErYPjt33vzbbffGUIk9qoGGFPatnXj3332YxvWCQyrZfPOd73nLW/5E58NhXshqKoWGf3wK17y5jf/HoThyBFiAhsIdMOXb37LW/50dSUZMjIQBVAcDPyn/vajF5y9joIgoA348Z/42UmLWkVYKAUhLLerz7368o+97x0zQwekXr9fBvl/3v6OL3z+yyuL45yycTPyPaeK2ZmZ5zznyg+8/0/JmMk9oRsVkxre95ef/KP/9J8XF6oQyHsvApEIrV7+spf8hz9842z/sal0BeAz1yYN0bJCDLjxpj3veu8HDj165IE9e5omkvPjUTk7N4x1dclF5133ouf/6I/8q4sv3JwCj5fG69YN2VEbg3f+5p23/fTP/kLTeuW+uBxRxeKTfPjfmMfXyNMBiJFNe2rFF77gue9/7x+zh6oxkzzZ9dVF/06n0+l0vuUacF8JETGDcptZTXfeu+P+fRtJk/OLodogOpOqBDdCPnG+iMSj1danE3ffufF5l9VkOSEN5KwLzzsebNtqPWyrWurWBR81S0hE41zKnXdhPMFMHymZShRkaoDFTKmqlv7uKxcsT7Y1pUeTMCmzVmGzbeZlNs1tevYLrmp6RdF4lBGuqnfdunTzzu3HT50jWRPGUcwAp+SUWflp513Q37YDPg9Igdt+Oz7xyU9dfPjU0zbMH6vLfpt8Fa9ebGcVAC8vk1eXw+2758Hx528Y/PMXKyk5IumqfZ6KAmqAMjgHFJLgAGO0jgoxVKPlG7929A9+Z6zh+tf98gt/8eeyS5+B4UANrMgAEEXhJJpBCYLTE8oxJXG+1yuS+dE4GQ1GbQDgOPf9DeNKZ+YHCjAckLC2ezPUzYwablvp93vJUua4rkeHDp+Ym5MUATPnMnY9kgF4blKbqsvzfFQtf/STn7/k8stf/ZM/VKamDyeMEE2FDO7kwph4zqwHECiBYr28smHd0Kb1PQ6ptYiiNasTCzJSz9Csl7XB9QZFjMGsdb5QpL37Hl2epKK/zVuWuxnNQi/LR2V1867dt97xyJXPPNvTtCRtTWsw1Q9+5BOr49TEgrjvssFkspL5AMTF1QoC6FpdPZCMoMZg8Tk+83c73/Xuj95++72TpklqKXlYn6PrDdcnpTrKw4+uPvCuj/zFBz72ohc9/xdf86qrr7kwASGY974Kkb1TeHZzkwkT9XsZqVYAG8geX7VD6bEFAAGeYGRKSIwg4HHZJkOKEAKzxpSc+L93/nSj7U6n0+l0vuUyiBjB0LCuIiBr9t9+o8/C2E0O91eODccrgyYgKNqYNW3RqA8hrmyfnbv/1luCYIVdleHR3PGzz5eLdpR9X6GO1lCWNA8pa1PWqq+XH9iDhSVkIbjklXKAhJEhWYtHjxz95Oe2NlWVhcqHuteGvLWsTT6eSMu9Zz1Nrr7wEUHTzzE3MKm/9vm/XTh1bLbnQ5oE19a+bnxd+XalCCcH4Z/9zGuwfr7x7ijsCLU2Wth74w0bnB099rBmgbidgWUWCW1Ara41DkDrx5Mv/PHbk/GS+OWi3zrpToynci4pclgkTDLEAkToAw5QahEaPPTIvf/+rTPjpXMXV/jj13/ptb+udz9AsQpsIExvFFTgVTCeuHrUOU9AG1JUb9SDDFotXLE+WlG3kuB9Nl1wOl1muhZG64RsZi6yS+yVXNXGpMZOoqKqg/PkMmLfbwKNSzUamg2rWiCzC6vt7/7B/3Hg6CmWAgTV6D2ZoWqbsq0TKBIH8gEuII+GQd/HBNA0eZMC0dAmapRr48ZkNI7JvBIMIuIMBpYjJxbUfBOzlQnDzY0ablKWqFgZx79438fAULCB11ajE5zDo8dO3X733UvjUvJBVD8qA6QXzEfj5UkVp4fsGweOjHhcpff85ade//O/vvO2Bya1K1u0yYEH7IZGgxjzqpbecPPyOI5qngT5+Ke/9NrX/8anP3OHAsaYtI3zzmdeTSaTAOuJzGpyZlBDgktwAVlLWUAW4BNcnK7tsTxanixPyNSyZC4kU4L3IMHaEp3/Rhf9O51Op9P5lmOgbVsIosYWqxivHnv4oQIR1ibUrqBS0lKPy56MUytCrHEr+u74ctx9sGh4c6SZBgn96PJrfuiHFiZVzr0+JKtTFpJT9Ql5RHZqNd27O1qjnpDUKUBoRTOiu/78fedw7jmkNiRNZpaBc2MkDOc25GftaIAMPTXAQMvl0V27N9Q03xK1ZZ7MNSkL5oxHZT0844zNW86CK1oRgIcYLB98tDpywoU0KPpEFFUBOjGgB2dpzzCc6uupvp7KUibCDxzhEystNAFRtTsxngq1aVINwBhoCGrwQD8EPLj/nrf8Se++/bOa1tfhnAb9vYd2v+M9aJPXFgw4RNKISGD8vW3XzABkmfisCGpKwi6PwZKROE/0ZHUiBnielKXPs2QJwiTUn+nF2AhjOONBCUBo1Wd94ozgSDKivI2Yndvos5mvfPWmWqddh1ogsiClZnZuCDYQGZsxGZHLZHVUeg8FwDAycpQsuUwUiZ2AKe8NWXxKcI6ZmECjUZn5wuCIsyZSNBkM50aTVlwf5L90/Y1VjUkTDKiaGoQYVYG7d98TTUnIYCSUF4VBIUbCDz38oDEsKVS1bdWm8/H0f731P73hD95Ut1pWIZkrioGqmWEymajGlKLPZDQabd58RrtaJvgm0sLi5Lf/tzfcc89xERb2AJqmEaHBoEeGcrxKFIdD7zxCqpvYKtSYVEi8CxrA5gumbwCREVFe5ClBFW0bARBRF/07nU6n0/lHIADlkpyJNmeE7MC7P75jsV7fthtjOmdkFyxbEdwJpmXy7HvaqAcRbAhdf3h1/OEvuxGhgcElynDVlZufc+Wq44KLPDKrUzgFZ8GdUePuj/y1qyclGjChtigYg/nYQrzl3o1109CYnIvOteRCBSolyOAQ0bbnPR9a9IGeAgmnvrZ7sO/U+drLq3Kzn0PUOTfMg0fMZPMZzeWXZjJEiUGUTcabJvX4pgfOXNW5iF5Ar6VBKz1IoN5qnkffd1FCiq2n2TY+5zjCF+7ZqK4fUr8LIU9xHCmAOIUkBTDipNzGlYV21/03v/5/Xf3YF84NGKy2M4p1im1tCl/8+oO/8QZ+9EhKk1WMazYXrJ+CPkmQn1bxkIIThGwtgMP4iZ1iHj9mCKAAJFurAZqWwSSbtrtBCwAm0y41RmZkiSwv+mUVV8fte9//iZRgqWHHTWrVYla4JpTTOh8gAQnUglrlYARQBCWQghIoGaVpAQwe3wHTpvlWRLLV8dhAiY08GSElFPlAlczc8vJk9+4Hc+/NICKAslAEbrv9bud9XhQhtZyhSTWcieNosSyrlVFqQwUhiCNyZW0f/PCnP/ihTy0tNt4Po5IZqvFo3dyspWpuxqewUmSNVouDHh869Mj8lq2xtkF/Qx3k1GL58//21x7ad9Q5blMiIkepniz2izgoopNx25xIukyo8hxG0TkGtGmrLBegbZqx58pR5aR21AoHoaCx0ajMyLyoKeFJon9X69/pdDqdzrdcP2nLqMl6iXFo+Z73ffzpdawBAwUSYtdSFriYtDpLHiE0DksUgnGcjHZ95K+v+8HvH8/mBUgzj2c9/WmveulNu28bVEImVYZGCCa9IDMB937hy+fecntx3YvhCCUiQEC87yA/cJC1qvI28MzYBZF8KF5btzAz98BcduXzn11y1gclg2Q4+bVd65o0A07QcY4RqGBS8mXWP5Bll77kxdOK5yjoAZik1S9+fS6klrT2iMyBpUzOt/l828zCstgsWqDCcvB6pcPXf237j72kTNH8oCv2fwoCEUU4wgy4gdbUZG2NNtz2a7+/buees2fnRiunMssbpNLajHndkaMn3/ORE1s3b/711xY51fBpXM8M55Kkx/1Unc7QA6xsylAzhjJgZgSdVo6c7jI5fRAYtFZ3ngiOQbrWdJJAMChB2QBMV3UkUISRmTZtEufmBpvuumvvBz98wy+86oUptV6yFjKejIf9waRSUGKblrYnghmRPdbjcm2xvDFMjZgMMKMIOr0K1oTAFm28OgHnaoEzUQuxjYNi0Ja156xtJjt33n3Nsy9IarnzBhCTADd++VbhQm3a3TQkTZknkJlSaK0qNVvvwNY0ybNz4t755x86eXwyGGwiylNqRMxRu3D84OzM4MUvvPzSSy5eWlr68g1feeTRI9s2bVpaGjvfr8ftbG9mafUEH1v45Ceu/7l/8+PDvlx60QV/+kd/WDcE6ps6J3Weh1Fp//nP3rtn76NCvVE5IqLcEbTZuGH+l3/pF9bPzwAgKJmxGShtXD/by/mxlp5MXfTvdDqdTucfRQ0U2oo4Nfn6ne3hU2PRQ0NEkSReWVKUM+e3NwsrxbjyxhFxgpbED2JYfGgfVpbKua3rASGCt+LKS222n5ZPDgy1kRLYKI/UM91UhyM33PT0614ATsiEgAJa7j02HyUgwPNMpCqqZ+mby1qeJGy+7FJsXNcDUwsQ4JHtfnAriMuVPnixXHW5hEnTQ9FqtlKHbRdciAy1wyrbekSnceHRg30XlyiNC02QBFLjtGG9P3K8DzPh5Mycti4mbRaPPLK9Kd1Mr4J2E/9PgRBCgnNAipaquUwxrg798dvT/Q9vd0W5fKqmtkTWMLdIAswyS2gPfvCjm19wRfa8qxDrbH4OlZl/XO6HkpnRdAWrGqnBnCU2SlBGemzafy36k01DuBjYCMZsjOktAhiMzQCa7jwBNlpLqEggiBM1JaK6jrGlP3/He1/+gvO3n7VdARg0EZGQTUOrwWwa6NdaXEJgDCgb09r/cfpAoshIbKcHBUBb1arKULUWxGawmKAGMyH2Pnt47yOP/f4MmGnT8tHDS5qkbZPL8qSBpsOYpERCRClyQuMgIALjtl0HH9xzoCjmAdc0LZumVG2cnz1y5NAbfvf3fvInX9Yr0DS2b9+/+Pmf/9VjC9WglzWNzvbmqjBet35T3aze+NWv/9qv/jiAubm57//+F8vpOizV6MSVAR/40MeqcmRijlyMibNMwL0s//FXfu+wWPv86HQZDxmYkJIxm5k92aR/d8l1Op1Op/Nt0KRkqJHcanXvX3zinGWaaTgQK7wPUtSiyM542Ut3POeq1jnAksSxb+DD5rra8eip0U03e4TZGlmESsDFZ57xjKcnazIYmyWCArnCI5ytdOpvv0LHTiW26V5fvVFKX72nF1IrbKTrGu1F8xF5SRnYBrPPe/Wr6n5BIWLSIpaPHt4zvmf3sCwFJSSMrERGjNSHuERPv+TywQXnW6pVYkRDk+XVT39u5tCJfmyUA1kqkuYJBKSXX5vNzjlwRRb6HNEs8/hEUS4deBA7bx+EWhC68+Ip4AgJSISQUeGg9+69/ad+6cA7P7i5rhstx9wg84fzfJzlXrxXRZj4MC4OHLz119+0+LYPZCtaa1oscLq1z+koTwnT3kGUDCmRsiW2IBbZElskO93Rc+0BAKwsSUinDw/z0Axr+wSzwpMBBjYjakENUWOovCcAVdn0evP79h5785vftrCwGhPM0M9nqzKQOVZhZTawEhkbPIC1JpZKUCFjNscqMv1OBCASTpcdKU4cO5qJM0ugVnwQTh6KFB1zaFvv3J133LGwWE0zc9SksPe/++vlmGPjGDlBzIwFpqoKoV5s3OpS08ZaAV9kkzK96U1vLSs2zWLLwq7o5d5ZvXrqf/ml17/qX39P4YJDzKU8/5y5N77hVyfLx5vxEicNdWSfjSY1IA/s2ffI/kUGcoFYS9owGrKarNZQFs4strljR9QvBt55i5r7IlTNIINH4xE8ojMVUzHTqAQwGQGaFOhq/TudTqfT+UcRQmBdRcmHjo++eu8FEzmrpTNHcv4KXzDi88fMuccrrnPfd83hDe5oFhZnsTSH8UCJmw1NOHL3nYYKCRMXlzOHWe5fef644LHoSo7lnq30MPZoEPNJ6Q+eHB84HKfhi4CWqnv3lXGV+rlqGltdF1z3/IQ0Ff3hxef2n/vMRZHgAZ8mYeFDN39qYpMRV244POGblVk6mcW2n8d+vuzsmS/9Hl03pIh+Xc4jyOJo97s++LSq3ZDS+iZtrHTLOG1tdGOE/sDzeuvWA9xCnZMipVyMJLhDx/CFnTi6lHfLfJ+aCCeIglVKQLrrT/9cb7r77HGU0ExcSHlWx7A8PyyZJaEwItF8KPOW5J6Hdr7pbUufuQEiC7wWkvH4sDzdlxY2rcxnpOmDkPCEen8DpqU9a8U9YkwmZA7mYGu7fQHAtHkoABjBCJEo9PpZiG3btsPhTDkJqvLuv3j/g3sOi0AYbauDYggwQQjERgzC9Cd/AxEcq5CymJAJm4CmQ+DTbxA4efKkc85MidVn5j157wSWO19XVYpp3959x44em/7AZArD2//LuwV9Ta7fn0/RMnGkZgqYCGV1rUsLkyz342YCYN/+k7fccpt3PSeFSKZJq8k4xvqcs8/8nd/8xV4uuQOjhk36Bb7rmsufedkFc8M+g3LnQlKXZWXVlmV9441fNwMMIsbUpLiMtOwkkCaGtVWpKWbel+NxzxcMQoKQhBaMhlEzGqZApERGiCnE0NaAee+ffOjYXUGdTqfT6XzLzfct+QvhFm69dbuNDZOFnnt06I9lPMakxKl2bgaXXomX/+Bx7y8ptmxfjlziqJdDg3yEZnzn3evr0cMDiMr6po9J7q78roeHg4V+UTg5b0RXnEI/nzmQlZzVZ5Y23nk0D64VlNxi6W7de9O5kH5DTVq3Oui1Tdw21i2ajrhmy6tfGjfO99BbRRYyGhy0697wme3Ly+dHsbGdymc3NOu3L+Dc4WCxfPTANtf7N/8qYcailsUQCfjSHfldD5eOH+65YH6bbBqbHeylY4Mwc/YF8tLvvq2fr2S9LAhYRqIzjV5VyaH3fxbJao5ARKNogIRgFqGGAG0RgQTrhgZPpvRAgVw1YjHuuYM/9ulnjceDZol12YuWWRoXhnrPgE6UFA4o1+6sdnzG4WLz/vmhBS3f/YnioYe3YDxCtYjQJkJyLfIxhFoUpTG09ESaT6xoeBC4iPB2umqc1gYJ/I2dpUgTJ5UQXWPcqNTghgAHCEJiJDdWG2qaNXiDqycF6WxvSMv1I65IWbFhuOWiD3/qC6OIAGT9MKlOEAIZYGJgA4ygpAqAo0kLVkVMzEZOhUyaJBNKs2aFESCAj+bQQkalJe3lPF8uxzYk7elSPDHSpWJm3dJqprb945+4nlkNEy/+0IHVveXCOIuWt6PJscwFFoPzgf0kWZLYy8KB/XfC+o6GCjy0//712za01K7UK3AaNA5n5oV7P/LKl5Coy8SM2wZO5swGWTa49ru/b9RWrdTB155abZtBbyCWf/Yz19NjkZxy5zex32q6jvOZRMn3cicb27rwmZosGDWx9cRMOYBZYAYYADngAHY+E+/yok/kps900b/T6XQ6nX8MjEwIUVfuuqtpJgFNim02vTPvekH6G88+B8KYm1m3betoUvaCbIx+rtRhkzaZa+7fjwePEOCUYD8pVMgAACAASURBVIS82Hzx0/Mzt7KSW2lSE8dsk2rUo6xq65Ti5IEHESCMQuOB62+MMSQk1cQEDs2gl6/Uq4Y827Bp8zVXNc5R0hxQTouf/JhbXCEjBRKZqBHgIeNRSTLYdumF7JwTodm+WULb7vzE3xDMUqAUyMu4mjjOU1bYGVs2n7Fj3bOu6K1b75W5NmsVRI2lAOxfPLL/bz7uNAKAYwgUINA35pVJQbBuFfCT6QNKuL8+kTW46/ffcdZKOhBHB+fRFnkRMNvQxpidXw/UiuOzvZWnbahfciX97isvf+uv/Mv/+3d/4I9/b93Lr10+dcRpXaQ2n/bVTKfP0dPLeMnAat/Ud/2Nz9I5xyxt0zhhcSgn47Ksv/D5Lx0+dNKAumqL3vB0QP0fGvzFGKbdLVWVmQEikPeemUTEe5+SfvYzn18tSwXFZLt23akhxBCcSK8oVFOM0SwBxsxmMMJ4PDEz78WAI0eOLy4uEq9laWZOKanqFVdc0esxQETTFxoRiHHppRfnuWdhtQii6ZdiiisrK3X97fynqNPpdDqdzrdY5eCgGJWHbt3lJLBTtbYAsVLtewu93vxlF6OfY1jMX3T+YgoZss2N2zTBuoi5EGcOn8B7/2YekGQIEWb+3B07vue5gJyBfma80rNJmvTIXL+noVm6/W5MJhQbv7L6wIc/YylOkJIFghax9VCDX4HOXXYZzj0ncr8P6UF9Nbn5Qx+cW1r2ymOgduYVbChU2iquFvmG512JXg+EykFU/cNH9t56G1vwpJmqElpQL59ZgWy87vnFYA5XPUN2bCOVoiVPmZkp0kS09XHnpz4ty6OYopKarHUi4mnamwbPLvr/97UpbO9vGB5b1K/eNxMhPlfnS6ZVgZJf11C/mWtmzzjrpd9/7X9953k/9cpHTu5559v/47v+/W995A2//cUPvHP5i1/tP7zaS+JCI0JQxKAGhky75k+3ufrmRP8nBk02oKoqs3T55c/o9TKy1Cuy2Zl1Bw4eeeMb3xojNm3cPpkEYDr8/B+76KqSmZk5aXLOmUJby8Qz2XRU4NjtvnfPQw8eADIR+fotd6SUTFUITBAGNBHUYM6zmRHziRMnmZkJBBw/vlRVlRMRkWn0V9Ver3feeecAUE3TRqnCNF2vfMUVz/RemMwsTYdAAFJMJ0+ePHZsuYv+nU6n0+n801ETuA3NDV/HoUOO2lpKcCiScqIl0PE8zy65IPVc5SJdedHJQd5CJJGLREoTrG52cvf7/sodOspNC1Nlqh2f/8p/Ued5boVXlE5ZwCFazm0a+0cO2X27OZXhgYfyux4WplGBBIVFoobLqj+cP+q8Xvf8hn2ChxpX5fID99nBg+vbyiVe6lHtkCdjhQMr5Qvzw3XXPAtGMcWRpQLukS/tOsv1NJQWqwKpSdHlfVg2dsXcK17WOMPTN8+/+Org88w8qwjEJ7Raby58796HddcDQpyAmgABAUjTzarUSJW+ydPO/2SUkopI9Omv+f2nHpHJyGFzQxtORVbXDIcj50op7rvqqh1/9H8uffeLb37r2+943W/jw195wd7llxwNVx2vtj505MRb33fkn71ucsu9fXIUEwS54wRTJgjIwNM6m28OO72l7NqfSRMRrZuf+ZEffkU1WUWqqzrm2cxnP33DV2+8LaQshulWWWakRmr0FIeAy8ura4k8qXPOscBo08aNO848Q1i9sBnlxcxNN91uyGLCzl33OCYvrCmGpjz37LNYTFVhKiKmSiRHjx0ztaZNACaTiYgkVRFJKZmZqs7Nzc3OziaFW2vWo8Da+unZ2cw5UUtEgJmIqCoIo9FodXW1i/6dTqfT6fzTkQBZHd///o/NrU6I64omxDGL6l02Ibfa789cetGIsVzI4NLzTm7qL7E0oIp1JUvLpE2qaGXx3ne8nwD0OYqrwP6Zl85cenHQUCAzm25apKOmyUGzC0t7P/HXKFeXvnrLOUuBoWVhyhBojXrGaFS35dlnrnvhdzWU5wATEenJ6796ZkoZSiFezalxmid1BoI0vu8vu3DdFZeAhJkdMeqUvrxrsFr2PbOFzMwItdm4rgebt+PZzxp5rmfdGS99QewXBLagmbpCyZsOVsdPPzYpr99JVU1MNRAx3aR2ulDTEkyh3aT/k+rD8Mip237/bcuHj+izz171msEF53LKN54MNgrL//L5V+z8GL/yZcXTzqidnx/ZJYvlZYtxrl2aj5O5yWjHqBocfOTgX/0N2kRmmK7GBQIIQgSwGX+TVlo8dvNmmuCNUPR6oHTq5LHX/+xPn71jK1KtamZuZrjhPe/9bC+fn5ndNG22udbWE/SknWr+f62sjM3WSm5ExBI0xK2bNl14wTkiKaZG1Zwb7Lp1N4B77zty8NCJXBxBTYN3/NznXWO6tmGZCJkZEZ06tWAwZlZDXdXOuWk1ERFNZ/2998NBPv111ZJz3mBqiYlCxGA4AGw6SCCi6RsLIcQYu+jf6XQ6nc4/HQJgNFm4695BiuLAGRsSq4lwEolZxvNzjFDADedn2syVDkGoNYwl1kO3KvXG9bPHP/81tHVwFgEzQHxxyfnLoMz3C6UEQ+brth1kvV5qDt95G8YrzcP7NyWYasswNjaMGQPKlmJZbt8o524vmHu6lvrsoQPzSg1agIMgEZwaGRLcKPNy1hk6P4egylwg4tQCHTreLpzqZ7lzzpKySBXaCdrB/Bx6OSMGWO+MzRDhaR2JqsGyzHFdb1XWw0ewtAzVoDGtJTwA0/bval1G+e+JigcPxocfPXnk4EUvvGoMW2Q71SMmN4Df0NvU+/lXPEByHHLei1547Wt+7NR6N3CzyVqQx8ZB9AkeCYZDJ3ByAQIYwiQwOJ3u2SmGb9W4y4gZKSZNccdZm849e8ewn2dZVtdt1dgdt++em9vcNnq64Gdt+PHU3k7TBLPTdxyImFiI183Pb9u6uSicF7BIVbaPHDw2qbB7996qaomnfU01z/1ZZ25PKZIlghGRATBu2ygs3pHZ2hICAojoseifUgIQQlBb+2/AYowghJDyPCci1bU7WmbG9O0+zbvLqtPpdDqdb0HCOW361xmtlm+7fXBscZi0bJtKI0FMo0WLGp952WUs2eyoXleHrTNbNrrMCQOc+4xEWsScuFxcWHfP3rD7ngZRgYHlquKvvWZ/5sbgfm0Z88gisxeyIceVe++pPvNZume3t4YJrZkyO0PqcxuTX7/9jB/83vHGeRspN2AGDh3kW+7z49HYKdix9zCVlBxo1cmx2d61v/zvGuRgx0n7odR77yv37N0iRaqrFgoQKZnjIhtsOecslM3swmSmaeCK887cnoEKySJx7XmVgmVQjg/vvBVV4tgW7NYingJGCgogAqjr8PPk51bY99EPnVth9RPXP/PFL9RrL94/Z7UwJ1dmg23/7tXt85+3pcX2hq2CvOTa9T/7w3v6cUy20EsnmtU8hTKOFny1cMdutPV0bOedd6CxNomQi9c2TLP2tChlMBioKoCUHn96A0BKKcuylNI00QKIMbZtS4SU1r7psc2ADWxEIUUWjEfL9aR63c+8KjWjspnkvYLZnTw5+tu/+XxRDAwAqZIqQcFPbdZ/PC5FJMsy51xVVY6FFXPD3ouufcZ4dMLnFkLLUhw6dGr/wVOf+8KXo7nYNEwKpMsvvfisHZs11cwGpBBaM7BzJ06cVNUQTRhzc3PTyN+2bQhherjatl1ZneRZRmBmAZCiOvGqmIwno9URQMwiIlVVFUURYhgMBhs2bPi2nT7dbr6dTqfT6XzzTVuLPJb+3WT1xNdvWVe1ueGUoZgr8rZwtSgoM13Zu/fAm96yZASLOyCDAyd6IWUJoLUpOp9MDOdpfezmm9c//yJxPktCfrDpuVfdsGl4RknF0orlNCYrdNoHPW5o4z3ven/vgaObYGzMqkokaiHRmPxk+5Yrf+YnDsNmM0YDLtqjX7yh/8jRPtypAeUTx3VLKTkWJnk042f89I9ix5mGDCKIioWFPR/6sCwv9hijqnG5BzmXOLLV1K7ctWvhN37LKo/1+cY2Fo8eJsSUYuPQOABksFasXlpa/vAn5n/lNZI5wKeUGAQiBSuYjJG6KconS/5ev3rXTdfWS3O3LBx8z18/45d/6ou/9+Z439FJ4+glV6z71VfCZetr4GSLLdlqHra85mWfesfbZyrn25QDeeSVXJdzzVYmOlpOYt4Ag1MUXBioretCPJI656aFKMxs0UJAlj3J22maBmCYqep0EWuv15ue/ESPr9Nno9P7gVkyS4PCfe93P/+6F1zzmZtvTqEl7jP5v/rLD8+tmwOglABa207gKa34nkwmqqqnt49om2Z2WGzZtP7qqy4nqvt9qSfR+3w8Xvl/3/mXu+64Jxp7JkdMpK997U/3+vCewQbT07dDKCSt2zrPZwyYm59zziUl5rU+Qqq6srKyvDyanx0AzOQAZfbMjg2HDh1dXh4R9Zo2OuemKwSEeX5+/mlPmwO+TWtbukuq0+l0Op1vdjh7XJnBWvoPsbl/Tz9FAnHGCX5lNFYQC/vQjA4efPiznz/1uRsOf/TTBz7+2WyyMiAHwCt6gYqIPCGP6Glb3Xf/QCmHgcgA2rp13ZWXHGxLhpMIkGSUIWll9TqR9qH9edvWUDJ2ygqw0Qz3lz1vf8FVGPZ5WuPtDE356Nd3clU6V9SgAMqieTADmtJokG257rswGLAKiMWAhw6cvOeenoOYsiGQjEP04H6/oMJGRw/e95GPL33mS0c++ukH//rTo1PHI5L3ooTGTWs4uHQcQ/PoTTtRtR4KqK4dNErgNC3vTt2p9GSjyhCC0xXEQYz73/epyZFT3/OaVw3P3ZFv2HBEEuaHQ5OmB2zNUq6P6Eq1dd365zyzcpmPnEdSRp3ROFNnqbUYp4lTgaQEhoKTCbGerpIn5mkxelU9YWT7hFDPDFqrho8xOudSAq91vVR6XKY1IM/zlNKgl6cYYO3PvObVJIk9DQa9lBQsVVUZYW2LMcJ01fFTOFBt207vRSRNzCxMQjY/29+wYf7MHVuqakWcMLmodvPXd504uUDMZKoxbNmy5epnX1nkLEKAEsGwVpofo9Z1zQQA/Z5MxxV0+ncnohDCsaMnAKiapumxkRCSJRw5cqxpApNM9wkWETODYf369d/O86eL/p1Op9PpfAvTv5mllLDnocn9Dw6AZPDD+SZgrrdeOKtDPcN6NmjLyvLZ5eTKxOdV7RnIRlpOvLZMbJQlJmMlhlSTO+7GoUUqyyiICeqLa376Jw71JXLuWuOWRR2RNB4zlrau1EPm5QxklAcxiBhtqHqnNs2d+/ofq8pyvTIEyNu4f//qV3flZpblbWsVbCbQkCRRShblgh149kWBOFeXQoJR+a73xn0Pea9mIXdF6zwXMxKpqScL9cKcVc+Lel5qLxw3W8cT8nGCECmRGRmvr2ljRT7RIKbxbXfb3r0OkZEcE4hAFAGFQAmxO4+eTKJeRrpjthG9dOwf/N/f9sDSyvN/85c3/OSPzs1uTA8cWh97hzBexaqFeF5aN5jg0u/7vqXhIFA+YX+qL6VDlpSRtKBqWkivYCMGTLFh3TqGJui0a42IxBi99ydPLqQEVTUYADOornW5maZ8IiJQjLHX66mCGabGjwv9BgIoxuiEUwptWznmF1934W/+9q8Ymqoqnc9MiVkMClIjhdET9hH+h2iahoimvfZFRJiryeics8/0ZK9+9b+u6lVmjaYi+aOHjgBCIilGmL38Zf988yYURc6khESMaSseU2rbdjKeTH+dbdu2xRjXipqIADjniGjXrjtiBBMDArCZEIkq7rrzXiavSiIep+ujDPbc5z43fRtHuV30///Yu/NgzY7zvu+/p7vPOe9y79w7C2awDkAQGG4ASVAESXCXLEpWSFqkFC3WRkklKbYqtig7UVQqVcWxXeXYcpxFkeUkqkSySl5kSaaixYqWkJJIiqZoLSRBgOBOkNhmvdv7vuec7n7yx3tnSAJMqgSAJkN8PzUFzNTUzNzpec+939Nvdx8AAL5Q3a/La37O/stfbHd2WynL+mxSu7folzVbsiPBjiwWJ60ci/VYGdqyF5N2N+zCTLudhmA52BBtmaxvV/Vjn9LvvlOrsjSVoKC49dIX3fjquxZtCu5TNTbUkn3owri/d31NdRx3JjJZV4IUg8J8rBt3PFu33xxi6kaVVIc4Pvju92yf3Q81Xhr7Vl0OYSOnpqh6aUN744vvWB3bXoUQq8Um7p89e/+v/saxMQ/5IIUUFHuPvSvINzZmYWabPlyXS6vVCZXjG+3BrB7Mvfchumajjo3heI4nFna82OzCzkN//J6gUpWDSTKZlfUuUxez/p+f+ete8erm7F6Twjn1s53+wk/94tv/zj85uPu9z/zOb4/X3JTO1mt3zx5ZKv3RJ+Z//9+c//v/6trbXzZM5sXaPqQ+hqv2/dkXy+aR+ezqq67M+ieLVaO5nn7j06IFRVsXbb28jv9d73rX4Z8vc9c45uVyePjhR9Z5LfeUUvUaQjhx4kQIKuWxu3NNUs7ZTLXkkvsYohf9Z9/3hhd8xe39sFzvhdXhsZjrb/aZRz78BV28eHE9GR9DDCGUnJeLg5Mnj7vq61/3l2+86bpchlqrWZAlC9HNYrCN+eyvftu3BtPR7a1ay/qDdvfLH3xdLVe5yKTbb789pVTXf0SM6yvdzN7ylrd8+lPnzBRCkEd5MIUHHjj7trf9fkqpHD7OKwzD4O5t077xjW+s/xG3tbDWHwCAL/idwL1/8qfbkqnKbDX008nm9nwzHvRFtebsZTla7Ks3pSbV2oYD9TmZZJOsUDQGlaAQqy8WZ+/50FW1DlK7jqKue9pznrX7m283+aSZaOizr0YvPpZJM5GtctThMekmk1x27MYbPKqbbmqhoRuz8vkHHjhisSY/GMe2m7lbHJWrV/mkaVfXX9vLghr1rsbOPvRQvrS7fXx7efGgbdvlOIzVU9OVfplzXuVVVVNVe091GMfQHoS8Ne2a4H0tTVWSSZpV86qu1EsPPniNlMugmi4f7385EvH/0m5Hbrr56CrH6J+aLE/57NROvXju4gfLfb/0d39cp6+//cSt8zNTvffBY2+/v3zk4a1XPlffNEsK0UOsSsWPjzL59ua2tuZ1PdKjVFXGbNatd6+GECzFWkoppUqLfnHPPfeE8FrT4SaWcczDUPb399bva8VGMcZShhjjxsZGjCpjCZ+v2Nu2zctF1zWlFAs5pKZKL3zhCz/wvgf29oarrrpq5+B8iJ/9Kx7nPPVisai1hmgWzcxiDGnSTSet5Fdfc+rpT3/ag/d/uB/d3cP6hiR4inEyndxy8xEzzabTWrPi5deimVeXVGoppaQYr776VNM048otmJmVUiW34H/+Z+974IEHr7vuRBPWT6i2fjVeOH/hIx/5aGy23Kt5CGarcUyxTU269daN+B/x5cOsPwAAT0yRRmV5r9E1qORQbJB2NY6+TP3uh37h5+545z3X7e1daOpeF+dhGoayUw/2p3m0IUwn50LbNzHH1d7ELsVU+3p6vzl93k8uJfcxdUOetH7iwKa31nb5z9+yfNtbt32nGX3wcPHokau+99sunjyWNcbVrlvtU9uNG5qe+mDqem2d3JsET1N12wfNsnb/7oZ2884X2Wp20cLDM02X7eZHl9NffcfG8pJCv921aRjn5eD+zf1SDiZKb71hOvma12ztzTc/HXam3tv+9Nd/a97Fbmfv2hL61f4Qi7d2fzM8srGRd1Z3LI9ujPNPbM43Qr/T1T7Y0w82rr0Qmn0bQ9xv9EjSBUvnm4nVeFUZh7e9R2f3tmS7TexbqYTtVTjRK4bBt5a8uB6r2obe8LqPfs8bPjQ/cstqe5b9YrNTN/avOffRb3nP3W/6pd97yU//b2d++Ee2//X/euLj796OD33glqWOrG7Ya826xXx+7SJdTOEd13fv+97Xa9g+VeJOe9CfyLnpt0uMve584QtOXnNiFRa9l141N3ZgZejmP/tLv/N9P/QT73rvA3t5+qmzi9/83T/++m/+7gtDGjRpZpuuWob9JgydDV/1qpe4q4SU1Val6rHEHbeF11TLvJQxxlpW7SydjCY1+7NB3/vNX7s52Untub3hgWx9tkmtR0LpGl91fqEruR2bpsq8yFbVxmJePdbaeG5UYihWcrj89LDsdSijdncG+UYIm0O1vvZ9HIagraPXphqOpPpXv+EVSg/GeRnjxqLOD4qsW6RV/+qX3lnMe1M778yaMMzb5dHJsJ1qLGk3N+eHfjltw7jKW3N957e+sbNB40JlCCYP5gpHJk//G3/t7739Dz4wVO0uvZc+9KlP/6Of/JkYpylOWm/bnOoYtjc3vV++9jUvt5XCqFBMHqVYVLNytV6erTaqbY3LnFaDzQY/VpVquihbhMe7HI5ZfwAAnpjL6xGizNY/MHNTIzXjqL2Dd/zCv9ps12sX6sbokxw6KUpJzUJWh3rSTgzL5TzO3JpVKSaLyUNaeB1KWdVU2m6yKJd25z6MZX9zfN//+Ytf+YZX7TWlKDYKdnKreflzHnrgI9dlBRuSVF1RQVJyC8Xb2Kzyyi2UYBdOXn3iRc8rk7SQsuQ6sIv33/3wh2871p7dXyyaXNumXZay0Yy1n6UuPO/M9NYblaRWfVKj/L57/v3Vnfoic5/msjX4bPTB+6vixoH3TelU4rxvN+LmpbIsCsVm1cvWfLIYznkYk5caSo2pr17m04898LFnvf+97ateVq0uFJTUHZ6nEqo88ur6PFzbG6/8mz/w1t97x3S5ahcXTiosYj5odWkyJPdQS25T79UXF7d01Q0WdOHhi753vA6TZWlr6Gfd2C/ueNVXrp+w26TOFaqPCtGko0ftr//17/+bP/73ypglBfO26aJ8f2//V37l13/z139r1jUXzj/SpNQ0TdQxi15LDl6Cah77W28+/S3f8k2leopm5vVwxc6jFu2sJ9KDZLLYNjp9/cn/4m+/+cf+63+4s9ifbxwdi9brjeRRMrdBprp+x+HwP/aoK9C9uHkwScEtytYri8xdplCLRVnTpCMbc6mawmtf+9of/2/+6SO7nvMwm83G3lTdQnnBHc9oG8teZdZ13bCSS25yC1Ijq0Of3S3GFKJ++G/94G/8u99+8OFLCrZcjBsbR4ZSLi76h/c+9Z3f/8Mv+Irbb3/usz/+yY+97313P/TwhVUJ0UpKE7PoZdVNZrsX97/pm7+27eTjlYcdrwXTlSdb2Gedb7QexqAn8LRl0h8AgCec/lfSxoM8ZNfotTNTCLr/gfqRj9cgq2qqulI6eZQFTc5L5yazR+Zt2Zzt7qe2NiWE6s0kxG556ZRp0udpLc04RrM4lrCXVmap7/s/vmf2qQvLmzYbxWPFVdvNW27Z92ZahsFKqDLZ+uGpnaJ7US5FfYoTa9Ppm56hrVOxhHlUI1lfzv3+O+aX9jcthmLuJSttDR6W5qW7FOpXvPiupEZVMh0ttdm9mO/9aHRFX8+xeqOa3CZx45GYl91VdmLrE8PBXvQTtn1htVKMR1J3PNr5T37o2lnczLXx4irK42hxaLqwXNz39nfd9uIXxVnplQapC+tV/lYUSP/P83ILQWWlp11z8oXPHn7732+NTVKeFhtK3m+1CN7mMHrdCE2jtju6oY3ZuT/7E8UcNXhe1enVH9Xima965bHT18tMCrZ+dK6kWhRdwV56151Hj8x3dmJKyWsuY5GqqUsxjmO+uFh2k2PVSy6yWFUV5E2KIfiwKne99M5rrtkw82iqXmSfcz7PlYitFqoFNzNPy8WqnUze8PWv/8mf/j/yQ7teSvC4PtnT5dUU3C4/29nc1huStX7+8+FEv4Kbu1cPcgV5GLLGXCQdnmpbPQVrWtvYjFI2qWu7q68+dfFgr0nJzJqm8dw3qdxyyw2S3D1ePqHo8pmkwRXlzd7eahhK08XVyo8dtZe8+Pm/+mu/U71uzmfL1appurCxcXw2W60Wb3/3e9/95x/Iebh4cefo9omqsWZNNtrFqpev+uXwkhc//9ZbniVpzLltrrzYw5XBcn3OQ60P/64eLj9/mfQHAOCL0GIuq0FuHlSCpBw0um9Y1TB++g/e/pwczk9iU+sklxLKWEq1uDst9wZ/7o/+0Ku/6fXj0c1S2omn7F6D2jrq/o//2+/7/sn9B0/PaXKwbMIqt/W6g3qx7ZoLBxsXSv799x258bqsqp1RnW3c9bxHjh09OPvIqsnrQ0lMCq5cq1LNMY6TyV4dxjR+xTd/u2ZHatW0ejeO+tin/uRn/8WZ3Gzv725bd0lxXPnxYmmlRTN98Oqjx77xG4qHagpRzf6q/pv/+4YPPzR0cQhaRV+kMs2K1RfTdM9G89V//0faV971tCNzn21qz5vUeZPqcj/uXXrXf/8/fuotv3bj3iqHIivmFmoT9nbO1GOf/pe/edur//L0Jbfnpq2y9Z6EorCUtby6HsNldTr1sT/95u/5xIMP2nv2rx77olHuqiW6T4qfXDTexPvCcLE597I7b3v7T/3T6/pVp2ap+MdHw+k3fddNP/DdOrKpmGoIWRZlKTaee9Vsobnh9NZ3v+mbfvonfyn3+yGExmKtPpvNh2FwtR5StXbMo5lZLSFaE8MwHFgdX/iC2/7Wm79fUgqqPobD5fFBbpe37ZbDLSeSe6iuaHE6lXs5sRW/41u/8R/+k/9lNYyp29Bn6t+qebVaLZibeXRZtVptvRPcD98kirl6NqlUBYsXLy2WfW/W5JJjtDy6teXI5mRjrjKo6cK4yi964Z1/dvevxZhWi/1Z1+ahn0z8+c97jlcP5pJ3Xdv37lZdXs1cjaTzZ3dSjOaKSbn4f/43vuueD33gz//83skkptha1TJUz3koSmljOVSvzfax7WEYNo5sunx3/2KKcdKOr3rFXf/l337zqVPdqi+TabryBDs7/JwSpFC1frKdIZ9+iwAAIABJREFUS8U8SlVu0nr38ON8/bDWHwCAJxpjrir5lS/GFhVCtFrU5/6df3zqYNXHZghNDrFYKMGKaSXZfPvks5+vk6eHo9f65tXaOFGPX7U4cVV/8mrdeuup5z6vzLYHT56my5CWqTMFuSZZxwbffee7G/OVldp5nsfJS57/wG2nH5pOV7HtY5tDypaytX21MNs8CJaPzM/Lp0873b3ha3aPtBcaLRuTrz76G/925+yDscplwaN5iGrNo1wXFdNrXqKbT17s0sNR56O0uPSBn//Xx/scalstLZqwaG2IFtzLWLWx2b78lbrxZjv1tLJ5Tb3munF+fJxtL06e0s033v51X+c+bUo7xG6/afvYhBqOlnjTbrn6nrP6hd9sdpYT5bROH1cxW1Ipn09VHONsN4WNl95x2z/6kUde+by7j25+YnO+30zbsd1Ypq1VOKZjKtOzz7h+6zu+bvHIOd396VWwj2239z/juhM//tdu/rs/pmOnFEwpFrN4+Y5CUdaYm2adfvAHvu21X/uym64/pnJwZB7Mh8XBpRjcTE3TLvs+pGYym7dJsYzmvdX+xXc+94d/6AevvXa7TTKp5jFcviTWj2kwlaASlA8f2WByM1mQ5VrGIP2nb3jdkWkza0P0ElTMfb1F3a0ojH74O61fI1WWzUZTNq/matvqniVVlyucPXtuzCsL2esQ5coerV57/XGZ2ibJw6RLd77gNvmouvRh32puQnjjG7/m2NFpEyyZmiadOHHULMsGt+xWXcGVlos+RpWsJlkb7RnPuPGnf+off8e3fUOTivIqePGQ95d7VXUYy7DK0Sb7O8tJ6lb7e8u981sbNm37r33NS37+n//Ec55zXYyaTOOYV1K9vMhpvQ7K/PA+oB6Om41hPYaXf+LxYdYfAIAnyZUvx37YaOWhhz/58Y8fX43P6mdSNg9SGIP3KQxhcqBmfsMZhU3Ph3N5yRQl8yCfPe85r3jvb713e68cc6+KS/me9V5DW4PH+On333vsUtmcZDWdpMl8+5kvfeXwRx87dnB4HMn6cJEki2pCbnx348L+/nW3vExpJrktVvNJlx86997f+YPjcZ77oWo+qOljqrHZ83arpP2i6+940WoMmxaCakra/8gn9+795Ck1t+42RXUv1mJjWxQVSm2On366TlxTxziEEGQevEmmIMVGqzy//WXX66pj/ZD7yWhh0yaXmuVOo43e2pr+9J3vfvYDD8UTR7LK4Yymf+5ybnzWjaZbaNPRHV/OXnbXbT9z7d0/+y927/no/rvfNzu311rtU/hw2jh+8+lnfv9fOX77zX/yo//dsXDiwu1XHX31C2991csnr3hVjhupptoUD585PlPulpK8lOJjicePdD/9P//Yf/iT9/3CL/zyH/7hO/dtbzabL1c7IbZj9m7Stk1dLC9M1Dcp3Hj6hq/+Sy9/4ze85rZnP33s86RLpmoxuFeTah68rNomyvJYxqigkPO4XB+ZM5YahoM43RiH8fQNWz/6X735J/7xT+7ur6oaWbjyFN2mCeuPMVjwWsxzG2tfFusHaUUrNQzBxlqUTCbt7e2NeelSsKBaJqGq9qevv6oWyb1Wd9czbrllo7Nl7tW41VVj/qY3fUvJo4JX07Rtt49smB4KtrLDj6O4fBwOb/LH3KcUah6fcevp//Yf/Pgdz/+KX/nl37377g9bHFe5D940YaY2Ki+2umDD3iyuXOMdz3za17/hP3njN371sBxm09ZrlXmIdvmzx/qM28+cbet1DJbNa7RJ7pddSjEoeI2P9+og/QEAeKLJb7IiBZNFqShJoZS9i7sP33Pfp1Z9bRsLR3LIYxqXzbho6yrZpdlG++zbdPXRnDQmhVIl5RBGyU3tpJm/9CX9b/z2h8cPTVeubrKQ7V11cGQvTxfeb0w/eHD2+Fvfce3XfK26WKW0DM952Vf90a+9895P3l8VJIX1Q1BrGMZh2bXt8aPjDSftrrtsoSMzUzdRrg/e+6FPnj17qmnDse2zuS4a22/TEOWL4fqdppy+7mm3PX9iG+pDZ6Vafv8HPvCRWHa2m2ftHlmlen5Wl+0oyWWPtPHUbbdoa57TtEiLXhupqotZWkipa8LWxu5NNwyrcRXrvteNZuPT8dJBuzy56AZrD+baOPvpUzpzWLay5Jryyvp8glnrCtJo0wPJb7r1jr/zY9rLes99ets7P/7RDx80ZfKVL7r1uS/7xMfu/dmf++WvuurWZ/+V79J331Wu3s7qzmq6vYzaU90O9fLyj7BOZBWZx2SmUKXq5RV33f7SF99+6dLyXe/5D2996x/c+8GPXNzZ29k9aNrJ0WMnptPpa7/y1S97+V033HBqa0vBJFfbpcOADVHSal9t9FkXDpb7VdZN5uPYR8vz6dFxWKSwYSFa6LyWpmtr1bd/6+svXbzwP/xP/ywqV4V1EKeunj334JGN012MqlK1WvqUPNcxxJDcgimPu5vztl+WyTzu74/nzj6kugyhBmtiHbsmxKZubrbLxWIym1m0OvjpG6579ate9Gd3f/Dsw+dPndi6+cabbrnldDCPMS36IUa95M473v/eu4Os2hgU1tttV/3KqyzIqpsUg8vH2aT5nje9/o1f//r7Pvjgz/38T50/f/GD93747MMXvIYU2mnbPutZT3/d6/7SnS96/nOe87TpNGWTqUo1BJc8xnj53+Ew/c2CpMVybJOmyWseptOu73NUXh0sN68/vntRk5OP67PVZz92BAAA/IWtpwCtmDwpqASZxqCmVu1c0nveq72VrjqqUBRHhbzerFcGi/PjuvU2tUlBQz+2oaqJBzEN0oZKs1z1f/pnXXZV5bZLx471zdn2waXloGk43+n4bS/I6i6lVKTt0neP7NQPfTB0SZLW+yBd8iALteTesuZde92p/vgNVZLqRB7Onc0f+Uhbg4ZRVtVKreWoEGN4qKqb5Rc+o5928771kHebHM8+vPHJB9QGnc+KVW1RrOsUk8W8fTTd+kyFpoyKLoWVlBTibrCgujGM+uAndf6CptGD2WRexp2YD7Ro1HvutHzeLaujx5PiVolhNCX1SR2vrseo6zXgRZIWjfakqNWJ3nXgWqw0Huhou7N9ZGs07S/HnUUzbKtRf0MpKUy8WVo376VLGk4VKYbD83Ekq6bR5VKqSn55J+n6VsylCzvL7a3pkDUWWVDbSJJ6ta1kGlbetJaCLm9MPVy57p7OnV09cmFnvrm96sv+wXI662pdLQ8uveD5t5Rx9DJOJl6yYpqWGmR6+OHlxZ0DV7xSqKvx4nNvuzlKPnoyy9KHPvXI6BqLomJbghXL84WGfPstp9d7Yc/trB46f7FYksdYm1RiXy60m/nMjTeVg6HtWkk16MHzy82j0/UKpXGhjVkex5yaSa3yoPe//2OpnbqSq3GP663zp+ara649Lql4ViguMyVXKFUWlEd1jUrRpYvDsChmoeu6E8fUD+q6ddT7arXfTQ9vbD97E++Vby65K+cSUrz/wUtNOw2h6/s8juOReacqz/nqU609rgVxpD8AAE9MkVyrVLNKK29LHBfVmxgbjy7t7mnMy1MbVdVVpdKoBlnK0XJSjfJYu6g8BFWlOMZmZTJ5VB/rUFVr6C65jdaNGq7Oqw3Xosm7ipulTd7updRLV9Xc9n1ufYhWpSxVWZDi4ZqJ2Mur4kL52NCFJsiqe4lliKU2IclVY+ljXsiLanW/etlIcW82HVSP77smcZFyrzqTRs/RgtZLtXV48ODY5y5NQokhtF5cZlYXik0Jaf0hBeWYl2alxGZPaVCTNB5VtsFNphR3grtSp7BRg42mKI+s+fm86e/h8N/YlLSKWuYyCdblqmhjKItQl1Iaxq7ddC9H9kJQ2dvM86qwiEpNbqVBeTpEtdHXm0ml4LJcVVxRakyquY8xuivnnFIz5mIhWjBfrxIKwauiu8zkiqG6qryGcLiAaH006zhq/YxbN4VgHjSOahoFyb0Eq7WMCjLFEJo8ulmI4XDH63pNu0u55lLKpGlDUZAVKUdlk9aH5LpC1kEYp6GxLC8lxDB6tTasl883VbGo1zhonKZJqkFVGr001Zs4uILk1UOuXeeluFlyN8kt2PrOZ/3R+PpjqjlYrF5jslzGJjWlusxqtRDNXZZrjEFSLdXdgwULJlOtXsoQoyxasEcddWqf+x2VUoOFMdeQQnW5FKL6VZ20oQxjk9KYvZs8nvYn/QEAeGKyVLVofaWhUd0sQWOTx2KbTZas5DZIOcmkKF+fSO6q41hMOcWF1YVyI5+rkdL63L5GUl7FaGVxELu5QivZuaDjo6yotP0qhPkYtIqKUpRCUb9U12h9oH9YH0Muc1Ox9U1HHYcw67Q+QbyOkpSawxldSUGearGxKi+LtnajRqvHuhClhasUtZ5jXWZr1bRTsyoNkktJOWkwtZKGMbXxQH4gP6a6p7ZK86pJlZuGOCSVmIO8UQxjkElZGlSrzFQnslayYpIpqJg43POxXINplIJKo5oO/wmCVtIoH8uqs3BkONhrmotx2ihdneXL8cJm3ire9lFKq1lcSjOtktpYwuEZOdEVclFd53Twww0AY983TaP1k3pTkuQ1y8wOb8tSKWOpY87DdNKZXT7C36M8SFrsXppOp9Z066YtxS1azrlttOqXXRvdcw1Td9Vc2mZiulL9kq0P8FGRSzEq5P2SUlSjEpVVXDXJoicryimbh2FvNU0TJVNTixVXMYXojUrIlmv06Ga9hRBVVVL25PvDYt7OSqmT0FUNwZqSTVIw5ZybNslG+frqNWn9nst644FKqSEEl6rnFONytR9TSD4NIVhYb1Y3qbq0GvvqllJKIUkhel4vijq89q78jdc3d5LcrhwbXNfri6RSxhiD3MuwkitONh7H64e1/gAAPNEWk6vKipRUXW7FUmwH6UDKMSbZsSw31SJJcX1IeGqCycyTNFF0KSslqZHaKlVpKJqkOJlqHJWrwnTWyUYpyyxZ5xoPDxZSq1WKarqmr3Gs6/nyGqo8xOKyRqMrhmCdBimOiqYQpFBHjUt1rdbH9luxFF1SsJk6U6eDfqzzZmviurAvj3XSbkxa67XvmhSlQSpSVJ1olDopqlGuSuNKg7ThUpVSlXpZo5XlGPLGEKSgqpSDjYobCim41HgM9XIBRY12GKF47L1mVl+UQlRj0phUJNNCNVk4Fqepl3I/a9KgpFp9odg1jeKFWDZndapa5EFJ8qC6/re4UtufFaDrV4U13URVdcyxaZVHBTMLMlctXqtbkde2iW3TuedaFUL72b/H7MhcMq+DVw+pjdFqHZtkkjdJtQwxpaooqxabKyd1SlWq8iJzqbrC7t7+JE672CqqjCVECypZg5TWp+Aslvsbk/l0Y6YqyT2ParJUTEHu8mYofYopZ+/CZP3RxWBFZd4mU+5iqmWoqhY8rrfQupqU5KM0SlU1yRspeCiXLp03NVtb2ykGd5kUYpLydNJKxbNZWN92e1UZ6xBCbJq2yqq0qjWGELVejKf/j7N6yjDIzEIIyXIeUwpex75fdbNpbC8/iuEvjll/AACekFo0uoZUR/WNyswt9tFDl5PteMlRko56XX+RXz8M6/D8jiC36lHL0qfYRsUghXL5a3pwhVo9u8Wg6NWK1KyfvBQ1SElKo2TKSftyybtap4rrYxQPTwp0TzIfi8Wo4go2pFq8BIvr5xHEy4uLw2dO1KnVgy9LnMRl1CB18nYcQ5NGhX7Q3LTbqJUm69sdU41yU8xSlTx7qn3UpLRjlEvtKBUpaZWqq3TVg1IxG4bYeTSTgmpSWR+d6Fp/LycvoXZqeIE95k5zqBqzghS69YS/mzdaSUHqqrSq8lXt4pDaVC2N0pAXm2FXYyObydrDx8HmqGj1yik6rlDrYbUHc1m9vAJlvdLFrpzN71fuFdzX+0q81mKHbwWE9Xn8h4t11m9QHFbnlWnsWsrYNEnyWkaPc681hOC1yD2YzGy94n39bf3SCG5yDYuxnTUe3FWqSpAFD3Krwc3NqsmCtP67rBdFyTyqxmJVwVQVajQzmVwl1yGkUL0mS+ZBtk55q2X9Fywhrvfwr5/oGySrKiFEyUpxKQTT+q2O6tnMSx2TzVyqtcg8HI6uZ3fJgiXJqqtd322vh8M+U/H2WTdhXt2CjXlMKZqplLxeRyS5alUI0uN57gXpDwDAE0wxFamoSINUg0JSM65qE5I1QTbk2qfA2+yP1iu6Uso1hZSDztVxFpq5FHtXLWrck4z0B55UpD8AAE/Mes9lrIpjUc2KppQ8hCwNg1b7KqM2Z4zTY8atVy3aG9TOFUM/CT6dJYW0fvcgaQhqeaoX8KRiEgIAgCcj/aukEGPsFVa1HnELF3b/9J/9zCP/1+9dM+Z+5KiaR2u0vxXGydicG+u5jenT3/x9p7/59WqbGpPHNJj6x7egAQDpDwDAF0pcJ2qQhSJlaT/nI6Wq2on7H5n9+YdvXOytIun/aJe6g4UWNnRmnbbmef+C4jDIeotRCnQ/QPoDAPClZjSNSRNpfeiGSVtta8tRCpulTsZBWiy0ZKAeZa+z/TZoFbI14zT2NijWpeqoOpVaV3Cx3gcg/QEA+FJKf2lXkjR1BamRFq4aFNVfbPNBO7SjSssX3Ec7umiu2W8npc112g5pY3+iIU3bdfAXWx8UA4D0BwDgS0eQOql1WZa52qSVq3SpSasPnWruvy49UubdWb7gPiZBeh0bu+Oa9GovrPJmnapOGoVOYSI3L6oSJyMBTypO+AEA4Amp60d0ZVdxydTYImq0OtFy+eAn6kOfmPYHjW5moB5lpylDqFtDnTWbl/Kqv/k6P3FVVdiSz7M0ulyakf4A6Q8AwJdQ+0t5/b8ik2JYhlDlUdnGRSqLGOuiuZ5xenT666CqbEsaizUbF6SsppOOubrx8rYJtvoCTypupgEAeMJMilKorloUg9eupKBW1VSiaplVtvk+2mzsJWkIKkGzmlKtXROktkqm0mhlmjNMAOkPAMCXDg8aggb5qCLVRr5hjQ2uvfzxt739wQ/eW/d3N+M+A/Xo26UQVxf2ZlsnDqqGafO017zquhfdKR0+z2vXdFEskwJIfwAAvqQS1tWaWg9mk4VCqrKVcjemuLP3h2858b//SlP2oiID9ehxq8WboNGPleaR2WQ4OdHLn100DR6Wpg33o33WpGGggCcR5+UCAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAID0BwAAAED6AwAAAPiykBgCAACeEHfrXTXIbJa0bHR2Vrd90IWLU18sJ8NVF7PryKN+Ufjc2TeXu/wpNWwPbe9erBefblvnFvnC0ZnNmkGeNc5KO+tNnR1MmjmvLoD0BwDgS6j8g2qrUGVSDapSq+BjlXUaZCUFtQ9t7DJQj1LycO3YbowKmpUyaQ9y64oW5FJQMY2MEUD6AwDwJWWUlqF2ITSSSyY1UlBUmg+1uThqQ3Fz2HvUr6q1fvYPzczMnlLjFuL0quak+mKajZeGSe6UY0wmNwWVQPoDpD8AAF9irizUCa5qilKR3INiMxzZXJw4fnBQNvf6R6e/f276y0xPrfTfyfFgHOYKC9nDJc+7Thak8BQbBoD0BwDg/z8aKbpicasWJUsqkjWNwmr+0juPppgPht2UH/WrwqPvH55iK/2lbAo15EVMnm46MjvynJtzTMWsDbKi5JpxDwA82czdGQUAAB6/WpWrSlS19XKfnVJLU+Yxdp7Vj8pl3Jg9Jv2f6tt8Q13GOmhhKknT5qCz3iZR2qwKWQpSFO8AAE8uZv0BAHiS2GHFzydhqTBIstR1UkoDX3Afo4QuBpsdCebRLQ6KRYpX3v1wqUqRcQKe1M9SzPoDAPBEVHnxGqsFPzydpsbDLapRitWtugIP0nm03koxb2VBVmW9zKVGaqusSCYZ6Q+Q/gAAfEklrPxA3kqtQrwSq3553rpILk04ruYxSlCN0uXKv7K2xw9/6MZ6H+BJxvuPAAA8QSaZq1bVINXDLbwmt8OfdMkzw/RoNanEwy0Pnz0PGaRweMdEpgBP8mcrZv0BAHhCBSsVl8mDquRm7pLLXPGw/l1JhYF6zMCZWyiXZ/djlVVJ8qgSDserY5SAJxW30wAAPCFhfSKNpOAKLlOVRnmRV/OqIFPHovXPM3CqUn95dn8WlexwtU9lcIAvDGb9AQAAgKfIHTcAAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAACkPwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAANIfAAAAAOkPAAAAgPQHAAAAQPoDAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAACkPwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAANIfAAAAAOkPAAAAgPQHAAAAQPoDAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAACkPwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAANIfAAAAAOkPAAAAgPQHAAAAQPoDAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAACkPwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAANIfAAAAAOkPAAAAgPQHAAAAQPoDAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAACkPwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAANIfAAAAAOkPAAAAgPQHAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAgCdXkiQzBgIAAAD48sasPwAAAPCUkCTJnYEAgC+W++67j0HAmTNnGASuVnCBfKEx6w8AAACQ/gAAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAANIfAAAAAOkPAAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAg/QEAAACQ/gAAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAANIfAAAAAOkPAAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAg/QEAAACQ/gAAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAgKcgc3eZMRAAAADAlzdm/QEAAICnhCRJ7gwEAHyx3HfffQwCzpw5wyBwtYIL5AuNWX8AAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAJD+AAAAAEh/AAAAAKQ/AAAAANIfAAAAAOkPAAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAA6Q8AAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAJD+AAAAAEh/AAAAAKQ/AAAAANIfAAAAwJcEc3eZMRAAAADAlzdm/QEAAICnhCRJ7gwEAHyx3HfffQwCzpw5wyBwtYIL5AuNWX8AAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAJD+AAAAAEh/AAAAAKQ/AAAAANIfAAAAAOkPAAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAA6Q8AAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAJD+AAAAAEh/AAAAAKQ/AAAAgC995u4yYyAAAACAL2/M+gMAAABPCUmS3BkIAPhiue+++xgEnDlzhkHgagUXyBcas/4AAAAA6Q8AAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAACkPwAAAADSHwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAANIfAAAAAOkPAAAAgPQHAAAAQPoDAAAAIP0BAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAACkPwAAAADSHwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAANIfAAAAAOkPAAAAgPQHAAAAQPoDAAAAIP0BAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAACkPwAAAADSHwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAgC8yc3eZMRAAAADAlzdm/QEAAICnhCRJ7gwEAHyx3HfffQwCzpw5wyBwtYIL5AuNWX8AAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAJD+AAAAAEh/AAAAAKQ/AAAAANIfAAAAAOkPAAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAA6Q8AAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAACkPwAAAIC/MHN3mTEQAAAAwJc3Zv0BAACAp4QkSe4MBAB8sdx3330MAs6cOcMgcLWCC+QLjVl/AAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACQ/gAAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQD4f9i79zgrq0Lx/2vvGRnG4TZ9Az+0AAAgAElEQVQ4A4NcROUmyiSIoGAqhakgB/3aV4+Z6Uk7ZWql/ezo91uhfTtHT766mJnWsdMpU8syRQT1iHmD8ZJJXFRuInIdmYEBYdgzwH72749txEFELnN59t7v91+FXNY8ixk+z5r1rAcA6Q8AANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAKQ/AAAg/QEAAOkPAABIfwAAIBYSmUwmJBIuBAAA5Der/gAAUBCKQwghk3EhANrL4sWLXQQGDRrkIvhsxSdIa7PqDwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAAPloik8mERMKFAACA/GbVHwAACkJxCCFkMi4EQHtZvHixi8CgQYNcBJ+t+ARpbVb9AQBA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAED6AwAA0h8AAJD+AABA/CUymUxIJFwIAADIb1b9AQCgIBSHEBYvWuRCAABAfrPqDwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAADSHwAAkP4AAID0BwAApD8AABALiYxrAAAABcCqPwAAFITikLHuDwAA+c+qPwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQBA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwCA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAID0dwkAAED6AwAA0h8AAJD+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/gAAgPQHAACkP9AuokwmhBBFmSiKXA0AkP5A7tX8PtrUvL2haVsymVi8ZJVLBwDtJZHZn3+/gQKUyWQSicRuP9jQtG1e3Xubmrcv2rAlhLBua/P61LYQQtOO9HvbdnzwN7l+1MDT+lYMHPrZD/6n0tKS7uWdQwhlZR0HD+obQjiiX9VRR/UaOKDPkMH99mUwAMC+KHYJgN1EmUxyl7xOJBLPraxfuTm1dkvTm+s3f1jcH7BUqnl1qjn7vz/4bYHsjcGAAb379ukxYvjAk0YNrazs9vehRlEy6buXACD9gQPK/U3N2+fVvffK2oblm7bWNjY1p9tzg372xmD1mvoQwm/ufyqEUFSUrOrZfcTwgR+rHjB61DEf/M4AACD9gf9h180z77y3dfbqDXPXbVq9OdWyi/otLp2OVq+pX72mftr0F0MIpaUlfftUjjrxmPGfOGHsmONMKwBIf2B3G5u3v7Bq/Qur1i/b2Ni+S/sHI5VqXrxk1eIlq35z/1NFRcmjjzr8U+NPPPNTJ+78boDHAwAgy2O+UHDe3tT45NvrXlnbsG5rc5v9oXt5zLeVlJaWjDpxyORJYydNHJP9EQ8GACD9pT8UhL++u/GRpWvn173XLgv8bZ/+OxUVJT9WffSEs0669JIzsz/i+wAASH8gf+x8bPftTY2/WrCivYo/Dum/2z3AZz9zxs7vAwCA9Ady1c717IambdOXvTvjrdqYPLMbh/TfKbsX6P+79sLs8wA2AgFQIDzmC3kV/dkz+B97q/bN9Ztdkw+TSjU/9/zc556f2/vwivMmf/yr15zvmgBQCKz6Q57ILvM/vHhNPM/qidWq/26KipITzhr9z1dM8ooAAPKb73FDztu6pTmEMH3Zu799c1XuntHZjtLpaNr0Fyed938uvPjmadNrsj9oWQQA6Q/EyLurGv7z1iduu/bB7dt2fHZo35Iin9EH5bU5S667/qenj//atOk12Ucm3AAAIP2BdrbsjbX/eesTd9/82Mq36kIIsx5fEEI4o38PV+bgrV5Tf931P60+4fLb73jIDQAA0h9oz+j/0Q1/vPeHM7PRnzXridfTUXThkN5Jp9W3kFSq+Sd3PVx9wuW/uvfJ7A1AFLkBAED6A20iu73n3h/O3LS+cbf/FO2IFr62orxjhxE9u7lQLXsD8N1b7s1uAUq6rwJA+gOtJ7vSvGVTatftPXs0475XQgiXHueMmpaX3QJ0+vivza5Z4GoAkLuc6w8xlT2nf+vmpicffPX1V9/JfNRuk61bmt9euPbIIb2OOayzQ/1b6QbgsituHTF84E9+9NXKym47354GALnCqj/EVCKRePnpN3/8fx5Z8MryzL7tMn9m6twQwjlHV7l6ree1OUs+/omvXHf9nR4AAED6Awclm5Lvrmr40Q1/fOK3r27ftmPff+3KpXVbtzSf1reiSwff0GtF2fcAVJ9wuQcAAJD+wEF8TiYTD/3HC3ff/NgHn+XdF396eE4IYYKF/9aXSjVfd/1PL7z45rq6jcEBoABIf2AfZRf757/89m3XPrjgleUH/Pv85fkl27zeqw1l9//sPAAUAKQ/8BG2bm667/an/3jPrK1bmg/yt/rrrKUhhJMO7+6qto10OvruLfdOnHyD5X8ApD/wobKL/cveWPvj//PI0gVrWuT3fPL3f0lH0RXVR9iF3pYWL1ll+R8A6Q98+GdgMvHQf7xw7w9n7tfjvB9xO7EjWrH43fKOHQZ37+wKt6Xdlv8BQPoD7+8JeXdVw0Hu7P8wf/jZCyGELw8/0qVue4uXrPrkWV/PvvwriiIXBADpD4UrijLZM/t/9v+mH/zO/j3auqW5duWGI7uWHdHlUBe87aVSzZddcet119+ZTPoaC4D0h0L+rEsm7rv96Sd++2qmNd8GNeP+V0IIFwzp7YK3l2nTX7T5BwDpD4Uou8lny6bUbdc+2FJP9O7FyqV127ftOK1vhVM+29Gum3+c/AOA9IdC6f5EIjH/5bd/8I2HWmmTzwc9+btXQwjnDTrc9W9HqVTz5V/83u13PJRIJGz9B0D6Q57Lbu5/Zupf/3jPrFbd5LObvzy/JIqizw7t65TP9pVORz+56+ErvnSbrf8ASH/I90+zZOI/b33i+cfmt/0f/eqzi0MIH+9TYRba3XPPz7X1HwDpD/lsy6bUj27448q36trlT3/y938JIVxRfYSJiIPFS1adc+6NCxetcCkAkP6Qh91/103TNq1vbK8BRDuitxeuLe/Y4ZjDvN4rFjY0bD7309/826n/HvwFQPpDXlj2xtq2fKj3w3i9V9yk09HlX/zetOk1yWRC/QMg/SGHZc9wXPbG2t/c/nQmBmG3dUvzxvotR3Yt63FoidmJT/1fd/1Pb7/joWQy4dBPAKQ/5Gr3JxKJ+HR/1h9/MSuEcOlx/UxQrPzkrocd+gmA9Icc7v5npv713h/OzMRpI4fXe8W8/pPJpPoHQPpD7nV/uxzi+ZG83kv9A4D0h/zv/hDCnJq3oiiaeFRPr/dS/wBIfyBvuz+EEO2IXn12cXnHDl7vpf4BkP5A3nZ/1nPT5oUQPj3Ynp+4178zfwCQ/hBH2fN8XpixIP5D3bql+e2Fa4/sWub1XjGv/0TCef8ASH+In7id47l303/zSgjh4mP6mLiY17+3fQEg/SFGsmX27KNzM7mTaOvffW9j/Zbje3bzeq+Y1//smgVJT2QDIP0hJrZv3xZC+PwNZ/U9ujKHhv3kg6+GEM4d2MsMxtnlX/ze7JoFrgMA0h/aXyqVmj59+iuvvJKt/+NG9c+VkS+cs3L7th3/MKCX13vFWTodXf7F79XVbXQpAJD+0G6yp6/MmjWrubn5rbfeeuyxx6J0dP4XPn7qOcNy5UOY9fiCEMIZ/XuYzZjX/znn3qj+AZD+0G7dn0gkampq6uvrsz+yefPmGY/PiKJo3OTjTz1nWCIX9mfPeuL1KIouHNLbZvKY29Cw+bIrbg0hOOwfgBZR7BLAvkskEvPmzXvnnXd2/cHNmzf//ve/P3fyueMmH3/EwJ7xP/An2hG9+dqKY0f2H9Gz26u1rbWoXFKU7FpyyM7/27VDcQih9+F/f6FYKtW8oWGzv1R7t3jJquuuv/MHt10VRRkP/ra4gUM/+8EfXPLGb1wZIG9LxrtjYN/V1tY+++yze/ysSSaT5557bklJybI31v72zme3b9sR5w/k0E4l1//wgrc3NV4zc95B/lY9Di05rLRDj0NLBnfv1LXkkH5dSo/sWrbnW45MJpnYQ7zW1W186ZU3QgjPPDvnvc1bly5dXfvuhnTaOvffffPGSy695EzXQfoDSH9oI6lUatq0ael0ei8/Z9y4cVVVVVs2pe66adrWLc1x/nA+9/XxRw7pdf2zC95cv39L7z0OLTnmsM6Du3caVtnlg5X/YX2/F1EUJZPJPd4PPPPsnEWLV761bE2B3wkUFSV/8bNvjB1znE9D6Q8g/aF1Zbf4P/roo42NjR/5k3fW/z23PL5pfWNsP6i+Ayo//y9nPbey/rZXlnzkTz6iy6HDKruc1Kv8+J7d2mZ4u90PLFy04sn//vN/z/xzwd4GdC/v/Ngjt1RWdvP5KP0BpD+0bvfX1NTstsV/L44++uhRo0aFEP7z1idWvlUX2w/tK7ecV17R6fOPv7Zu6x6+QVFSlDyqW9nH+xz2DwN67XY12nfY06bXTJ02+5U/L0ylmgvqr+KI4QN/d9+UOEyB9AeQ/pC3li9f/uKLL+7XL9lZ//fd/vTSBWvi+XGdcOrAcy456TdvrPztm6t2/mAyEQZ377xr8R/AHp7Ws+vTrrNrFvzy148X1D3AZz9zxpRvXupTUvoDSH9oFalUaurUqQfwmdK5c+cJZ09IFiWfmfrX5x+bH8+P7sY7L+rQofj8R15uTkc9Di35xBGVnx3aN/ufcmh1+Vf3PjnjiZdem7Mk7/822vQv/QGkP7SKbPvOmDFj06ZNB/Y7dO7cecKECclk8pmpf31hxoIYHvp56jnDxk0+/rmV9TtP5onVGv++T1MIYeGiFT+/Z9rMP72W398EyG767969S5H3MUt/AOkPLejVV19dsuSg1pKTyeS5k88t6Viy7I21cTvy/5AOxcNPOfrMfzwxmV97x2+/46Ff/NeMPL4BOO3Uj91z9/VO+gdA+kOLaWhoePLJJw/+cySGR/4f0qH45E8dM27y8SGnNvbsi50fTn7fAPzgti9PmjjGJykA0h9aJh/38TTPfaz/0047LQ5H/ieSiZGnDZrwmVH5F/0FdQNQWlry9BPfd9YnANIfWsDBb/X5oPZ94VcimTh25BFnXjCyU9fSAjkgctcbgLt+PjXPXghg2w8A0h9aQEtt9fmgY489trq6OrT5kf89enf7X1ec0rNP+R5fnVsINwB1dRtv/NZ/PPf83Hz60Gz7AUD6w8FmYgtu9fmgNn7h1yEdiid97qRho480uSGE2TUL/u+371m9pj4/Ppzstp/DDutSaLdzAByYoptuuslVgL/fDScS8+bNW716dev9EQ0NDbW1tUf2P3LEqQMzmcw7i9e13p913Kj+X/zWxJ59yr0CNqtf3x6Xfe6shobNr7+xPA8WPnbsSK+razjrzNFmFoB96hyr/rCrA36B1/7a9cj/1njh1yEdiv/xqtOPGtrLXvDdZO+CFi5a8aWrfpAfy///dc8NXvIFgPSH/fbss8+uXbu2bf6sDh06nDPxnNY48n/AcYdPvmxMp66lJnTvrrv+zmnTX8z1j6L34RXPzvyRb+wA8JFs+IG/q62tnT9/fpv9cel0etHiRQMHDKzs1a3v0ZXzX3k7HHT8J5KJsy4cefZFozp0PMSE7l0mkznrU6NOGD7oyaf+vGNHOnc/kM2bt2aizEmjh5pTAD6iE6z6Q2iTp3s/TAse+X9op5LPff0MO/v3V13dxsuuuHXxklW5+yFkn/ft3r1LUZHnfQH48OpwCSD87enetu/+EEIURc8880xtbW2nrqVX3jTp0E4lB/b79D268sqbJvXsU579cMzpvqus7DZ96q2TJp6cux9CKtV8y/fu0/0A7J0NP/D+kv9zzz3Xjt8EW758eSaT6XtEn7FnHbvsjbXvNWzdr19+4rjBF1x5mk0+B3MDdtaZozNR5i9zFufo90LfWrZm/CdPqKjoajYB+DA2/EAIIdTU1LzzzjvtPowDOPI/kUx8fMJx4yYf7ySfg67/TDKZmF2z4PIvfi9H3/s7YvjA3903xVQC8GF8dxjBF6VSqRUrVsRhMG+99dYLL7wQpaPP33DWqecM25fu/+xXPzlu8vGZjO4/6K+GyUQIYeyY4x75w3e7l3fOxQ/htTlLFi5aYSoBkP7wYcGXnDNnTny+/bVq1aoZj8+I0tG4ycfvvf6z3X/U0F7B5v4WNWRwv8ceuSVH6//r3/ipGQRA+sOexWfJf6fNmzfPeHxGc1PzuMnH/68rTknsaTl/1+6nxVVWdsvR+l+8ZNW06TVmEIA9stefQheTXf57uC9PJs+dfO4eX/i18xBP09eq6uo2nnPujRsaNufWsLNv+DJ9+2LFnr5d1s8/i0D+supPQYvhkv9OURQ9MvWRhoaGo4b2+uK3Ju489DORTOj+tpGja/+r19Rb+AdA+sPuYrXLf4/1/8QTT9TW1vbsU5498j+7z0f3q/+9u/vnj5o7AD7Ihh8KVCaTaWpqmjp1ak58CpxwwgmDBg3asinVuLlJ97e9XNz5M+3hfxsyuJ+52zsbfoBCY9WfQr3rTSRef/31XLn1/ctf/vLKK6906lqq+9tFZWW3H9x2VW69K3fKd35p4gCQ/hCyxb9s2bIcGnPHjh13jpy2N3bMcb/42TdyaMDO+AdA+kMIISQSiXnz5qXT6VwZcK9evaqrqzOZjPP727f+r77yvBwa8M/vmWbWAPgfCWQRkcL06KOPNjY25sRQu3btOmHCBN3f7qIok0wmrvjSbc89PzcnBlxUlFw4/9f+5gCwk1V/ClFtbW2udH9RUdG4ceOC9/XG4ctlMhFF0T13X9/78IqcGHA6Hd1+x0P+5gAg/Slo8+fPz4lxJhKJU089tbS01JTFpv6TIYTfP3BTrjzye/9vZ5o1AKQ/BSqTyaRSqfr6+pwY7YABA6qqqsxa3FRWdrvt1i/lxFA3NGyeXbPAlAEg/SlEiURiyZIlOTHUrl27jhw50tM4MRRFmUkTx0yaeHJOjPbHdz5kygCQ/hSopUuX5sQtii3+8f26mUxEUfSD267Kibf8zp33Vl3dRveQAEh/Ck5tbW1zc3P8xzl8+HBb/ONd/8kQwg9uuyr+Q02no/t/+7R7SACkPwVn4cKF8R9k165dBw8ebJk2/saOOS4ntv08PPUFkwWA9KeAZEu6trY25uO01SeHZLf9lJaWxHycq9fUe7MvANKfApJIJBYtWhT/pfQBAwbY6pMzX0CTyRDCv37n8vgP9Xe/f8Z8ASD9KSArVsR94bOkpMSpPrkle9rPiOEDYz7OGY+/ZLIAkP4UhGxMr1+/PubjHDFiRLDVJ7e+hiYTIYSbv/1PMX/J14aGzfb8ACD9KQg5sduna9eu/fv3t+Sfi4YM7jfhrNExH6Q9PwBIfwpF/Hf7nHzyycGSf25Kp6Mbv3FxzBf+7fkBQPpTKBoaGuI8vIqKivLyctOUo4qKkpWV3WK+8L+hYXNd3cYoiswXgPSHfFZbW5tOp+M8wpEjR5qmnJbJZOJ/0Of9v306eyoRANIf8tayZcviPDxL/nkgu1Pr/PNOjfMg/3vmn80UgPSHPBfzN3lZ8s8PmUzmy1+cHOcd/28tWxNCiCKPkgMUqGKXgLyvsaampubm5tiO0JJ/3kgkEtkd/9OmvxjPEabT0bTpNZMmjjFZWQ888MAHf/Ciiy5yZYB8ZdWf/K+xmJ/tM2zYMNOUT278xsVxHt4zz84xRwDSH/LW2rVrYzu2srKyqqoqc5RPKiu7xfnlvq/NWWKOAKQ/5K0NGzbEdmz9+/c3QfnnK1edH9uxrV5TH/72fmsApD/kj0wmk0qlYrvRP5FIVFdXi7D8M3bMcd3LO8d2eNOm13hzHID0h3wT843+2a0+IiwvTTj7pNiOzXZ/AOkP+Wn9+vWxHduQIUNMUF6KoujLX5wc2+EtWrzSHAEUJod7kufq6+vjObCioiIP+OarZDJZWdlt0MA+i5esiuHwsqf7E5zjCRTgv1AuAfmtsbExngPr06eP2clvnxp/YjwHlk5HCxetMEEA0h/ySpxf4nvUUUeZoDyWyWQ+84+fjO3wXn7lTXMEIP0hr2zatCmeA7PbJ+9l3+w7aGBMv7czd95ScwQg/SGvxPYZ3x49epidQhDbPT9e7AUg/SHfxPYZX2/yKhBnfiqm6b+hYbPZAZD+kFeamppim/7e5FUIhgzuV1paEsOBpVLNIYQoiswRgPSHnJcN63Q6HcOxlZWVBW/yKhijTozp2xumTa9JJv0TACD9IfclEonly5fHc2wVFRUmqHB8fGx1PAe2bNlaswMg/SFPNDc3x3Nghx9+uNkpEFEUTThrdDzH9s6KWhMEIP0hT8T2eB8b/QvoK2wyWVnZLZ7b/RctXmmCAKQ/5Il4vse3pKQk2OhfYPr2qYzlJ0iTqQGQ/pAnUqlUDEfVuXNnU1NoRp14TAxHtXpNvakBkP6QJ+J5smd5ebmpKTQjhg90EQCQ/tCK4nmyp+N9Ck0mkzlp1NB4jm12zQITBCD9IedjK7Zj69mzp2d8C0oikais7FZUFMcvthsa3jNBANIfcj62Ynuof2lpqWd8C1BVz+4uAgDSHwpI9j2+FKCePeP4jMczz84xNQAFpdglAGhtvQ+veG3OEtchbm7+wr0f/MEp/3GJKwPkK6v+5Kc1a9bEcFSe8S1YXbt2chEAkP4A+S+e53t6oS+A9AdaS6dOln6JES/0BZD+QGvp0qWLi1CYBg7o4yIAIP2hVTQ2NroIxMeQwf1cBACkP7SKVCrlIgAA7MrhngAUKOd4AoXGqj+0nf79+2cyGdeBmNjQsNlFAJD+QGtJJBIuAjGRSjW7CADSHwAAkP4AAID0ByBXdC/v7CIASH+gVTQ0NHjMl/goLS1xEQCkP9AqNm3a5DFfAED6AwAA0h/2U0VFhYtATERRVMUsl3MAAB0ASURBVFe30XUAQPoD5PvX2WTypVfecB0AkP5QQNasWeMiAADSHyBvbdiwOYajGjF8oKkBkP6Q8zp16hTDUW3caMN3gZo7b6mLAID0h1bRpUuXGI5qx44dpqYwvbd5q4sAgPSHAtLU1OQiFKalS1fHcFQfqx5gagCkP+S2TCbTs2fPGA4snU5nh2eOCs2Ghjju9e/evbOpAZD+kNsSiURpaWk8x7Z8+XIv9C0oUZQJIaRSzS4FAO2u2CUgj28AYri+3twsAQtLMpmYNr0mnmObNHFMFGWSycK9Fz3noRc/+IOPnX+yv7dA3v6r5BKQrw499NAYjmr9+vWmptAsW7Y2zncmJghA+gOtor6+3kUoNPNfXxbDUfU+vMLUAEh/yBMVFXEsm61bHfJYcOJ5vA8A0h/yR4cOHWI4qkwm09DQYHYKRPZpk9Vr4vitHq/yBZD+kD/iueofQli5cqXZKRCJRHyf8e3atZMJApD+kA8ymUzXrl3jObZ3333XBBWOZ56dE8+BWfUHKEAO9yQ/JRKJ8vLyeI7Nhp+C8tqcJfEc2EmjhkZRlEwW9AKQczyBQmPVn3xWVlYWw1Gl02n1XwiiKKqr2xjPjf5FRcnKym4F3v0A0h/ySmzf6fvWW2+Znfz/8ppMznji5XiOrapndxMEIP0hr8R2z8+aNWvMTiGY8cRL8RzYgAG9zQ6A9Ie8EttDfhobG1OpVPbkR/JSFGVCCG8uXBHP4Q079ihzBCD9IX9kMpn+/fvHdnhLlixJJBKmKW+/tiYTs2sWpFLN8RzeyBMGmyMA6Q/5IxvWJSUl8RzeqlWrzFF++/GdD8V2bGPHHGeCAKQ/5JvOnTvHc2CbNm2y5ydfZad17ryYPszd+/AKcwQg/SEP9ezZM7Zje/311+35yUuJROJX9z6ZTkfxHJ6XeQFIf8hPffv2je3YVqxYYYLy1YN/eCa2Y/tY9QATBCD9IQ+Vl5fHdmW9ubm5trbWHOWfhYtWLF4S32c5Jpw12k4zAOkP+alLly6xHdv8+fNNUP75+T3TYju27uWdKyu72WkGIP0hP/Xo0SO2Y6uvr0+lUuYob0RRFEKY+afXYjvCYcOc6A8g/SF/HX300XEe3pw5c8xR/nxJTSZvv+Oh2B7nH0L4+Nhq0wQg/SFvlZeXFxUVxXZ42Yd97b3OA9k3+N7/25lxHuSEs0ZnvzUBgPSHvK3/2I4tk8nMmzfP3ut8+HqaTEybXrOhYXNsR9j78IrKym7JpK/8ANIf8le/fv3iPLyFCxcGC/85Ljt93//hg3Ee5LjTh5spAOkPed5kMU//dDpt4T/XJRKJadNrVq+pj/MgL/zf48wUgPSHPG+y0tLSrl27xnmQFv5z/fYyxH7Jv7S0ZMjgfiYLQPpD/uvTp0+ch5dOp2tqaiz85+7t5a/ufTLmS/6jThxipgCkP+S/TCYzcODAmA9yxYoVzvjP0b9dIYTv/+jBmI/znz53tskCkP6Q/3Jiz08mk5k1a5bJysW/Xdddf2ecz/IPIZSWlowdc5zJApD+UChivucnhFBfX19bW2umcktd3cYZT7wc80Ha7QOA9KeA5MSenxBCTU1N8Lxvjsi+w+uyK25Np+P+kiy7fQCQ/hSQnNjzE0Jobm5+9dVXPe+bG19Ak4lp02sWL1kV83Ha7QOA9KcQxX/PTwhh6dKlDQ0NJiv+6uo2/t9v/yL+4zz/vFNNFgDSn8KSyWSqq6vjv6CeyWReeOGFYNtPjGW3+tz4rf+I+dO9Wd7kBYD0p+Bko7+qqir+Q21sbLTtJ9ZfOpOJadNrnnt+bvyHOmhgH2/yAkD6U6CGDMmNo06WLl3qtJ/YqqvbeP0Nd+fEUC/4tCV/AKQ/haqqqqqsrCz+48xkMjU1NV7yFTdRFIUcOdUnhFBaWnLpJWfaOQaA9Kdw9e/fPyfG2dzcnH3Jl3SLTfdnksnkddffGf9TfbLGf2JE+NtWNwCQ/hScXHnYN6u+vj676V/9x+IrZjIxbXrNtOkv5sqA//mKSWYNAOlP4cpGf79+OfPg45IlS5YvX27hNg4WLlqRK1v8Qwgjhg/0gC8A0h/CMccck0Ojfemllzzy2+7q6jZe+vlbcmKLf9ZXrjrfrAEg/SGUl5dXVFTkymg7dOgQ//cQ57Hso73/+6KbNjRszpUx9z68wht8AZD+8L6RI0fmxDjLysrOPvvs0tLS5pdeSlv7b4/uTyaTF1588+o19Tk07K9fe4G5A0D6w/vKy8vjv5ReUVHxD//wD6WlpeuvvPLdk0+u+/SnTVy7dP9rc5bk0LBLS0smTRzj0XAApD/83dChQ+M8vCOOOOKMM84IIay/8srGu+8OIWybPbv2lFNMXNvIZDLJZPL2Ox7Kre4PIVx+2YTgTE8APsCJgRS6Rx99tLGxMYYDO/bYY6urq6N0uva443YsXLjrf+owdmzVrFmZKEok3b23lux6/+13PPSTux7OrZGXlpbM+8svMpmM9AdgN7qBQlddXR27O/JE4uSTT66uro5SqQ92f/jb2r/u1/17ZMkfgA9tDKv+EKuF/0Qicfrpp1dVVaXXr1/du3dobv6wn5ld+zd9rdT9111/Zw69umsnS/4A7IVVQwijRo2KyUhKSkomT55cVVW17a9/3Xv3hxC2zZ69trramT8t/2Uxmbzw4ptzsftDCF//2gXBkj8A0h8+TFVVVRzO+N95iGfqT3+qHT58792ftX3+fPXf4nLuPJ+deh9eceklZ/peLgDSH/am3c/433mI58YpU+o++cl9/4VRXd3a6uqmmTNDCJkoMpUHo65u4+ixV+Zo94e/neVvyR8A6Q97U15e3qtXr/b603c9xPO973xnf395VFe37uyzGx94IJFMqv8DEEWZEMLsmgXnnHtjDr2vdzeDBvaZNHFM5C8AAB/OY77wvlQqNXXq1Lb/jNjLIZ77q9PVV3e/4w5TuZ/d//5hPnf9fGo6ncPdPO3hfxsyuJ8JBWAvrPrD+0pLS9v4DV8feYjn/tryk5/Y+r/fXwSTySu+dNtP7no4p7t/0sSTdT8A0h/2VSaTqa6uLikpabPuP/300/v3759ev35VefnBd3/W9vnz1wwYYOv/vkx3CGHhohWjx1753PNzc/yuteTGb1yc07cuAEh/aFPZhyNHjBjRBn/Wfh3iud9R29i47owz6i++2Du/9j7dN3/3V+d++pu5u7l/p69/7YLKym5FRaYbAOkP+6N///6tfdDnARzieQC23n//qh49LP/vfl/0t8X+iZNv+M39T+XBSrkDPQGQ/nDgTjnllNY7HvGAD/E8AFFdXXb5P1q3zg1A1s7F/sVLVuXBh1NUlLz7zuuCAz0BkP5wYEpLS4cPH94av/NBHuJ5YLbef/+aAQOyR38W+MzOrllw+viv5cdif9aEs0Z7uheAfedwT9hdJpNJJBIzZszYtGlTC/62LXiI54Ep6t+/curUDtXVBTWb2bM76+o2Xv2123P3XV171L2888uz78r+dfVpC4D0hwPXgsf8JxKJk046qX///lEqVTtiRLt0/04dxo6t/MMfiqqqCuQWrq5u4y3fu2/GEy/n3wE4/3XPDWPHHOdTFQDpDy1g0aJFr7322sF3/+mnn15VVZVev77FD/M5QMXFh15wQfn3v5+vNwA7V/rzNfpDCJMmnvyD267ySQqA9IcW0CLbfkpKSrKH+Wz7619rTzopFt3/P28AuvzLv+TfFqD8jv7wt60+2Tscn6oASH9oGQez7aesrOyMM87IHuLZ2of5HIwOY8d2u+mmjuPHhxAyUZSLTwNn79MyUbRoyaop3/nl3Hlv5fH7rYqKko/84bue7gXgAFgxgr0pLS096aSTDuAXtuUhngdp2+zZ6844Y/WRR26cMmVn9+fWSaCJRGLbvHmJZPKr193x2pwl+f1e24su/KTuB0D6Q8vLZDL9+/c/4ogj9utXtcshngcpvXz5e9/5zopDDqk95ZSmmTNz5R6gaebMdRMnruzUacOXvxxCuOlb/5TffyEHDewz5ZuXRl7RAMABseEHPrr+E4nEo48+2tjYuC8/v90P8WyZLw1lZSWnndbl2muzG4FCDPYC7TqAppkzt06d2vjLX2Z2mZTea9cWVVUde/xl27btyMu/iqWlJU8/8f3Kym4+KwGQ/tCK9mXTf6wO8WwxxcUdRo8uu+CCQy+4oO1PBNo199O1tVsffDD15JPNzz2X2dNt2KGf+UzFfffd/pM//OSnj+Tf38CiouQvfvYNp3kCIP2hLSxfvvzFF1/cS/fH7hDPlpasrOxw4okdRo489PzzdzsXqEW+J/DB32TbvHnNzz6bevLJbX/+c1RX9xFfzsrK+m7Z0tTUPGzE5fl38a++8ryvXnO+T0MApD+0uuy2n1dffXXJkj28ETbWh3i2kuLioj59Dhk6tMPIkYcMGdJx3LiD/55Aura26Zlnti9cuGPp0uaamqiuLrNvm6x2Kr/99s5f+co/Xvydv8xZnE8Xe8Twgb+7b4oX9wIg/aFN6/+pp56qr6/fY/fH/BDPNpCsrEyUlSU7dz5k2LD3f6R795IxY3b7adm4z/7vHe+8k169OoSQXr784AdwyLBhvebNe/GlNz73+X/Lm6vqFH8ApD+0j1Qq9fjjjzf/bV2/oqIie5jPxilTcuUwn/xWNXduh+rq0WOv3NCwOQ8+nKKi5At/+rFHewFoEdaQYP+UlpaeffbZ2X0XvXr1yrlDPPPee//+7yGEa646Lz+6/xc/+4buB6ClWPWHA1FbW7tu3bo8OMQzD7+oZR/2TTUNO+GKXP9YvnnjJZdecqY5BaClWPWHA1FVVVVdXR2lUro/bjKNjRunTOlY2vGM8SNz+gO5+srzLr3kzCiyOgOA9Id2FUVRJpN573vf0/0x1PjrX4cQrrkyh/f8nHbqx756zfmZTCaZdKQPANIf2vczJ5kMIXSbMqXT1Ve7GnGTXr5827x5xxxzRPfyzrk4/hHDB95z9/VRFDnKEwDpD7GQSCQyUdT9jjs6jB3rasTNxhtvDLn5sG/2CP+dt5cA0JL14jFfOBjZF9DWnnLKttmzXY0YKS7ut317ekd6SPWlOTTq7uWdH3vkFkf6ANBKrCrBwd09J5MhhKpZs6z9x8uOHRunTCkqLrrowk/ofgB4v1us+kNLsfYfK8nKyj7r1q1eXXf6GdfqfgAIVv2hBVn7j5Worq5p5szevSvj/7Cv7gdA+oP656BsvOmmEMKUb12m+wEg2PADrcHOn7goLu69cmWoqKweefm2bTt0PwAFzqo/tLBMFFn7j4sdOzbfdVdRcdH5550aw9GNGD7w5dl36X4A2oxVf2iV+k8kkxunTHnvO99xNdpX9mHfjQ2bTxx7Zdy6P3t+PwC03T+LLgG0/C11MpmJom4339zl2992NdpXVFfX+MAD3co7H3Vkr/iM6rRTP/a7+6ZEUWSCAJD+kBf1n8l0u/nmw+6/PxQXuyDtaPOdd4YQbvrWP8VkPFdfed49d18fRZH39QLQ1n1iww+0nuzOn6aZM+vOPTfT2OiCtJfea9eGiorqkVe078O+RUXJ22790qSJYzKZTCKRMC8AtDFrTtCa99bJZAih4/jxhy9dmqysdEHay6Z//dei4uL2fdi3e3nnX/zsG5Mmjoki3Q9AO5WJVX9oMw79bLevdGVlfbdsaWpqHjbi8nYZQO/DK37/wE0O8wGgfVn1hzaSPfTTg7/tc/EbGxsfeKBjx5IThg9q+z990sSTn535I90PgPSHQrHzwd8eTz2VKCtzQdpY9mHfr17z6bb8Q4uKkt+88ZIf3HaVw3wAiEWN2PADbS9dW7vuU5/aPn++S9GWqubO7VBdfezxl7XNw77dyzv/6j9vHDK4XxRlkkmb+wFof1b9oR0UVVX1mjev09VXuxRt6b1///cQwj9fcU4b/Fmnnfqxl2ffNWRwvxCC7gcgJqz6Q/tw7mc7fL1rk4d9d57g6eR+AOLGP0vQThm6y7mfHSdMcEHa4narsXHzj3/csWPJGeNHttIfMWhgnxf+9OPsCZ66HwDpD/zPT8KKih7Tpx92//2e/W0DW+65J4RwzZXntfjvnH2id/rUW7Mn+djkA0AM2fAD7S+7+SddW7v+8subZsxwQVpV9mHf0WOv3NCwuaV+z0ED+/zXPTdUVnbzml4A4syqP8TgFjyZDCEUVVVZ/m8DG2+8MYRwzVUts/C/22K/7gcg1slh1R/iI7v8H0Kov/jirfff74K0iuLiftu3N6Wahp1wxUH+Tqed+rFb/t8XLPYDkCus+kOc7sWTyewNQMV991XNnVvUv79r0vJ27Ng4ZUrH0o4H87Bv78Mr/uueG+65+3qL/QDkUmlY9Yc4a3zggQ1f+ILTP1tWUf/+vd9+e/XqutPPuHZ/f21pacnll0346jXnu4wA5Byr/hBfmSgqu+iivlu2dLr66lBc7IK0lPTy5dvmzevdu7J7eef9uGEoSk6aePLTT3z/q9ecb9EEAOkPtKSd+3+633FH75UrD/3MZ9wAtJTsw75TvnXZPv78EcMHPvKH7/7gtqsOO6xLsMMHgBxNC2tXkBMyO3YkiovTtbUNX/+6J4BbQHFx75UrQ0XlkOpLPzL6b/72Pw0Z3M81AyDXWfWHHLlNLy4OIRRVVWWfAO4wdqzvAByUHTs233VXUXHRRRd+Yi/RP+3hf/vdfVN0PwB5khNW/SFHvf8dgAcfDDt2uBoHIFlZ2Wfduj0+7GulHwDpD8T0BiA1dapTgA5Aj6ee6jh+/M43+xYVJSecNfqfr5gk+gGQ/kDs7HwL2MYpUxp//ev08uWuyb7rMHZs1axZL770xhev+v7ll034zD9+MntOPwBIfyDuNwBNM2duvOmmbS+/bBfQPiku7rd9+86r56W8AOQ3j/lCXtzEJ9//XO44fnzVrFm9V67s8u1vJysrXZkP/dpXWdnp6qt7r1wZQghRFEWZ4MhOAPI+GKz6Q/7ZuYy9bd68jTfe2Pzcc54EeP9LXllZyWmndbn22o7jx+96oQBA+gN5omnmzPd++MPCvQcoLu4wenTZBRd0/spX/GUAQPoDhXIPsOWXv2x66qmori7/v8CVlZWcdlrZZz9bdtFF2R+xmx8A6Q8UhF33t2ybN2/rQw+lHn54+5tv5tkzwUX9+5eec06nL3yhQ3W14gcA6Q/8XdPMmVunTm1+7rnt8+fnbu6XjBlTes45Oxf4AQDpD/wPuz3q2jRzZtMLLzQ9/fSOxYvjvCkoUVZ2yPHHdxg+vGTMmF1z3wI/AEh/4EA0PvDA9oULdyxd2lxTk161qt22BhUXF/Xpc8jQocVHHVUyZkzHceOKqqo+7O4FAJD+wP7ZY1I3PvBACCH12GMhhOaamhBCVFfXYgcHFRcX9ekTQjhk6NBkt24lo0cnKys/uIdH6wOA9Afa4WZgp6aZM9N/2yPUXFMTbdiwl98q2b17yZgxO//vXvboC30AkP5AodxUAADSHwAA2CfW2AAAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQBA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwCA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACkv0sAAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAgPQHAACkPwAAIP0BAADpD/D/t2tHJQzEQBRFXyBaoqeaKqxCYmbWQ8tCd3KOhPcRLkMAAOkPAABIfwAAQPoDAADSHwAAkP4AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAPjNTJIxDAEAAL25+gMAwBFmklQZorG9txEeZK1lBPAYegmNAHdw9QcAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQBA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwCA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAApD8AACD9AQAA6Q8AAPyzUVUZwxAAANCbqz8AABxhJkmVIRrbexvhQdZaRgCPoZfQCHAHV38AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AANIfAABoZZQNAADgADMl/gEAoD8ffgAAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/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+gMAAF+YSV7vjyEAAKA3V38AAJD+AABAFxcjTEsZldeaVwAAAABJRU5ErkJggg=="/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">38<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y4e6 ff8 fs4 fc2 sc0 ls0 ws0">Akcjonariusze  posiadający  bezp<span class="_ _0"></span>ośrednio  lub <span class="_ _14"> </span>pośrednio  poprzez  podmioty <span class="_ _14"> </span>zależne  co  najmniej<span class="_ _0"></span>  5% <span class="_ _14"> </span>ogólnej  liczby  głosów <span class="_ _14"> </span>na  Walnym </div><div class="t m0 x1 h22 y536 ff6 fs4 fc2 sc0 ls0 ws0">Zgromadzeniu Emitenta <span class="ff5">na dzień 31.12.2024 r.<span class="ff7"> </span></span></div></div><div class="c x1 y569 w38 h7d"><div class="t m0 x84 h15 y310 ff7 fs9 fc2 sc0 ls0 ws0">Akcjonariusz </div></div><div class="c x9d y569 w39 h7d"><div class="t m0 x9c h15 y310 ff7 fs9 fc2 sc0 ls0 ws0">Liczba akcji </div></div><div class="c x9e y569 w3a h7d"><div class="t m0 x2 h15 y310 ff5 fs9 fc2 sc0 ls0 ws0">Udział w kapital<span class="_ _1"></span>e<span class="ff7"> </span></div></div><div class="c x95 y569 w3b h7d"><div class="t m0 x53 h15 y310 ff5 fs9 fc2 sc0 ls0 ws0">Liczba głosów<span class="ff7"> </span></div></div><div class="c x51 y569 w3c h7d"><div class="t m0 x50 h15 y545 ff5 fs9 fc2 sc0 ls0 ws0">Udział w </div><div class="t m0 x4b h15 y35 ff5 fs9 fc2 sc0 ls0 ws0">głosach %<span class="ff7"> </span></div></div><div class="c x1 y56a w38 h73"><div class="t m0 xa h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">Unimot Express Sp. <span class="_ _1"></span>z o.o.  </div><div class="t m0 x8f h74 y548 ff7 fs18 fc2 sc0 ls0 ws0">1</div><div class="t m0 x90 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x9d y56a w39 h73"><div class="t m0 x1d h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">3 593 625 </div></div><div class="c x9e y56a w3a h73"><div class="t m0 x43 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">43,84% </div></div><div class="c x95 y56a w3b h73"><div class="t m0 x5f h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">3 593 625 </div></div><div class="c x51 y56a w3c h73"><div class="t m0 x9f h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">42,04% </div></div><div class="c x1 y56b w38 h73"><div class="t m0 xa h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">Zemadon Limited </div></div><div class="c x9d y56b w39 h73"><div class="t m0 x1d h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">1 616 661 </div></div><div class="c x9e y56b w3a h73"><div class="t m0 x43 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">19,72% </div></div><div class="c x95 y56b w3b h73"><div class="t m0 x5f h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">1 966 661 </div></div><div class="c x51 y56b w3c h73"><div class="t m0 x9f h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">23,01% </div></div><div class="c x1 y100 w38 h7e"><div class="t m0 xa h15 y1a9 ff7 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 h15 y54c ff7 fs9 fc2 sc0 ls0 ws0">(portfel) </div><div class="t m0 xa0 h74 y54d ff7 fs18 fc2 sc0 ls0 ws0">2</div><div class="t m0 x38 h15 y54c ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x9d y100 w39 h7e"><div class="t m0 x58 h15 y54e ff7 fs9 fc2 sc0 ls0 ws0">542 400 </div></div><div class="c x9e y100 w3a h7e"><div class="t m0 xe h15 y54e ff7 fs9 fc2 sc0 ls0 ws0">6,62% </div></div><div class="c x95 y100 w3b h7e"><div class="t m0 xa0 h15 y54e ff7 fs9 fc2 sc0 ls0 ws0">542 400 </div></div><div class="c x51 y100 w3c h7e"><div class="t m0 x10 h15 y54e ff7 fs9 fc2 sc0 ls0 ws0">6,35% </div></div><div class="c x1 y56c w38 h54"><div class="t m0 xa h19 y2 ff6 fs9 fc2 sc0 ls0 ws0">w tym: National<span class="_ _1"></span>e-Nederl<span class="_ _1"></span>anden Otwarty Fundusz Emeryt<span class="_ _1"></span>alny </div></div><div class="c x9d y56c w39 h54"><div class="t m0 x58 h19 y2 ff6 fs9 fc2 sc0 ls0 ws0">428 719 </div></div><div class="c x9e y56c w3a h54"><div class="t m0 xe h19 y2 ff6 fs9 fc2 sc0 ls0 ws0">5,23% </div></div><div class="c x95 y56c w3b h54"><div class="t m0 xa0 h19 y2 ff6 fs9 fc2 sc0 ls0 ws0">428 719 </div></div><div class="c x51 y56c w3c h54"><div class="t m0 x10 h19 y2 ff6 fs9 fc2 sc0 ls0 ws0">5,02% </div></div><div class="c x1 y4a1 w38 h7f"><div class="t m0 xa h15 y56d ff5 fs9 fc2 sc0 ls0 ws0">Zbigniew Juroszek po<span class="_ _10"></span>śr<span class="_ _0"></span>ednio i<span class="ff7"> </span>bezpo<span class="_ _1"></span>średnio<span class="ff7"> </span></div></div><div class="c x9d y4a1 w39 h7f"><div class="t m0 x58 h15 y56d ff7 fs9 fc2 sc0 ls0 ws0">556 845 </div></div><div class="c x9e y4a1 w3a h7f"><div class="t m0 xe h15 y56d ff7 fs9 fc2 sc0 ls0 ws0">6,79% </div></div><div class="c x95 y4a1 w3b h7f"><div class="t m0 xa0 h15 y56d ff7 fs9 fc2 sc0 ls0 ws0">556 845 </div></div><div class="c x51 y4a1 w3c h7f"><div class="t m0 x10 h15 y56d ff7 fs9 fc2 sc0 ls0 ws0">6,51% </div></div><div class="c x1 y3d3 w38 h80"><div class="t m0 xa h19 y25 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 x9d y3d3 w39 h80"><div class="t m0 x58 h19 y25 ff6 fs9 fc2 sc0 ls0 ws0">393 345 </div></div><div class="c x9e y3d3 w3a h80"><div class="t m0 xe h19 y25 ff6 fs9 fc2 sc0 ls0 ws0">4,80% </div></div><div class="c x95 y3d3 w3b h80"><div class="t m0 xa0 h19 y25 ff6 fs9 fc2 sc0 ls0 ws0">393 345 </div></div><div class="c x51 y3d3 w3c h80"><div class="t m0 x10 h19 y25 ff6 fs9 fc2 sc0 ls0 ws0">4,60% </div></div><div class="c x1 y56e w38 h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Juroszek Hod<span class="_ _1"></span>ling Sp. z o.o. </div></div><div class="c x9d y56e w39 h78"><div class="t m0 x58 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">105 000 </div></div><div class="c x9e y56e w3a h78"><div class="t m0 xe h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">1,28% </div></div><div class="c x95 y56e w3b h78"><div class="t m0 xa0 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">105 000 </div></div><div class="c x51 y56e w3c h78"><div class="t m0 x10 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">1,23% </div></div><div class="c x1 y74 w38 h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Zbigniew Jur<span class="_ _1"></span>oszek </div></div><div class="c x9d y74 w39 h78"><div class="t m0 x3c h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">58 500 </div></div><div class="c x9e y74 w3a h78"><div class="t m0 xe h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">0,71% </div></div><div class="c x95 y74 w3b h78"><div class="t m0 x1b h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">58 500 </div></div><div class="c x51 y74 w3c h78"><div class="t m0 x10 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">0,68% </div></div><div class="c x1 y4a5 w38 h75"><div class="t m0 xa h15 y56f ff7 fs9 fc2 sc0 ls0 ws0">Pozostali </div></div><div class="c x9d y4a5 w39 h75"><div class="t m0 x1d h15 y56f ff7 fs9 fc2 sc0 ls0 ws0">1 888 287 </div></div><div class="c x9e y4a5 w3a h75"><div class="t m0 x43 h15 y56f ff7 fs9 fc2 sc0 ls0 ws0">23,03% </div></div><div class="c x95 y4a5 w3b h75"><div class="t m0 x5f h15 y56f ff7 fs9 fc2 sc0 ls0 ws0">1 888 287 </div></div><div class="c x51 y4a5 w3c h75"><div class="t m0 x9f h15 y56f ff7 fs9 fc2 sc0 ls0 ws0">22,09% </div></div><div class="c x1 y108 w38 h7f"><div class="t m0 xa h15 y56d ff7 fs9 fc2 sc0 ls0 ws0">Razem </div></div><div class="c x9d y108 w39 h7f"><div class="t m0 x1d h15 y56d ff7 fs9 fc2 sc0 ls0 ws0">8 197 818 </div></div><div class="c x9e y108 w3a h7f"><div class="t m0 xc h15 y56d ff7 fs9 fc2 sc0 ls0 ws0">100,00% </div></div><div class="c x95 y108 w3b h7f"><div class="t m0 x5f h15 y56d ff7 fs9 fc2 sc0 ls0 ws0">8 547 818 </div></div><div class="c x51 y108 w3c h7f"><div class="t m0 x50 h15 y56d ff7 fs9 fc2 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h3c y570 ff6 fsd fc2 sc0 ls0 ws0">1</div><div class="t m0 x3a h22 y571 ff7 fs4 fc2 sc0 ls0 ws0"> <span class="_ _6"></span><span class="ffa">P<span class="ff9 fs9">ośrednio <span class="_ _6"></span>kont<span class="_ _1"></span>rolującym <span class="_ _6"></span>Emitent<span class="_ _1"></span>a <span class="_ _6"> </span>oraz <span class="_ _6"></span>spółki <span class="_ _5"></span>Unimot <span class="_ _6"></span>Express <span class="_ _6"></span>sp. <span class="_ _6"></span>z <span class="_ _6"></span>o.o. <span class="_ _5"></span>oraz <span class="_ _6"> </span>Zemadon <span class="_ _6"></span>Ltd<span class="_ _1"></span>., <span class="_ _6"></span>za <span class="_ _6"></span>pośrednictwem <span class="_ _6"></span>„Famil<span class="_ _1"></span>y <span class="_ _6"></span>First <span class="_ _6"></span>Foun<span class="_ _1"></span>d<span class="_ _0"></span>ation” <span class="_ _6"></span>i <span class="_ _6"></span>w <span class="_ _6"></span>związku <span class="_ _5"></span>z </span></span></div><div class="t m0 x1 h14 y572 ff9 fs9 fc2 sc0 ls0 ws0">porozumieni<span class="_ _1"></span>em <span class="_ _5"></span>zawartym <span class="_ _5"></span>dnia <span class="_ _0"></span>5.12.2016 <span class="_ _6"></span>r. <span class="_ _0"></span>pomiędzy <span class="_ _5"></span>małżonkami <span class="_ _0"></span>Adamem <span class="_ _5"></span>Antonim <span class="_ _0"></span>Si<span class="_ _0"></span>korskim <span class="_ _0"></span>i <span class="_ _6"></span>Magd<span class="_ _1"></span>aleną <span class="_ _5"></span>Sikorską <span class="_ _0"></span>co <span class="_ _6"> </span>do <span class="_ _5"></span>prowadzenia <span class="_ _5"></span>wspólnej <span class="_ _5"></span>polityki </div><div class="t m0 x1 h14 y430 ffa fs9 fc2 sc0 ls0 ws0">wobec <span class="_ _1"></span>Unimot<span class="_ _1"></span> <span class="_ _1"></span>Express <span class="_ _1"></span>sp. <span class="_ _10"></span>z o.o. <span class="_ _10"></span>oraz <span class="_ _1"></span>Unimot <span class="_ _10"></span>S.A., jest <span class="_ _10"></span><span class="ff11">P<span class="_ _0"></span>an <span class="_ _10"></span>Adam <span class="_ _1"></span>Antoni <span class="_ _10"></span>Sikorski <span class="_ _1"></span>wraz <span class="_ _10"></span>z rodziną<span class="ff9">. <span class="_ _10"></span>Szczegółowy op<span class="_ _10"></span>is struk<span class="_ _1"></span>tury <span class="_ _10"></span>podmiotów <span class="_ _1"></span>sprawujących <span class="_ _10"></span>kontrolę </span></span></div><div class="t m0 x1 h14 y4f1 ff9 fs9 fc2 sc0 ls0 ws0">nad Emit<span class="_ _1"></span>entem znajdu<span class="_ _1"></span>je się w punkcie po<span class="_ _1"></span>niżej Sprawo<span class="_ _1"></span>zdania. <span class="ffa"> </span></div><div class="t m0 x1 h3c y480 ff6 fsd fc2 sc0 ls0 ws0">2</div><div class="t m0 x3a h10 y573 ff6 fs4 fc2 sc0 ls0 ws0">  <span class="ffa fs9">Nationale-<span class="ff9">Nederlanden<span class="_ _1"></span>  Powszechne <span class="_ _29"> </span>Towarzystwo <span class="_ _29"> </span>Emerytalne  S.A.  z<span class="_ _0"></span>a  pośrednictwem  wskazanego  powyżej <span class="_ _29"> </span>Nationale<span class="ffa">-Nederlanden  Otwarty <span class="_ _29"> </span>F<span class="_ _0"></span>undusz </span></span></span></div><div class="t m0 x1 h14 y574 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 h14 y304 ffa fs9 fc2 sc0 ls0 ws0">National<span class="_ _1"></span>e-Nederlanden <span class="_ _12"> </span>Dobro<span class="_ _1"></span>wolny  Fundusz <span class="_ _7"> </span>E<span class="_ _0"></span>merytalny <span class="_ _12"> </span>Nasze <span class="_ _12"> </span>Jut<span class="_ _1"></span>ro  2030,  Na<span class="_ _1"></span>tionale-Nederlanden<span class="_ _1"></span>  Dobrowo<span class="_ _1"></span>lny <span class="_ _12"> </span>Fundusz  Emeryt<span class="_ _1"></span>alny <span class="_ _12"> </span>Nasze <span class="_ _12"> </span>Jutro <span class="_ _12"> </span>2035, </div><div class="t m0 x1 h14 y575 ffa fs9 fc2 sc0 ls0 ws0">National<span class="_ _1"></span>e-Nederlanden <span class="_ _12"> </span>Dobro<span class="_ _1"></span>wolny  Fundusz <span class="_ _7"> </span>E<span class="_ _0"></span>merytalny <span class="_ _12"> </span>Nasze <span class="_ _12"> </span>Jut<span class="_ _1"></span>ro  2040,  Na<span class="_ _1"></span>tionale-Nederlanden<span class="_ _1"></span>  Dobrowol<span class="_ _1"></span>ny  Fu<span class="_ _1"></span>ndusz  Emerytal<span class="_ _1"></span>ny  N<span class="_ _1"></span>asze  Ju<span class="_ _1"></span>tro  2045, </div><div class="t m0 x1 h14 y576 ffa fs9 fc2 sc0 ls0 ws0">National<span class="_ _1"></span>e-Nederlanden <span class="_ _12"> </span>Dobro<span class="_ _1"></span>wolny  Fundusz <span class="_ _7"> </span>E<span class="_ _0"></span>merytalny <span class="_ _12"> </span>Nasze <span class="_ _12"> </span>Jut<span class="_ _1"></span>ro  2050,  Na<span class="_ _1"></span>tionale-Nederlanden<span class="_ _1"></span>  Dobrowo<span class="_ _1"></span>lny <span class="_ _12"> </span>Fundusz  Emeryt<span class="_ _1"></span>alny <span class="_ _12"> </span>Nasze <span class="_ _12"> </span>Jutro <span class="_ _12"> </span>2055, </div><div class="t m0 x1 h14 y577 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 h10 y578 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 he y284 ff7 fs5 fc5 sc0 ls0 ws0">4.2. <span class="ff5">ZESTAWIENIE STANU POSIADANIA AKCJI EMITENTA PRZEZ OSOBY ZARZĄDZAJĄCE I </span></div><div class="t m0 x1 he y579 ff5 fs5 fc5 sc0 ls0 ws0">NADZORUJĄCE <span class="ff7"> </span></div><div class="t m0 x1 h22 y4bd ff7 fs4 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y188 ff8 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="_ _5"></span><span class="ff5">na <span class="_ _5"></span>dzień przekazania <span class="_ _0"></span>raportu<span class="ff6"> <span class="_ _0"></span>oraz <span class="_ _0"></span>z<span class="_ _0"></span>miana w </span></span></div><div class="t m0 x1 h10 y57a ff6 fs4 fc2 sc0 ls0 ws0">stanie posiadania, w okresie od dnia przekazania poprzednieg<span class="_ _1"></span>o raportu okresowego tj. od 14.11. 2024 r.<span class="_ _0"></span> </div></div><div class="c x1 ya5 w3d h30"><div class="t m0 xa h15 y239 ff7 fs9 fc2 sc0 ls0 ws0">Akcjonariusz  </div></div><div class="c xa1 ya5 w3e h30"><div class="t m0 x10 h15 y239 ff7 fs9 fc2 sc0 ls0 ws0">Liczba akcji </div></div><div class="c xa2 ya5 w3f h30"><div class="t m0 x53 h19 y239 ff8 fs9 fc2 sc0 ls0 ws0">Udział w kapital<span class="_ _1"></span>e<span class="ff6"> </span></div></div><div class="c xa3 ya5 w40 h30"><div class="t m0 x38 h19 y57b ff6 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4d h15 y551 ff7 fs9 fc2 sc0 ls0 ws0">Zmiana % </div></div><div class="c xa4 ya5 w41 h30"><div class="t m0 x50 h15 y239 ff5 fs9 fc2 sc0 ls0 ws0">Liczba głosów<span class="ff7"> </span></div></div><div class="c xa5 ya5 w40 h30"><div class="t m0 x53 h15 y239 ff5 fs9 fc2 sc0 ls0 ws0">Udział w głosach<span class="ff7"> </span></div></div><div class="c xa6 ya5 w42 h30"><div class="t m0 x38 h15 y57b ff7 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4d h15 y551 ff7 fs9 fc2 sc0 ls0 ws0">Zmiana % </div></div><div class="c x1 ya6 w3d h81"><div class="t m0 xa h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">Robert<span class="_ _1"></span> Brzozowski </div></div><div class="c xa1 ya6 w3e h81"><div class="t m0 x98 h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">159 632 </div></div><div class="c xa2 ya6 w3f h81"><div class="t m0 xe h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">1,95% </div></div><div class="c xa3 ya6 w40 h81"><div class="t m0 xe h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c xa4 ya6 w41 h81"><div class="t m0 x98 h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">159 632 </div></div><div class="c xa5 ya6 w40 h81"><div class="t m0 xe h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">1,87% </div></div><div class="c xa6 ya6 w42 h81"><div class="t m0 xe h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x1 y57c w3d h82"><div class="t m0 xa h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">Filip Kuropa<span class="_ _1"></span>twa </div></div><div class="c xa1 y57c w3e h82"><div class="t m0 x9c h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">59 337 </div></div><div class="c xa2 y57c w3f h82"><div class="t m0 xe h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">0,72% </div></div><div class="c xa3 y57c w40 h82"><div class="t m0 xe h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c xa4 y57c w41 h82"><div class="t m0 x9c h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">59 337 </div></div><div class="c xa5 y57c w40 h82"><div class="t m0 xe h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">0,69% </div></div><div class="c xa6 y57c w42 h82"><div class="t m0 xe h19 y2ab ff6 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x1 y57d w3d h83"><div class="t m0 xa h19 y556 ff8 fs9 fc2 sc0 ls0 ws0">Michał Hojowski<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c xa1 y57d w3e h83"><div class="t m0 x9c h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">22 338 </div></div><div class="c xa2 y57d w3f h83"><div class="t m0 xe h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">0,27% </div></div><div class="c xa3 y57d w40 h83"><div class="t m0 xe h19 y547 ff6 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c xa4 y57d w41 h83"><div class="t m0 x9c h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">22 338 </div></div><div class="c xa5 y57d w40 h83"><div class="t m0 xe h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">0,26% </div></div><div class="c xa6 y57d w42 h83"><div class="t m0 xe h19 y547 ff6 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y57e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y57f ff8 fs4 fc2 sc0 ls0 ws0">Zestawienie stanu posiadania akcji Emitenta przez osoby zarządzające i nadzorujące <span class="ff5">na dzień 01.01.2024 r.<span class="ff6"> </span></span></div></div><div class="c xa7 y580 w43 h84"><div class="t m0 xa8 h10 y581 ff6 fs4 fc8 sc0 ls0 ws0">43,8%</div><div class="t m0 xa9 h10 y582 ff6 fs4 fc8 sc0 ls0 ws0">19,7%</div><div class="t m0 x1b h85 y583 ff6 fs19 fc8 sc0 ls0 ws0">23,0%</div><div class="t m0 xaa h10 y584 ff6 fs4 fc8 sc0 ls0 ws0">6,8%</div><div class="t m0 xab h10 y585 ff6 fs4 fc8 sc0 ls0 ws0">6,6%</div><div class="t m0 xac h86 y586 ff5 fs1a fc2 sc0 ls0 ws0">Udział w kapitale UNIMOT S.A.</div><div class="t m0 xad h19 y587 ff6 fs9 fc10 sc0 ls0 ws0">Unimot Express sp.z o.<span class="_ _1"></span>o.</div><div class="t m0 xad h19 y588 ff6 fs9 fc10 sc0 ls0 ws0">Zemadon Limited</div><div class="t m0 xad h19 y589 ff6 fs9 fc10 sc0 ls0 ws0">Pozostali</div><div class="t m0 xad h19 y58a ff6 fs9 fc10 sc0 ls0 ws0">Zbigniew Juroszek</div><div class="t m0 xad h19 y58b ff6 fs9 fc10 sc0 ls0 ws0">N-N PTE</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 y3c w5 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">39<span class="ls0"> </span></div></div><div class="c x1 y58c w44 h87"><div class="t m0 xa h15 y239 ff7 fs9 fc2 sc0 ls0 ws0">Akcjonariusz  </div></div><div class="c xae y58c w45 h87"><div class="t m0 x18 h15 y239 ff7 fs9 fc2 sc0 ls0 ws0">Liczba akcji </div></div><div class="c xaf y58c w46 h87"><div class="t m0 xc h15 y239 ff5 fs9 fc2 sc0 ls0 ws0">Udział w kapital<span class="_ _1"></span>e<span class="ff7"> </span></div></div><div class="c xb0 y58c w47 h87"><div class="t m0 xb1 h15 y239 ff5 fs9 fc2 sc0 ls0 ws0">Liczba głosów<span class="ff7"> </span></div></div><div class="c xb2 y58c w46 h87"><div class="t m0 x98 h15 y239 ff5 fs9 fc2 sc0 ls0 ws0">Udział w głosach<span class="_ _1"></span><span class="ff7"> </span></div></div><div class="c x1 y58d w44 h81"><div class="t m0 xa h19 y2 ff6 fs9 fc2 sc0 ls0 ws0">Robert<span class="_ _1"></span> Brzozowski </div></div><div class="c xae y58d w45 h81"><div class="t m0 x3 h19 y2 ff6 fs9 fc2 sc0 ls0 ws0">159 632 </div></div><div class="c xaf y58d w46 h81"><div class="t m0 x24 h19 y2 ff6 fs9 fc2 sc0 ls0 ws0">1,95% </div></div><div class="c xb0 y58d w47 h81"><div class="t m0 x3 h19 y2 ff6 fs9 fc2 sc0 ls0 ws0">159 632 </div></div><div class="c xb2 y58d w46 h81"><div class="t m0 x24 h19 y2 ff6 fs9 fc2 sc0 ls0 ws0">1,87% </div></div><div class="c x1 y58e w44 h83"><div class="t m0 xa h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">Filip Kuropa<span class="_ _1"></span>twa </div></div><div class="c xae y58e w45 h83"><div class="t m0 x17 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">59 337 </div></div><div class="c xaf y58e w46 h83"><div class="t m0 x24 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">0,72% </div></div><div class="c xb0 y58e w47 h83"><div class="t m0 x17 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">59 337 </div></div><div class="c xb2 y58e w46 h83"><div class="t m0 x24 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">0,69% </div></div><div class="c x1 y58f w44 h82"><div class="t m0 xa h19 y556 ff8 fs9 fc2 sc0 ls0 ws0">Michał Hojowski<span class="_ _1"></span>*<span class="ff6"> </span></div></div><div class="c xae y58f w45 h82"><div class="t m0 x17 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">22 338 </div></div><div class="c xaf y58f w46 h82"><div class="t m0 x24 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">0,27% </div></div><div class="c xb0 y58f w47 h82"><div class="t m0 x17 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">22 338 </div></div><div class="c xb2 y58f w46 h82"><div class="t m0 x24 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">0,26% </div></div><div class="c x1 y590 w44 h82"><div class="t m0 xa h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">Isaac Querub </div></div><div class="c xae y590 w45 h82"><div class="t m0 x17 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">15 700 </div></div><div class="c xaf y590 w46 h82"><div class="t m0 x24 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">0,19% </div></div><div class="c xb0 y590 w47 h82"><div class="t m0 x17 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">15 700 </div></div><div class="c xb2 y590 w46 h82"><div class="t m0 x24 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">0,18% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h22 y591 ff8 fs4 fc2 sc0 ls0 ws0">Zestawienie stanu posiadania akcji Emitenta przez osoby zarządzające i nadzorujące <span class="ff5">na dzień 31.12.2024 r.<span class="ff6"> </span></span></div></div><div class="c x1 y134 w44 h87"><div class="t m0 xa h15 y239 ff7 fs9 fc2 sc0 ls0 ws0">Akcjonariusz  </div></div><div class="c xae y134 w45 h87"><div class="t m0 xa h15 y239 ff7 fs9 fc2 sc0 ls0 ws0">Liczba akcji </div></div><div class="c xaf y134 w45 h87"><div class="t m0 xa h15 y239 ff5 fs9 fc2 sc0 ls0 ws0">Udział w kapital<span class="_ _1"></span>e<span class="ff7"> </span></div></div><div class="c xb0 y134 w47 h87"><div class="t m0 xa h15 y239 ff5 fs9 fc2 sc0 ls0 ws0">Liczba głosów<span class="ff7"> </span></div></div><div class="c xb2 y134 w48 h87"><div class="t m0 xa h15 y239 ff5 fs9 fc2 sc0 ls0 ws0">Udział w głosach<span class="ff7"> </span></div></div><div class="c x1 y592 w44 h88"><div class="t m0 xa h19 y2 ff6 fs9 fc2 sc0 ls0 ws0">Robert<span class="_ _1"></span> Brzozowski </div></div><div class="c xae y592 w45 h88"><div class="t m0 x3 h19 y2 ff6 fs9 fc2 sc0 ls0 ws0">159 632 </div></div><div class="c xaf y592 w45 h88"><div class="t m0 x24 h19 y2 ff6 fs9 fc2 sc0 ls0 ws0">1,95% </div></div><div class="c xb0 y592 w47 h88"><div class="t m0 x3 h19 y2 ff6 fs9 fc2 sc0 ls0 ws0">159 632 </div></div><div class="c xb2 y592 w48 h88"><div class="t m0 x24 h19 y2 ff6 fs9 fc2 sc0 ls0 ws0">1,87% </div></div><div class="c x1 y593 w44 h83"><div class="t m0 xa h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">Filip Kuropa<span class="_ _1"></span>twa </div></div><div class="c xae y593 w45 h83"><div class="t m0 x17 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">59 337 </div></div><div class="c xaf y593 w45 h83"><div class="t m0 x24 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">0,72% </div></div><div class="c xb0 y593 w47 h83"><div class="t m0 x17 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">59 337 </div></div><div class="c xb2 y593 w48 h83"><div class="t m0 x24 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">0,69% </div></div><div class="c x1 y594 w44 h82"><div class="t m0 xa h19 y556 ff8 fs9 fc2 sc0 ls0 ws0">Michał Hojowski<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c xae y594 w45 h82"><div class="t m0 x17 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">22 338 </div></div><div class="c xaf y594 w45 h82"><div class="t m0 x24 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">0,27% </div></div><div class="c xb0 y594 w47 h82"><div class="t m0 x17 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">22 338 </div></div><div class="c xb2 y594 w48 h82"><div class="t m0 x24 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">0,26% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y4eb ff8 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _5"></span>dzień <span class="_ _6"></span>01.01.2024 <span class="_ _5"></span>r. <span class="_ _6"></span>wykazano <span class="_ _6"></span>stan <span class="_ _5"></span>posiadania <span class="_ _6"></span>akcji <span class="_ _5"></span>przez <span class="_ _6"></span>pana <span class="_ _5"></span>Isaaca <span class="_ _6"></span>Queruba, <span class="_ _5"></span>jednak <span class="_ _6"></span>z <span class="_ _5"></span>uw<span class="_ _0"></span>agi <span class="_ _5"></span>na <span class="_ _6"></span>złożoną <span class="_ _6"></span>12.06.2024 <span class="_ _5"></span>r. <span class="_ _6"></span>rezy<span class="_ _0"></span>gnację <span class="_ _5"></span>z </div><div class="t m0 x1 h10 y450 ff8 fs4 fc2 sc0 ls0 ws0">pełnienia fu<span class="_ _1"></span>nkcji członka Rady Nad<span class="_ _1"></span>zorczej Emitenta ze<span class="_ _1"></span> skutkiem od 17 <span class="_ _10"></span>c<span class="_ _0"></span>zerwca 2024 r. <span class="_ _1"></span>w zes<span class="_ _1"></span>tawieniu na <span class="_ _1"></span>dzień 31.12.2024 <span class="_ _1"></span>r.  <span class="_ _1"></span>stan posiadania </div><div class="t m0 x1 h10 y451 ff8 fs4 fc2 sc0 ls0 ws0">akcji przez pana Isaaca Queruba nie został wykazany.<span class="ff6"> </span></div><div class="t m0 x1 h22 y595 ff7 fs4 fc2 sc0 ls0 ws0">Pan <span class="_ _0"></span>Adam <span class="_ _5"></span>Antoni <span class="_ _5"></span>Sikorski<span class="ff6"> <span class="_ _5"></span><span class="ff8">–</span> <span class="_ _5"></span><span class="ff8">Prez<span class="_ _0"></span>es <span class="_ _0"></span>Zarządu <span class="_ _5"></span>Emitenta, <span class="_ _5"></span>posiada <span class="_ _5"></span>po<span class="_ _0"></span>średnio <span class="_ _0"></span>100% <span class="_ _5"></span>udziałów <span class="_ _5"></span>w<span class="_ _0"></span></span> <span class="ff8">Zemadon <span class="_ _5"></span>Ltd. <span class="_ _5"></span>na <span class="_ _5"></span>Cyprze <span class="_ _5"></span>poprzez <span class="_ _5"></span>„Family <span class="_ _5"></span>First </span></span></div><div class="t m0 x1 h10 y596 ff8 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 h22 y597 ff5 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _10"></span>Zemadon Ltd.<span class="ff6"> <span class="_ _10"></span><span class="ff8">z siedzibą <span class="_ _10"></span>w Nikozji <span class="_ _10"></span>na <span class="_ _1"></span>Cyprze n<span class="_ _1"></span>a <span class="_ _1"></span>dzień <span class="_ _1"></span>publikacji <span class="_ _10"></span>raportu okresowego <span class="_ _10"></span>posiada 19,72% <span class="_ _10"></span>w kap<span class="_ _1"></span>itale <span class="_ _10"></span>zakładowym Emitenta </span></span></div><div class="t m0 x1 h10 y598 ff8 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 h10 y599 ff6 fs4 fc2 sc0 ls0 ws0">posiadania nie ul<span class="ff8">egł zmianie.</span> </div><div class="t m0 x1 h10 y59a ff8 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _7"> </span>Zemadon <span class="_ _12"> </span>Ltd. <span class="_ _7"> </span>z <span class="_ _12"> </span>siedzibą <span class="_ _7"> </span>w<span class="_ _0"></span> <span class="_ _7"> </span>Nikozji <span class="_ _12"> </span>na <span class="_ _7"> </span>Cyprze <span class="_ _12"> </span>jest <span class="_ _7"> </span>również<span class="_ _0"></span> <span class="_ _7"> </span>udziało<span class="_ _0"></span>wcem <span class="_ _7"> </span>w <span class="_ _12"> </span>Unimot <span class="_ _7"> </span>Ex<span class="_ _0"></span>press<span class="_ _1"></span> <span class="_ _7"> </span>Sp. <span class="_ _12"> </span>z <span class="_ _7"> </span>o<span class="_ _0"></span>.o. <span class="_ _12"> </span>(głównym <span class="_ _7"> </span>akcjonariusz<span class="_ _0"></span><span class="ff6">e<span class="_ _0"></span>m </span></div><div class="t m0 x1 h10 y59b ff8 fs4 fc2 sc0 ls0 ws0">Emitenta), <span class="_ _0"></span>w <span class="_ _0"></span>której <span class="_ _5"></span>posiada <span class="_ _0"></span>49,75% <span class="_ _0"></span>udziału <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>kapitale <span class="_ _0"></span>zakładowym <span class="_ _0"></span>i <span class="_ _5"></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="_ _5"></span>óln<span class="ff6">ikiem </span></div><div class="t m0 x1 h10 y59c ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _0"></span>Express <span class="_ _0"></span>sp. <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>o.o. <span class="_ _5"></span>jest <span class="_ _0"></span>Pan <span class="_ _0"></span>Adam <span class="_ _0"></span>Władysław <span class="_ _5"></span>Sikorski (brat<span class="_ _0"></span>anek <span class="_ _0"></span>Pana <span class="_ _0"></span>Adama <span class="_ _5"></span>Antoniego <span class="_ _0"></span>Sikorskiego) <span class="_ _0"></span>posiadający <span class="_ _0"></span>49,75% <span class="_ _5"></span>w <span class="_ _0"></span>u<span class="_ _5"></span><span class="ff6">dziale <span class="_ _0"></span>i<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 ydb ff8 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, stanowią<span class="_ _0"></span><span class="ff6">cy 0,5% w kapitale </span></div><div class="t m0 x1 h10 y59d ff8 fs4 fc2 sc0 ls0 ws0">zakładowym <span class="_ _5"></span>i <span class="_ _5"></span>głosach <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>Unimot <span class="_ _5"></span>Express <span class="_ _5"></span>Sp. <span class="_ _5"></span>z <span class="_ _0"></span>o<span class="_ _0"></span>.o. <span class="_ _5"></span>na <span class="_ _5"></span>dzień <span class="_ _0"></span>publikacji <span class="_ _5"></span>raportu <span class="_ _5"></span>okresowego, <span class="_ _5"></span>posiada <span class="_ _0"></span>Pa<span class="_ _0"></span>ni <span class="_ _0"></span>Magdalena <span class="_ _5"></span>Sikorska <span class="_ _5"></span>żona<span class="_ _5"></span><span class="ff6"> <span class="_ _5"></span>Adama </span></div><div class="t m0 x1 h10 y59e ff6 fs4 fc2 sc0 ls0 ws0">Antoniego Sikorskiego <span class="ff8">–</span> <span class="ff8">Prezesa Zarządu.</span>  </div><div class="t m0 x1 h22 y59f ff7 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _0"></span>Express <span class="_ _5"></span>Sp. <span class="_ _0"></span>z <span class="_ _5"></span>o.o.<span class="ff6"> <span class="_ _5"></span><span class="ff8">na <span class="_ _5"></span>dzień <span class="_ _0"></span>publikacji <span class="_ _5"></span>raportu <span class="_ _0"></span>okresowego<span class="_ _0"></span> <span class="_ _0"></span>posiada <span class="_ _5"></span>43,84% <span class="_ _5"></span>w <span class="_ _5"></span>kapitale <span class="_ _0"></span>zakładowym <span class="_ _5"></span>i <span class="_ _0"></span>42,04% <span class="_ _5"></span>w <span class="_ _5"></span>głosach <span class="_ _0"></span>na <span class="_ _5"></span>Walnym </span></span></div><div class="t m0 x1 h10 y96 ff8 fs4 fc2 sc0 ls0 ws0">Zgromadzeniu Unimot S.A. W okresie od dnia przekazania poprzednie<span class="_ _1"></span>go raportu okresowego stan posiadania nie uległ zmianie. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y5a0 ff8 fs4 fc2 sc0 ls0 ws0">Od d<span class="_ _1"></span>nia <span class="_ _1"></span>5.12.2016 r. <span class="_ _10"></span>małż<span class="_ _0"></span>onkowie <span class="_ _1"></span>Adam <span class="_ _1"></span>Antoni <span class="_ _1"></span>Sikorski <span class="_ _1"></span>i <span class="_ _1"></span>Magdalena Si<span class="_ _1"></span>korska, z <span class="_ _10"></span>uwagi na <span class="_ _1"></span>łączące ich <span class="_ _10"></span>ustne porozumienie <span class="_ _1"></span>co d<span class="_ _1"></span>o p<span class="ff6">rowadzenia </span></div><div class="t m0 x1 h10 y5a1 ff8 fs4 fc2 sc0 ls0 ws0">wspólnej <span class="_ _7"> </span>polityki <span class="_ _12"> </span>wobec <span class="_ _7"> </span>Unimot<span class="_ _0"></span> <span class="_ _7"> </span>E<span class="_ _0"></span>xpress <span class="_ _7"> </span>sp. <span class="_ _12"> </span>z <span class="_ _12"> </span>o.o. <span class="_ _7"> </span>o<span class="_ _0"></span>raz <span class="_ _12"> </span>Unimot<span class="_ _1"></span> <span class="_ _7"> </span>S.A., <span class="_ _12"> </span>pośrednio <span class="_ _12"> </span>poprzez <span class="_ _7"> </span>Unimot <span class="_ _12"> </span>Express <span class="_ _12"> </span>Sp. <span class="_ _7"></span>z <span class="_ _12"> </span>o.o. <span class="_ _12"> </span>oraz <span class="_ _7"> </span>Zem<span class="_ _5"></span><span class="ff6">adon <span class="_ _12"> </span>Ltd. </span></div><div class="t m0 x1 h10 y5a2 ff8 fs4 fc2 sc0 ls0 ws0">kontrolowali łącznie 63,56% kapitału zakładowego oraz 65,05% głos<span class="_ _1"></span>ów na Walnym Zgromadzeniu Unimot S.A.<span class="ff6"> <span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y392 ff8 fs4 fc2 sc0 ls0 ws0">Jednostką powiązaną z Emitentem, ze względu na podleganie wspólnej kontroli przez Unimot Express Sp. z o.o. jest Unimot <span class="_ _0"></span><span class="ff6">-T<span class="_ _0"></span>ruck Sp. z o.o. </span></div><div class="t m0 x1 h10 y5a3 ff8 fs4 fc2 sc0 ls0 ws0">z siedzibą w W<span class="_ _0"></span>arszawie, w <span class="_ _0"></span>której Unimot Express Sp. <span class="_ _0"></span>z o<span class="_ _0"></span>.o. posiada 52,02%<span class="_ _0"></span> udziału w <span class="_ _0"></span>kapitale zakładowym oraz <span class="_ _0"></span>Ammerviel<span class="_ _0"></span><span class="ff6"> <span class="_ _0"></span></span>Ltd z <span class="_ _0"></span>siedzibą w </div><div class="t m0 x1 h10 y5a4 ff8 fs4 fc2 sc0 ls0 ws0">Nikozji na Cyprze, w której Unimot Express Sp. z o. o. posiada 100% udziałów. <span class="ff6">  </span></div><div class="t m0 x1 h10 y5a5 ff8 fs4 fc2 sc0 ls0 ws0">Spółką <span class="_ _0"></span>powiąz<span class="_ _0"></span>aną <span class="_ _0"></span>z <span class="_ _5"></span>Emitentem <span class="_ _5"></span>jest <span class="_ _5"></span>również <span class="_ _0"></span>PZL<span class="_ _0"></span> <span class="_ _0"></span>Sędziszó<span class="_ _0"></span>w <span class="_ _5"></span>S.A. <span class="_ _0"></span>z <span class="_ _5"></span>siedzibą <span class="_ _5"></span>w <span class="_ _5"></span>Sędziszowie <span class="_ _5"></span>Małopolskim, <span class="_ _5"></span>w <span class="_ _5"></span>której <span class="_ _0"></span>Pan <span class="_ _5"></span>Adam <span class="_ _5"></span>Antoni <span class="_ _5"></span>S<span class="_ _5"></span><span class="ff6">ikorski </span></div><div class="t m0 x1 h10 y440 ff8 fs4 fc2 sc0 ls0 ws0">posiada 48,78%, a Unimot Express Sp. z o.o. posiada 48,78% udziału w kapitale<span class="_ _1"></span> zakładowym. <span class="_ _0"></span><span class="ff6">  </span></div><div class="t m0 x1 h10 y5a6 ff8 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="_ _5"></span>Sikorskiego (pośrednio<span class="_ _6"></span><span class="ff6"> przez </span></div><div class="t m0 x1 h10 y2e7 ff8 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 h10 y5a7 ff8 fs4 fc2 sc0 ls0 ws0">W okresie od dnia przekazania poprzedniego raportu okresowego stan p<span class="_ _1"></span>osiadania Pana Adama Sikorskiego nie uległ zmianie.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h22 y5a8 ff7 fs4 fc2 sc0 ls0 ws0">Pan Robert <span class="_ _0"></span>Brzozowski<span class="ff6"> <span class="_ _0"></span><span class="ff8">–</span> <span class="_ _0"></span><span class="ff8">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>159 <span class="ff8">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 h10 y5a9 ff6 fs4 fc2 sc0 ls0 ws0">do <span class="_ _6"></span>159 <span class="ff8">632 <span class="_ _5"></span>gło<span class="_ _0"></span>sów <span class="_ _6"></span>na <span class="_ _5"></span>Walnym <span class="_ _6"></span>Zgromadzen<span class="_ _1"></span>iu, <span class="_ _5"></span>któ<span class="_ _0"></span>rych <span class="_ _6"></span>udział <span class="_ _5"></span>w <span class="_ _6"></span>kapitale <span class="_ _5"></span>zakładowym <span class="_ _6"></span>wynosi <span class="_ _6"></span>1,95<span class="_ _1"></span>%, <span class="_ _6"></span>a <span class="_ _5"></span>udział <span class="_ _6"></span>w <span class="_ _5"></span>ogólnej <span class="_ _6"></span>liczbie <span class="_ _5"></span>gło<span class="_ _0"></span>sów <span class="_ _6"></span>na </span></div><div class="t m0 x1 h10 y5aa ff6 fs4 fc2 sc0 ls0 ws0">Walnym Zgromad<span class="ff8">zeniu stanowił 1,87%. </span> </div><div class="t m0 x1 h10 y5ab ff8 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 h22 y50c ff7 fs4 fc2 sc0 ls0 ws0">Pan <span class="_ _0"></span>Filip <span class="_ _5"></span>Kuropatwa<span class="ff6"> <span class="_ _5"></span>- <span class="_ _5"></span><span class="ff8">Wiceprezes <span class="_ _0"></span>Zarządu <span class="_ _5"></span>Emitenta <span class="_ _5"></span>na <span class="_ _0"></span>dzie<span class="_ _0"></span>ń <span class="_ _0"></span>prze<span class="_ _0"></span>kazania <span class="_ _0"></span>raportu <span class="_ _5"></span>posiada <span class="_ _5"></span>59 <span class="_ _5"></span>337 <span class="_ _0"></span>s<span class="_ _0"></span>ztuk <span class="_ _0"></span>akcji <span class="_ _5"></span>Emitenta <span class="_ _5"></span>dających <span class="_ _0"></span>pra<span class="_ _0"></span>wo <span class="_ _5"></span>do </span></span></div><div class="t m0 x1 h10 y5ac ff6 fs4 fc2 sc0 ls6 ws0">59<span class="ls0"> <span class="ff8">337 głosów na <span class="_ _1"></span>Walnym Zgromadzeniu, których <span class="_ _1"></span>udział w kap<span class="_ _1"></span>itale zakładowym wynosi 0,72%, 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 h10 y5ad ff6 fs4 fc2 sc0 ls0 ws0">Zgromadzeniu stanowi 0,69%. </div><div class="t m0 x1 h10 y5ae ff8 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></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x5 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">40<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h22 y69 ff5 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="ff8">Wiceprezes <span class="_ _5"></span>Zarządu <span class="_ _0"></span>Emitenta <span class="_ _0"></span>na <span class="_ _0"></span>dzień <span class="_ _0"></span>prz<span class="_ _0"></span>ekazania <span class="_ _0"></span>raportu <span class="_ _0"></span>posiada <span class="_ _0"></span>22 <span class="_ _0"></span>338 <span class="_ _5"></span>sztuk <span class="_ _0"></span>akcji <span class="_ _0"></span>Emitenta <span class="_ _0"></span>dających <span class="_ _5"></span>prawo <span class="_ _0"></span>do </span></span></div><div class="t m0 x1 h10 y28d ff6 fs4 fc2 sc0 ls6 ws0">22<span class="ls0"> <span class="ff8">338 <span class="_ _10"></span>gło<span class="_ _0"></span>sów <span class="_ _10"></span>na <span class="_ _1"></span>Walnym <span class="_ _10"></span>Zgromadzeniu, <span class="_ _10"></span>których u<span class="_ _1"></span>dział <span class="_ _1"></span>w <span class="_ _10"></span>kapitale <span class="_ _1"></span>zakładowym <span class="_ _10"></span>wynosi <span class="_ _1"></span>0,0,27%, <span class="_ _10"></span>a u<span class="_ _10"></span>dział w <span class="_ _10"></span>ogólnej <span class="_ _10"></span>liczbie <span class="_ _1"></span>głosów <span class="_ _10"></span>na <span class="ff6">Walnym </span></span></span></div><div class="t m0 x1 h10 y28e ff6 fs4 fc2 sc0 ls0 ws0">Zgromadzeniu stanowi 0,26%. </div><div class="t m0 x1 h10 y537 ff8 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 class="t m0 x3c h44 y5af ff7 fs5 fc5 sc0 ls11 ws0">4.3.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff7">POLITYKA DYWIDENDOWA     </span></span></div><div class="t m0 x1 h10 y5b0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y168 ff8 fs4 fc2 sc0 ls0 ws0">Polityka  dywidendowa <span class="_ _14"> </span>określa  długoterminowy <span class="_ _14"> </span>cel  w <span class="_ _14"> </span>zakresie  minimalnego <span class="_ _14"> </span>poziomu  dywidendy, <span class="_ _14"> </span>która <span class="_ _14"> </span>jest  wyliczana <span class="_ _14"> </span>na  podstawie </div><div class="t m0 x1 h10 y5b1 ff8 fs4 fc2 sc0 ls0 ws0">osiąganych <span class="_ _1"></span>wyników <span class="_ _1"></span>skonsolidowanych, a <span class="_ _10"></span>nie jednostkowych. Związane <span class="_ _10"></span>jest to ze<span class="_ _1"></span> zmianami <span class="_ _10"></span>o<span class="_ _0"></span>rganizacyjnymi w <span class="_ _10"></span>Grupie Emitenta, kt<span class="_ _1"></span>ó<span class="_ _0"></span><span class="ff6">re zasz</span>ły </div><div class="t m0 x1 h10 y5b2 ff8 fs4 fc2 sc0 ls0 ws0">dnia <span class="_ _0"></span>1 <span class="_ _5"></span>sierpnia <span class="_ _0"></span>2022 <span class="_ _5"></span>r., <span class="_ _5"></span>tj. <span class="_ _0"></span>wraz<span class="_ _0"></span> <span class="_ _0"></span>z <span class="_ _5"></span>przeniesieniem <span class="_ _0"></span>części <span class="_ _5"></span>przedsiębiorstwa <span class="_ _0"></span>Emitenta <span class="_ _5"></span>do <span class="_ _0"></span>spółki <span class="_ _5"></span>w <span class="_ _5"></span>100% <span class="_ _0"></span>zależnej <span class="_ _6"></span>–<span class="ff6"> <span class="_ _0"></span>UNIMOT <span class="_ _5"></span>Paliwa <span class="_ _0"></span>sp. <span class="_ _0"></span>z <span class="_ _5"></span>o.o. <span class="_ _5"></span>i </span></div><div class="t m0 x1 h10 y5b3 ff8 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 h10 yb5 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _10"></span>związku <span class="_ _1"></span>z <span class="_ _10"></span>tym, <span class="_ _10"></span>Zarzą<span class="_ _0"></span>d <span class="_ _10"></span>Emitenta <span class="_ _10"></span>przyjął, <span class="_ _1"></span>że <span class="_ _10"></span>w <span class="_ _10"></span>przypadku <span class="_ _10"></span>osiągnięcia w <span class="_ _9"></span>danym <span class="_ _10"></span>ro<span class="_ _0"></span>ku <span class="_ _10"></span>obrotowym <span class="_ _1"></span>jednostkowego <span class="_ _10"></span>zysku <span class="_ _10"></span>netto, <span class="_ _10"></span>Zarząd<span class="_ _5"></span><span class="ff6"> <span class="_ _10"></span>E<span class="_ _0"></span>mitenta </span></div><div class="t m0 x1 h10 y5b4 ff8 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 h10 y5b5 ff8 fs4 fc2 sc0 ls0 ws0">z <span class="_ _12"> </span>zastrzeżeniem, <span class="_ _12"> </span>że <span class="_ _12"> </span>rekomendacja  Zarządu<span class="_ _1"></span> <span class="_ _12"> </span>będzie <span class="_ _12"> </span>każdorazowo<span class="_ _0"></span> <span class="_ _12"> </span>zależała <span class="_ _12"> </span>od  s<span class="_ _1"></span>ytuacji <span class="_ _12"> </span>operacyjno<span class="_ _0"></span><span class="ff6">-</span>finansowej  G<span class="_ _1"></span>rupy <span class="_ _12"> </span>Emitenta.  Powyższa </div><div class="t m0 x1 h10 y5b6 ff8 fs4 fc2 sc0 ls0 ws0">polityka <span class="_ _12"> </span>dywidendowa <span class="_ _12"> </span>obowiązuje <span class="_ _7"> </span>pocz<span class="_ _0"></span>ąwszy <span class="_ _12"> </span>od <span class="_ _12"> </span>podziału <span class="_ _12"> </span>zysku <span class="_ _12"> </span>za <span class="_ _12"> </span>rok <span class="_ _12"> </span>obrotowy <span class="_ _12"> </span>zakończony <span class="_ _12"> </span>31 <span class="_ _12"> </span>grudnia <span class="_ _7"> </span>2022 <span class="_ _12"> </span>r. <span class="_ _12"> </span>Wcześniej <span class="_ _12"> </span>w<span class="_ _0"></span>yso<span class="_ _5"></span>kość </div><div class="t m0 x1 h10 y5b7 ff8 fs4 fc2 sc0 ls0 ws0">dywidendy była wyliczana na podstawie osiąganych wyników jednostkowych.<span class="ff6"> </span></div><div class="t m0 x1 h10 y5b8 ff8 fs4 fc2 sc0 ls0 ws0">23 <span class="_ _10"></span>kw<span class="_ _0"></span>ietnia <span class="_ _10"></span>2024 r. <span class="_ _10"></span>Zarząd Un<span class="_ _1"></span>imot S<span class="_ _1"></span>.A. <span class="_ _10"></span>zare<span class="_ _0"></span>komendował <span class="_ _1"></span>Zwyczajnemu <span class="_ _10"></span>Walnemu <span class="_ _1"></span>Zgromadzeniu <span class="_ _1"></span>Akcjonariuszy <span class="_ _10"></span>przeznaczenie jednostkow<span class="_ _0"></span><span class="ff6">ego </span></div><div class="t m0 x1 h10 y5b9 ff8 fs4 fc2 sc0 ls0 ws0">zysku netto za rok 2023 wynoszącego 45 039 tys. zł<span class="ff6"> na: </span></div><div class="t m0 x1 h4b y5ba ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">wypłatę dywidendy: 32 791 tys. zł<span class="ff6"> </span>(4,0 zł na 1 akcję), <span class="ff6"> </span></span></span></div><div class="t m0 x1 h4b y5bb ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">kapitał zapasowy: 12 248 tys. zł<span class="ff6">. </span></span></span></div><div class="t m0 x1 h22 y5bc ff5 fs4 fc2 sc0 ls0 ws0">Podział zysku Jednostki Dominującej<span class="ff7"> </span></div><div class="t m0 x1 h10 y5bd ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _10"></span>dniu <span class="_ _10"></span>17 <span class="_ _1"></span>czerwca <span class="_ _10"></span>2024 <span class="_ _1"></span>r. <span class="_ _10"></span>Zwyczajne <span class="_ _10"></span>Walne <span class="_ _10"></span>Zgromadzenie <span class="_ _1"></span>Unimot <span class="_ _10"></span>S.A. <span class="_ _10"></span>podjęło<span class="_ _0"></span> <span class="_ _10"></span>uchwałę <span class="_ _10"></span>w<span class="_ _0"></span> <span class="_ _10"></span>sprawie <span class="_ _10"></span>podziału <span class="_ _1"></span>zysku <span class="_ _10"></span>za <span class="_ _10"></span>2023 <span class="_ _1"></span>rok, <span class="_ _10"></span>post<span class="_ _5"></span>anawiając </div><div class="t m0 x1 h10 y5be ff8 fs4 fc2 sc0 ls0 ws0">jednostkowy zysk netto spółki Unimot S.A.:<span class="ff6"> </span></div><div class="t m0 x3c h3e y5bf ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">w wysokości 32 791 tys. złotych przeznaczyć na wypłatę dywidendy dla akcjonariuszy Unimot S.A. (4,00<span class="ff6"> </span>złote na 1<span class="ff6"> </span>akcję),<span class="ff6"> </span></span></span></div><div class="t m0 x3c h3e y5c0 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">w wysokości 12 248 tys. złotych przeznaczyć na kapitał zapasowy.<span class="ff6"> </span></span></span></div><div class="t m0 x1 h10 y5c1 ff8 fs4 fc2 sc0 ls0 ws0">Dzień dywidendy ustalono na 26 czerwca 2024 r., a termin jej wypłaty na 10 czerwca 2024 r.<span class="ff6"> </span></div><div class="t m0 x1 h10 y5c2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y5c3 ff6 fs4 fc2 sc0 ls0 ws0">W roku 2024 <span class="_ _1"></span><span class="ff8">spółka UNIMOT<span class="_ _1"></span> S.A. <span class="_ _1"></span>osiągnęła s<span class="_ _1"></span>tratę netto <span class="_ _1"></span>w kwocie <span class="_ _1"></span>34<span class="ff6"> </span>487 tys. złotych. <span class="_ _10"></span>Zarzą<span class="_ _0"></span>d Unimot <span class="_ _1"></span>S.A. b<span class="_ _1"></span>ędzie rekomendował pokr<span class="_ _1"></span>ycie te<span class="_ _1"></span>j </span></div><div class="t m0 x1 h10 y5c4 ff8 fs4 fc2 sc0 ls0 ws0">straty z kapitału zapasowego Spółki.<span class="ff6"> </span>Równocześnie, Zarząd Unimot S.A. będzie rekomendował przeznaczenie kapitału zapasowego (w części </div><div class="t m0 x1 h10 y5c5 ff8 fs4 fc2 sc0 ls0 ws0">pochodzącej z zysków lat ubiegłych) <span class="ff6">UNIMOT S.A. </span>na wypłatę dywidendy w wysokości 49 187 tys. złotych (6,00<span class="ff6"> </span>złotych na 1 akcję).<span class="ff6"> </span></div><div class="t m0 x1 h10 y5c6 ff8 fs4 fc2 sc0 ls0 ws0">Rekomendacja <span class="_ _1"></span>Zarządu <span class="_ _1"></span>zostanie przeds<span class="_ _1"></span>tawiona Zwyczajnemu<span class="_ _1"></span> Walnemu <span class="_ _10"></span>Zgromadzeniu Unimot <span class="_ _10"></span>S.<span class="_ _0"></span>A., które <span class="_ _10"></span>podejmie ostateczną <span class="_ _10"></span>decyz<span class="_ _0"></span>ję w<span class="ff6"> tej </span></div><div class="t m0 x1 h10 y82 ff6 fs4 fc2 sc0 ls0 ws0">kwestii. </div><div class="t m0 x1 h10 y5c7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 y5c8 ff7 fs5 fc5 sc0 ls11 ws0">4.4.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff7">AKCJE UNIMOT S.A. NA GPW W WARSZAWIE   </span></span></div><div class="t m0 x1 h10 y5c9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y5d ff8 fs4 fc2 sc0 ls0 ws0">Do <span class="_ _1"></span>obrotu <span class="_ _10"></span>na G<span class="_ _1"></span>iełdzie <span class="_ _10"></span>Pa<span class="_ _0"></span>pierów <span class="_ _1"></span>Wartościowych <span class="_ _1"></span>w <span class="_ _10"></span>Warszawie („<span class="_ _1"></span>GPW&quot;) <span class="_ _1"></span>dopuszczone <span class="_ _10"></span>są <span class="_ _1"></span>akcje <span class="_ _10"></span>na okaziciela <span class="_ _10"></span>serii: <span class="_ _10"></span>C,<span class="_ _0"></span> <span class="_ _1"></span>D, <span class="_ _10"></span>E, F, <span class="_ _10"></span>G, <span class="_ _1"></span>H, I, J, <span class="_ _10"></span>K <span class="_ _10"></span>w łącznej </div><div class="t m0 x1 h10 y5ca ff8 fs4 fc2 sc0 ls0 ws0">ilości: <span class="_ _10"></span>7 <span class="_ _10"></span>497 <span class="_ _1"></span>818 <span class="_ _10"></span>szt. <span class="_ _10"></span>Wchodzą <span class="_ _10"></span>o<span class="_ _0"></span>ne <span class="_ _10"></span>w <span class="_ _10"></span>skład in<span class="_ _1"></span>deksów: <span class="_ _10"></span>WIGdivplus, <span class="_ _10"></span>WIG140, <span class="_ _10"></span>sWIG80TR, WIG<span class="ff6">-Poland, <span class="_ _9"></span>WIG-paliwa, <span class="_ _10"></span>sWIG80, <span class="_ _1"></span>WIG, <span class="_ _10"></span>GPWB-CENTR, </span></div><div class="t m0 x1 h10 y5cb ff8 fs4 fc2 sc0 ls0 ws0">CEEplus. <span class="_ _5"></span>Pozo<span class="_ _0"></span>stałe <span class="_ _5"></span>akcje <span class="_ _6"></span>niedopu<span class="_ _1"></span>szczone <span class="_ _5"></span>do <span class="_ _6"></span>obrotu <span class="_ _5"></span>na <span class="_ _6"></span>GPW <span class="_ _5"></span>serii: <span class="_ _5"></span>A <span class="_ _5"></span>i <span class="_ _6"></span>B <span class="_ _5"></span>w <span class="_ _6"></span>ilości <span class="_ _5"></span>700<span class="_ _0"></span><span class="ff6"> </span>000 <span class="_ _6"></span>szt. <span class="_ _5"></span>są <span class="_ _6"></span>w <span class="_ _0"></span>posiadaniu: <span class="_ _6"></span>Unimot <span class="_ _5"></span>Express <span class="_ _6"></span>Sp<span class="_ _1"></span>. <span class="_ _6"></span>z <span class="_ _5"></span>o.o. <span class="_ _6"></span>i </div><div class="t m0 x1 h10 y88 ff8 fs4 fc2 sc0 ls0 ws0">Zemadon Limited. Nie istnieją ograniczenia w przenoszeniu praw własności akcji na okaziciela.<span class="ff6"> </span></div><div class="t m0 x1 h10 y157 ff8 fs4 fc2 sc0 ls0 ws0">W 2024 r. <span class="_ _0"></span>kurs akcji UNIMOT <span class="_ _0"></span>S.A. wzrósł o<span class="_ _0"></span> 19,25%, w tym <span class="_ _0"></span>samym czasie indeks sWIG80 w<span class="_ _0"></span>zrósł o <span class="_ _0"></span>3,01%. Pod względem wartości o<span class="_ _0"></span>bro<span class="_ _5"></span>tów w </div><div class="t m0 x1 h10 y5cc ff8 fs4 fc2 sc0 ls0 ws0">2024 r. Unimot był na 84. mie<span class="_ _1"></span>jscu spośród 4<span class="ff6 ls6">22<span class="ls0"> </span></span>spółek noto<span class="_ _1"></span>wanych na Rynku Głównym GPW. Kurs<span class="_ _1"></span> minimaln<span class="_ _1"></span>y wyniósł 118,00 zł, maksymalny </div><div class="t m0 x1 h10 y3c2 ff8 fs4 fc2 sc0 ls0 ws0">155,00 zł. Wartość obrotów to 114,73 mln zł, a średni wolumen<span class="_ _1"></span> na sesję 3<span class="ff6"> </span>492 sztuk. Kapitalizacja UNIMOT<span class="_ _0"></span> S.A. wyniosła: 1<span class="ff6"> </span>177,21 mln zł.<span class="ff6"> </span></div><div class="t m0 x1 h10 ye9 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _19"> </span>tym <span class="_ _18"> </span>samym <span class="_ _19"> </span>okresie <span class="_ _19"> </span>indeks <span class="_ _18"> </span>szerokiego <span class="_ _19"> </span>rynku <span class="_ _19"> </span>WIG <span class="_ _18"> </span>zyskał <span class="_ _19"> </span>1,42%<span class="_ _0"></span> <span class="_ _19"> </span>utrzymując <span class="_ _18"> </span>się <span class="_ _19"> </span>w <span class="_ _19"> </span>konsolidacji <span class="_ _19"> </span>po <span class="_ _18"> </span>wcześniejszych <span class="_ _19"> </span>wzrostach </div><div class="t m0 x1 h10 y5cd ff8 fs4 fc2 sc0 ls0 ws0">zapoczątkowanych w <span class="_ _10"></span>2022 r. <span class="_ _1"></span>Słabiej <span class="_ _10"></span>wypadły indeksy <span class="_ _10"></span>WIG20 i <span class="_ _1"></span>WIG30 tracąc <span class="_ _10"></span>o<span class="_ _0"></span>dpowiednio: <span class="_ _10"></span>6,44%<span class="_ _0"></span> i<span class="_ _1"></span> 3,<span class="_ _1"></span>50%. N<span class="_ _1"></span>ajwiększy <span class="_ _1"></span>wzrost wśród <span class="_ _10"></span>i<span class="_ _0"></span>ndeksów </div><div class="t m0 x1 h10 y5ce ff6 fs4 fc2 sc0 ls0 ws0">sekt<span class="ff8">orowych zanotował WIG</span>-<span class="ff8">Ukraine 55,56%, a największy spadek WIG</span>-chemia 26,76%. </div><div class="t m0 xb3 h22 y5cf ff5 fs4 fc2 sc0 ls0 ws0">Kurs akcji UNIMOT w porównaniu do indeksów sWIG80 oraz WIG<span class="ff7">-Paliwa </span></div><div class="t m0 xb4 h10 y5d0 ff8 fs4 fc2 sc0 ls0 ws0">[lewa oś: zmiana kursu, prawa oś: wolumen obrotu w szt.]<span class="ff6"> </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 y3c w5 h1c" alt="" 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class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">41<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 xb5 h14 yd6 ffa fs9 fc2 sc0 ls0 ws0">Dane do<span class="_ _1"></span> </div><div class="t m0 x1 h14 y5d1 ffa fs9 fc2 sc0 ls0 ws0">wykresu: stoo<span class="_ _1"></span>q.pl </div><div class="t m0 x1 h19 y5d2 ff8 fs9 fc2 sc0 ls0 ws0">* <span class="_ _5"></span>na <span class="_ _6"></span>różnice <span class="_ _5"></span>pomiędzy <span class="_ _6"></span>prezento<span class="_ _1"></span>wanymi <span class="_ _5"></span>wykresami, <span class="_ _6"></span>a <span class="_ _5"></span>wykresami <span class="_ _6"></span>publik<span class="_ _1"></span>owanymi <span class="_ _5"></span>na <span class="_ _6"></span>niektó<span class="_ _1"></span>rych <span class="_ _5"></span>portalach <span class="_ _6"></span>internet<span class="_ _1"></span>owych <span class="_ _5"></span>może <span class="_ _6"></span>mieć <span class="_ _5"></span>wpł<span class="_ _0"></span>yw <span class="_ _5"></span>uwzględniona </div><div class="t m0 x1 h19 y5d3 ff8 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 h22 y5d4 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y5d5 ff5 fs4 fc2 sc0 ls0 ws0">Dane statystyczne notowań akcji UNIMOT<span class="ff7"> </span></div><div class="t m0 x1 h19 y5d6 ff6 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h19 y5d7 ff8 fs9 fc2 sc0 ls0 ws0">źródło danych: G<span class="_ _1"></span>PW<span class="ff6"> </span></div><div class="t m0 x1 h19 y5d8 ff6 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y5d9 ff7 fs4 fc2 sc0 ls0 ws0">Rekomendacje wydane w 2024 r. </div></div><div class="c x1 y30d w49 h89"><div class="t m0 xa h15 y2ab ff7 fs9 fc2 sc0 ls0 ws0">Data wydania </div></div><div class="c xb6 y30d w49 h89"><div class="t m0 xa h15 y2ab ff7 fs9 fc2 sc0 ls0 ws0">Podmiot </div></div><div class="c xb7 y30d w49 h89"><div class="t m0 xa h15 y2ab ff7 fs9 fc2 sc0 ls0 ws0">Analityk </div></div><div class="c xb8 y30d w4a h89"><div class="t m0 x97 h15 y2ab ff7 fs9 fc2 sc0 ls0 ws0">Rekomendacja </div></div><div class="c xb9 y30d w49 h89"><div class="t m0 xba h15 y2ab ff7 fs9 fc2 sc0 ls0 ws0">Wycena </div></div><div class="c x1 y5da w49 h8a"><div class="t m0 xa h19 y2bf ff6 fs9 fc2 sc0 ls4 ws0">10<span class="ls0">-</span>12<span class="ls0">-2024  </span></div></div><div class="c xb6 y5da w49 h8a"><div class="t m0 xa h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">DM Trigon </div></div><div class="c xb7 y5da w49 h8a"><div class="t m0 xa h19 y2bf ff8 fs9 fc2 sc0 ls0 ws0">Michał Kozak<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c xb8 y5da w4a h8a"><div class="t m0 x39 h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">Kupuj </div></div><div class="c xb9 y5da w49 h8a"><div class="t m0 xbb h19 y2bf ff8 fs9 fc2 sc0 ls0 ws0">192,90 zł<span class="ff6"> </span></div></div><div class="c x1 y5db w49 h7b"><div class="t m0 xa h19 y197 ff6 fs9 fc2 sc0 ls4 ws0">01<span class="ls0">-</span>12<span class="ls0">-2024  </span></div></div><div class="c xb6 y5db w49 h7b"><div class="t m0 xa h19 y197 ff8 fs9 fc2 sc0 ls0 ws0">DM BOŚ S.A.<span class="ff6"> </span></div></div><div class="c xb7 y5db w49 h7b"><div class="t m0 xa h19 y197 ff8 fs9 fc2 sc0 ls0 ws0">Łukasz Prokopi<span class="_ _1"></span>uk<span class="ff6"> </span></div></div><div class="c xb8 y5db w4a h7b"><div class="t m0 x39 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">Kupuj </div></div><div class="c xb9 y5db w49 h7b"><div class="t m0 xbb h19 y197 ff8 fs9 fc2 sc0 ls0 ws0">190,00 zł<span class="ff6"> </span></div></div><div class="c x1 y5dc w49 h7b"><div class="t m0 xa h19 y197 ff6 fs9 fc2 sc0 ls4 ws0">29<span class="ls0">-</span>11<span class="ls0">-2024  </span></div></div><div class="c xb6 y5dc w49 h7b"><div class="t m0 xa h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">DM mBank </div></div><div class="c xb7 y5dc w49 h7b"><div class="t m0 xa h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">Kamil Kliszcz </div></div><div class="c xb8 y5dc w4a h7b"><div class="t m0 x39 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">Kupuj </div></div><div class="c xb9 y5dc w49 h7b"><div class="t m0 xbb h19 y197 ff8 fs9 fc2 sc0 ls0 ws0">177,41 zł<span class="ff6"> </span></div></div><div class="c x1 y5dd w49 h77"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">29<span class="ls0">-</span>11<span class="ls0">-2024  </span></div></div><div class="c xb6 y5dd w49 h77"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">BM Bank Pe<span class="_ _1"></span>kao S.A. </div></div><div class="c xb7 y5dd w49 h77"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">Krzysztof Kozieł<span class="ff6"> <span class="_ _1"></span> </span></div></div><div class="c xb8 y5dd w4a h77"><div class="t m0 x39 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Kupuj </div></div><div class="c xb9 y5dd w49 h77"><div class="t m0 xbb h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">182,48 zł<span class="ff6"> </span></div></div><div class="c x1 y5de w49 h7b"><div class="t m0 xa h19 y197 ff6 fs9 fc2 sc0 ls4 ws0">21<span class="ls0">-</span>10<span class="ls0">-2024 </span></div></div><div class="c xb6 y5de w49 h7b"><div class="t m0 xa h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">DM Trigon S.A. </div></div><div class="c xb7 y5de w49 h7b"><div class="t m0 xa h19 y197 ff8 fs9 fc2 sc0 ls0 ws0">Michał Kozak<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c xb8 y5de w4a h7b"><div class="t m0 x39 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">Kupuj </div></div><div class="c xb9 y5de w49 h7b"><div class="t m0 xbb h19 y197 ff8 fs9 fc2 sc0 ls0 ws0">181,60 zł<span class="ff6"> </span></div></div><div class="c x1 y5df w49 h77"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">03<span class="ls0">-</span>10<span class="ls0">-2024 </span></div></div><div class="c xb6 y5df w49 h77"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">DM BOŚ S.A.<span class="ff6"> </span></div></div><div class="c xb7 y5df w49 h77"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">Łukasz Prokopi<span class="_ _1"></span>uk<span class="ff6"> </span></div></div><div class="c xb8 y5df w4a h77"><div class="t m0 x39 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Kupuj </div></div><div class="c xb9 y5df w49 h77"><div class="t m0 xbb h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">180,00 zł<span class="ff6"> </span></div></div><div class="c x1 y5e0 w49 h7b"><div class="t m0 xa h19 y197 ff6 fs9 fc2 sc0 ls4 ws0">07<span class="ls0">-</span>08<span class="ls0">-2024 </span></div></div><div class="c xb6 y5e0 w49 h7b"><div class="t m0 xa h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">BM Bank Pe<span class="_ _1"></span>kao S.A. </div></div><div class="c xb7 y5e0 w49 h7b"><div class="t m0 xa h19 y197 ff8 fs9 fc2 sc0 ls0 ws0">Krzysztof Kozieł<span class="ff6"> </span></div></div><div class="c xb8 y5e0 w4a h7b"><div class="t m0 x39 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">Kupuj </div></div><div class="c xb9 y5e0 w49 h7b"><div class="t m0 xbb h19 y197 ff8 fs9 fc2 sc0 ls0 ws0">151,08 zł<span class="ff6"> </span></div></div><div class="c x1 y5e1 w49 h77"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">19<span class="ls0">-</span>07<span class="ls0">-2024 </span></div></div><div class="c xb6 y5e1 w49 h77"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">DM Trigon S.A. </div></div><div class="c xb7 y5e1 w49 h77"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">Michał Kozak<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c xb8 y5e1 w4a h77"><div class="t m0 x17 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Trzymaj </div></div><div class="c xb9 y5e1 w49 h77"><div class="t m0 xbb h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">156,15 zł<span class="ff6"> </span></div></div><div class="c x1 y5e2 w49 h7b"><div class="t m0 xa h19 y197 ff6 fs9 fc2 sc0 ls4 ws0">19<span class="ls0">-</span>04<span class="ls0">-2024 </span></div></div><div class="c xb6 y5e2 w49 h7b"><div class="t m0 xa h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">DM Trigon S.A. </div></div><div class="c xb7 y5e2 w49 h7b"><div class="t m0 xa h19 y197 ff8 fs9 fc2 sc0 ls0 ws0">Michał Kozak<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c xb8 y5e2 w4a h7b"><div class="t m0 x17 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">Trzymaj </div></div><div class="c xb9 y5e2 w49 h7b"><div class="t m0 xbb h19 y197 ff8 fs9 fc2 sc0 ls0 ws0">140,00 zł<span class="ff6"> </span></div></div><div class="c x1 y5e3 w49 h7b"><div class="t m0 xa h19 y197 ff6 fs9 fc2 sc0 ls4 ws0">26<span class="ls0">-</span>03<span class="ls0">-2024 </span></div></div><div class="c xb6 y5e3 w49 h7b"><div class="t m0 xa h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">DM mBank S.A. </div></div><div class="c xb7 y5e3 w49 h7b"><div class="t m0 xa h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">Kamil Kliszcz </div></div><div class="c xb8 y5e3 w4a h7b"><div class="t m0 x39 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">Kupuj </div></div><div class="c xb9 y5e3 w49 h7b"><div class="t m0 xbb h19 y197 ff8 fs9 fc2 sc0 ls0 ws0">172,96 zł<span class="ff6"> </span></div></div><div class="c x1 y5e4 w49 h77"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">05<span class="ls0">-</span>02<span class="ls0">-2024 </span></div></div><div class="c xb6 y5e4 w49 h77"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">DM BOŚ S.A.<span class="ff6"> </span></div></div><div class="c xb7 y5e4 w49 h77"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">Łukasz Prokopi<span class="_ _1"></span>uk<span class="ff6"> </span></div></div><div class="c xb8 y5e4 w4a h77"><div class="t m0 x39 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Kupuj </div></div><div class="c xb9 y5e4 w49 h77"><div class="t m0 xbb h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">160,00 zł<span class="ff6"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y5e5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y5e6 ff8 fs4 fc2 sc0 ls0 ws0">Główne działania realizowane przez UNIMOT S.A. w zakresie<span class="_ _1"></span> relacji <span class="ff6">inwestorskich:<span class="_ _0"></span> </span></div><div class="t m0 x1 h4b y5e7 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Zakładka <span class="_ _0"></span>relacji <span class="_ _5"></span>inwestorskich <span class="_ _0"></span>na <span class="_ _5"></span>stronie <span class="_ _5"></span>internetowej <span class="_ _0"></span>spółki<span class="_ _5"></span><span class="ff6"> <span class="_ _0"></span><span class="ff8">–</span> <span class="_ _5"></span><span class="ff8">spółka <span class="_ _5"></span>na <span class="_ _5"></span>witrynie <span class="_ _0"></span>i<span class="_ _0"></span>nformuje <span class="_ _0"></span>m.in. <span class="_ _5"></span>o <span class="_ _5"></span>najważniejszych <span class="_ _5"></span>wydarzeniach <span class="_ _5"></span>i </span></span></span></span></div><div class="t m0 x3c h10 y3f1 ff8 fs4 fc2 sc0 ls0 ws0">nowych  rekomend<span class="_ _1"></span>acjach.  Zakładka <span class="_ _12"> </span>jest  także  s<span class="_ _1"></span>ystematycznie  uzupełniana <span class="_ _12"> </span>o  nowe  treści <span class="_ _12"> </span>i  materiały  in<span class="_ _1"></span>formacyjne  (wideo,  au<span class="_ _1"></span>dio, </div><div class="t m0 x3c h10 y5e8 ff6 fs4 fc2 sc0 ls0 ws0">prezentacje, one-pagery): <span class="fcf">https://www.unimot.pl/relacje-inwestorskie</span>. </div><div class="t m0 x1 h4b y5e9 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Komunikacja <span class="_ _19"> </span>na <span class="_ _17"> </span>Twitterze <span class="_ _18"> </span><span class="ff8">–<span class="ff6"> <span class="_ _18"> </span></span>spółka <span class="_ _17"> </span>prowadzi <span class="_ _18"> </span>aktywną <span class="_ _18"> </span>komunikację <span class="_ _18"> </span>poprzez <span class="_ _18"> </span>medium <span class="_ _18"> </span>społecznościow<span class="_ _0"></span>e <span class="_ _19"> </span>T<span class="_ _0"></span>witter <span class="_ _18"> </span>przekazując </span></span></span></div><div class="t m0 x3c h10 y3c5 ff8 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"> 1670 </span></div><div class="t m0 x3c h22 y5ea ff8 fs4 fc2 sc0 ls0 ws0">osób.<span class="ff7"> </span></div><div class="t m0 x1 h4b y5eb ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Powiadomienia IR <span class="ff8">–<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 x3c h10 y5ec ff8 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 x3c h22 y5ed ff6 fs4 fc2 sc0 ls0 ws0">inwestorskie <span class="fcf">https://www.unimot.pl/relacje-inwestorskie/materialy-informacyjne/powiadomieni<span class="_ _1"></span>a-inwestorskie <span class="ff7 fc2"> </span></span></div></div><div class="c x5 y5ee w4b h8b"><div class="t m0 xbc h10 y5ef ff6 fs4 fc7 sc0 ls0 ws0">0</div><div class="t m0 xbc h10 y5f0 ff8 fs4 fc7 sc0 ls6 ws0">50 000</div><div class="t m0 xbc h10 y5f1 ff8 fs4 fc7 sc0 ls6 ws0">100 000</div><div class="t m0 xbc h10 y5f2 ff8 fs4 fc7 sc0 ls6 ws0">150 000</div><div class="t m0 xbc h10 y5f3 ff8 fs4 fc7 sc0 ls6 ws0">200 000</div><div class="t m0 xbc h85 y5f4 ff8 fs19 fc7 sc0 ls0 ws0">250 000</div><div class="t m0 xbc h10 y5f5 ff8 fs4 fc7 sc0 ls6 ws0">300 000</div><div class="t m0 x4b h10 y5ef ff6 fs4 fc7 sc0 ls6 ws0">70</div><div class="t m0 x4b h10 y5f6 ff6 fs4 fc7 sc0 ls6 ws0">80</div><div class="t m0 x4b h10 y5f7 ff6 fs4 fc7 sc0 ls6 ws0">90</div><div class="t m0 xbd h10 y5f8 ff6 fs4 fc7 sc0 ls6 ws0">100</div><div class="t m0 xbd h10 y5f9 ff6 fs4 fc7 sc0 ls6 ws0">110</div><div class="t m0 xbd h10 y5fa ff6 fs4 fc7 sc0 ls6 ws0">120</div><div class="t m0 xbd h10 y5fb ff6 fs4 fc7 sc0 ls6 ws0">130</div><div class="t m0 x53 h10 y5fc ff6 fs4 fc7 sc0 ls0 ws0">29.12.2023<span class="_ _32"> </span>29.12.2024</div><div class="t m0 xbe h10 y5fd ff6 fs4 fc7 sc0 ls0 ws0">Wolumen UNIMOT<span class="_ _33"> </span>UNIMOT<span class="_ _33"> </span>sWIG80<span class="_ _33"> </span>WIG-Paliwa</div></div><div class="c x1 y5fe w4c h8c"><div class="t m0 x82 h19 y547 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xbf y5fe w4d h8c"><div class="t m0 xc0 h15 y27 ff7 fs9 fc2 sc0 ls4 ws0">2024<span class="ls0"> </span></div></div><div class="c xc1 y5fe w4e h8c"><div class="t m0 xc0 h15 y27 ff7 fs9 fc2 sc0 ls4 ws0">2023<span class="ls0"> </span></div></div><div class="c x1 y5ff w4c h4f"><div class="t m0 xa h19 y600 ff6 fs9 fc2 sc0 ls0 ws0">Zmiana indek<span class="_ _1"></span>su sWIG80 </div></div><div class="c xbf y5ff w4d h4f"><div class="t m0 x7c h19 y600 ff6 fs9 fc2 sc0 ls0 ws0">3,01% </div></div><div class="c xc1 y5ff w4e h4f"><div class="t m0 xc2 h19 y600 ff6 fs9 fc2 sc0 ls0 ws0">30,91% </div></div><div class="c x1 y601 w4c h7c"><div class="t m0 xa h19 y54c ff6 fs9 fc2 sc0 ls0 ws0">Stopa zwrotu z ak<span class="_ _1"></span>cji UNIMOT </div></div><div class="c xbf y601 w4d h7c"><div class="t m0 xc2 h19 y54c ff6 fs9 fc2 sc0 ls0 ws0">19,25% </div></div><div class="c xc1 y601 w4e h7c"><div class="t m0 xc2 h19 y54c ff6 fs9 fc2 sc0 ls0 ws0">55,95% </div></div><div class="c x1 y3b2 w4c h4f"><div class="t m0 xa h19 y600 ff8 fs9 fc2 sc0 ls0 ws0">Kapitalizacja <span class="_ _1"></span>(mln zł)<span class="ff6"> </span></div></div><div class="c xbf y3b2 w4d h4f"><div class="t m0 xc3 h19 y600 ff6 fs9 fc2 sc0 ls0 ws0">1 177,21 </div></div><div class="c xc1 y3b2 w4e h4f"><div class="t m0 xc4 h19 y600 ff6 fs9 fc2 sc0 ls0 ws0">1016,53 </div></div><div class="c x1 y602 w4c h4f"><div class="t m0 xa h19 y600 ff8 fs9 fc2 sc0 ls0 ws0">Wartość obr<span class="_ _1"></span>otów (mln zł)<span class="ff6"> </span></div></div><div class="c xbf y602 w4d h4f"><div class="t m0 x87 h19 y600 ff6 fs9 fc2 sc0 ls0 ws0">114,73 </div></div><div class="c xc1 y602 w4e h4f"><div class="t m0 x87 h19 y600 ff6 fs9 fc2 sc0 ls0 ws0">210,38 </div></div><div class="c x1 y335 w4c h7c"><div class="t m0 xa h19 y54c ff8 fs9 fc2 sc0 ls0 ws0">Udział w obrotac<span class="_ _1"></span>h<span class="ff6"> </span></div></div><div class="c xbf y335 w4d h7c"><div class="t m0 x7c h19 y54c ff6 fs9 fc2 sc0 ls0 ws0">0,03% </div></div><div class="c xc1 y335 w4e h7c"><div class="t m0 x7c h19 y54c ff6 fs9 fc2 sc0 ls0 ws0">0,08% </div></div><div class="c x1 y4ae w4c h4f"><div class="t m0 xa h19 y600 ff8 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 xbf y4ae w4d h4f"><div class="t m0 xc5 h19 y600 ff6 fs9 fc2 sc0 ls0 ws0">3 492 </div></div><div class="c xc1 y4ae w4e h4f"><div class="t m0 xc5 h19 y600 ff6 fs9 fc2 sc0 ls0 ws0">7 980 </div></div><span class="d m1" style="border-style:none;position:absolute;left:308.580000px;bottom:323.900000px;width:166.920000px;height:13.190000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:213.220000px;bottom:163.790000px;width:365.070000px;height:13.183000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x5 y3c w1d h1c" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABAAAAAXpCAIAAABnQ/0qAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdedxlZ1Un+t9a63n23md4h5qrUqmQgcwhkJAEGQJBW1EakbbbFlFRRGi1baer14HbilzubWkubat0N3KlkVEZBZRJIAQCIalU5lSSSipVqUrNVe94ztnT8zxr3T/OWyF0o/djGgT87O/nfD6VOu973px3n73rs9Z+1rMWmRk6nU6n0+l0AAAR0SWGAkpwFAVx7Suq0AhM4AjIgByQ6RegBAjgAZq+1ncHstP59uW6Q9DpdDqdTucxBgIDBhAB4NOxAgMG9lAABHjArz0JBRTg6esJoO4odjrf1qhbAeh0Op1Op/OYGpYBZCClr4nm1WAADMYAoNMkAWBA1Ag2/XYDjE9nA51Op0sAOp1Op9PpfHsLwDQy4NPh/RoDAUiA/k+v4elDv/apTqfTJQCdTqfT6XS+7ZkhESJg05v70AQkwABZK/RP03zg9BaAx8X6pF0C0Ol8++v2AHQ6nU6n03lcDB/A2bTARzMkUiMyENq1uJ4UFYBELsIpmEAO5AC2aV5ggFKXAHQ6XQLQ6XQ6nU7nO0OACkyQIUkTMapAKoJ8GjK0DJ7AZ5xSYvHDGYUzwAAjAJwQFMi6w9jpdAlAp9PpdDqd7wwCCBprcjUcOr7zP/yxlJPGoXKaJR62MK5aLwv9Pp139nNe8kP5lu3ZcEAGIyiQgATtEoBOp0sAOp1Op9PpfGcwswDyxK4pm89+efL+T22J6lm90zxhrkFkHQuFud4lrzxzdrAZyBEAAQFGSEBEt72w0+kSgE6n0+l0Ot8hSKhFcABWlm/80z+7pAmb2rJBLKEONgMAfhWunR1c8H0/AOcQGvTdtAeoAA7GXQLQ6XQJQKfT6XQ6ne8YCWbWUDuYrJx8dH+uxgiCGDNVWGw1QEbU9s/agCdvQ6GxKBqGADlAhqybAtbpdAlAp9PpdDqd7yRmbCZEd92xKyt8wDigWfXhxDBF0eUGRMVRjWde9zT0m6aQE64gYABk0y6gZoB28UWn8+2smwPQ6XQ6nc4322SCLMHPNkAAchz3iGi2RceNQIAIMJADEZgABgzRpirjHDWDUpwRNwaahKEgGQqCKoy/OpaLMPFxkAHKixTXI8NCtbK+9zBXl8Ve1ugplPN5z6kAp0d8AQhAAEaAAT2gHyCKhRw5UKXFffvs+Il6Mk65NMKl40RCJhvHR8t+sfXKq+e2bkaEOpwsEIHtBkwQelgQbB0Bxdp7q3O0wOwEGKOZtUmPho1mYOTdifEPFwBC6bAKzZHmNHEkMAchJecTuMa+AbYa+hOgBQpM+lbBetA+QGpgGEDmcXriGwiKYAgMIuRknCLEq0YzExEAUGqZEhABMnggB0Bp3NR1PphTBbFPQDITItVWmDQ1RLmwhBjJcUpJWEIMnthLDkOsapcXVTvu9fNojZExnMETHE/fFCogBfgWUsAsjp0QaHqpuARhgKwFUkMD01iwIUUogbJoTB4pQaDCAUptTVnPm4EIYI2xdA6AAD0YoAAFEIGQNBJzQmJwSiGbHgIgtS1nw9PjLwCDKXjtakpATCkIDUEwiiG1SupYCODpz1WGMqKmvBLyAGsiRgaGKoxgrON21MsKXrtDr7Q2cPsxDMjpCzhgWnZn02egCcyYTOrBsACgqizcJQCdTqfT6XyLaBk5S3B5BAytxykkj2ZdTC4yCt8AE9gI7CCbjbzqhENJUcz6KCqSMdhDxbQg1lSTrM3e9QCDDZzAERgYEKz2XEBQatWjBdbNrWWAOaalutxQMFQRAxJAOZxrVKRYrOvUdyW3gPYxcIbCLIu1UwAKMggiCUjISJom1WWYXZ/Yi8IEE9LMUn88cdxL0LbvCRCCGBKhAQTIG1Abl4euJZkH8gi4rlroHyzZWsie1IhUSM1AagQBCRGiImnUtu25DCQgU8cBpgSGeihPQ0r+HxKAFFLJEOEeGZFBAWbAYIYYk88YFIBAgCEDPAxkCUQGUiUTxGSq5B3MDBqZLSX23jUhsBMmDjEJhKGeuanrPC+gCU6SRnA04qgwY2HHABmYEkFbQMl5GFtDGi0ZZYMEVhABlJIQJiycrOAU69LnhSm3ypwxAZSgoWV2xKwGTeYzKuu632dC+7UJgDZtyyLifROSCJmpiJgmtrUhF+zkq0PuDDZ9QJlgUDMVzmIyg5ITNTNLRLCUcvFkQCQQRSk1qjhHECafkgIIauxZiQxmmjJmAAQjgKYflNHapwUCyCidfobJACBEzTyHYCIgIqLTeX6XAHQ6nU6n84/P0MAcmawN1yWEU0fpwYfd4hhwytr4oAMqnZjls7UrWm1iuYR663OvCXkReMCcjzG2R47iwYPriFMok1fvxSdDYrCkzNmTznLbz0aTkGcqxIQUlARNqHqZQ6m44R74FmggbfIhEWWtg/bHJEtnr+8/+byAsg+ZqG5jX+4/SAeP9soaMUAUzAaQChLfaeMLr3haduZZNeVqOlSj2IRbbvXRMK6QDOvXHR5Mto8Aw2pOzqjfcHDsn/f0E0gz6PWUYALphoX9g40BA2YUqAFByFARMqBoE0JA4UaiM/uXgBLnbJ4AGXJZiTwookMLOKQsGqKh8I+PKtvYJAveFfsePnr82HLm5gJNzCw0VmS5SLr6mgsBZbQEAzzMAbj//iNLK6O6Dc7lLu8xUww1sT7jqvNjgyyDMlZWJ/fu3hMCnO85l4mIxvryyy4c9qku614mMXkWkENQO3Do+L79R3r5OlhGSIwWFOrYXPucp2mNXBIxWaLb73mwjEjmiUApOELq+9mcn3rR2dAGsKpuJRvcs+fweFTn4vtOEinneT0pU9L1G2bOf/JWQiK0ABEyGEPRqhEoJHzxxl29wVx/MFuWJZkxxV5Ow0FxwQU7vhpREwA0bcgyr0BdJ+dFBAo0DR45cHLvvn3jqnTOMfPTnnLpGZvmiwyOYIpowXtP0BiTcx7AuGzvvHtPMGmiDWZmLSrF6fRtYwPocbH6WtCPxOl0KM8MBSBsz7j6ohjhPGCmqnJ67eJ/1tXodTqdTqfzzTUCD0CiAAEGtGH5+l33vvaNxdEFnxclzFGd2lHtpJJcNOu3tmHLxiNUv+BP/6O/+nJPhISiLvf97c6dr/ujzU0sOOqAVicrmZpPbCxV7s782R9/yu/8FoiQoGRByCmxETKyerT/Lz9++2vevLVqvLXBlbVPkW22cRKKh3J/wWt+7upXbSbOEXg2V5xcvPN1f3zyc1/eVMcYJsgoEcg4S5xF/vjzL/6N7efIXDWYdaqRqhY33/mBV/3bzYbx8srMcC404fhcPHcRRjg24DzJbM245Nznf/rP53ou14RK4fMuAXgCFAbYWvWXgTyUkAAlZUpgKhDw+S9+7qZPf89//QPHFqDCDgZn0/nMDEpgAgxEj1WXePGO/KRs//vb3vWRj3xqaaHOZkXEx6Cj1dUzt2/57Gc+smXzwMC0lsUCht/+3TfcdvudIURir2qAMaVtWzf+7ac+vGGdwLBaNm97+zvf+MY/9tlQuBeCqmqR0Q+/5AVveMPvQhiOHCEmsIFAN3zh5je+8U9WV5IhIwNRAMXBwH/8bz50wdnrKAgC2oAf/4mfnbSoVYSFUhDCcrv6zKsv//C73zozdEDq9ftlkP/2lrd+9jNfWFkc55SNm5HvOVXMzsw84xlXvvc9f0LGTO5rOlYxqeHdf/GxP/zP/2VxoQqBvPciEInQ6sUvesF/+IPXzfYfu62uAHzm2qQhWlaIATfetOft73rvoUePPLBnT9NEcn48KmfnhrGuLrnovOue9+wf/ZF/dfGFm1Pg8dJ43bohO2pj8M7fvPO2n/7ZX2har9wXlyOqWPw6H/5X7+lr5GkaYmTTvlvxuc955nve9UfsoWrMJH/v9dUlAJ1Op9PpfHM14L4SImIG5Tazmu68d8f9+zaSJucXQ7VBdCZVCW6EfOJ8EYlHq61PJ+6+c+OzLqvJckIayFkXnnc82LbVethWtdStCz5qlpCIxrmUO+/CeIKZPlIylSjI1ACLmVJVLf3tFy9YnmxrSo8mYVJmrcJm28zLbJrb9PTnXNX0iqLxKCNcVe+6denmnduPnzpHsiaMo5gBTskps/KTzrugv20HfB6QArf9dnziYx+/+PCpJ22YP1aX/Tb5Kl692M4qAF5eJq8uh9t3z4Pjz9ww+OfPV1JyRNLV/zwRBdQAZXAOKCTBAcZoHRViqEbLN3756O//zljD9a/65ef+4s9llz4Fw4EaWJEBIIrCSTSDEgSnby7HlMT5Xq9I5kfjZDQYtQGA49z3N4wrnZkfKMBwQMLa5Geomxk13LbS7/eSpcxxXY8OHT4xNycpAmbOZex6JAPw3KQ2VZfn+aha/tDHPnPJ5Ze//Cd/qExNH04YIZoKGdzJhTHxnFkPIFACxXp5ZcO6oU0rfhxSaxFFa1YnFmSknqFZL2uD6w2KGINZ63yhSHv3Pbo8SUV/m7csdzOahV6Wj8rq5l27b73jkSuferanaZHamtZgqu/74EdXx6mJBXHfZYPJZCXzAYiLqxUE0LV6eyAZQY3B4nN88m93vv0dH7r99nsnTZPUUvKwPkfXG65PSnWUhx9dfeDtH/zz9374ec979i++4mVXX3NhAkIw730VInun8OzmJhMm6vcyUq0ANpA9vo6H0mMbAwI8wciUkBhBwOOyTYYUIQRmjSk58X/XidQl351Op9PpfHNlEDGCoWFdRUDW7L/9Rp+FsZsc7q8cG45XBk1AULQxa9qiUR9CXNk+O3f/rbcEwQq7KsOjueOnny8X7Sj7vkIdraEsaR5S1qasVV8vP7AHC0vIQnDJK+UACSNDshaPHjn6sU9vbaoqC5UPda8NeWtZm3w8kZZ7T3uSXH3hI4Kmn2NuYFJ/+TN/s3Dq2GzPhzQJrq193fi68u1KEU4Owj/7mVdg/Xzj3VHYEWpttLD3xhs2ODt67GHNAnE7A8ssEtqAWl1rHIDWjyef/aO3JOMl8ctFv3XSnRhP5FxS5LBImGSIBYjQBxyg1CI0eOiRe//9m2bGS+curvBHrv/8K39d736AYhXYQJguGlTgVTC+dm+pc56ANqSo3qgHGbRauGJ9tKJuJcH7bLoddboJdS0krROymbnILrFXclUbkxo7iYqqDs6Ty4h9vwk0LtVoaDasaoHMLqy2r/n9/+vA0VMsBQiq0XsyQ9U2ZVsnUCQO5ANcQB4Ng76PCaBp/E0KREObqFGujRuT0Tgm80owiIgzGFiOnFhQ803MViYMNzdquElZomJlHP/83R8GQ8EGXturTnAOjx47dfvddy+NS8kHUf2oDJBeMB+NlydVnB6yrx44MuJxld75Fx9/9c//+s7bHpjUrmzRJgcesBsaDWLMq1p6w83L4ziqeRLkI5/4/Ctf/Ruf+OQdChhj0jbOO595NZlMAqwnMqvJmUENCS7BBWQtZQFZgE9wcbrnx/JoebI8IVPLkrmQTAnegwRrW3f+bl0C0Ol0Op3ONxcDbdtCEDW2WMV49djDDxWIsDahdgWVkpZ6XPZknFoRYo1b0XfHl+Pug0XDmyPNNEjoR5df80M/tDCpcu71IVmdspCcqk/II7JTq+ne3dEa9YSkTgFCK5oR3fVn7z6Hc88htSFpMrMMnBsjYTi3IT9rRwNk6KkBBlouj+7avaGm+ZaoLfNkrklZMGc8KuvhGWds3nIWXNGKADzEYPngo9WREy6kQdEnoqgK0IkBPThLe4bhVF9P9fVUljIRfuAIn1hpoQmIqt2J8USoTePVAIyBhqAGD/RDwIP773njH/fu2z+raX0dzmnQ33to91vfiTZ5bcGAQySNiATG/zCszQxAlonPiqCmJOzyGCwZifNEX69gxADPk7L0eZYsQZiE+jO9GBthDGc8KAEIrfqsT5wRHElGlLcRs3MbfTbzxS/dVOu0M1ELRBak1MzODcEGImMzJiNymayOSu+hABhGRo6SJZeJIrETMOW9IYtPCc4xExNoNCozXxgccdZEiiaD4dxo0orrg/znr7+xqjFpggFVU4MQoypw9+57oikJGYyE8qIwKMRI+KGHHzSGJYWqtq3a9N48/T9v+s+v/f3X162WVUjmimKgamaYTCaqMaXoMxmNRps3n9Gulgm+ibSwOPnt/+O199xzXISFPYCmaURoMOiRoRyvEsXh0DuPkOomtgo1JhUS74IGsPmC6atAZESUF3lKUEXbRgBE1CUAnU6n0+l8ywhAuSRnos0ZITvwjo/sWKzXt+3GmM4Z2QXLVgR3gmmZPPueNupBBBtC1x9eHX/gC25EaGBwiTJcdeXmZ1y56rjgIo/M6hROwVlwZ9S4+4N/5epJiQZMqC0KxmA+thBvuXdj3TQ0Jueicy25UIFKCTI4RLTtWc+GFn2gp0DCqS/vHuw7db728qrc7OcQdc4N8+ARM9l8RnP5pZkMUWIQZZPxpkk9vumBM1d1LqIX0Gtp0EoPEqi3mufR912UkGLrabaNzziO8Nl7Nqrrh9TvIpAnmE0KIE4hSQGMOCm3cWWh3XX/za/+31c//NlzAwar7YxinWJbm8LnvvLgb7yWHz2S0mQV45rNBeunoF8nnJ/W9ZCCE4RsLQyH8dd2k3l85hBAAUi2VhU0LYxJNm2JgxYATKadbIzMyBJZXvTLKq6O23e956MpwVLDjpvUqsWscE0op5U/QAISqAW1ysEIoAhKIAUlUDJK05IYPL5Xpk2DWxHJVsdjAyU28mSElFDkA1Uyc8vLk927H8y9N4OIAMpCEbjt9rud93lRhNRyhibVcCaOo8WyrFZGqQ0VhCCOyJW1ve8Dn3jf+z++tNh4P4xKZqjGo3Vzs5aquRmfwkqRNVotDnp86NAj81u2xtoG/Q11kFOL5c//2197aN9R57hNiYgcpXqy2C/ioIhOxm1zIukyocpzGEXnGNCmrbJcgLZpxp4rR5WT2lErHISCxkajMiPzoqaEvy8B6PYAdDqdTqfzzdVP2jJqsl5iHFq+590feXIda8BAgYTYtZQFLiatzpJHCI3DEoVgHCejXR/8q+t+8PvHs3kB0szjaU9+0steeNPu2waVkEmVoRGCSS/ITMC9n/3CubfcXlz3fDhCiQgQEO87yA8cZK2qvA08M3ZBJB+K19YtzMw9MJdd+eynl5z1QckgGU5+ede6Js2AE3ScYwQqmJR8mfUPZNmlL3j+tBI6CnoAJmn1c1+ZC6klrT0ic2Apk/NtPt82s7AsNosWqLAcvF7p8PVf3v5jLyhTND/oNgE8AYGIIhxhBtxAa2qytkYbbvu131u3c8/Zs3OjlVOZ5Q1SaW3GvO7I0ZPv/OCJrZs3//ori5xq+DSuZ4ZzSdLjfqpO79YDrGzKUDOGMmBmBJ3WkpzuRzl9EBi0Vo+eCI5ButaekkAwKEHZAEx3eyRQhJGZNm0S5+YGm+66a+/7PnDDL7zsuSm1XrIWMp6Mh/3BpFJQYpuWvCeCGZE91g1zbSu9MUyNmAwwowg6vUfWhMAWbbw6AedqgTNRC7GNg2LQlrXnrG0mO3fefc3TL0hqufMGEJMAN37hVuFCbdoHNSRNmSeQmVJorSo1W+/A1jTJs3Pi3vZn7z95fDIYbCLKU2pEzFG7cPzg7Mzg+c+9/NJLLl5aWvrCDV985NEj2zZtWloaO9+vx+1sb2Zp9QQfW/jYR6//uX/z48O+XHrRBX/yh39QNwTqmzondZ6HUWn/5U/ftWfvo0K9UTkiotwRtNm4Yf6Xf+kX1s/PACAombEZKG1cP9vL+bHmn0xdAtDpdDqdzrdQDRTaijg1+cqd7eFTY9FDQ0SRJF5ZUpQz57c3CyvFuPLGEXGClsQPYlh8aB9Wlsq5resBIYK34spLbbaflk8ODLWREtgoj9Qz3VSHIzfc9OTrngNOyISAAlruPTYfJSDA80ykKqpn6ZvLWp4kbL7sUmxc1wNTCxDgke1+cCuIy5U+eLFcdbmESdND0Wq2UodtF1yIDLXDKtt6RKdx4dGDfReXKI0LTZAEUuO0Yb0/crwPM+HkzJy2LiZtFo88sr0p3UyvgnaLAE+AEEKCc0CKlqq5TDGuDv3RW9L9D293Rbl8qqa2RNYwt0gCzDJLaA++70Obn3NF9qyrEOtsfg6VmX9c9A8lM6Pp/lY1UoM5S2yUoIz02BLAWgJANg3FxcBGMGZjTJcLYDA2A2g6qQJstBanIoEgTtSUiOo6xpb+7K3vevFzzt9+1nYFYNBEREI2DV0NZtOwfq0ZJgTGgLIxrf0fpw8kiozEdjo1ANqqVlWGqrUgNoPFBDWYCbH32cN7H3ns92fATJuWjx5e0iRtm1yWJw00TWaSEgkRpcgJjYOACIzbdh18cM+BopgHXNO0bJpStXF+9siRQ699ze/+5E++qFegaWzfvn/x8z//q8cWqkEvaxqd7c1VYbxu/aa6Wb3xS1/5tV/9cQBzc3Pf//3Pl9OVWarRiSsD3vv+D1flyMQcuRgTZ5mAe1n+4y/93mGx9vnR6XoeMjAhJWM2M/t7FwC6a6/T6XQ6nW+2JiVDjeRWq3v//KPnLNNMw4FY4X2QohZFdsaLXrjjGVe1zgGWJI59Ax8219WOR0+NbrrZI8zWyCJUAi4+84ynPDlZk8HYLBEUyBUe4WylU3/zRTp2KrFNJ4T1Ril96Z5eSK2wka5rtBfNR+QlZWAbzD7r5S+r+wWFiEmLWD56eM/4nt3DshSUkDCyEhkxUh/iEj35kssHF5xvqVaJEQ1Nllc/8emZQyf6sVEOZKlImicQkF58bTY758AVWehzRLPM4xNFuXTgQey8fRBqQejOiyeAIyQgEUJGhYPeu/f2n/qlA2973+a6brQcc4PMH87zcZZ78V4VYeLDuDhw8NZff/3im9+brWitabHA6fY/pwN6Spj2F6JkSImULbEFsciW2CLZ6d6faw8AYGVJQjp9eJiHZlibMcwKTwYY2IyoBTVEjaHyngBUZdPrze/be+wNb3jzwsJqTDBDP5+tykDmWIWV2cBKZGzwANbaXSpBhYzZHKvI9DsRgEg4XYikOHHsaCbOLIFa8UE4eShSdMyhbb1zd95xx8JiNY2coyaFvecdXynHHBvHyAliZiwwVVUI9WLjVpeaNtYK+CKblOn1r39TWbFpFlsWdkUv987q1VP/2y+9+mX/+nsKFxxiLuX558y97rW/Olk+3oyXOGmoI/tsNKkBeWDPvkf2LzKQC8Ra0obRkNVktYaycGaxzR07on4x8M5b1NwXoWoGGTwaj+ARnamYiplGJYDJCNCkQLcHoNPpdDqdb6EQAusqSj50fPSley+YyFktnTmS81f4ghGfP2bOPV5ynfu+aw5vcEezsDiLpTmMB0rcbGjCkbvvNFRImLi4nDnMcv/K88cFj0VXciz3bKWHsUeDmE9Kf/Dk+MDhOA3BCGipundfGVepn6umsdV1wXXPT0hT0R9efG7/mU9dFAke8GkSFt5/88cnNhlx5YbDE75ZmaWTWWz7eezny86e+sLv0XVDiujX5TyCLI52v/19T6raDSmtb9LGSreM09ZGN0boDzyrt249wC3UOSlSysVIgjt0DJ/diaNLebcJ+ImJcIIoWKUEpLv+5M/0prvPHkcJzcSFlGd1DMvzw5JZEgojEs2HMm9J7nlo5+vfvPTJGyCywGuhMh4fMk9n2sKmFfuMNH0QEr5mH4AB02KftXIfMSYTMgdzsLUZYQAwbTMKAEYwQiQKvX4WYtu27XA4U06Cqrzjz9/z4J7DIhBG2+qgGAJMEAKxEYMw/clfRQTHKqQsJmTCJqBpInz6DQInT550zpkpsfrMvCfvncBy5+uqSjHt27vv2NFj0x+YTGF4y399h6CvyfX78ylaJo7UTAEToayudWlhkuV+3EwA7Nt/8pZbbvOu56QQyTRpNRnHWJ9z9pm/85u/2Msld2DUsEm/wHddc/lTL7tgbthnUO5cSOqyrKzasqxvvPErZoBBxJiaFJeRlp0E0sSwtio1xcz7cjzu+YJBSBCS0ILRMGpGwxSIlMgIMYUY2how7/3/TybZXUqdTqfT6Xxzzfct+QvhFm69dbuNDZOFnnt06I9lPMakxKl2bgaXXokX/+Bx7y8ptmxfjlziqJdDg3yEZnzn3evr0cMDiMr6po9J7q78roeHg4V+UTg5b0RXnEI/nzmQlZzVZ5Y23nk0D64VlNxi6W7de9O5kH5DTVq3Oui1Tdw21i2ajrhmy8tfGDfO99BbRRYyGhy06177ye3Ly+dHsbGdymc3NOu3L+Dc4WCxfPTANtf7N/8qYcailsUQCfj8HfldD5eOH+65YH6bbBqbHeylY4Mwc/YF8sLvvq2fr2S9LAhYRqIzjV5VyaH3fArJao5ARKNogIRgFqGGAG0RgQTrEoSvp/RAgVw1YjHuuYM//ImnjceDZol12YuWWRoXhnrPgE6UFA4o1+6sdnzG4WLz/vmhBS3f8dHioYe3YDxCtYjQJkJyLfIxhFoUpTG09ESaT6xoeBC4iPB2upqc1lIF/uo8KtLESSVE1xg3KjW4IcABgpAYyY3VhppmDd7g6klBOtsb0nL9iCtSVmwYbrnoAx//7CgiAFk/TKoThEAGmBjYACMoqQLgaNKCVRETs5FTIZMmyYTSrFlhBAjgozm0kFFpSXs5z5fLsQ1Je7oUT4x0qZhZt7SaqW3/yEevZ1bDxIs/dGB1b7kwzqLl7WhyLHOBxeB8YD9JliT2snBg/52wvqOhAg/tv3/9tg0ttSv1CpwGjcOZeeHej7z0BSTqMjHjtoGTObNBlg2u/e7vG7VVK3XwtadW22bQG4jln/rk9fRYPE6585vYbzVdx/lMouR7uZONbV34TE0WjJrYemKmHMAsMAMMgBxwADufiXd50Sdy02e6BKDT6XQ6nW8dRiaEqCt33dU0k4AmxTabrtW7XpD+xrPPgTDmZtZt2zqalL0gG6OfK3XYpE3mmvv342jKrj8AACAASURBVMEjBDglGCEvNl/85PzMrazkVprUxDHbpBr1KKvaOqU4eeBBBAij0Hjg+htjDAlJNTGBQzPo5Sv1qiHPNmzafM1VjXOUNAeU0+LHPuwWV8hIgUQmagR4yHhUkgy2XXohO+dEaLZvltC2Oz/61wSzFCgF8jKuJo7zlBV2xpbNZ+xY97QreuvWe2WuzVoFUWMpAPsXj+z/6484jQDgGAIFCPTVe8ykIFi3R/jr6QNKuL8+kTW46/feetZKOhBHB+fRFnkRMNvQxpidXw/UiuOzvZUnbahfcCW95qWXv+lX/uV/es0P/NHvrnvxtcunjjiti9Tm0w6c6fQ5enqTLxlY7Rv6rr/6WTrnmKVtGicsDuVkXJb1Zz/z+cOHThpQV23RG56OTv+XUsAYw7QPpqoyM0AE8t4zk4h471PST33yM6tlqaCYbNeuOzWEGIIT6RWFaooxmiXAmNkMRhiPJ2bmvRhw5MjxxcVF4rVAmplTSqp6xRVX9HoMENH0hUYEYlx66cV57llYLYJo+qWY4srKSl1/S/5N6nQ6nU6n881UOTgoRuWhW3c5CexUrS1ArFT73kKvN3/ZxejnGBbzF52/mEKGbHPjNk2wLmIuxJnDJ/Cuv54HJBlChJk/d8eO73kmIGegnxmv9GySJj0y1+9paJZuvxuTCcXGr6w+8IFPWooTpGSBoEVsPdTgV6Bzl12Gc8+J3O9DelBfTW5+//vmlpa98hionXkFGwqVtoqrRb7hWVei1wOhchBV//CRvbfexhY8aaaqhBbUy2dWIBuve3YxmMNVT5Ed20ilaMlTZmaKNBFtfdz58U/I8iimqKQma92KeBrzTcPPLgH4u7UpbO9vGB5b1C/dNxMhPlfnS6ZVgZJf11C/mWtmzzjrhd9/7X9/23k/9dJHTu5521v+49v//W998LW//bn3vm35c1/qP7zaS+JCI0JQxKAGhky77E+HY31jEoCvjTLZgKqqzNLllz+l18vIUq/IZmfWHTh45HWve1OM2LRx+2QSgGkS+r920VUlMzNz0uScM4W2lolnsmlu4NjtvnfPQw8eADIR+cotd6SUTFUITBAGNBHUYM6zmRHziRMnmZkJBBw/vlRVlRMRkWkCoKq9Xu+8884BoJqmLVWFabqb+Yornuq9MJlZmiZCAFJMJ0+ePHZsuUsAOp1Op9P5p6YmcBuaG76CQ4cctbWU4FAk5URLoON5nl1yQeq5ykW68qKTg7yFSCIXiZQmWN3s5O53/6U7dJSbFqbKVDs+/6X/os7z3AqvKJ2ygEO0nNs09o8csvt2cyrDAw/ldz0sTKMCCQqLRA2XVX84f9R5ve7ZDfsEDzWuyuUH7rODB9e3lUu81KPaIU/GCgdWyhfmh+uueRqMYoojSwXcI5/fdZbraSgtVgVSk6LL+7Bs7Iq5l7yocYYnb55//tXB55l5VhGIT2i13lz43r0P664HhDgBNQECApCmI67USJW+wbeg/8koJRWR6BNf9vtPPSKTkcPmhjaciqyuGQ5HzpVS3HfVVTv+8P9e+u7n3/ymt9zxqt/GB774nL3LLzgarjpebX3oyIk3vfvIP3vV5JZ7++QoJghyxwmmTBCQgaeVN98Ydnoc7dqfSRMRrZuf+ZEffkk1WUWqqzrm2cynPnHDl268LaQshumALTNSIzV6gong8vLqWlye1DnnWGC0aePGHWeeIaxe2IzyYuamm243ZDFh5657HJMX1hRDU5579lkspqowFRFTJZKjx46ZWtMmAJPJRESSqoiklMxMVefm5mZnZ5PCrTX0UWBtd/XsbOacqCUiwExEVBWE0Wi0urraJQCdTqfT6fxTkwBZHd//ng/PrU6I64omxDGL6l02Ibfa789cetGIsVzI4NLzTm7qL7E0oIp1JUvLpE2qaGXx3re+hwD0OYqrwP6pl85cenHQUCAzm4460lHT5KDZhaW9H/0rlKtLX7rlnKXA0LIwZQi0Rj1jNKrb8uwz1z33uxrKc4CJiPTk9V86M6UMpRCv5tQ4zZM6A0Ea3/eXXbjuiktAwsyOGHVKX9g1WC37ntlCZmaE2mxc14PN2/H0p40817PujBc+J/YLAlvQTF2h5E0Hq+MnH5uU1++kqiamGoiYDridbuO0BFNotwDwdfVheOTUbb/35uXDR/TpZ696zeCCcznlG08GG4Xlf/nsK3Z+mF/6ouJJZ9TOz4/sksXyssU41y7Nx8ncZLRjVA0OPnLwL/8abSIzTPfqAgEEIQLYjL9BOzAeW8iZxvFGKHo9UDp18tirf/anz96xFalWNTM3M9zwznd9qpfPz8xumrblXGsACvr7u9n8XVZWxmZrRTgiYgka4tZNmy684ByRFFOjas4Ndt26G8C99x05eOhELo6gpsE7fuazrjFdG3MmQmZGRKdOLRiMmdVQV7VzblpfRETTFQDv/XCQT39dteScN5haYqIQMRgOAJumCkQ0fWMhhBhjlwB0Op1Op/NPjQAYTRbuuneQojhwxobEaiKcRGKW8fwcIxRww/mZNnOlQxBqDWOJ9dCtSr1x/ezxz3wZbR2cRcAMEF9ccv4yKPP9QinBkPm6bQdZr5eaw3fehvFK8/D+TQmm2jKMjQ1jxoCypViW2zfKudsL5p6uxX720IF5pQYtwEGQCE6NDAlulHk56wydn0NQZS4QcWqBDh1vF071s9w5Z0lZpArtBO1gfg69nBEDrHfGZojwtLJE1WBZ5riutyrr4SNYWoZq0JjW4jwA03bxal2A8neJigcPxocfPXnk4EXPvWoMW2Q71SMmN4Df0NvU+/mXPEByHHLe85577St+7NR6N3CzyVqQx8ZB9AkeCYZDJ3ByAQIYwiQwOJ3u7imGb1b2ZcSMFJOmuOOsTeeevWPYz7Msq+u2auyO23fPzW1uGz1dArSWhDyxt9M0wez06gMREwvxuvn5bVs3F4XzAhapyvaRg8cmFXbv3ltVLfG0A6rmuT/rzO0pRbJEMCIyAMZtG4XFOzJb21pAABE9lgCklACEENTW/huwGCMIIaQ8z4lIdW11y8yYvmWneXd9dTqdTqfzjY5zTpv+dUar5dtuHxxbHCYt26bSSBDTaNGixqdedhlLNjuq19Vh68yWjS5zwgDnPiORFjEnLhcX1t2zN+y+p0FUYGC5qvhrr9mfuTG4X1vGPLLI7IVsyHHl3nuqT36K7tntrWFCa6bMzpD63Mbk128/4we/d7xx3kbKDZiBQwf5lvv8eDR2CnbsPUwlJQdadXJstnftL/+7BjnYcdJ+KPXe+8o9e7dIkeqqhQJESua4yAZbzjkLZTO7MJlpGrjivDO3Z6BCskhce16lYBmU48M7b0WVOLYFu7VATwEjBQUQAdR1Afr651bY96H3n1th9aPXP/X5z9VrL94/Z7UwJ1dmg23/7uXts5+1pcX2hq2CvODa9T/7w3v6cUy20EsnmtU8hTKOFny1cMdutPU0w/POO9BYm0TIxWsbphH3tExlMBioKoCUHn96A0BKKcuylNI0rgUQY2zblggprX3TY4OEDWxEIUUWjEfL9aR61c+8LDWjspnkvYLZnTw5+pu//kxRDAwAqZIqQcFPbAVgPC5FJMsy51xVVY6FFXPD3vOufcp4dMLnFkLLUhw6dGr/wVOf/uwXornYNEwKpMsvvfisHZs11cwGpBBaM7BzJ06cVNUQTRhzc3PTwL9t2xDC9HC1bbuyOsmzjMDMAiBFdeJVMRlPRqsjgJhFRKqqKooixDAYDDZs2PCPfx51k4A7nU6n0/kGm7YfeSwHcJPVE1+5ZV3V5oZThmKuyNvC1aKgzHRl794Dr3/jkhEs7oAMDpzohZQlgNbu0vlkYjhP62M337z+2ReJ81kS8oNNz7zqhk3DM0oqllYspzFZodO+6XFDG+95+3t6DxzdBGNjVlUiUQuJxuQn27dc+TM/cRg2mzEacNEe/dwN/UeO9uFODSifOK5bSsmxMMmjGT/lp38UO840ZBBBVCws7Hn/B2R5sccYVY3LPci5xJGtpnblrl0Lv/FbVnmszze2sXj0MCGmFBuHxgEgg7Vi9dLS8gc+Ov8rr5DMAT6lxCAQKVjBZIzU3aX8evG/1y/dddO19dLcLQsH3/lXT/nln/rc774h3nd00jh6wRXrfvWlcNn6GjjZYku2moctr3jRx9/6lpnK+TblQB55JdflXLOViY6Wk5g3wOAUBRcGauu6EI+kzrlpaQozW7QQkGVf5+00TQMwzFR1usW11+tNT36ix9fvs9HpKWKWzNKgcN/73c++7jnXfPLmm1NoiftM/i//4gNz6+YAKCWA1sYPPKH94JPJRFX19LiJtmlmh8WWTeuvvupyorrfl3oSvc/H45X/921/seuOe6KxZ3LERPrKV/50rw/vGWwwPb00QiFp3dZ5PmPA3Pyccy4pMa/1GlLVlZWV5eXR/OwAYCYHKLNndmw4dOjo8vKIqNe00Tk33TkgzPPz80960hzwj73npbu2Op1Op9P5hoZojys8WMsBQmzu39NPkUCccYJfGY0VxMI+NKODBx/+1GdOffqGwx/6xIGPfCqbrAzIAfCKXqAiIk/II3raVvfdP1DKYSAygLZuXXflJQfbkuEkAiQZZUhaWb1OpH1of962NZSMnbICbDTD/WXP259zFYZ9ntZ+O0NTPvqVnVyVzhU1KICyaB7MgKY0GmRbrvsuDAasAmIx4KEDJ++5p+cgpmwIJOMQPbjfL6iw0dGD933wI0uf/PyRD33iwb/6xOjU8YjkvSihcdOqDi4dx9A8etNOVK2HAqprB40SOE3LvlN3Kn293DKE4HQFcRDj/nd/fHLk1Pe84mXDc3fkGzYckYT54dCk6QFbs5TrI7pSbV23/hlPrVzmI+eRlFFnNM7UWWotxmncqUBSAkPByYRYT1fPE/O0SL2qvia//ZrQnhm0ViUfY3TOpQRe64+p9LjI1oA8z1NKg16eYoC1P/OKl5Mk9jQY9FJSsFRVZYS1wWSE6Z7kJ3Cg2radrkskTcwsTEI2P9vfsGH+zB1bqmpFnDC5qHbzV3adOLlAzGSqMWzZsuXqp19Z5CxCgBLBsFayH6PWdc0EAP2eTLMLOv27E1EI4djREwBUTdP02EgIyRKOHDnWNIFJpjOGRcTMYFi/fv235ETqEoBOp9PpdL5ZOYCZpZSw56HJ/Q8OgGTww/kmYK63XjirQz3DejZoy8ry2eXkysTnVe0ZyEZaTry2TGyUJSZjJYZUkzvuxqFFKssoiAnqi2t++icO9SVy7lrjlkUdkTQeM5a2rtRD5uUMZJQHMYgYbah6pzbNnfvqH6vKcr0yBMjbuH//6pd25WaW5W1rFWwm0JAkUUoW5YIdePpFgThXl0KCUfn2d8V9D3mvZiF3Res8FzMSqaknC/XCnFXPinpeai8cN1vHE/JxghApkRkZr69pY0U+0SCm8W132969DpGRHBOIQBQBhUAJsTuPvp5EvYx0x2wjeunYP/h/vvmBpZVn/+Yvb/jJH52b3ZgeOLQ+9g5hvIpVC/G8tG4wwaXf931Lw0GgfML+VF9KhywpI2lB1bTAXsFGDJhiw7p1DE3QaWcbEYkxeu9PnlxICapqMABmUF3rhDON9YmIQDHGXq+nCmaYGj8u9DcQQDFGJ5xSaNvKMT//ugt/87d/xdBUVel8ZkrMYlCQGimMvmYG8T9E0zRENO3NLyLCXE1G55x9pid7+cv/dVWvMms0FckfPXQEEBJJMcLsxS/655s3oShyJiUkYkzb9ZhS27aT8WT662zbti3GuFbmRATAOUdEu3bdESOYGBCAzYRIVHHXnfcyeVUS8ThdMWWwZz7zmf8fe3cebGt21vf996y13vfdw5nu3OPtVqtbY7ekFmpJrRmMwESSkSAMZhJQQGwqNsJOCEVRFcd2VWLjOAPBOAmVgCk8YMAiDCYMkQBJyEJmkNTq1jy01NMdz7T3ft93rfXkj33uldStpMq6dBDR91O3pL7Vdfueu+4+56zvftdQ/jxalwAAAOBJmf3ryiqgc//i59vdvVbKsj6b1O4v+mXNlmwr2NZicdrK8ViPl6Et+zFpb8MuzrTXaQiWgw3Rlsn6dlU/9in99ju0KktTCQqK2y954S2vunfRpuA+VWNDLdmHLowH+zfVVMdxdyKTdSVIMSjMx7px97N0120hpm5USXWI48PvevfOuYNQ4+Wxb9XlEDZyaoqqlza0t7zo7tXxnVUIsVps4sG5cw/+8q8dH/OQD1NIQbH32LuCfGNjFma26cONubRanVQ5sdEezurh3Hsfoms26vgYTuR4cmEnis0u7j7yh+8OKlU5mCSTWVnvQXXxBODzM3/ty1/VnNtvUjivfrbbX/yJn3/b3/nHh/e95xnf/q3x+lvTuXrD3rmtpdIffGL+9//1hb//L2+466XDZF6s7UPqYzh14M+6VDa35rPrTl19ApAsVo3meuotT4kWFG09r61X1ve/853vPPr9Ze4ax7xcDo8++th6ki33lFL1GkI4efJkCCrliXt3TVLO2Uy15JL7GKIX/Sff8/rnf9ld/bBc75TV0QGa6x/2mSsi/gNdunRp/cZ8DDGEUHJeLg5Pnz7hqq977V++5dYbcxlqrWZBlixEN4vBNuazv/ot3xxMx3a2ay3rD9rdr3zwdbVc5SKT7rrrrpRSXf8WMa4/083szW9+86c/dd5MIQR5lAdTeOihc2996++mlMrRJWBhGAZ3b5v2DW94Q/3z2O7CHgAAAJ7cHnjgj/54RzJVma2GfjrZ3JlvxsO+qNacvSxHi331ptSkWttwqD4nk2ySFYrGoBIUYvXF4tz9HzpV6yC166lR1z3l2c/c+/W3mXzSTDT02VejFx/LpJnIVjnq6Fh1k0kuO37LzR7VTTe10NCNWfnCQw9tWazJD8ex7WbuFkfl6lU+adrVTTf0sqBGvauxc488ki/v7ZzYWV46bNt2OQ5j9dR0pV/mnFd5VdVU1d5THcYxtIchb0+7JnhfS1OVZJJm1byqK/Xyww9fL+UyqKYr1wFcmSri/2HitnXrbcdWOUb/1GR5xmdnduul85c+UD74C3/3R3X2prtO3jF/2lTvefj42x4sH3l0+xXP0TfMkkL0EKtS8ROjTL6zuaPteV2P9ChVlTGbdeu9rSEES7GWUkqp0qJf3H///SG8xnS0uWUc8zCUg4P99TOu2CjGWMoQY9zY2IhRZSzh883b27bNy0XXNaUUCzmkpkoveMEL3v/eh/b3h1OnTu0eXgjxs3/FF/hW9WKxqLWGaBbNzGIMadJNJ63k111/5qlPfcrDD364H93dwzpLgqcYJ9PJ7bdtmWk2ndaaFa+8Fs28uqRSSyklxXjddWeaphlXbsHMrJQquQX/0z9570MPPXzjjSebsL7d2vrVePHCxY985KOx2Xav5iGYrcYxxTY16Y47NuKfx+uIJwAAAFyDIo3K8l6ja1DJodgg7WkcfZn6vQ/93M/c/Y77b9zfv9jU/S7OwzQMZbceHkzzaEOYTs6Htm9ijqv9iV2Oqfb17EFz9oKfXkruY+qGPGn95KFN76jt8p+9efnWt+z4bjP64OHSsa1T3/0tl04fzxrjas+t9qntxg1Nz3wgdb22T+9Pgqepup3DZlm7f3tzu3nPC201u2Th0Zmmy3bzo8vpL799Y3lZod/p2jSM83L44OZBKYcTpbfcPJ181au39+ebnw67U+/tYPqrvzHvYre7f0MJ/epgiMVbe7AZHtvYyLuru5fHNsb5JzbnG6Hf7Wof7KmHGzdcDM2BjSEeNHos6aKlC83EajxVxuGt79a5/W3ZXhP7ViphZxVO9oph8O0lL64nqrah17/2o9/1+g/Nt25f7cyyX2p268bB9ec/+k3vvu+Nv/A7L/7J//VpP/hDO//qfzn58XftxEfef/tSW6ub91uzbjGf37BIl1J4+03de7/7dRp2zpS42x72J3Nu+p0SY697XvD809efXIVF76VXzY0dWhm6+U//wm99zw/82Dvf89B+nn7q3OLXf/sPv/Ybv/PikAZNmtmmq5bhoAlDZ8NXvPLF7iohZbVVqXoscddt4TXVMi9ljLGWVTtLp6NJzcFs0Hd/41dvTnZTe35/eChbn21S61YoXeOrzi92Jbdj01SZF9mq2ljMq8daG8+NSgzFSg5X7hzLXocyam93kG+EsDlU62vfx2EI2j52Q6phK9W/+nUvV3o4zssYNxZ1flhk3SKt+le95J5i3pvaeWfWhGHeLo9Nhp1UY0l7ubkw9MtpG8ZV3p7r27/5DZ0NGhcqQzB5MFfYmjz1b/y1v/e233v/ULW39F760Kc+/Q9//KdinKY4ab1tc6pj2Nnc9H75mle/zFYKo0IxeZRiUc3K1Xp5ttqotjUuc1oNNhv8eFWq6ZJsEa55gRxPAAAAuAZXVihEma1/YuamRmrGUfuHb/+5f7nZrlcz1I3RJzl0UpSSmoWsDvW0nRyWy3mcuTWrUkwWk4e08DqUsqqptN1kUS7vzX0Yy8Hm+N7/4+e//PWv3G9KUWwU7PR287JnP/LQR27MCjYkqbqigqTkFoq3sVnllVsowS6evu7kC59bJmkhZcl1aJcevO/RD995vD13sFg0ubZNuyxloxlrP0tdeO7TpnfcoiS16pMa5ffe/++u69QXmfs0l+3BZ6MP3p+KG4feN6VTifO+3Yibl8uyKBSbVS/b88liOO9hTF5qKDWmvnqZTz/20Mee+b73tK98abW6UFBSd3TmSqjyyKvr83DtbLzib37fW37n7dPlql1cPK2wiPmw1eXJkNxDLblNvVdfXNrWqZst6OKjl3z/RB0my9LW0M+6sV/c/covX9/O26TOFaqPCtGkY8fsr//17/2bP/r3ypglBfO26aL8YP/gl37pV3/9V39j1jUXLzzWpNQ0TdRxi15LDl6Cah77O247+03f9A2leopm5vVoDc/jlvGs31QPksli2+jsTaf/s7/9ph/5L//B7uJgvnFsLFqvQJJHydwGmer66cPR/9jjPgPdi5sHkxTcomy91sjcZQq1WJQ1TdramEvVFF7zmtf86H/1Tx7b85yH2Ww29qbqFsrz735621j2KrOu64aVXHKTW5AaWR367G4xphD1g3/r+3/t3/7mw49eVrDlYtzY2BpKubToH93/1Ld/7w8+/8vuuus5z/r4Jz/23vfe98ijF1clRCspTcyil1U3me1dOviGb/zqtpOPVy9KXgumqzdh2GedgbQexqA/i5uaCQAAAK4tAK5OcDzIQ3aNXjszhaAHH6of+XgNsqqmqiulk0dZ0OSCdH4ye2zels3Z3kFqa1NCqN5MQuyWl8+YJn2e1tKMYzSLYwn7aWWW+r7/w/tnn7q4vHWzUTxeXLXdvP32A2+mZRishCqTrS9e7RTdi3Ip6lOcWJvO3vp0bZ+JJcyjGsn6cv533z6/fLBpMRRzL1lpe/CwNC/d5VC/7EX3JjWqkulYqc3epfzAR6Mr+vr9Vm9Uk9skbjwW87I7ZSe3PzEc7kc/aTsXVyvFuJW6E9EufPJDN8ziZq6NF1dRHkeLQ9OF5eKDb3vnnS96YZyVXmmQurBe/W9FgQD4PC+3EFRWesr1p1/wrOE3/9322CTlabGh5INWi+BtDqPXjdA0artjG9qYnf+TP1LMUYPnVZ1e91EtnvHKVxw/e5PMpGDra3cl1aLoCvaSe+85tjXf3Y0pJa+5jEWqpi7FOI750mLZTY5XL7nIYlVVkDcphuDDqtz7knuuv37DzKOpepF9zhk+V6ey1UK14GbmablYtZPJ67/2dT/+k/97fmTPSwke12eAuryagtuVe6HNbb1dWeu7o4/e9Fdwc/fqQa4gD0PWmIuko/Nvq6dgTWsbm1HKJnVtd911Zy4d7jcpmVnTNJ77JpXbb79ZkrvHK6cYXTm9NLiivNnfXw1Dabq4WvnxY/biFz3vl3/lt6rXzflsuVo1TRc2Nk7MZqvV4m3ves+7/vT9OQ+XLu0e2zlZNdasyUa7WPXyVb8cXvyi591x+zMljTm3zdUXe7g6WK7PuRD76M/q4crdzQQAAAB/bjMyl9UgNw8qQVIOGt03rGoYP/17b3t2Dhcmsal1kksJZSylWtyblgeCP+eHf+BV3/C68dhmKe3EU3avQW0d9eDH/833fO/kwcOn5jQ5XDZhldt642G91HbNxcONiyX/7nu3brkxq2p3VGcb9z73sePHDs89tmry+uASk4Ir16pUc4zjZLJfhzGNX/aN36rZVq2aVu/GUR/71B/99D9/Wm52DvZ2rLusOK78RLG00qKZPnzdseNf/3XFQzWFqOZgVf/1/3Xzhx8ZujgEraIvUplmxeqLabp/o/nKv/9D7SvufcrW3Geb2vcmdd6kujyI+5ff+d/9D59686/csr/KociKuYXahP3dp9Xjn/4Xv37nq/7y9MV35aatsvVehaKwlLW8up7AZXU69bE/+6bv+sTDD9u7D64b+6JR7qoluk+Kn1403sQPhuFSc/6l99z5tp/4Jzf2q07NUvEPj4Wzb/yOW7/vO7W1qZhqCFkWZSk2nnvVbKG5+ez2d77xG37yx38h9wchhMZirT6bzYdhcLUeUrV2zKOZWS0hWhPDMBxaHV/w/Dv/1pu+V1IKqj6Go2XzQW5XNvWWo60oknuormhxOpV7Obkdv+2bv/4f/OP/eTWMqdvQZxrAqnm1Wi2Ym3l0WbVabb1P3I8eGMVcPZtUqoLFS5cXy743a3LJMVoe3dqytTnZmKsMarowrvILX3DPn9z3KzGm1eJg1rV56CcTf95zn+3Vg7nkXdf2vbtVl1czVyPpwrndFKO5YlIu/p/+je+4/0Pv/9M/fWAyiSm2VrUM1XMeilLaWA7Va7NzfGcYho2tTZfvHVxKMU7a8ZUvv/c//9tvOnOmW/VlMk1X772zo68pQQpV6/vwcH7YBgAAIABJREFUXCrmUapyk9Z7i6/1hcQeAAAArmlK5qqSX/2WbFEhRKtFfe7f8YdnDld9bIbQ5BCLhRKsmFaSzXdOP+t5On12OHaDb16njZP1xKnFyVP96et0xx1nnvPcMtsZPHmaLkNaps4U5JpkHR987x3vasxXVmrneR4nL37eQ3eefWQ6XcW2j20OKVvK1vbVwmzzMFjeml+QT59ytnv9V+1ttRcbLRuTrz76a/9m99zDscplwaN5iGrNo1yXFNOrX6zbTl/q0qNRF6K0uPz+n/1XJ/ocalstLZqwaG2IFtzLWLWx2b7sFbrlNjvzlLJ5fb3+xnF+YpztLE6f0W233PU1X+M+bUo7xO6gafvYhBqOlXjrXrnu/nP6uV9vdpcT5bSeALmK2ZIpyudTFcc420th4yV33/kPf+ixVzz3vmObn9icHzTTdmw3lml7FY7ruMr03NNv2v62r1k8dl73fXoV7GM77YNPv/Hkj/612/7uj+j4GQVTisUsXukKRVljbpp1+v7v+5bXfPVLb73puMrh1jyYD4vDyzG4mZqmXfZ9SM1kNm+TYhnNe6v9i+55zg/+wPffcMNOm2RSzWO48imxvtbBVIJKUD664sHkZrIgy7WMQfqPX//arWkza0P0ElTMfb2B3a0ojH70X1q/Rqosm42mbF7N1bbVPUuqLlc4d+78mFcWstchypU9Wr3hphMytU2Sh0mX7nn+nfJRdenDgdXchPCGN3zV8WPTJlgyNU06efKYWZYNbtmtuoIrLRd9jCpZTbI22tOffstP/sQ/+rZv+bomFeVV8OIhHyz3q+owlmGVo00OdpeT1K0O9pf7F7Y3bNr2X/3qF//sP/uxZz/7xhg1mcYxr6R6ZdnTemWU+VEN1KNxszGsx/DKv7hGPAEAAODPwtVvyn40UyuPPPrJj3/8xGp8Zj+TsnmQwhi8T2EIk0M185ufprDp+eh9vWSKknmQz5777Je/5zfes7NfjrtXxaV833qvoa3BY/z0+x44frlsTrKaTtJkvvOMl7xi+IOPHT88OrJkfQBJkkU1ITe+t3Hx4ODG21+qNJPcFqv5pMuPnH/Pb/3eiTjP/VA1H9T0MdXY7Hu7XdJB0U13v3A1hk0LQTUlHXzkk/sPfPKMmjv2mqK6H2uxsS2KCqU2J84+VSevr2McQggyD94kU5Bio1We3/XSm3TqeD/kfjJa2LTJ5Wa522ijt7amP37Hu5710CPx5FZWOXp30z93mTc+KzfdQpuO7fpy9tJ77/ypG+776X++d/9HD9713tn5/dZqn8KH08aJ284+43v/yom7bvujH/5vj4eTF+86dexVL7jjlS+bvPyVOW6kmmpTPHzmoE25W0ryUoqPJZ7Y6n7yf/qRf/9H7/25n/vF3//9dxzY/mw2X652Q2zH7N2kbZu6WF6cqG9SuOXszV/5l172hq979Z3PeurY50mXTNVicK8m1Tx4WbVNlOWxjFFBIedxuT5WZyw1DIdxujEO49mbt3/4v3jTj/2jH987WFU1snD1Bt6mCeuPMVjwWsxzG2tfFuvrt6KVGoZgYy1KJpP29/fHvHQpWFAtk1BV+7M3napFcq/V3fX022/f6GyZezVuddWYv/GN31TyqODVNG3bna0N0yPBVnb0cRSXj8NR6o+5TynUPD79jrP/zX/9o3c/78t+6Rd/+777PmxxXOU+eNOEmdqovNjugg37s7hyjXc/4ylf+/r/6A1f/5XDcphNW69V5iHala8e69NwP3MKrtcxWDav0Sa5X3YpxaDgNV7zZwcBAADANU38TVakYLIoFSUplLJ/ae/R+z/4qVVf28bCVg55TOOyGRdtXSW7PNton3WnrjuWk8akUKqkHMIouamdNPOXvLj/td/88Pih6crVTRay/VOHW/t5uvB+Y/qBw3Mn3vL2G77qq9XFKqVlePZLv+IPfuUdD3zywaogKawvUK1hGIdl17Ynjo03n7Z777WFtmambqJcH37gQ588d+5M04bjO+dyXTR20KYhyhfDTbtNOXvjU+583sQ21IfOSrX8vve//yOx7O40z9zbWqV6YVaX7SjJZY+18cydt2t7ntO0SIteG6mqi1laSKlrwvbG3q03D6txFeuB141m49Px8mG7PL3oBmsP59o49+kzetrR/FaWXFNeWZ9PMGtdQRpteij5rXfc/Xd+RPtZ7/6g3vqOj3/0w4dNmXz5C+94zks/8bEHfvpnfvErTt3xrL/yHfrOe8t1O1ndOU13llH7qjuhXlkHEtYTZRWZx2SmUKXq5eX33vWSF911+fLyne/+9295y+898IGPXNrd3907bNrJseMnp9Ppa778VS992b0333xme1vBJFfbpaNpbIiSVgdqo8+6cLg8qLJuMh/HPlqeT4+NwyKFDQvRQue1NF1bq771m193+dLF//5//KdRuSqsp8Wpq+fOP7y1cbaLUVWqVkufkuc6hhiSWzDlcW9z3vbLMpnHg4Px/LlHVJch1GBNrGPXhNjUzc12uVhMZjOLVgc/e/ONr3rlC//kvg+ce/TCmZPbt91y6+23nw3mMaZFP8SoF99z9/vec1+QVRuDwnoz7qpfeZUFWXWTYnD5OJs03/XG173ha1/3wQ88/DM/+xMXLlz6wAMfPvfoRa8hhXbats985lNf+9q/dM8Ln/fsZz9lOk3ZZKpSDcEljzFe+Xs4CgCzIGmxHNukafKah+m06/sclVeHy82bTuxd0uT0tX3Z+uz7SgAAwH+Y9duBVkyeFFSCTGNQU6t2L+vd79H+SqeOKRTFUSGvt/KVweL8hO64U21S0NCPbahq4mFMg7Sh0ixX/R//SZddVbnt0vHjfXOufXhpOWgaLnQ6cefzs7rLKRVpp/TdY7v1Qx8IXZKk9S5JlzzIQi25t6x51954pj9xc5WkOpGH8+fyRz7S1qBhlFW1Ums5KsQYHqnqZvkFT++n3bxvPeS9Jsdzj2588iG1QReyYlVbFOt6QiaLeedYuuMZCk0ZFV0KKykpxL1gQXVjGPWBT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class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">42<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h4b y603 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Konferencje <span class="_ _5"></span>wynikowe <span class="_ _5"></span><span class="ff8">–<span class="ff6"> <span class="_ _6"></span></span>spotkania <span class="_ _0"></span>onli<span class="_ _0"></span>ne <span class="_ _5"></span>Zarządu <span class="_ _5"></span>z <span class="_ _6"></span>przedstawicielami <span class="_ _0"></span>instytucji <span class="_ _6"></span>finansowych <span class="_ _5"></span>(analitycy, <span class="_ _6"></span>zrządzający <span class="_ _5"></span>funduszami) <span class="_ _5"></span>po </span></span></span></div><div class="t m0 x3c h22 y604 ff8 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="ff7"> </span></div><div class="t m0 x1 h4b y605 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Czaty <span class="_ _7"></span>inwestorskie<span class="ff6"> <span class="_ _6"></span><span class="ff8">–</span> <span class="_ _7"> </span><span class="ff8">spotkania <span class="_ _6"></span>o<span class="_ _0"></span>nline <span class="_ _6"></span>Zarządu <span class="_ _6"></span>z<span class="_ _0"></span> <span class="_ _6"></span>inwestorom <span class="_ _7"> </span>indywidualnymi <span class="_ _6"></span>przeprowadzane <span class="_ _7"> </span>po <span class="_ _7"> </span>publikacji <span class="_ _6"></span>raportów<span class="_ _0"></span> <span class="_ _7"></span>okresowych. </span></span></span></span></div><div class="t m0 x3c h10 y606 ff8 fs4 fc2 sc0 ls0 ws0">Przed <span class="_ _10"></span>cz<span class="_ _0"></span>atem <span class="_ _10"></span>jest p<span class="_ _1"></span>rezentacja <span class="_ _10"></span>wynikowa prowadzona <span class="_ _10"></span>przez <span class="_ _1"></span>członków <span class="_ _10"></span>Zarządu. Rel<span class="_ _1"></span>acje <span class="_ _1"></span>z <span class="_ _10"></span>czatów s<span class="_ _1"></span>ą <span class="_ _10"></span>zamieszczone n<span class="_ _1"></span>a <span class="_ _1"></span>stronie <span class="_ _10"></span>interne<span class="_ _0"></span><span class="ff6">towej </span></div><div class="t m0 x3c h22 y448 ff8 fs4 fc2 sc0 ls0 ws0">Spółki w zakładce r<span class="ff6">elacji inwestorskich.<span class="ff7"> </span></span></div><div class="t m0 x1 h4b y607 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Konferencja WallStre<span class="_ _0"></span>et <span class="_ _0"></span><span class="ff8">–<span class="ff6"> <span class="_ _5"></span></span>Przedstawiciele <span class="_ _0"></span>Spółki <span class="_ _0"></span>biorą <span class="_ _5"></span>aktywny <span class="_ _0"></span>udział <span class="_ _5"></span>w <span class="_ _0"></span>największym <span class="_ _0"></span>spotkaniu <span class="_ _0"></span>in<span class="_ _0"></span>westorów <span class="_ _0"></span>indywidualnych <span class="_ _0"></span>w <span class="_ _0"></span>Pols<span class="_ _0"></span>ce </span></span></span></div><div class="t m0 x3c h22 y44a ff6 fs4 fcf sc0 ls0 ws0">https://www.wallstreet.org.pl/<span class="fc2"> <span class="ff7"> </span></span></div><div class="t m0 x1 hd y44b ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Forum <span class="_ _10"></span>F<span class="_ _0"></span>inansów i<span class="_ _1"></span> <span class="_ _1"></span>Inwestycji Fo<span class="_ _1"></span>rFin <span class="ff6">- <span class="_ _1"></span><span class="ff8">Przedstawiciele <span class="_ _1"></span>Spółki <span class="_ _1"></span>uczestniczą w<span class="ff6 fs6"> <span class="_ _1"></span><span class="ff8 fs4">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></span></span></div><div class="t m0 x3c h10 y608 ff8 fs4 fc2 sc0 ls0 ws0">którego  wszystkie  osoby  zaintere<span class="_ _1"></span>sowane  zarządzaniem  własnymi  finansami  mogą  wziąć  udział  w  targach, <span class="_ _12"> </span>wykładach  i  panelach </div><div class="t m0 x3c h22 yd3 ff6 fs4 fc2 sc0 ls0 ws0">dyskusyjnych. <span class="fcf">https://www.forfin.pl/</span> <span class="ff7"> </span></div><div class="t m0 x1 h4b y44e ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Konferencje, <span class="_ _6"></span>prezentacje <span class="_ _6"></span>i <span class="_ _6"></span>kom<span class="_ _0"></span>entarze <span class="_ _6"></span>online <span class="_ _7"></span><span class="ff5">–</span> <span class="_ _6"></span><span class="ff8">w <span class="_ _7"></span>przypadku <span class="_ _6"></span>z<span class="_ _0"></span>aistniałych <span class="_ _6"></span>ważnych <span class="_ _6"></span>wydarzeń <span class="_ _6"></span>w<span class="_ _0"></span> <span class="_ _6"></span>spółce <span class="_ _7"></span>lub <span class="_ _6"></span>w <span class="_ _6"></span>oto<span class="_ _0"></span>czeniu <span class="_ _6"></span>rynkowym </span></span></span></div><div class="t m0 x3c h10 y609 ff8 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="_ _5"></span>ały </div><div class="t m0 x3c h22 y60a ff8 fs4 fc2 sc0 ls0 ws0">te są dostępne na stronie Spółki<span class="ff6"> </span>w zakładce relacji inwestorskich.<span class="ff7"> </span></div><div class="t m0 x1 h4b y450 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff7">UNIMOT Klub+ </span></span></div><div class="t m0 xc6 h10 y60b ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _6"></span>2021 <span class="_ _6"></span>r. <span class="_ _6"></span>został <span class="_ _6"></span>wprowadzony <span class="_ _6"></span>program <span class="_ _6"></span>lojalnościowy <span class="_ _6"></span>dla <span class="_ _6"></span>akcjonariuszy <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>S.A. <span class="_ _6"></span>pod <span class="_ _6"></span>nazwą <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>Klub+. <span class="_ _6"></span>Celem <span class="_ _6"></span>Klubu <span class="_ _6"></span>j<span class="_ _0"></span>est </div><div class="t m0 xc6 h10 y60c ff8 fs4 fc2 sc0 ls0 ws0">budowanie <span class="_ _10"></span>dłu<span class="_ _0"></span>goterminowej <span class="_ _1"></span>relacji <span class="_ _1"></span>z akcjonariuszami <span class="_ _10"></span>indywidualnymi oraz <span class="_ _1"></span>docenie<span class="_ _1"></span>nie <span class="_ _1"></span>ich <span class="_ _1"></span>długoterminowego <span class="_ _1"></span>zaangażowania <span class="_ _1"></span>w S<span class="_ _1"></span>półkę. </div><div class="t m0 xc6 h10 y60d ff8 fs4 fc2 sc0 ls0 ws0">UNIMOT Klub+ jest także elementem budowy stabilneg<span class="_ _1"></span>o i świadomego akcjonariatu.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 xc6 h10 y60e ff8 fs4 fc2 sc0 ls0 ws0">Do <span class="_ _6"></span>Klubu<span class="_ _1"></span> <span class="_ _6"></span>może <span class="_ _5"></span>z<span class="_ _0"></span>apisać <span class="_ _6"></span>się <span class="_ _5"></span>każdy<span class="_ _0"></span> <span class="_ _6"></span>akcjonariusz <span class="_ _5"></span>posiadający <span class="_ _6"></span>co <span class="_ _6"></span>najmniej <span class="_ _5"></span>100 <span class="_ _6"></span>akcji <span class="_ _6"></span>przez <span class="_ _6"></span>min. <span class="_ _5"></span>6 <span class="_ _6"></span>miesięcy. <span class="_ _6"></span>Członkowie <span class="_ _6"></span>Klubu <span class="_ _5"></span>otrzym<span class="_ _5"></span>ują </div><div class="t m0 xc6 h10 y60f ff8 fs4 fc2 sc0 ls0 ws0">dostęp <span class="_ _10"></span>do szerokieg<span class="_ _1"></span>o <span class="_ _1"></span>wachlarza <span class="_ _10"></span>b<span class="_ _0"></span>enefitów <span class="_ _10"></span>w zależności <span class="_ _10"></span>od p<span class="_ _1"></span>oziomu <span class="_ _1"></span>członkostwa. <span class="_ _1"></span>Wśród <span class="_ _10"></span>benefitów <span class="_ _1"></span>są <span class="_ _10"></span>m.in. jednorazowy <span class="_ _10"></span>zw<span class="_ _0"></span>rot <span class="_ _10"></span>kosz<span class="_ _5"></span><span class="ls21">tó<span class="_ _0"></span><span class="ff6 ls22">w </span></span></div><div class="t m0 xc6 h10 y610 ff8 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="_ _10"></span>zniżki związane <span class="_ _10"></span>z przydomową <span class="_ _10"></span>instalacją LPG, <span class="_ _10"></span>uczestnictwo w <span class="_ _10"></span>spotkaniach onlin<span class="_ _1"></span>e <span class="_ _1"></span>z Pre<span class="_ _1"></span>zesem, zniżki </div><div class="t m0 xc6 h10 y611 ff8 fs4 fc2 sc0 ls0 ws0">na <span class="_ _7"> </span>abonamenty <span class="_ _12"> </span>partnerskich <span class="_ _7"> </span>m<span class="_ _0"></span>ediów <span class="_ _7"> </span>giełdowych <span class="_ _12"> </span>(StockWatch, <span class="_ _12"> </span>Strefa <span class="_ _7"></span>Inwestorów, <span class="_ _12"> </span>e<span class="_ _0"></span><span class="ff6">-</span>Kiosk), <span class="_ _12"> </span>zniżki <span class="_ _7"> </span>na <span class="_ _12"> </span>konferencje <span class="_ _7"> </span>i <span class="_ _12"> </span>szkolenia<span class="ff6"> <span class="_ _12"> </span>oraz </span></div><div class="t m0 xc6 h10 y612 ff8 fs4 fc2 sc0 ls0 ws0">bezpłatny <span class="_ _23"> </span>dostęp <span class="_ _15"> </span>do <span class="_ _15"> </span>materiałów<span class="_ _0"></span> <span class="_ _15"> </span>szkoleniowych <span class="_ _15"> </span>z <span class="_ _15"> </span>zakresu <span class="_ _23"> </span>inwestowania. <span class="_ _15"> </span>Członkowie <span class="_ _15"> </span>Klubu <span class="_ _15"> </span>mogą <span class="_ _15"> </span>też <span class="_ _15"> </span>zostać <span class="_ _15"> </span>objęci <span class="_ _15"> </span>ochroną </div><div class="t m0 xc6 h10 y613 ff8 fs4 fc2 sc0 ls0 ws0">ubezpieczeniową <span class="_ _5"></span>OC <span class="_ _5"></span>i <span class="_ _5"></span>NW <span class="_ _5"></span>w <span class="_ _6"></span>życiu <span class="_ _0"></span>prywatnym. <span class="_ _5"></span>Czł<span class="_ _0"></span>onkowie <span class="_ _5"></span>Klubu <span class="_ _5"></span>mogą <span class="_ _5"></span>skorzy<span class="_ _0"></span>stać <span class="_ _5"></span>z <span class="_ _5"></span>obniżenia <span class="_ _5"></span>lub <span class="_ _6"></span>znies<span class="_ _1"></span>ienia <span class="_ _5"></span>składki <span class="_ _5"></span>czło<span class="_ _0"></span>nkowskiej <span class="_ _6"></span><span class="ff6 ls22">w </span></div><div class="t m0 xc6 h10 y614 ff6 fs4 fc2 sc0 ls0 ws0">Stowar<span class="ff8">zyszeniu 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 </span></div><div class="t m0 xc6 h10 y615 ff8 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 xc6 h10 y616 ff8 fs4 fc2 sc0 ls0 ws0">skierowane <span class="_ _6"></span>do <span class="_ _12"> </span>inwestorów. <span class="_ _7"></span>Do <span class="_ _7"></span>Klubu <span class="_ _6"></span>mo<span class="_ _0"></span>gą <span class="_ _7"> </span>wstąpić <span class="_ _7"> </span>wszyscy <span class="_ _12"> </span>akcjonariusze <span class="_ _6"></span>bez <span class="_ _7"> </span>wz<span class="_ _0"></span>ględu <span class="_ _6"></span>na <span class="_ _7"> </span>to<span class="_ _0"></span>, <span class="_ _7"> </span>w <span class="_ _12"> </span>której <span class="_ _6"></span>instytucji <span class="_ _7"> </span>finansowej <span class="_ _7"> </span>mają </div><div class="t m0 xc6 h10 y617 ff8 fs4 fc2 sc0 ls0 ws0">zdeponowane <span class="_ _7"></span>akcje <span class="_ _7"></span>UNIMOT. <span class="_ _7"> </span>Akcjonariusze <span class="_ _7"></span>posiadający <span class="_ _7"></span>akcje <span class="_ _7"></span>w: <span class="_ _7"> </span>Biuro <span class="_ _7"> </span>Maklerskie <span class="_ _7"></span>Alior <span class="_ _7"></span>Bank <span class="_ _7"> </span>S.A.,<span class="_ _0"></span><span class="ff6"> <span class="_ _12"> </span>Dom <span class="_ _7"> </span>Maklerski <span class="_ _7"></span>Banku <span class="_ _7"></span>Ochrony </span></div><div class="t m0 xc6 h10 y618 ff8 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 xc6 h10 y619 ff8 fs4 fc2 sc0 ls0 ws0">instytucji <span class="_ _13"> </span>finansowej, <span class="_ _13"> </span>a <span class="_ _13"> </span>pozostali <span class="_ _13"> </span>składają <span class="_ _13"> </span>dyspozycję <span class="_ _13"> </span>poprzez <span class="_ _13"> </span>aplikację <span class="_ _13"> </span>dedykowaną <span class="_ _23"> </span>dla <span class="_ _13"> </span>Klubowi<span class="_ _0"></span>czów <span class="_ _23"> </span>przesyłając <span class="_ _13"> </span>skan <span class="_ _13"> </span>historii </div><div class="t m0 xc6 h10 y61a ff6 fs4 fc2 sc0 ls0 ws0">rach<span class="ff8">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 xc6 h10 y61b ff8 fs4 fc2 sc0 ls0 ws0">do <span class="_ _10"></span>potrzeb i <span class="_ _10"></span>oczekiwań <span class="_ _10"></span>klubowiczów. Dl<span class="_ _1"></span>a <span class="_ _10"></span>członków <span class="_ _1"></span>Klubu <span class="_ _10"></span>została <span class="_ _1"></span>przygotowana <span class="_ _10"></span>platforma <span class="_ _1"></span>internetowa, <span class="_ _10"></span>na kt<span class="_ _1"></span>órej <span class="_ _10"></span>po <span class="_ _1"></span>zalogowaniu <span class="_ _10"></span>m<span class="_ _0"></span>o<span class="_ _0"></span>żna </div><div class="t m0 xc6 h10 y17c ff6 fs4 fc2 sc0 ls0 ws0">spra<span class="ff8">wdzić swój status członkostwa i aktywować benefity.</span> </div><div class="t m0 xc6 h10 y61c ff8 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 x3c h9 y4fe ff7 fs2 fc8 sc0 lsb ws0">5.<span class="ff3 ls0"> <span class="_ _15"> </span><span class="ff5">DZIAŁALNOŚĆ OPERACYJN<span class="_ _1"></span>A <span class="ff7">GK UNIMOT <span class="_ _1"></span>W 2024 <span class="_ _1"></span>ROKU I JEJ OTOCZENIE <span class="_ _1"></span> </span></span></span></div><div class="t m0 x1 he y61d ff7 fs5 fc5 sc0 ls0 ws0">5.1. PODSTAWOWE PRODUKTY<span class="ls23">, </span><span class="ff5">ŹRÓDŁA ZAOPATRZENIA I RYNKI ZBYTU</span><span class="ls24">  </span> </div><div class="t m0 x1 h10 y61e ff8 fs4 fc2 sc0 ls0 ws0">System <span class="_ _6"></span>organizacji <span class="_ _6"></span>oraz <span class="_ _7"></span>zarządzania <span class="_ _6"></span>Grup<span class="_ _1"></span>ą <span class="_ _6"></span>ustalony <span class="_ _6"></span>jest <span class="_ _7"></span>w <span class="_ _6"></span>oparciu <span class="_ _6"></span>o<span class="_ _0"></span> <span class="_ _6"></span>wydzielone <span class="_ _6"></span>segmenty <span class="_ _6"></span>operacyjne. <span class="_ _6"></span>Podział <span class="_ _7"></span>na <span class="_ _6"></span>segmenty <span class="_ _6"></span>opera<span class="_ _0"></span><span class="ff6">c<span class="_ _0"></span>yjne </span></div><div class="t m0 x1 h10 y61f ff8 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 h10 y620 ff8 fs4 fc2 sc0 ls0 ws0">ekonomiczne <span class="_ _7"></span>(np. <span class="_ _7"></span>marżowo<span class="_ _0"></span>ść, <span class="_ _7"> </span>specyfika <span class="_ _6"></span>klientów<span class="_ _0"></span>). <span class="_ _7"> </span>Organem <span class="_ _7"> </span>podejmującym <span class="_ _7"> </span>kluczowe <span class="_ _12"> </span>decyzje <span class="_ _6"></span>w <span class="_ _12"> </span>Grupie <span class="_ _6"></span>jest <span class="_ _12"> </span>Zarząd <span class="_ _7"></span>Unimot <span class="_ _7"></span>S.A. <span class="_ _12"> </span>Oceny<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y621 ff8 fs4 fc2 sc0 ls0 ws0">wyników <span class="_ _6"></span>finansowych <span class="_ _6"></span>segmentów <span class="_ _6"></span>operacyjnych <span class="_ _6"></span>i <span class="_ _6"></span>decyzje <span class="_ _6"></span>o <span class="_ _6"></span>przydziale <span class="_ _6"></span>zasobów <span class="_ _6"></span>dokonywane <span class="_ _6"></span>są <span class="_ _6"></span>głó<span class="_ _0"></span>wnie <span class="_ _6"></span>na <span class="_ _6"></span>bazie <span class="_ _6"></span>EBITDA <span class="_ _6"></span>skorygowanej<span class="_ _5"></span><span class="ff6 ls5">. </span></div><div class="t m0 x1 h10 y622 ff8 fs4 fc2 sc0 ls0 ws0">Wskaźnik <span class="_ _5"></span>EBITDA <span class="_ _6"></span>jest <span class="_ _5"></span>jedną <span class="_ _5"></span>z <span class="_ _6"></span>miar <span class="_ _5"></span>efektywności <span class="_ _6"></span>prowadzonej <span class="_ _5"></span>działalności, <span class="_ _6"></span>która <span class="_ _5"></span>nie <span class="_ _5"></span>jest <span class="_ _5"></span>z<span class="_ _0"></span>definiowana <span class="_ _6"></span>w <span class="_ _5"></span>MSSF. <span class="_ _6"></span><span class="ff6">Grupa <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>de<span class="_ _1"></span>finiuje </span></div><div class="t m0 x1 h10 y623 ff8 fs4 fc2 sc0 ls0 ws0">wskaźnik <span class="_ _14"> </span>EBITDA <span class="_ _14"> </span>skorygowana  jako <span class="_ _14"> </span>w<span class="_ _0"></span>ynik <span class="_ _14"> </span>z  dział<span class="_ _0"></span>alności  operacyjnej <span class="_ _14"> </span>za <span class="_ _14"> </span>dany <span class="_ _14"> </span>okres <span class="_ _14"> </span>sprawozdawczy <span class="_ _14"> </span>ustalony  zgodnie <span class="_ _14"> </span>z <span class="_ _14"> </span>MSSF <span class="_ _14"> </span>przed </div><div class="t m0 x1 h10 y624 ff8 fs4 fc2 sc0 ls0 ws0">uwzględnieniem kosztów <span class="_ _0"></span>amo<span class="_ _0"></span>rtyzacji skorygowany <span class="_ _0"></span>o <span class="_ _0"></span>szacunkową wycenę <span class="_ _0"></span>zapasu <span class="_ _0"></span>obowiązkowego <span class="_ _0"></span>paliw płynnych <span class="_ _0"></span>i gaz<span class="_ _0"></span>owych, <span class="_ _0"></span>uzasadn<span class="_ _5"></span><span class="ff6">ione </span></div><div class="t m0 x1 h10 y625 ff8 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 h10 y626 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y627 ff8 fs4 fc2 sc0 ls0 ws0">Zarząd UNIMOT S.A. wyodrębnia następujące segmenty operacyjne:<span class="ff6"> </span></div><div class="t m0 x3c h4b y628 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Paliwa<span class="ff6"> <span class="_ _10"></span>-<span class="_ _0"></span> <span class="ff8">obe<span class="_ _1"></span>jmuje hurtową <span class="_ _10"></span>i detaliczną <span class="_ _1"></span>sprzedaż <span class="_ _1"></span>oleju <span class="_ _1"></span>napędowego, ben<span class="_ _1"></span>zyn, oleju<span class="_ _1"></span> g<span class="_ _1"></span>rzewczego, paliw <span class="_ _10"></span>lotniczych i <span class="_ _1"></span>żeglugowych <span class="_ _10"></span>o<span class="_ _0"></span>raz </span></span></span></span></div><div class="t m0 x3d h10 y629 ff8 fs4 fc2 sc0 ls0 ws0">biopaliw prowadzoną przez Spółki w Grupie.<span class="ff6"> </span></div><div class="t m0 x3c h4b y62a ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff7">LPG<span class="ff6"> - <span class="ff8">obejmuje hurtową i detaliczną sprzedaż gazu p<span class="_ _1"></span>łynnego (LPG), prowadzoną przez Spółki w Grupie.<span class="_ _0"></span><span class="ff6"> </span></span></span></span></span></div><div class="t m0 x3c h4b y62b ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Gaz <span class="_ _6"></span>ziemny<span class="ff6"> <span class="_ _6"></span><span class="ff8">–</span> <span class="_ _6"></span><span class="ff8">obejmuje <span class="_ _6"></span>sprzedaż <span class="_ _6"></span>i <span class="_ _6"></span> <span class="_ _6"></span>dystr<span class="_ _1"></span>ybucję <span class="_ _6"></span>paliw <span class="_ _6"></span>gazowych <span class="_ _6"></span>w <span class="_ _6"></span>systemie<span class="_ _1"></span> <span class="_ _6"></span>sieciowym <span class="_ _6"></span>oraz <span class="_ _6"></span>obrót <span class="_ _6"></span>hurtowy <span class="_ _6"></span>gazem <span class="_ _6"></span>ziemnym <span class="_ _5"></span>z<span class="_ _0"></span>a </span></span></span></span></div><div class="t m0 x3d h10 y62c ff8 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><span class="d m1" style="border-style:none;position:absolute;left:116.600000px;bottom:1371.780000px;width:117.890000px;height:13.190000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:221.660000px;bottom:1291.720000px;width:87.150000px;height:13.190000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi x5 y3c w5 h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">43<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h4b y62d ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Energia elektryczna<span class="ff6"> - <span class="ff8">obejmuje obrót i dystrybucję energii elektrycznej przez Spółki w Gru<span class="_ _1"></span>pie.<span class="_ _0"></span><span class="ff6"> </span></span></span></span></span></div><div class="t m0 x3c h4b y62e ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Odnawialne <span class="_ _10"></span>źródła <span class="_ _1"></span>energii<span class="ff6"> <span class="_ _1"></span><span class="ff8">–<span class="ff6"> <span class="_ _10"></span><span class="ff8">działalność <span class="_ _1"></span>Spółek <span class="_ _10"></span>w G<span class="_ _1"></span>rupie <span class="_ _10"></span>związana z <span class="_ _10"></span>fotowoltaiką <span class="_ _10"></span>w obszarze <span class="_ _9"></span>farm fotowoltaicznych <span class="_ _10"></span>oraz <span class="_ _1"></span>sprzedażą </span></span></span></span></span></span></div><div class="t m0 x3d h10 y62f ff8 fs4 fc2 sc0 ls0 ws0">i montażem instalacji fotowoltaicznych.<span class="ff6"> </span></div><div class="t m0 x3c h4b y630 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Stacje Paliw<span class="ff6"> - <span class="ff8">działalność związana z handlem detalicznym paliwami w ramach stacji AVIA.</span> </span></span></span></div><div class="t m0 x3c h4b y2c8 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Bitumen <span class="ff6">- <span class="ff8">działalność związana z produkcją i h<span class="_ _1"></span>andlem produktami asfaltowymi.<span class="_ _0"></span><span class="ff6"> </span></span></span></span></span></div><div class="t m0 x3c h4b y631 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Paliwa stałe<span class="ff6"> <span class="ff8">–</span> <span class="ff8">działalność związana z obrotem paliwami stałymi, w tym węglem.</span> </span></span></span></div><div class="t m0 x3c h4b y632 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Infrastruktura <span class="_ _0"></span>i <span class="_ _0"></span>logistyka<span class="_ _0"></span><span class="ff6"> <span class="_ _0"></span>- <span class="_ _5"></span><span class="ff8">działalność <span class="_ _0"></span>zw<span class="_ _0"></span>iązana <span class="_ _0"></span>z <span class="_ _5"></span>transportem <span class="_ _0"></span>kolejowym, <span class="_ _5"></span>usługami <span class="_ _0"></span>spedycyjnymi, <span class="_ _0"></span>magazynowaniem <span class="_ _5"></span>paliw <span class="_ _0"></span>oraz </span></span></span></span></div><div class="t m0 x3d h10 y633 ff8 fs4 fc2 sc0 ls0 ws0">wytwarzaniem, przesyłem, dystrybucją oraz obrotem mediami energetycznymi.<span class="ff6"> </span></div><div class="t m0 x3c h4b y49d ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Działalność poz<span class="_ _0"></span>ostała<span class="ff6"> <span class="_ _0"></span><span class="ff8">–</span> <span class="_ _0"></span><span class="ff8">o<span class="_ _0"></span>bejmuje <span class="_ _0"></span>działalność <span class="_ _0"></span>spółek <span class="_ _0"></span>Gr<span class="_ _0"></span>upy, <span class="_ _0"></span>które <span class="_ _5"></span>nie w<span class="_ _0"></span>chodzą <span class="_ _0"></span>w <span class="_ _5"></span>zakresy <span class="_ _0"></span>działalności <span class="_ _0"></span>segmentów <span class="_ _5"></span>wymienionych </span></span></span></span></div><div class="t m0 x3d h10 y634 ff8 fs4 fc2 sc0 ls0 ws0">wyżej.<span class="ff6"> </span></div><div class="t m0 x3c h10 y635 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>202<span class="_ _0"></span>4 <span class="_ _5"></span>roku <span class="_ _0"></span><span class="ff8">dominował<span class="_ _0"></span>a <span class="_ _0"></span>sprzedaż <span class="_ _5"></span>na <span class="_ _5"></span>rynku <span class="_ _0"></span>krajowym, <span class="_ _5"></span>która <span class="_ _6"></span>sta<span class="_ _1"></span>nowiła <span class="_ _5"></span><span class="ff6">prawie <span class="_ _0"></span>84 <span class="_ _5"></span></span>% <span class="_ _5"></span>ogółu <span class="_ _5"></span>sprzedaży <span class="_ _0"></span>i<span class="_ _0"></span><span class="ff6"> <span class="_ _5"></span></span>względem <span class="_ _0"></span>202<span class="ff6">3 <span class="_ _5"></span></span>roku <span class="_ _5"></span>była <span class="_ _5"></span>o <span class="_ _0"></span><span class="ff6">8 </span></span></div><div class="t m0 x3c h10 y636 ff6 fs4 fc2 sc0 ls0 ws0">p.p. <span class="_ _0"></span><span class="ff8">wyż<span class="_ _0"></span>sza.</span> <span class="_ _5"></span><span class="ff8">Sprzedaż <span class="_ _0"></span>na <span class="_ _5"></span>rynek <span class="_ _5"></span>ukraiński <span class="_ _0"></span>stanowiła<span class="_ _0"></span></span> <span class="_ _5"></span>5<span class="ff8">% <span class="_ _5"></span>wartości <span class="_ _5"></span>ogółu <span class="_ _0"></span>sprzedaży <span class="_ _5"></span>i <span class="_ _0"></span>była <span class="_ _5"></span>o<span class="_ _0"></span></span> <span class="_ _5"></span>1,8 <span class="_ _5"></span><span class="ff8">p.p. <span class="_ _0"></span>n<span class="_ _0"></span>iższa <span class="_ _5"></span>od <span class="_ _5"></span>sprzedaży <span class="_ _0"></span>w <span class="_ _5"></span>analogicznym </span></div><div class="t m0 x3c h10 y637 ff6 fs4 fc2 sc0 ls0 ws0">okresie 2023 r. <span class="ff8">Znaczący wzrost odnotowano do ZEA, gdzie sprzedaż wzrosła o 1,84 p.p<span class="_ _1"></span>..<span class="_ _0"></span><span class="ff6"> </span></span></div></div><div class="c x1 y4a6 w4f h8d"><div class="t m0 xa h14 y2f1 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c xac y4a6 w50 h8d"><div class="t m0 x17 h15 y638 ff7 fs9 fc2 sc0 ls0 ws0"> 01.01.2024 </div><div class="t m0 x24 h15 y639 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024  </div></div><div class="c x44 y4a6 w51 h8d"><div class="t m0 xa h14 y2ad ff9 fs9 fc2 sc0 ls0 ws0">udział w </div><div class="t m0 xa h14 y2ae ff9 fs9 fc2 sc0 ls0 ws0">sprzedaży 2024<span class="_ _1"></span><span class="ffa"> </span></div></div><div class="c xc7 y4a6 w52 h8d"><div class="t m0 x17 h15 y638 ff7 fs9 fc2 sc0 ls0 ws0"> 01.01.2023 </div><div class="t m0 x24 h15 y639 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023  </div></div><div class="c xc8 y4a6 w53 h8d"><div class="t m0 x4d h14 y2ad ff9 fs9 fc2 sc0 ls0 ws0">udział w </div><div class="t m0 x53 h14 y2ae ff9 fs9 fc2 sc0 ls0 ws0">sprzedaży 2023<span class="ffa"> </span></div></div><div class="c xc9 y4a6 w54 h8d"><div class="t m0 xa h19 y2ad ff6 fs9 fc2 sc0 ls0 ws0">Zmiany p.p. </div><div class="t m0 xa h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">2024/2023 </div></div><div class="c x1 y63a w4f h88"><div class="t m0 xa h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c xac y63a w50 h88"><div class="t m0 x39 h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">11 779 197 </div></div><div class="c x44 y63a w51 h88"><div class="t m0 xc h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">83,6% </div></div><div class="c xc7 y63a w52 h88"><div class="t m0 xca h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">9 726 633 </div></div><div class="c xc8 y63a w53 h88"><div class="t m0 x43 h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">75,5% </div></div><div class="c xc9 y63a w54 h88"><div class="t m0 xcb h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">8,08 </div></div><div class="c x1 y63b w4f h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Ukraina </div></div><div class="c xac y63b w50 h78"><div class="t m0 x1d h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">719 911 </div></div><div class="c x44 y63b w51 h78"><div class="t m0 x98 h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">5,1% </div></div><div class="c xc7 y63b w52 h78"><div class="t m0 xca h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">1 072 199 </div></div><div class="c xc8 y63b w53 h78"><div class="t m0 xcb h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">8,3% </div></div><div class="c xc9 y63b w54 h78"><div class="t m0 x9c h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">-3,21 </div></div><div class="c x1 y19f w4f h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Zjednoczone<span class="_ _1"></span> Emiraty Arabsk<span class="_ _1"></span>ie </div></div><div class="c xac y19f w50 h78"><div class="t m0 x1d h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">495 826 </div></div><div class="c x44 y19f w51 h78"><div class="t m0 x98 h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">3,5% </div></div><div class="c xc7 y19f w52 h78"><div class="t m0 x1d h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">216 095<span class="ls0"> </span></div></div><div class="c xc8 y19f w53 h78"><div class="t m0 xcb h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">1,7% </div></div><div class="c xc9 y19f w54 h78"><div class="t m0 xcb h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">1,84 </div></div><div class="c x1 y63c w4f h8e"><div class="t m0 xa h19 y55f ff6 fs9 fc2 sc0 ls0 ws0">Belgia </div></div><div class="c xac y63c w50 h8e"><div class="t m0 x1d h19 y55f ff6 fs9 fc2 sc0 ls0 ws0">268 586 </div></div><div class="c x44 y63c w51 h8e"><div class="t m0 x98 h14 y55f ffa fs9 fc2 sc0 ls0 ws0">1,9% </div></div><div class="c xc7 y63c w52 h8e"><div class="t m0 x1d h19 y55f ff6 fs9 fc2 sc0 ls0 ws0">231 384 </div></div><div class="c xc8 y63c w53 h8e"><div class="t m0 xcb h14 y55f ffa fs9 fc2 sc0 ls0 ws0">1,8% </div></div><div class="c xc9 y63c w54 h8e"><div class="t m0 xcb h19 y55f ff6 fs9 fc2 sc0 ls0 ws0">0,11 </div></div><div class="c x1 y63d w4f h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Estonia </div></div><div class="c xac y63d w50 h78"><div class="t m0 x1d h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">201 648 </div></div><div class="c x44 y63d w51 h78"><div class="t m0 x98 h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">1,4% </div></div><div class="c xc7 y63d w52 h78"><div class="t m0 x32 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">62 956 </div></div><div class="c xc8 y63d w53 h78"><div class="t m0 xcb h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">0,5% </div></div><div class="c xc9 y63d w54 h78"><div class="t m0 xcb h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">0,94 </div></div><div class="c x1 y63e w4f h1d"><div class="t m0 xa h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">Holandia </div></div><div class="c xac y63e w50 h1d"><div class="t m0 x1d h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">133 590 </div></div><div class="c x44 y63e w51 h1d"><div class="t m0 x98 h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,9% </div></div><div class="c xc7 y63e w52 h1d"><div class="t m0 x1d h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">101 780 </div></div><div class="c xc8 y63e w53 h1d"><div class="t m0 xcb h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,8% </div></div><div class="c xc9 y63e w54 h1d"><div class="t m0 xcb h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">0,16 </div></div><div class="c x1 y63f w4f h78"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">Bułgaria<span class="ff6"> </span></div></div><div class="c xac y63f w50 h78"><div class="t m0 x9b h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">97 536 </div></div><div class="c x44 y63f w51 h78"><div class="t m0 x98 h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">0,7% </div></div><div class="c xc7 y63f w52 h78"><div class="t m0 x32 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">48 483 </div></div><div class="c xc8 y63f w53 h78"><div class="t m0 xcb h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">0,4% </div></div><div class="c xc9 y63f w54 h78"><div class="t m0 xcb h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">0,32 </div></div><div class="c x1 y640 w4f h4f"><div class="t m0 xa h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">Szwajcaria </div></div><div class="c xac y640 w50 h4f"><div class="t m0 x9b h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">87 421 </div></div><div class="c x44 y640 w51 h4f"><div class="t m0 x98 h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,6% </div></div><div class="c xc7 y640 w52 h4f"><div class="t m0 x1d h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">452 971 </div></div><div class="c xc8 y640 w53 h4f"><div class="t m0 xcb h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">3,5% </div></div><div class="c xc9 y640 w54 h4f"><div class="t m0 x9c h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">-2,89 </div></div><div class="c x1 y641 w4f h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Litwa </div></div><div class="c xac y641 w50 h78"><div class="t m0 x9b h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">58 687 </div></div><div class="c x44 y641 w51 h78"><div class="t m0 x98 h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,4% </div></div><div class="c xc7 y641 w52 h78"><div class="t m0 x32 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">61 272 </div></div><div class="c xc8 y641 w53 h78"><div class="t m0 xcb h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,5% </div></div><div class="c xc9 y641 w54 h78"><div class="t m0 x9c h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">-0,06 </div></div><div class="c x1 y642 w4f h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Rumunia </div></div><div class="c xac y642 w50 h78"><div class="t m0 x9b h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">56 628 </div></div><div class="c x44 y642 w51 h78"><div class="t m0 x98 h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">0,4% </div></div><div class="c xc7 y642 w52 h78"><div class="t m0 x32 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">33 268 </div></div><div class="c xc8 y642 w53 h78"><div class="t m0 xcb h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">0,3% </div></div><div class="c xc9 y642 w54 h78"><div class="t m0 xcb h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">0,14 </div></div><div class="c x1 y2df w4f h1d"><div class="t m0 xa h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">Niemcy </div></div><div class="c xac y2df w50 h1d"><div class="t m0 x9b h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">53 401 </div></div><div class="c x44 y2df w51 h1d"><div class="t m0 x98 h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,4% </div></div><div class="c xc7 y2df w52 h1d"><div class="t m0 x32 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">36 439 </div></div><div class="c xc8 y2df w53 h1d"><div class="t m0 xcb h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,3% </div></div><div class="c xc9 y2df w54 h1d"><div class="t m0 xcb h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">0,10 </div></div><div class="c x1 y643 w4f h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Czechy </div></div><div class="c xac y643 w50 h78"><div class="t m0 x9b h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">39 639 </div></div><div class="c x44 y643 w51 h78"><div class="t m0 x98 h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,3% </div></div><div class="c xc7 y643 w52 h78"><div class="t m0 x1d h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">494 125 </div></div><div class="c xc8 y643 w53 h78"><div class="t m0 xcb h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">3,8% </div></div><div class="c xc9 y643 w54 h78"><div class="t m0 x9c h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">-3,55 </div></div><div class="c x1 y644 w4f h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Cypr </div></div><div class="c xac y644 w50 h78"><div class="t m0 x9b h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">38 532 </div></div><div class="c x44 y644 w51 h78"><div class="t m0 x98 h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">0,3% </div></div><div class="c xc7 y644 w52 h78"><div class="t m0 x1d h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">242 405 </div></div><div class="c xc8 y644 w53 h78"><div class="t m0 xcb h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">1,9% </div></div><div class="c xc9 y644 w54 h78"><div class="t m0 x9c h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">-1,61 </div></div><div class="c x1 y645 w4f h1d"><div class="t m0 xa h19 y36 ff8 fs9 fc2 sc0 ls0 ws0">Słowacja<span class="ff6"> </span></div></div><div class="c xac y645 w50 h1d"><div class="t m0 x9b h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">21 119 </div></div><div class="c x44 y645 w51 h1d"><div class="t m0 x98 h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,1% </div></div><div class="c xc7 y645 w52 h1d"><div class="t m0 x32 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">46 417 </div></div><div class="c xc8 y645 w53 h1d"><div class="t m0 xcb h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,4% </div></div><div class="c xc9 y645 w54 h1d"><div class="t m0 x9c h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">-0,21 </div></div><div class="c x1 y646 w4f h8f"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Szwecja </div></div><div class="c xac y646 w50 h8f"><div class="t m0 x9b h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">15 772 </div></div><div class="c x44 y646 w51 h8f"><div class="t m0 x98 h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,1% </div></div><div class="c xc7 y646 w52 h8f"><div class="t m0 x32 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">21 069 </div></div><div class="c xc8 y646 w53 h8f"><div class="t m0 xcb h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,2% </div></div><div class="c xc9 y646 w54 h8f"><div class="t m0 x9c h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">-0,05 </div></div><div class="c x1 y14c w4f h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Malta </div></div><div class="c xac y14c w50 h78"><div class="t m0 xcc h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">9 317 </div></div><div class="c x44 y14c w51 h78"><div class="t m0 x98 h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">0,1% </div></div><div class="c xc7 y14c w52 h78"><div class="t m0 xcd h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c xc8 y14c w53 h78"><div class="t m0 xa0 h19 y0 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xc9 y14c w54 h78"><div class="t m0 xcb h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">0,07 </div></div><div class="c x1 y647 w4f h1d"><div class="t m0 xa h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">Turcja </div></div><div class="c xac y647 w50 h1d"><div class="t m0 xcc h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">5 928 </div></div><div class="c x44 y647 w51 h1d"><div class="t m0 x98 h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc7 y647 w52 h1d"><div class="t m0 xcc h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">2 137 </div></div><div class="c xc8 y647 w53 h1d"><div class="t m0 xcb h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc9 y647 w54 h1d"><div class="t m0 xcb h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">0,03 </div></div><div class="c x1 y648 w4f h78"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">Węgry<span class="ff6"> </span></div></div><div class="c xac y648 w50 h78"><div class="t m0 xcc h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">4 567 </div></div><div class="c x44 y648 w51 h78"><div class="t m0 x98 h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc7 y648 w52 h78"><div class="t m0 xcc h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">1 207 </div></div><div class="c xc8 y648 w53 h78"><div class="t m0 xcb h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc9 y648 w54 h78"><div class="t m0 xcb h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">0,02 </div></div><div class="c x1 y649 w4f h78"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">Mołdawia<span class="ff6"> </span></div></div><div class="c xac y649 w50 h78"><div class="t m0 xcc h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">3 915 </div></div><div class="c x44 y649 w51 h78"><div class="t m0 x98 h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc7 y649 w52 h78"><div class="t m0 xbb h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">61<span class="ls0"> </span></div></div><div class="c xc8 y649 w53 h78"><div class="t m0 xcb h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc9 y649 w54 h78"><div class="t m0 xcb h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">0,03 </div></div><div class="c x1 y64a w4f h1d"><div class="t m0 xa h19 y36 ff8 fs9 fc2 sc0 ls0 ws0">Łotwa<span class="ff6"> </span></div></div><div class="c xac y64a w50 h1d"><div class="t m0 xcc h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">3 887 </div></div><div class="c x44 y64a w51 h1d"><div class="t m0 x98 h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc7 y64a w52 h1d"><div class="t m0 x32 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">12 181 </div></div><div class="c xc8 y64a w53 h1d"><div class="t m0 xcb h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,1% </div></div><div class="c xc9 y64a w54 h1d"><div class="t m0 x9c h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">-0,07 </div></div><div class="c x1 y64b w4f h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Kazachstan </div></div><div class="c xac y64b w50 h78"><div class="t m0 x2f h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">591<span class="ls0"> </span></div></div><div class="c x44 y64b w51 h78"><div class="t m0 x98 h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc7 y64b w52 h78"><div class="t m0 xcc h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">1 755 </div></div><div class="c xc8 y64b w53 h78"><div class="t m0 xcb h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc9 y64b w54 h78"><div class="t m0 x9c h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">-0,01 </div></div><div class="c x1 y64c w4f h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Tajwan </div></div><div class="c xac y64c w50 h78"><div class="t m0 x2f h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">431<span class="ls0"> </span></div></div><div class="c x44 y64c w51 h78"><div class="t m0 x98 h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc7 y64c w52 h78"><div class="t m0 x2f h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">684<span class="ls0"> </span></div></div><div class="c xc8 y64c w53 h78"><div class="t m0 xcb h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc9 y64c w54 h78"><div class="t m0 xcb h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y64d w4f h1d"><div class="t m0 xa h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">Chiny </div></div><div class="c xac y64d w50 h1d"><div class="t m0 x2f h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">387<span class="ls0"> </span></div></div><div class="c x44 y64d w51 h1d"><div class="t m0 x98 h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc7 y64d w52 h1d"><div class="t m0 x2f h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">875<span class="ls0"> </span></div></div><div class="c xc8 y64d w53 h1d"><div class="t m0 xcb h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc9 y64d w54 h1d"><div class="t m0 xcb h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y5e2 w4f h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">USA  </div></div><div class="c xac y5e2 w50 h78"><div class="t m0 x2f h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">118<span class="ls0"> </span></div></div><div class="c x44 y5e2 w51 h78"><div class="t m0 x98 h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc7 y5e2 w52 h78"><div class="t m0 xcd h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c xc8 y5e2 w53 h78"><div class="t m0 xa0 h19 y0 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xc9 y5e2 w54 h78"><div class="t m0 xcb h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y64e w4f h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Serbia </div></div><div class="c xac y64e w50 h78"><div class="t m0 xbb h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">68<span class="ls0"> </span></div></div><div class="c x44 y64e w51 h78"><div class="t m0 x98 h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc7 y64e w52 h78"><div class="t m0 xcc h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">2 686 </div></div><div class="c xc8 y64e w53 h78"><div class="t m0 xcb h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc9 y64e w54 h78"><div class="t m0 x9c h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">-0,02 </div></div><div class="c x1 y64f w4f h1d"><div class="t m0 xa h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">Francja </div></div><div class="c xac y64f w50 h1d"><div class="t m0 xbb h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">52<span class="ls0"> </span></div></div><div class="c x44 y64f w51 h1d"><div class="t m0 x98 h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc7 y64f w52 h1d"><div class="t m0 xbb h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">58<span class="ls0"> </span></div></div><div class="c xc8 y64f w53 h1d"><div class="t m0 xcb h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc9 y64f w54 h1d"><div class="t m0 xcb h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y650 w4f h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Austria </div></div><div class="c xac y650 w50 h78"><div class="t m0 xbb h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">33<span class="ls0"> </span></div></div><div class="c x44 y650 w51 h78"><div class="t m0 x98 h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc7 y650 w52 h78"><div class="t m0 x2f h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">591<span class="ls0"> </span></div></div><div class="c xc8 y650 w53 h78"><div class="t m0 xcb h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc9 y650 w54 h78"><div class="t m0 xcb h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y651 w4f h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Irlandia </div></div><div class="c xac y651 w50 h78"><div class="t m0 xbb h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">27<span class="ls0"> </span></div></div><div class="c x44 y651 w51 h78"><div class="t m0 x98 h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc7 y651 w52 h78"><div class="t m0 xbb h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">34<span class="ls0"> </span></div></div><div class="c xc8 y651 w53 h78"><div class="t m0 xcb h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc9 y651 w54 h78"><div class="t m0 xcb h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y652 w4f h1d"><div class="t m0 xa h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">Dania </div></div><div class="c xac y652 w50 h1d"><div class="t m0 xcd h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x44 y652 w51 h1d"><div class="t m0 x37 h19 y0 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xc7 y652 w52 h1d"><div class="t m0 x32 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">14 985 </div></div><div class="c xc8 y652 w53 h1d"><div class="t m0 xcb h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,1% </div></div><div class="c xc9 y652 w54 h1d"><div class="t m0 x9c h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">-0,12 </div></div><div class="c x1 y653 w4f h90"><div class="t m0 xa h19 y654 ff6 fs9 fc2 sc0 ls0 ws0">Wielka Br<span class="_ _1"></span>ytania </div></div><div class="c xac y653 w50 h90"><div class="t m0 xcd h19 y654 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x44 y653 w51 h90"><div class="t m0 x37 h19 y0 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xc7 y653 w52 h90"><div class="t m0 xcc h19 y654 ff6 fs9 fc2 sc0 ls0 ws0">1 172 </div></div><div class="c xc8 y653 w53 h90"><div class="t m0 xcb h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc9 y653 w54 h90"><div class="t m0 x9c h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">-0,01 </div></div><div class="c x1 y655 w4f h1d"><div class="t m0 xa h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">Grecja </div></div><div class="c xac y655 w50 h1d"><div class="t m0 xcd h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x44 y655 w51 h1d"><div class="t m0 x37 h19 y0 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xc7 y655 w52 h1d"><div class="t m0 xbb h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">11<span class="ls0"> </span></div></div><div class="c xc8 y655 w53 h1d"><div class="t m0 xcb h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc9 y655 w54 h1d"><div class="t m0 xcb h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y656 w4f h78"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">Korea południ<span class="_ _1"></span>owa<span class="ff6"> </span></div></div><div class="c xac y656 w50 h78"><div class="t m0 xcd h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x44 y656 w51 h78"><div class="t m0 x37 h19 y0 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xc7 y656 w52 h78"><div class="t m0 xcc h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">1 056 </div></div><div class="c xc8 y656 w53 h78"><div class="t m0 xa0 h19 y0 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xc9 y656 w54 h78"><div class="t m0 x2c h19 y0 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y1bd w4f h91"><div class="t m0 xa h15 y54c ff7 fs9 fc2 sc0 ls0 ws0">Razem </div></div><div class="c xac y1bd w50 h91"><div class="t m0 x39 h15 y54c ff7 fs9 fc2 sc0 ls0 ws0">14 096 814 </div></div><div class="c x44 y1bd w51 h91"><div class="t m0 x37 h14 y0 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xc7 y1bd w52 h91"><div class="t m0 x39 h15 y54c ff7 fs9 fc2 sc0 ls0 ws0">12 886 989 </div></div><div class="c xc8 y1bd w53 h91"><div class="t m0 x2c h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c xc9 y1bd w54 h91"><div class="t m0 xa h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y657 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y658 ff6 fs4 fc2 sc0 ls0 ws0">W okresie od 1 stycznia do 31 grudnia 2024 roku i analogicznym w 2023 <span class="ff8">r. żaden z odbiorców Grupy nie przekroczył 10% przychodów.</span> </div><div class="t m0 x1 h10 y659 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _12"> </span>okresie <span class="_ _12"> </span>od <span class="_ _12"> </span>1<span class="_ _0"></span> <span class="_ _12"> </span>stycznia  do <span class="_ _12"> </span>31 <span class="_ _12"> </span>grudnia <span class="_ _12"> </span>2024  roku <span class="_ _12"> </span><span class="ff8">dwóch</span>  <span class="ff8">d<span class="_ _1"></span>ostawców  w <span class="_ _12"> </span><span class="ff6">GK <span class="_ _12"> </span>UNIMOT <span class="_ _12"> </span></span>przekroczyło<span class="_ _0"></span> <span class="_ _12"> </span>próg <span class="_ _12"> </span>10%  zaopatrzen<span class="_ _1"></span>ia <span class="_ _12"> </span>tj. <span class="_ _12"> </span>Rosneft </span></div><div class="t m0 x1 h10 y65a ff6 fs4 fc2 sc0 ls0 ws0">Deutschland GmbH i Orlen Paliwa sp. z o.o. </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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">44<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 xce h11 y4e5 ff7 fs3 fc5 sc0 ls9 ws0">5.1.1. <span class="ff5 ls0">PALIWA CIE<span class="_ _0"></span>KŁE<span class="ff7"> </span></span></div><div class="t m0 x1 h10 y65b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y65c ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _13"> </span>UNIMOT <span class="_ _15"> </span><span class="ff8">prowadzi <span class="_ _23"> </span>działalność <span class="_ _23"> </span>w <span class="_ _23"> </span>z<span class="_ _0"></span>akresie <span class="_ _13"> </span>sprzedaży <span class="_ _23"> </span>oleju <span class="_ _23"> </span>napędowego, <span class="_ _15"> </span>opałowego, <span class="_ _23"> </span>benzyn, <span class="_ _23"> </span>biopaliw, <span class="_ _23"> </span>paliwa <span class="_ _23"> </span>żeglugowego </span></div><div class="t m0 x1 h10 y65d ff6 fs4 fc2 sc0 ls0 ws0">(bunkrowego) i p<span class="_ _1"></span>aliwa lotniczego<span class="ff8">. Sprzedaż hurtowa re<span class="_ _1"></span>alizowana jest na <span class="_ _1"></span>terenie Polski z <span class="_ _1"></span>wykorzystaniem szerokiej sie<span class="_ _1"></span>ci dystrybucyjnej (bazy<span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 h10 y65e ff6 fs4 fc2 sc0 ls0 ws0">paliwowe <span class="_ _5"></span>- <span class="_ _6"></span><span class="ff8">własne <span class="_ _5"></span>i <span class="_ _6"></span>obce) <span class="_ _5"></span>pokry<span class="_ _0"></span>wającej <span class="_ _6"></span>cały <span class="_ _5"></span>kraj <span class="_ _6"></span>w <span class="_ _5"></span>systemie <span class="_ _5"></span>fra<span class="_ _0"></span>nco <span class="_ _6"></span>(sprzed<span class="_ _1"></span>aż <span class="_ _5"></span>p<span class="_ _0"></span>roduktu <span class="_ _5"></span>w<span class="_ _0"></span>raz <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _5"></span>u<span class="_ _0"></span>sługą <span class="_ _5"></span>transportową) <span class="_ _6"></span>oraz <span class="_ _6"></span>loco <span class="_ _5"></span>(sprzedaż </span></div><div class="t m0 x1 h10 y65f ff8 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 zobow<span class="_ _5"></span>iązana jest </div><div class="t m0 x1 h10 y660 ff8 fs4 fc2 sc0 ls0 ws0">to <span class="_ _1"></span>realizacji <span class="_ _10"></span>minimalnego <span class="_ _1"></span>udziału <span class="_ _10"></span>bioko<span class="_ _0"></span>mponentów <span class="_ _10"></span>w ogólnej <span class="_ _10"></span>ilości <span class="_ _1"></span>sprzedanych <span class="_ _10"></span>paliw cie<span class="_ _1"></span>kłych <span class="_ _1"></span>zgodnie <span class="_ _10"></span>z N<span class="_ _1"></span>arodowym <span class="_ _1"></span>Celem <span class="_ _10"></span>Wskaźn<span class="_ _0"></span><span class="ff6">iko<span class="_ _0"></span>wym. </span></div><div class="t m0 x1 h10 y661 ff8 fs4 fc2 sc0 ls0 ws0">Odbywa się to głównie poprzez fizyczne dodawanie biokomponentów do importowanych paliw ciekłych w procesie<span class="_ _1"></span> blen<span class="_ _0"></span><span class="ff6">dowania. W<span class="_ _0"></span> 2024 r. </span></div><div class="t m0 x1 h10 y662 ff6 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT <span class="_ _0"></span><span class="ff8">znacząco <span class="_ _0"></span>zwiększyła import benzyn do <span class="_ _0"></span>Polski <span class="_ _0"></span>oraz roz<span class="_ _0"></span>poczęła sprzedaż paliwa <span class="_ _0"></span>bunkrowego <span class="_ _0"></span>z dwóch <span class="_ _0"></span>baz własnych <span class="_ _0"></span>(Gdańsk i </span></div><div class="t m0 x1 h10 y663 ff6 fs4 fc2 sc0 ls0 ws0">Szczecin). </div><div class="t m0 x3c h22 y664 ff5 fs4 fc9 sc0 ls0 ws0">Źródła Zaopatrzenia <span class="ff7"> </span></div><div class="t m0 x1 h10 y665 ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _6"></span>UNIMOT <span class="_ _6"></span><span class="ff8">w <span class="_ _6"></span>całym <span class="_ _5"></span>ł<span class="_ _0"></span>ańcuchu <span class="_ _6"></span>logistycznym <span class="_ _5"></span>w<span class="_ _0"></span>ykorzystuje <span class="_ _6"></span>wszelki <span class="_ _5"></span>dostępny <span class="_ _6"></span>potencjał <span class="_ _6"></span>do <span class="_ _6"></span>optymalizacji <span class="_ _6"></span>dostaw <span class="_ _6"></span>paliw <span class="_ _6"></span>importo<span class="_ _1"></span>wanych. </span></div><div class="t m0 x1 h10 y666 ff8 fs4 fc2 sc0 ls0 ws0">Swoje cele związane z importem produkt<span class="_ _1"></span>ów paliwowych UNIMOT realizuje z wykorzystaniem efektu synergii. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y667 ff6 fs4 fc2 sc0 ls0 ws0">GK UNIMOT <span class="ff8">kupuje pali<span class="_ _1"></span>wa ciekłe od wielu dostawców. W przypad<span class="_ _1"></span>ku paliw ciekłych część<span class="_ _1"></span> zakupów realizowana jest za g<span class="_ _1"></span>ranicą, przy czym <span class="ff6">GK </span></span></div><div class="t m0 x1 h10 y453 ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="ff8">jest <span class="_ _1"></span>bezpośrednim <span class="_ _1"></span>importerem. Paliwa s<span class="_ _1"></span>prowadzane są <span class="_ _1"></span>przede wszystki<span class="_ _1"></span>m drogą <span class="_ _1"></span>morską przez bazę <span class="_ _1"></span>paliwową <span class="_ _1"></span>w Dębogórzu <span class="_ _10"></span>z takich </span></div><div class="t m0 x1 h10 y4ee ff8 fs4 fc2 sc0 ls0 ws0">kierunków <span class="_ _10"></span>jak: <span class="_ _10"></span>Sta<span class="_ _0"></span>ny <span class="_ _10"></span>Zjednoczone, <span class="_ _1"></span>Szwecja, <span class="_ _10"></span>Finlandia. <span class="_ _10"></span> <span class="_ _1"></span>Poza <span class="_ _10"></span>tym <span class="_ _1"></span>produkt <span class="_ _10"></span>był <span class="_ _10"></span>rów<span class="_ _0"></span>nież <span class="_ _10"></span>dostarczany <span class="_ _1"></span>transportem <span class="_ _10"></span>kolejowym <span class="_ _1"></span>i <span class="_ _10"></span>kołow<span class="_ _5"></span><span class="ff6">ym <span class="_ _1"></span>z <span class="_ _10"></span>terenu </span></div><div class="t m0 x1 h10 y668 ff8 fs4 fc2 sc0 ls0 ws0">Niemiec. W ramach zakupu oleju napędowego w Polsce stosowane są roczne kontr<span class="_ _1"></span>akty oraz wykorzystywany jest rynek<span class="ff6"> <span class="_ _0"></span>spotowym<span class="ls5">. </span> </span></div><div class="t m0 x1 h10 y669 ff6 fs4 fc2 sc0 ls0 ws0">Od <span class="_ _10"></span>1 lipca <span class="_ _10"></span>2024 <span class="_ _1"></span>r. <span class="_ _10"></span>Gr<span class="_ _0"></span>upa <span class="_ _10"></span>U<span class="_ _0"></span>NIMOT <span class="_ _1"></span><span class="ff8">dysponuje <span class="_ _10"></span>wynajętym <span class="_ _1"></span>terminalem p<span class="_ _1"></span>aliwowym <span class="_ _1"></span>HES <span class="_ _1"></span>Wilhelms<span class="_ _1"></span>haven <span class="_ _1"></span>Tank <span class="_ _10"></span>Terminal <span class="_ _1"></span>GmbH <span class="_ _1"></span>(Niemcy) <span class="_ _1"></span>o <span class="_ _10"></span>ł<span class="_ _0"></span>ącznej </span></div><div class="t m0 x1 h10 y66a ff8 fs4 fc2 sc0 ls0 ws0">pojemności <span class="_ _13"> </span>78 <span class="_ _23"> </span>tys. <span class="_ _13"> </span>m³,<span class="_ _0"></span> <span class="_ _13"> </span>który <span class="_ _15"> </span>umożliwia <span class="_ _13"> </span>w<span class="_ _0"></span>yładunek <span class="_ _13"> </span>oleju <span class="_ _23"> </span>napędowego <span class="_ _23"> </span>z <span class="_ _23"> </span>tankowców <span class="_ _23"> </span>na <span class="_ _13"> </span>inne <span class="_ _23"> </span>tankowce, <span class="_ _13"> </span>a <span class="_ _23"> </span>dodatkowo<span class="_ _0"></span> <span class="_ _13"> </span>mo<span class="_ _0"></span>żliwość </div><div class="t m0 x1 h10 y66b ff8 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 x3c h22 y66c ff7 fs4 fc9 sc0 ls0 ws0">Rynki Zbytu </div><div class="t m0 x1 h10 y66d ff8 fs4 fc2 sc0 ls0 ws0">Unimot posiada bazę <span class="_ _0"></span>ponad 1<span class="_ _0"></span><span class="ff6"> </span>000 <span class="_ _0"></span>aktywnych klientów <span class="_ _0"></span>–<span class="ff6"> </span>są <span class="_ _0"></span>to <span class="_ _0"></span>głównie hurtownie <span class="_ _0"></span>paliw, stacje <span class="_ _0"></span>paliw (w<span class="_ _0"></span> tym sieć <span class="_ _0"></span>AVIA) firmy tra<span class="_ _0"></span>nsportowe, </div><div class="t m0 x1 h10 y66e ff8 fs4 fc2 sc0 ls0 ws0">budowlane <span class="_ _10"></span>i <span class="_ _1"></span>rolnictwo. Dod<span class="_ _1"></span>atkowo, <span class="_ _1"></span>po <span class="_ _10"></span>wybuchu <span class="_ _10"></span>wo<span class="_ _0"></span>jny <span class="_ _10"></span>w<span class="_ _0"></span> <span class="_ _1"></span>Ukrainie<span class="_ _1"></span>, <span class="_ _1"></span>pojawił <span class="_ _1"></span>się <span class="_ _10"></span>popyt <span class="_ _10"></span>na ten <span class="_ _10"></span>surowiec <span class="_ _1"></span>z <span class="_ _10"></span>tego kraju, <span class="_ _10"></span>który <span class="_ _1"></span>był także <span class="_ _10"></span>zaspakajany </div><div class="t m0 x1 h10 y66f ff8 fs4 fc2 sc0 ls0 ws0">przez Grupę UNIMOT w 2024 r.<span class="ff6"> </span></div><div class="t m0 xce h11 y670 ff7 fs3 fc5 sc0 ls9 ws0">5.1.2. <span class="ls0">BIOPALIWA <span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y671 ff8 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _6"></span>prowadzi <span class="_ _6"></span>działalność <span class="_ _6"></span>handlową <span class="_ _7"></span>w <span class="_ _6"></span>zakresie <span class="_ _6"></span>sprzedaży <span class="_ _6"></span>biokomponentów <span class="_ _7"></span>i <span class="_ _7"> </span>biopaliw <span class="_ _6"></span>przeznaczonych <span class="_ _7"></span>do <span class="_ _6"></span>pojazdów <span class="_ _6"></span>z<span class="_ _0"></span><span class="ff6"> silnikiem <span class="_ _6"></span>diesla, </span></div><div class="t m0 x1 h10 y672 ff8 fs4 fc2 sc0 ls0 ws0">stanowiących <span class="_ _10"></span>samoistne <span class="_ _10"></span>paliwo. <span class="_ _10"></span>W<span class="_ _0"></span><span class="ff6"> </span>porównaniu <span class="_ _10"></span>z<span class="ff6"> </span>tradycyjnym <span class="_ _1"></span>olejem <span class="_ _10"></span>napędowym, <span class="_ _10"></span>z<span class="ff6"> </span>uwagi <span class="_ _10"></span>na <span class="_ _1"></span>swoje <span class="_ _10"></span>właściwości, <span class="_ _10"></span>biopaliwa <span class="_ _10"></span>i <span class="_ _10"></span>bioko<span class="_ _0"></span>mponenty </div><div class="t m0 x1 h10 y673 ff8 fs4 fc2 sc0 ls0 ws0">przyczyniają się do <span class="_ _0"></span>znacznego ob<span class="_ _0"></span>niżenia emisji szko<span class="_ _0"></span>dliwych substancj<span class="_ _5"></span><span class="ff6">i i </span>gazów <span class="_ _0"></span>cieplarnianych. Tym <span class="_ _0"></span>samym pozwalają <span class="_ _0"></span>ograniczać negatywny </div><div class="t m0 x1 h10 y674 ff8 fs4 fc2 sc0 ls0 ws0">wpływ na środowisko. <span class="ff6"> </span></div><div class="t m0 x1 h10 y675 ff8 fs4 fc2 sc0 ls0 ws0">W ofercie znajdują się:<span class="ff6"> </span></div><div class="t m0 x3c h4b y676 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Olej napędowy B100 –<span class="ff6"> </span>ester metylowy stanowiący samoistne paliwo,<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y677 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Estry metylowe (FAME) <span class="ff8">–</span> <span class="ff8">biokomponent następującej jakości: RME; UCOME; </span>FAME 10; FAME 0, </span></span></div><div class="t m0 x3c h4b y678 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">HVO100 <span class="_ _6"></span>(ang. <span class="_ _5"></span>Hydrogenated <span class="_ _5"></span>V<span class="_ _0"></span>egetable <span class="_ _6"></span>Oil) <span class="_ _6"></span><span class="ff8">–</span><span class="ls25">  </span><span class="ff8">zaawansowane <span class="_ _5"></span>technologicznie <span class="_ _6"></span>paliwo <span class="_ _5"></span>syntetyczne <span class="_ _6"></span>przeznaczone <span class="_ _6"></span>do <span class="_ _5"></span>pojazdów <span class="_ _6"></span>z </span></span></span></div><div class="t m0 x3d h10 y679 ff8 fs4 fc2 sc0 ls0 ws0">silnikami <span class="_ _5"></span>wysokoprężnymi. <span class="_ _6"></span>W <span class="_ _5"></span>porównaniu<span class="ff6"> <span class="_ _5"></span></span>z <span class="_ _6"></span>tradycyjnym <span class="_ _5"></span>olejem <span class="_ _5"></span>napędowym <span class="_ _5"></span>ON<span class="_ _0"></span><span class="ff6">-</span>B0, <span class="_ _6"></span>HVO100 <span class="_ _0"></span>charakteryzuje <span class="_ _5"></span>się <span class="_ _6"></span>nawet <span class="_ _5"></span>do <span class="_ _5"></span>90% </div><div class="t m0 x3d h10 y67a ff8 fs4 fc2 sc0 ls0 ws0">niższą <span class="_ _6"></span>emis<span class="_ _1"></span>yjnością <span class="_ _6"></span>gazów <span class="_ _6"></span>cieplarni<span class="_ _1"></span>anych, <span class="_ _6"></span>w <span class="_ _5"></span>tym <span class="_ _6"></span>CO</div><div class="t m0 x31 h3c y67b ff6 fsd fc2 sc0 ls0 ws0">2</div><div class="t m0 xcf h10 y67a ff8 fs4 fc2 sc0 ls0 ws0">, <span class="_ _6"></span>kalkulowaną <span class="_ _6"></span>z <span class="_ _5"></span>uwzględnieniem <span class="_ _6"></span>całego <span class="_ _6"></span>cyklu <span class="_ _5"></span>życ<span class="_ _0"></span>ia <span class="_ _6"></span>paliwa <span class="_ _6"></span>–<span class="ff6"> <span class="_ _5"></span>o<span class="_ _0"></span>d <span class="_ _6"></span>produkcji, </span></div><div class="t m0 x3d h10 y67c ff8 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="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x3d h10 y67d ff8 fs4 fc2 sc0 ls0 ws0">np. <span class="_ _5"></span>w<span class="_ _0"></span>skaźniki <span class="_ _5"></span>konwersji <span class="_ _6"></span>przyjmowane <span class="_ _6"></span>przez <span class="_ _6"></span>administrację <span class="_ _5"></span>brytyjską <span class="_ _6"></span>w <span class="_ _6"></span>raportowaniu <span class="_ _5"></span>emisyjności <span class="_ _6"></span>(Department <span class="_ _5"></span>for <span class="_ _6"></span>Environment, </div><div class="t m0 x3d h10 y67e ff8 fs4 fc2 sc0 ls0 ws0">Food <span class="_ _6"></span>and <span class="_ _7"> </span>Rural <span class="_ _7"> </span>Affairs <span class="_ _7"></span>UK). <span class="_ _7"></span>Ograniczenie <span class="_ _7"></span>emisji <span class="_ _7"></span>gazów <span class="_ _7"></span>cieplarnianych <span class="_ _6"></span>wynika <span class="_ _7"> </span>z <span class="_ _7"> </span>zastosowania <span class="_ _7"> </span>zasad <span class="_ _7"> </span>gospodarki <span class="_ _7"></span>cyrkularnej, <span class="_ _7"></span>tj. </div><div class="t m0 x3d h10 y624 ff8 fs4 fc2 sc0 ls0 ws0">wykorzystania <span class="_ _1"></span>odnawialnych <span class="_ _1"></span>surowców,<span class="ff6"> </span>takich <span class="_ _10"></span>jak np. <span class="_ _1"></span>zużyte <span class="_ _1"></span>oleje <span class="_ _1"></span>roślinne. <span class="_ _10"></span>Emisja 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 </div><div class="t m0 x3d h10 y18a ff8 fs4 fc2 sc0 ls0 ws0">uznawana <span class="_ _12"> </span>za <span class="_ _12"> </span>neutraln<span class="_ _1"></span>ą <span class="_ _12"> </span>klimatycznie, <span class="_ _12"> </span>ponieważ <span class="_ _7"> </span>jest <span class="_ _12"> </span>kompensowana <span class="_ _12"> </span>na <span class="_ _12"> </span>wcześniejszych <span class="_ _12"> </span>etapach <span class="_ _7"> </span>c<span class="_ _0"></span>yklu <span class="_ _12"> </span>życia <span class="_ _12"> </span>paliwa. <span class="_ _7"> </span>W <span class="_ _12"> </span>obliczu </div><div class="t m0 x3d h10 y67f ff8 fs4 fc2 sc0 ls0 ws0">globalnych <span class="_ _5"></span>wyzwań <span class="_ _6"></span>klimatycznych <span class="_ _5"></span>oraz <span class="_ _6"></span>un<span class="_ _1"></span>ijnych <span class="_ _5"></span>r<span class="_ _0"></span>egulacji <span class="_ _6"></span>dotyczących <span class="_ _5"></span>redukcji <span class="_ _6"></span>emis<span class="_ _1"></span>ji <span class="_ _6"></span>gazów <span class="_ _5"></span>cieplarnianych, <span class="_ _5"></span>HVO100 <span class="_ _6"></span>zyskuje <span class="_ _5"></span>na </div><div class="t m0 x3d h10 y680 ff8 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 h10 y681 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc6 h22 y57c ff5 fs4 fc9 sc0 ls0 ws0">Źródła Zaopatrzenia <span class="ff7"> </span></div><div class="t m0 x1 h10 y682 ff8 fs4 fc2 sc0 ls0 ws0">Biopaliwa <span class="_ _6"></span>(Estry <span class="_ _6"></span>metylowe) <span class="_ _6"></span>nab<span class="_ _1"></span>ywane <span class="_ _6"></span>są <span class="_ _6"></span>przede <span class="_ _5"></span>wszystkim <span class="_ _6"></span>w <span class="_ _6"></span>kraju <span class="_ _6"></span>od <span class="_ _6"></span>największych <span class="_ _6"></span>krajowych <span class="_ _5"></span>koncernów <span class="_ _6"></span>paliwowych <span class="_ _6"></span>oraz <span class="_ _6"></span>podmiotów<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y67 ff8 fs4 fc2 sc0 ls0 ws0">prywatnych głównie w ramach ogłaszanych przetargów. <span class="ff6"> </span></div><div class="t m0 x1 h10 y683 ff8 fs4 fc2 sc0 ls0 ws0">Biopaliwo HVO100 nabywane jest od producentów zagranicznych.<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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">45<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h22 y28d ff7 fs4 fc9 sc0 ls0 ws0">Rynki Zbytu </div><div class="t m0 x1 h10 y684 ff8 fs4 fc2 sc0 ls0 ws0">Biopaliwa <span class="_ _0"></span>(E<span class="_ _0"></span>stry <span class="_ _0"></span>metylowe) <span class="_ _5"></span>sprzedawane <span class="_ _5"></span>są <span class="_ _5"></span>w <span class="_ _5"></span>większości <span class="_ _5"></span>na <span class="_ _0"></span>ry<span class="_ _0"></span>nki <span class="_ _5"></span>zagraniczne <span class="_ _5"></span>oraz <span class="_ _5"></span>do <span class="_ _5"></span>krajowych <span class="_ _5"></span>klientów <span class="_ _5"></span>hurtowych. <span class="_ _0"></span>Biopaliwo <span class="_ _6"></span>H<span class="_ _0"></span><span class="ff6">VO<span class="_ _0"></span>100 </span></div><div class="t m0 x1 h10 y685 ff6 fs4 fc2 sc0 ls0 ws0">sprzedawane jest na krajowym rynku. </div><div class="t m0 xce h11 y686 ff7 fs3 fc5 sc0 ls9 ws0">5.1.3. <span class="ls0">GAZ LPG<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y687 ff6 fs4 fc2 sc0 ls0 ws0">LPG <span class="_ _5"></span>to <span class="_ _5"></span>gaz <span class="_ _6"></span>skroplony, <span class="_ _0"></span>przede <span class="_ _5"></span>ws<span class="_ _0"></span>zystkim: <span class="_ _5"></span>propan, <span class="_ _5"></span>butan <span class="_ _5"></span>oraz<span class="_ _0"></span> <span class="_ _5"></span>mieszanina <span class="_ _5"></span>propanu <span class="_ _6"></span>i <span class="_ _5"></span>butanu. <span class="_ _5"></span>LPG <span class="_ _5"></span>jest <span class="_ _5"></span>p<span class="_ _0"></span>roduktem <span class="_ _5"></span>pochodzenia <span class="_ _5"></span>nat<span class="_ _0"></span>ura<span class="_ _0"></span>lnego </div><div class="t m0 x1 h10 y688 ff6 fs4 fc2 sc0 ls0 ws0">pozyskiwanym w p<span class="_ _1"></span>rocesie rafinacji <span class="_ _1"></span>gazu ziemnego <span class="_ _1"></span>i ropy <span class="_ _1"></span>naftowej. W ramach GK UNIMOT <span class="ff8">h<span class="_ _1"></span>urtowa sprzedaż LPG <span class="_ _1"></span>odbywa się b<span class="_ _1"></span>ezpośrednio z </span></div><div class="t m0 x1 h10 y689 ff8 fs4 fc2 sc0 ls0 ws0">własnej <span class="_ _14"> </span>rozlewni <span class="_ _14"> </span>w <span class="_ _14"> </span>Zawadzkiem,  terminala <span class="_ _14"> </span>w <span class="_ _14"> </span>Piotrkowie <span class="_ _14"> </span>Trybunalskim,  jak <span class="_ _14"> </span>ró<span class="_ _0"></span>wnież <span class="_ _14"> </span>z <span class="_ _14"> </span>obcych  terminali <span class="_ _14"> </span>przeładunkowych <span class="_ _14"> </span>w <span class="_ _14"> </span>Polsce. </div><div class="t m0 x1 h10 y68a ff8 fs4 fc2 sc0 ls0 ws0">Dystrybucję gazu <span class="_ _0"></span>płyn<span class="_ _0"></span>nego <span class="_ _0"></span>Grupa <span class="_ _5"></span>prowadzi <span class="_ _0"></span>do <span class="_ _0"></span>stacji <span class="_ _5"></span>paliw (w <span class="_ _5"></span>tym <span class="_ _0"></span>stacji <span class="_ _0"></span>w <span class="_ _5"></span>sieci AVIA<span class="_ _5"></span>) <span class="_ _0"></span>oraz <span class="_ _0"></span>do <span class="_ _0"></span>zbiorników <span class="_ _5"></span>grzewczych <span class="_ _0"></span>–<span class="ff6"> <span class="_ _5"></span></span>zarówno w<span class="_ _0"></span>łasnych, </div><div class="t m0 x1 h10 y68b ff8 fs4 fc2 sc0 ls0 ws0">których posiada <span class="ff6 ls6">147</span>, jak i instalacji wykonanych przez inne podmio<span class="_ _0"></span>ty. Gaz transportowany jest do miejsc docelowych z terminali za pomo<span class="_ _0"></span>cą </div><div class="t m0 x1 h10 y68c ff6 fs4 fc2 sc0 ls0 ws0">autocystern. </div><div class="t m0 x3c h22 y4a2 ff5 fs4 fc9 sc0 ls0 ws0">Źródła Zaopatrzenia <span class="ff7"> </span></div><div class="t m0 x1 h10 y68d ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>2024 <span class="_ _0"></span>r. <span class="_ _5"></span>Grupa <span class="_ _0"></span>UNIMOT <span class="_ _0"></span><span class="ff8">nabywała <span class="_ _0"></span>gaz <span class="_ _0"></span>L<span class="_ _0"></span>PG <span class="_ _0"></span>od <span class="_ _0"></span>dostawców <span class="_ _0"></span>z <span class="_ _0"></span>krajów <span class="_ _0"></span>Europy <span class="_ _0"></span>Zac<span class="_ _0"></span>hodniej, produkt <span class="_ _0"></span>p<span class="_ _0"></span>ochodzący <span class="_ _0"></span>ze <span class="_ _0"></span>wschodu <span class="_ _0"></span>o<span class="_ _0"></span>raz od <span class="_ _5"></span>polskich </span></div><div class="t m0 x1 h10 y68e ff8 fs4 fc2 sc0 ls0 ws0">przedsiębiorstw.<span class="ff6"> </span></div><div class="t m0 x1 h10 y68f ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>zakresie <span class="_ _5"></span>źródeł <span class="_ _5"></span>dostaw <span class="_ _5"></span>gazu <span class="_ _5"></span>LPG, <span class="_ _6"></span><span class="ff6">Grupa <span class="_ _5"></span>UNIMOT <span class="_ _6"></span></span>inte<span class="_ _1"></span>nsywnie <span class="_ _5"></span>przygotowywała <span class="_ _5"></span>się <span class="_ _5"></span>do <span class="_ _6"></span>wejścia <span class="_ _0"></span>embarga <span class="_ _5"></span>na <span class="_ _5"></span>p<span class="_ _0"></span>rodukt <span class="_ _5"></span>pochodzący <span class="_ _6"></span>z <span class="_ _0"></span>Ro<span class="_ _0"></span>sji, </div><div class="t m0 x1 h10 y690 ff8 fs4 fc2 sc0 ls0 ws0">m.in. <span class="_ _6"></span>wykorzystując <span class="_ _6"></span>z<span class="_ _0"></span>dobyte <span class="_ _6"></span>kompetencje <span class="_ _6"></span>i <span class="_ _6"></span>dotychczaso<span class="_ _0"></span>we <span class="_ _6"></span>relacje <span class="_ _7"></span>biznesowe <span class="_ _6"></span>z <span class="_ _6"></span>dostawcami <span class="_ _7"></span>zachodnimi. <span class="_ _6"></span>W <span class="_ _6"></span>ramach <span class="_ _7"> </span>przygotowań <span class="_ _12"> </span><span class="ff6">Grupa </span></div><div class="t m0 x1 h10 y691 ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _5"></span><span class="ff8">zawarła <span class="_ _5"></span>ze <span class="_ _6"></span>sp<span class="_ _1"></span>ółką <span class="_ _5"></span>HES <span class="_ _5"></span>Wilhelmshaven <span class="_ _5"></span>Tank <span class="_ _5"></span>Terminal <span class="_ _5"></span>GmbH <span class="_ _6"></span>(„HES”) <span class="_ _0"></span>umowę <span class="_ _5"></span>na <span class="_ _6"></span>przeładunek <span class="_ _0"></span>i <span class="_ _5"></span>magaz<span class="_ _0"></span>ynowane <span class="_ _5"></span>gazu <span class="_ _5"></span>LPG. <span class="_ _5"></span>Umow<span class="_ _0"></span>a </span></div><div class="t m0 x1 h10 y692 ff8 fs4 fc2 sc0 ls0 ws0">przewiduje <span class="_ _6"></span>możliwość <span class="_ _7"> </span>magazynowania <span class="_ _7"></span>gazu <span class="_ _6"></span>L<span class="_ _0"></span>PG <span class="_ _6"></span>o <span class="_ _7"></span>wolumenie <span class="_ _6"></span>około <span class="_ _7"></span>8 <span class="_ _7"></span>tys. <span class="_ _6"></span>ton. <span class="_ _7"></span>Umowa <span class="_ _6"></span>zo<span class="_ _0"></span>stała <span class="_ _6"></span>zawarta <span class="_ _7"></span>na <span class="_ _6"></span>czas <span class="_ _7"></span>określony <span class="_ _6"></span>48 <span class="_ _7"> </span>miesięcy<span class="_ _0"></span><span class="ff6 ls26">, </span></div><div class="t m0 x1 h10 y21d ff8 fs4 fc2 sc0 ls0 ws0">począwszy <span class="_ _5"></span>od <span class="_ _0"></span>1 <span class="_ _0"></span>października <span class="_ _5"></span>2024 <span class="_ _0"></span>r. <span class="_ _5"></span>z <span class="_ _0"></span>moż<span class="_ _0"></span>liwością <span class="_ _0"></span>jej <span class="_ _0"></span>p<span class="_ _0"></span>rzedłużenia <span class="_ _0"></span>na <span class="_ _0"></span>okres <span class="_ _5"></span>kolejnych <span class="_ _0"></span>24<span class="_ _0"></span> <span class="_ _0"></span>miesięcy. <span class="_ _0"></span>Magazyny <span class="_ _5"></span>i <span class="_ _0"></span>infrastruktura <span class="_ _5"></span>należące<span class="_ _5"></span><span class="ff6"> <span class="_ _0"></span>do<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y693 ff8 fs4 fc2 sc0 ls0 ws0">HES <span class="_ _10"></span>znajdują <span class="_ _10"></span>s<span class="_ _0"></span>ię <span class="_ _10"></span>w <span class="_ _1"></span>Niemczech. <span class="_ _10"></span>Takie <span class="_ _10"></span>poło<span class="_ _0"></span>żenie <span class="_ _10"></span>terminala <span class="_ _10"></span>przeład<span class="_ _0"></span>unkowego <span class="_ _10"></span>gazu <span class="_ _1"></span>LPG <span class="_ _10"></span>jest <span class="_ _10"></span>o<span class="_ _0"></span>ptymalne <span class="_ _10"></span>z <span class="_ _10"></span>pu<span class="_ _0"></span>nktu <span class="_ _10"></span>widzenia <span class="_ _10"></span>proc<span class="_ _0"></span>esu <span class="_ _10"></span>log<span class="_ _5"></span><span class="ff6 ls27">is<span class="ls0">tycznego </span></span></div><div class="t m0 x1 h10 y694 ff6 fs4 fc2 sc0 ls0 ws0">dostaw tego produktu.<span class="ffa fs6 fc4"> </span></div><div class="t m0 x3c h22 y695 ff7 fs4 fc9 sc0 ls0 ws0">Rynki Zbytu </div><div class="t m0 x1 h10 y436 ff8 fs4 fc2 sc0 ls0 ws0">Ze <span class="_ _10"></span>względu <span class="_ _10"></span>na s<span class="_ _1"></span>pecyfikę <span class="_ _10"></span>biznesu <span class="_ _10"></span>p<span class="_ _0"></span>ortfel <span class="_ _10"></span>odbiorców <span class="_ _1"></span>gazu <span class="_ _10"></span>LPG <span class="_ _10"></span>jest <span class="_ _1"></span>wyraźnie <span class="_ _10"></span>zróżnicowany, <span class="_ _1"></span>a <span class="_ _1"></span>odbiorcami <span class="_ _10"></span>są <span class="_ _10"></span>klienci <span class="_ _10"></span>indywidualni, <span class="_ _1"></span>polskie <span class="_ _10"></span>zakłady </div><div class="t m0 x1 h10 y696 ff8 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 xce h11 y697 ff7 fs3 fc5 sc0 ls9 ws0">5.1.4. <span class="ls0">GAZ ZIEM<span class="_ _0"></span>NY  </span></div><div class="t m0 x1 h10 y698 ff8 fs4 fc2 sc0 ls0 ws0">Gaz <span class="_ _0"></span>ziemny <span class="_ _0"></span>to <span class="_ _5"></span>naturalne <span class="_ _5"></span>paliwo, <span class="_ _0"></span>które <span class="_ _0"></span>wydobywa <span class="_ _5"></span>się <span class="_ _0"></span>ze <span class="_ _0"></span>z<span class="_ _0"></span>łóż <span class="_ _5"></span>znajdujących <span class="_ _0"></span>się <span class="_ _5"></span>pod <span class="_ _0"></span>ziemią. <span class="_ _0"></span>Jest<span class="_ _0"></span> <span class="_ _0"></span>to <span class="_ _5"></span>rodzaj <span class="_ _0"></span>paliwa <span class="_ _5"></span>kopalnego <span class="_ _0"></span>skład<span class="_ _5"></span>ając<span class="_ _0"></span>ego <span class="_ _0"></span>się </div><div class="t m0 x1 h10 y699 ff8 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<span class="ff6"> </span>wyróż<span class="_ _0"></span>nia się kilka </div><div class="t m0 x1 h10 y69a ff8 fs4 fc2 sc0 ls0 ws0">rodzajów gazu ziemnego. <span class="ff6"> </span></div><div class="t m0 x1 h10 y69b ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _6"></span>ramach <span class="_ _6"></span>Grupy <span class="_ _6"></span>UNIMOT <span class="_ _6"></span> <span class="_ _6"></span> <span class="_ _7"></span><span class="ff8">spółki: <span class="_ _6"></span>Unimot <span class="_ _6"></span>System <span class="_ _6"></span>i <span class="_ _6"></span>RCE<span class="_ _0"></span></span>koenergia <span class="_ _6"></span><span class="ff8">w <span class="_ _6"></span>oparciu <span class="_ _6"></span>o <span class="_ _6"></span>z<span class="_ _0"></span>arządzany <span class="_ _6"></span>przez <span class="_ _6"></span>siebie <span class="_ _6"></span>system <span class="_ _6"></span>dystrybucyjny, <span class="_ _6"></span>prowadzi </span></div><div class="t m0 x1 h10 y69c ff8 fs4 fc2 sc0 ls0 ws0">działalność <span class="_ _12"> </span>związaną  ze <span class="_ _7"> </span>sprzedażą  i<span class="_ _1"></span> <span class="_ _12"> </span>świadczeniem <span class="_ _12"> </span>usługi <span class="_ _12"> </span>dystrybucyjnej <span class="_ _12"> </span>na <span class="_ _12"> </span>rzecz  odbiorców <span class="_ _12"> </span>końcowych. <span class="_ _12"> </span>Spółka <span class="_ _12"> </span>Unimot <span class="_ _12"> </span>Energia <span class="_ _12"> </span>i <span class="_ _14"> </span><span class="ff6">Gaz </span></div><div class="t m0 x1 h10 y69d ff8 fs4 fc2 sc0 ls0 ws0">prowadzi natomiast <span class="_ _1"></span>sprzedaż gazu ziemn<span class="_ _1"></span>ego do klientów końcow<span class="ff6">ych na <span class="_ _1"></span>obcych sieciach <span class="_ _1"></span>dystrybucyjnych. Grupa UNIMOT <span class="ff8">sprzedaje <span class="_ _1"></span>głównie </span></span></div><div class="t m0 x1 h10 y69e ff8 fs4 fc2 sc0 ls0 ws0">gaz <span class="_ _5"></span>wyso<span class="_ _0"></span>kometanowy <span class="_ _5"></span>typ <span class="_ _6"></span>E.<span class="_ _1"></span> <span class="_ _5"></span>Poza <span class="_ _6"></span>podstawowymi <span class="_ _5"></span>usługami, <span class="_ _5"></span>wyżej <span class="_ _6"></span>wymieni<span class="_ _1"></span>one <span class="_ _5"></span>spółki <span class="_ _6"></span>świadczą <span class="_ _5"></span>na <span class="_ _5"></span>rzecz<span class="_ _0"></span> <span class="_ _5"></span>odbiorców <span class="_ _6"></span>usługi <span class="_ _5"></span>dodatkowe, <span class="_ _5"></span>d<span class="_ _5"></span><span class="ff6 ls28">o </span></div><div class="t m0 x1 h10 y69f ff8 fs4 fc2 sc0 ls0 ws0">których <span class="_ _0"></span>należą <span class="_ _0"></span>między <span class="_ _5"></span>innymi: <span class="_ _0"></span>usługi <span class="_ _0"></span>nawaniania <span class="_ _0"></span>gaz<span class="_ _0"></span>u, <span class="_ _0"></span>usłu<span class="_ _0"></span>gi <span class="_ _0"></span>pomiarow<span class="_ _0"></span>e <span class="_ _0"></span>niewynikające <span class="_ _0"></span>z <span class="_ _0"></span>obow<span class="_ _0"></span>iązków <span class="_ _0"></span>zw<span class="_ _0"></span>iązanych z<span class="_ _0"></span>e <span class="_ _0"></span>świadczeniem <span class="_ _0"></span>usługi </div><div class="t m0 x1 h10 y6a0 ff8 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 h10 y6a1 ff6 fs4 fc2 sc0 ls0 ws0">Ponadto Grupa UN<span class="_ _1"></span>IMOT <span class="ff8">jest aktywnym uczestnikiem <span class="_ _10"></span>m<span class="_ _0"></span>iędzynarodowego handlu gazem <span class="_ _1"></span>ziemnym i ma nawiązane <span class="_ _1"></span>długoterminowe ramowe </span></div><div class="t m0 x1 h10 y6a2 ff8 fs4 fc2 sc0 ls0 ws0">umowy <span class="_ _5"></span>z <span class="_ _5"></span>międzynarodowymi <span class="_ _0"></span>kontrahentami. <span class="_ _0"></span>Grupa <span class="_ _5"></span>wykorzystuje <span class="_ _5"></span>ogólnodostępną <span class="_ _0"></span>infrastrukturę <span class="_ _5"></span>przesyłową <span class="_ _5"></span>obejmującą <span class="_ _5"></span>rurociągi <span class="_ _0"></span>i <span class="_ _5"></span>st<span class="_ _5"></span><span class="ff6">acje </span></div><div class="t m0 x1 h10 y6a3 ff8 fs4 fc2 sc0 ls0 ws0">kompresorowe. Dzięki temu jest w stanie skutecznie przesyłać gaz ziemny na du<span class="_ _1"></span>że odległości, dostarczając go do<span class="_ _0"></span> różnych regionów. <span class="ff6"> </span></div><div class="t m0 x1 h10 y6a4 ff6 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT <span class="ff8">korzysta także z systemów magazynowania gazu ziemnego w kraju co pozwala na sprawne gospodarowanie zapasami. <span class="_ _0"></span></span> </div><div class="t m0 x3d h10 y18a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h22 y67f ff5 fs4 fc9 sc0 ls0 ws0">Źródła Zaopatrzenia <span class="ff7"> </span></div><div class="t m0 x1 h10 y64 ff8 fs4 fc2 sc0 ls0 ws0">Gaz <span class="_ _5"></span>ziemny <span class="_ _6"></span>nabywany <span class="_ _5"></span>jest <span class="_ _6"></span>na <span class="_ _5"></span>To<span class="_ _0"></span>warowej <span class="_ _6"></span>Gie<span class="_ _1"></span>łdzie <span class="_ _5"></span>Energii <span class="_ _6"></span>oraz <span class="_ _5"></span>w <span class="_ _6"></span>ramach <span class="_ _5"></span>transakcji <span class="_ _6"></span>poza <span class="_ _5"></span>rynkiem <span class="_ _6"></span>giełdowym <span class="_ _5"></span>(rynek <span class="_ _6"></span>OTC).<span class="_ _5"></span><span class="ff6"> Unimot <span class="_ _6"></span>S.A<span class="_ _1"></span>. <span class="_ _5"></span>w </span></div><div class="t m0 x1 h10 y6a5 ff8 fs4 fc2 sc0 ls0 ws0">handlu <span class="_ _0"></span>gazem <span class="_ _5"></span>z <span class="_ _5"></span>niezależnymi <span class="_ _5"></span>podmiotami <span class="_ _5"></span>wykorzystuje <span class="_ _5"></span>wystandaryzowane <span class="_ _5"></span>umowy <span class="_ _5"></span>ramowe <span class="_ _5"></span>EFET. <span class="_ _0"></span>Źródłem <span class="_ _5"></span>zaopatrzenia <span class="_ _5"></span>spółek <span class="_ _5"></span>zależnych<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y6a6 ff8 fs4 fc2 sc0 ls0 ws0">jest Emitent oraz producenci gazu, a także samodzielna działalność spółek na Towarowej Giełdzie<span class="_ _1"></span> Energii oraz rynki zagraniczn<span class="_ _5"></span>e. Ze względu </div><div class="t m0 x1 h10 y2bd ff8 fs4 fc2 sc0 ls0 ws0">na dużą dywersyfikację kontrahentów handlowych <span class="ff6">Grupa UNIMOT </span>nie jest narażona na braki dostaw błękitnego paliwa.<span class="ff6"> </span></div><div class="t m0 x3c h22 y6a7 ff7 fs4 fc9 sc0 ls0 ws0">Rynki Zbytu </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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">46<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff8 fs4 fc2 sc0 ls0 ws0">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 h10 y6a8 ff6 fs4 fc2 sc0 ls0 ws0">K<span class="ff8">lientami <span class="_ _10"></span>końcowymi <span class="_ _1"></span>są <span class="_ _10"></span>odbiorcy <span class="_ _10"></span>z <span class="_ _1"></span>gmin: <span class="_ _10"></span>Szydłowo, <span class="_ _10"></span>Mław<span class="_ _0"></span>a, <span class="_ _10"></span>Wiśniewo, <span class="_ _10"></span>Szreńsk, <span class="_ _10"></span>Strzegowo, <span class="_ _1"></span>Radzanów, <span class="_ _10"></span>Wieczfnia <span class="_ _1"></span>Kościelna <span class="_ _10"></span>(powiat <span class="_ _10"></span>m<span class="_ _5"></span>ławski), </span></div><div class="t m0 x1 h10 y2c6 ff8 fs4 fc2 sc0 ls0 ws0">Raciąż (powiat płoński), Glinojeck (powiat ciechanowski), <span class="_ _1"></span>Białowieża (województwo podlaskie), Wiele<span class="_ _1"></span>ń i Tuczno (województwo<span class="_ _0"></span><span class="ff6"> wielopolskie </span></div><div class="t m0 x1 h10 y6a9 ff6 fs4 fc2 sc0 ls0 ws0">i zachodniopomorskie).  </div><div class="t m0 x1 h10 y6aa ff8 fs4 fc2 sc0 ls0 ws0">Za <span class="_ _0"></span>pośrednictwem <span class="_ _0"></span>spółki <span class="_ _0"></span>Unimot <span class="_ _5"></span>Energia <span class="_ _0"></span>i <span class="_ _0"></span>Gaz <span class="_ _5"></span>–<span class="ff6"> <span class="_ _0"></span>G</span>r<span class="_ _0"></span>upa <span class="_ _0"></span>jest <span class="_ _0"></span>w <span class="_ _5"></span>stanie <span class="_ _0"></span>dostarczać <span class="_ _5"></span>gaz <span class="_ _0"></span>ziemny <span class="_ _0"></span>wysokometanowy <span class="_ _5"></span>typu <span class="_ _0"></span>E <span class="_ _0"></span>do <span class="_ _5"></span>klientów <span class="_ _0"></span>w <span class="_ _0"></span>c<span class="_ _0"></span>ałym </div><div class="t m0 x1 h10 y6ab ff8 fs4 fc2 sc0 ls0 ws0">kraju za pośrednictwem obcych sieci gazowych. <span class="ff6"> </span></div><div class="t m0 xce h11 y6ac ff7 fs3 fc5 sc0 ls9 ws0">5.1.5. <span class="ls0">ENERGIA ELEK<span class="_ _0"></span>TRYCZNA<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y6ad ff6 fs4 fc2 sc0 ls0 ws0">GK <span class="_ _10"></span>UNIMOT <span class="ff8">prowadzi <span class="_ _10"></span>działalność <span class="_ _10"></span>w zakres<span class="_ _1"></span>ie <span class="_ _10"></span>obrotu e<span class="_ _1"></span>nergią <span class="_ _10"></span>elektryczną od <span class="_ _10"></span>2016 <span class="_ _10"></span>r. poprzez<span class="_ _1"></span> <span class="_ _10"></span>spółkę zal<span class="_ _1"></span>eżną <span class="_ _10"></span>Tradea <span class="_ _1"></span>Sp. <span class="_ _10"></span>z o.o. <span class="_ _9"></span>O<span class="_ _0"></span>brót <span class="_ _10"></span>ten o<span class="_ _1"></span>dby<span class="ff6">wa </span></span></div><div class="t m0 x1 h10 y6ae ff8 fs4 fc2 sc0 ls0 ws0">się na <span class="_ _0"></span>Towarow<span class="_ _0"></span>ej Giełdzie <span class="_ _0"></span>Energii S.A. <span class="_ _0"></span>za <span class="_ _0"></span>pośrednictwem domu <span class="_ _0"></span>maklerskiego <span class="_ _0"></span>oraz <span class="_ _0"></span>w ko<span class="_ _0"></span>ntraktach bilateralnych na <span class="_ _0"></span>rynku <span class="_ _0"></span>hurtowym.<span class="_ _5"></span><span class="ff6"> <span class="_ _0"></span>Tradea </span></div><div class="t m0 x1 h10 y6af ff8 fs4 fc2 sc0 ls0 ws0">Sp. <span class="_ _5"></span>z <span class="_ _6"></span>o.o. <span class="_ _5"></span>w<span class="_ _0"></span>spółpracuje <span class="_ _5"></span>z <span class="_ _6"></span>wytwórcami <span class="_ _0"></span>energii <span class="_ _6"></span>elektrycznej <span class="_ _5"></span>skupiając <span class="_ _6"></span>się<span class="_ _1"></span> <span class="_ _5"></span>głów<span class="_ _0"></span>nie <span class="_ _5"></span>na <span class="_ _6"></span>odnawialn<span class="_ _1"></span>ych <span class="_ _6"></span>źródłach <span class="_ _5"></span>energii <span class="_ _5"></span>i <span class="_ _6"></span>świadczy <span class="_ _5"></span>n<span class="_ _5"></span>astępujące </div><div class="t m0 x1 h10 y6b0 ff8 fs4 fc2 sc0 ls0 ws0">usługi:<span class="ff6"> </span></div><div class="t m0 x3d h10 y6b1 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h4b y6b2 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">zakup energii elektrycznej głownie od wytwórców w różnych formu<span class="_ _1"></span>łach rozliczeniowych,  <span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y6b3 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">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 x3c h4b y6b4 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">bilansowanie <span class="_ _1"></span>handlowe, <span class="_ _1"></span>polegające <span class="_ _1"></span>na <span class="_ _1"></span>zgłaszaniu <span class="_ _1"></span>grafików <span class="_ _1"></span>handlowych do <span class="_ _10"></span>Operatora Syste<span class="_ _1"></span>mu <span class="_ _1"></span>Przesyłowego i <span class="_ _1"></span>rozliczaniu <span class="_ _10"></span>różnic na<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x3d h10 y6b5 ff8 fs4 fc2 sc0 ls0 ws0">rynku bilansującym pomiędzy energią deklarowaną a rzeczywistą,<span class="ff6"> </span></div><div class="t m0 x3c h4b y6b6 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">kompleksowa <span class="_ _13"> </span>obsługa <span class="_ _13"> </span>wytwórców <span class="_ _23"> </span>w <span class="_ _13"> </span>zakresie <span class="_ _13"> </span>produktów <span class="_ _23"> </span>około <span class="_ _13"> </span>energetycznych <span class="_ _13"> </span>(zgłoszenia <span class="_ _13"> </span>prognoz <span class="_ _23"> </span>produkcji, <span class="_ _13"> </span>rozliczanie </span></span></div><div class="t m0 x3d h10 y6b7 ff6 fs4 fc2 sc0 ls0 ws0">ujemnego salda itp.), </div><div class="t m0 x3c h4b y42e ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">obrót gwarancjami pochodzenia.<span class="ff6"> </span></span></span></div><div class="t m0 x3c h22 y6b8 ff7 fs4 fc9 sc0 ls0 ws0"> </div><div class="t m0 x3c h22 y6b9 ff5 fs4 fc9 sc0 ls0 ws0">Źródła Zaopatrzenia <span class="ff7"> </span></div><div class="t m0 x1 h10 y6ba ff8 fs4 fc2 sc0 ls0 ws0">Zakup energii elektrycznej odbywa się na <span class="fc11">Towarowej Giełdzie Energii S.A. </span>oraz bezpośrednio od producentów wytwarzających energie </div><div class="t m0 x1 h10 y387 ff8 fs4 fc2 sc0 ls0 ws0">odnawialną. Dostawcami energii elektrycznej są głównie podmioty krajowe. <span class="ff6"> </span></div><div class="t m0 x3c h22 y6bb ff7 fs4 fc9 sc0 ls0 ws0">Rynki Zbytu </div><div class="t m0 x1 h10 y6bc ff8 fs4 fc2 sc0 ls0 ws0">Energia <span class="_ _7"></span>elektryczna <span class="_ _12"> </span>sprzedawana <span class="_ _7"> </span>jest <span class="_ _12"> </span>na <span class="_ _7"></span>rynku <span class="_ _7"> </span>krajowym <span class="_ _12"> </span>do <span class="_ _12"> </span>kli<span class="_ _1"></span>entów <span class="_ _7"> </span>końco<span class="_ _0"></span>wych, <span class="_ _7"> </span>którymi <span class="_ _7"> </span>są <span class="_ _12"> </span>podmioty <span class="_ _12"> </span>z <span class="_ _7"> </span>segmentu <span class="_ _7"> </span>małych <span class="_ _12"> </span>i <span class="_ _7"> </span>średnic<span class="_ _0"></span><span class="ff6 ls29">h </span></div><div class="t m0 x1 h10 y6bd ff8 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 xce h11 y6be ff7 fs3 fc5 sc0 ls9 ws0">5.1.6. <span class="ls0">FOTOWO<span class="_ _0"></span>LTAIKA<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y3e3 ff6 fs4 fc2 sc0 ls0 ws0">GK UNIMOT<span class="_ _0"></span> <span class="ff8">z<span class="_ _0"></span>a <span class="_ _0"></span>pośrednictwem spół<span class="_ _0"></span>ki zależnej <span class="_ _0"></span>Unimot <span class="_ _0"></span>Energia <span class="_ _0"></span>i <span class="_ _0"></span>Gaz <span class="_ _0"></span>kontynuują, <span class="_ _0"></span>rozpoczętą <span class="_ _0"></span>w <span class="_ _0"></span>2020 <span class="_ _0"></span>r., <span class="_ _0"></span>sprzedaż <span class="_ _0"></span>instalacji <span class="_ _0"></span>fotowo<span class="_ _0"></span>ltaicznych </span></div><div class="t m0 x1 h10 y6bf ff8 fs4 fc2 sc0 ls0 ws0">pod <span class="_ _1"></span>marką <span class="_ _1"></span>AVIA <span class="_ _1"></span>Solar. <span class="_ _1"></span>Grupa <span class="_ _1"></span>oferuje sze<span class="_ _1"></span>reg u<span class="_ _1"></span>sług związanych <span class="_ _10"></span>z projektowaniem, <span class="_ _1"></span>dostawą, <span class="_ _1"></span>montażem oraz <span class="_ _10"></span>uruchomieniem <span class="_ _1"></span>instalacji<span class="_ _0"></span><span class="ff6">, a t</span>akże<span class="_ _10"></span> </div><div class="t m0 x1 h10 y6c0 ff8 fs4 fc2 sc0 ls0 ws0">możliwość <span class="_ _0"></span>o<span class="_ _0"></span>dkupu energii <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>instalac<span class="_ _0"></span>ji, <span class="_ _0"></span>magazynowania <span class="_ _0"></span>energii, <span class="_ _0"></span>a <span class="_ _5"></span>w <span class="_ _5"></span>razie <span class="_ _0"></span>potrzeby <span class="_ _0"></span>również <span class="_ _5"></span>sprzedaż <span class="_ _5"></span>energii. <span class="_ _0"></span>W <span class="_ _0"></span>2024 <span class="_ _5"></span>r. <span class="_ _0"></span>oferta <span class="_ _5"></span>u<span class="_ _5"></span>sług <span class="_ _0"></span>zo<span class="_ _0"></span>stała </div><div class="t m0 x1 h10 y390 ff8 fs4 fc2 sc0 ls0 ws0">poszerzona o sp<span class="_ _1"></span>rzedaż komponentów <span class="_ _1"></span>marki Avia <span class="_ _10"></span>Solar, w szczególn<span class="_ _1"></span>ości o magazyny <span class="_ _1"></span>energi<span class="_ _1"></span>i, konstrukcje <span class="_ _1"></span>mont<span class="_ _0"></span>ażowe, rozdzielnice, <span class="_ _1"></span>falowniki, </div><div class="t m0 x1 h10 y6c1 ff8 fs4 fc2 sc0 ls0 ws0">kable, <span class="_ _6"></span>akcesoria <span class="_ _12"> </span>montażowe <span class="_ _7"></span>oraz <span class="_ _7"> </span>kompensatory <span class="_ _7"> </span>mocy <span class="_ _12"> </span>bierne<span class="_ _1"></span>j. <span class="_ _7"> </span>Firma <span class="_ _7"> </span>aktyw<span class="_ _0"></span>nie <span class="_ _6"></span>w<span class="_ _0"></span>spiera <span class="_ _7"></span>instalatorów <span class="_ _12"> </span>w <span class="_ _6"></span>zakresie <span class="_ _7"> </span>kompleksowej <span class="_ _7"> </span>logist<span class="_ _5"></span><span class="ff6">yki </span></div><div class="t m0 x1 h10 y6c2 ff8 fs4 fc2 sc0 ls0 ws0">kontraktowej, <span class="_ _5"></span>dostarczając <span class="_ _5"></span>gotowe <span class="_ _5"></span>sety <span class="_ _6"></span>nie<span class="_ _1"></span>zbędne <span class="_ _5"></span>do <span class="_ _5"></span>wykonywania <span class="_ _6"></span>instalacji. <span class="_ _0"></span>Firma <span class="_ _6"></span>świadczy <span class="_ _0"></span>te <span class="_ _6"></span>usługi <span class="_ _6"></span>na <span class="_ _0"></span>terenie <span class="_ _5"></span>cał<span class="_ _0"></span>ej <span class="_ _5"></span>polski. <span class="_ _5"></span>W<span class="_ _0"></span> <span class="_ _5"></span>ramach </div><div class="t m0 x1 h10 y6c3 ff8 fs4 fc2 sc0 ls0 ws0">sprzedaży komponentu, firma rozpoczęła również sprzed<span class="_ _1"></span>aż zagraniczną do takich krajów jak np. Szwajcaria i Cypr. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y6c4 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff8">Ponadto, <span class="_ _1e"> </span>Uruchomiono <span class="_ _17"> </span>w<span class="_ _0"></span>łasny <span class="_ _20"> </span>sklep <span class="_ _20"> </span>in<span class="_ _0"></span>ternetowy <span class="_ _20"> </span>który <span class="_ _1e"> </span>usprawnia <span class="_ _20"> </span>proces <span class="_ _20"> </span>o<span class="_ _0"></span>bsługowy <span class="_ _20"> </span>instalatorów<span class="_ _0"></span>. <span class="_ _20"> </span>Sklep <span class="_ _20"> </span>dostę<span class="_ _0"></span>pny <span class="_ _20"> </span>jest <span class="_ _1e"> </span>pod </span></div><div class="t m0 x1 h10 y6c5 ff6 fs4 fc2 sc0 ls0 ws0">adresem  <span class="fc9">https://sklep.aviasolar.pl</span> </div><div class="t m0 x1 h22 y6c6 ff5 fs4 fc9 sc0 ls0 ws0">Źródła<span class="ff7"> Zaopatrzenia <span class="ff6"> </span></span></div><div class="t m0 x1 h10 y6c7 ff6 fs4 fc2 sc0 ls0 ws0">GK UNIMOT <span class="ff8">posiada w ofercie panele fotowoltaiczne, falowniki, rozdzie<span class="_ _1"></span>lnice fotowoltaiczne, związane z ni<span class="_ _1"></span>mi urządzenia pochodzące z Chin<span class="_ _0"></span><span class="ff6 ls2a">, </span></span></div><div class="t m0 x1 h10 y6c8 ff8 fs4 fc2 sc0 ls0 ws0">USA, <span class="_ _12"> </span>a  także <span class="_ _12"> </span>produkty  produkcji  własnej.<span class="ff6"> </span>Firma <span class="_ _12"> </span>rozw<span class="_ _0"></span>ija  wsp<span class="_ _1"></span>ółpracę  z <span class="_ _12"> </span>biurem <span class="_ _12"> </span>U<span class="_ _0"></span>nimot <span class="_ _12"> </span>Asia  w  Szangh<span class="_ _1"></span>aju,  optymalizując <span class="_ _12"> </span>koszty  zakupu </div><div class="t m0 x1 h10 y6c9 ff8 fs4 fc2 sc0 ls0 ws0">komponentów oraz zawiązując strategi<span class="_ _1"></span>czne partnerstwa w zakresie dostaw.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h22 y6ca ff7 fs4 fc9 sc0 ls0 ws0">Rynki Zbytu<span class="ff6"> </span></div><div class="t m0 x1 h10 y6cb ff6 fs4 fc2 sc0 ls0 ws0">Avi<span class="lsa">a <span class="_ _5"></span></span>Solar <span class="_ _6"></span><span class="ff8">za <span class="_ _6"></span>pomocą <span class="_ _6"></span>własnej <span class="_ _5"></span>sieci <span class="_ _6"></span>sprzedaży <span class="_ _6"></span>dociera <span class="_ _5"></span>do <span class="_ _6"></span>klientów <span class="_ _6"></span>z <span class="_ _6"></span>segme<span class="_ _1"></span>ntu <span class="_ _5"></span>małyc<span class="_ _0"></span>h, <span class="_ _6"></span>średnich<span class="_ _1"></span> <span class="_ _6"></span>i <span class="_ _6"></span>du<span class="_ _1"></span>żych <span class="_ _6"></span>przedsiębiorstw <span class="_ _5"></span>działających <span class="_ _6"></span>na </span></div><div class="t m0 x1 h10 y6cc ff6 fs4 fc2 sc0 ls0 ws0">terenie Polski oraz poza jej granicami. </div><div class="t m0 xce h11 y6cd ff7 fs3 fc5 sc0 ls9 ws0">5.1.7. <span class="ls0">STACJE<span class="_ _0"></span> PALIW </span></div><div class="t m0 x1 h10 y6ce ff6 fs4 fc2 sc0 ls2b ws0">Od<span class="ls0"> <span class="_ _5"></span><span class="ls6">2017</span> <span class="_ _5"></span><span class="ls14">r.</span> <span class="_ _5"></span>Grupa <span class="_ _5"></span><span class="ff8">rozw<span class="_ _0"></span>ija <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _5"></span>Polsce <span class="_ _5"></span>sieć <span class="_ _5"></span>stacji <span class="_ _5"></span>paliw <span class="_ _5"></span>pod <span class="_ _5"></span>marką <span class="_ _5"></span>AVIA, <span class="_ _5"></span>która <span class="_ _6"></span>rep<span class="_ _1"></span>rezentowana <span class="_ _5"></span>jest <span class="_ _0"></span>przez <span class="_ _6"></span>ponad <span class="_ _0"></span>3 <span class="_ _5"></span>tys. <span class="_ _5"></span>o<span class="_ _0"></span>biektów w <span class="_ _5"></span>kilkunas<span class="_ _1"></span>tu </span></span></div><div class="t m0 x1 h10 y6cf ff6 fs4 fc2 sc0 ls0 ws0">krajach <span class="_ _7"></span>Europy. <span class="_ _7"> </span>Ponad <span class="_ _12"> </span>90-<span class="ff8">letnia <span class="_ _7"></span>obecność <span class="_ _7"></span>marki <span class="_ _7"> </span>AVIA <span class="_ _7"> </span>na <span class="_ _12"> </span>rynku <span class="_ _6"></span>paliwowym <span class="_ _12"> </span>pozwala <span class="_ _7"></span>na <span class="_ _7"></span>przekazanie <span class="_ _7"></span>partnerowi <span class="_ _7"> </span>sprawdzonego <span class="_ _12"> </span>modelu </span></div><div class="t m0 x1 h10 y6d0 ff6 fs4 fc2 sc0 ls0 ws0">biznesowego, opartego na eksperckim know-<span class="ff8">how, niezależności i wysokiej jakości paliw w konkurencyjnych cen<span class="_ _1"></span>ach.  <span class="_ _0"></span><span class="ff6"> </span></span></div></div><span class="d m1" style="border-style:none;position:absolute;left:152.424000px;bottom:525.040000px;width:95.618000px;height:22.640000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi x5 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">47<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff8 fs4 fc2 sc0 ls0 ws0">W portfolio sieci stacji paliw AVIA w Polsce znajduje się<span class="_ _1"></span> 138 placówek, w tym: <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3c h10 y6d1 ff8 fs4 fc2 sc0 ls0 ws0">• 51 stacji własnych i stacji na bazie dzierżawy (CODO), <span class="ff6"> </span></div><div class="t m0 x3c h10 y6b ff8 fs4 fc2 sc0 ls0 ws0">• 87 stacji franczyzowych (DOFO). <span class="ff6"> </span></div><div class="t m0 x1 h10 y6d2 ff8 fs4 fc2 sc0 ls0 ws0">Dodatkowo GK zarządza stacjami na Ukrain<span class="_ _1"></span>ie (w systemie franczyzowym), gdzie 14 stacji prowadzi działalność operacyjną. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y6d3 ff8 fs4 fc2 sc0 ls0 ws0">Uruchomiony w 2022 roku program floto<span class="_ _1"></span>wy AVIA Card, przeznacz<span class="_ _1"></span>ony dla klientów biznes<span class="_ _1"></span>owych i instytucjonalnych szukających skut<span class="ff6">ecznych </span></div><div class="t m0 x1 h10 y6d4 ff8 fs4 fc2 sc0 ls0 ws0">sposobów na o<span class="_ _0"></span>ptymalizację kosztów <span class="_ _0"></span>związanych z z<span class="_ _0"></span>akupem paliw, osiągnął w <span class="_ _0"></span>2024 roku sprzedaż si<span class="_ _0"></span>ęgająca 32 milionów <span class="_ _0"></span>litrów. K<span class="_ _5"></span><span class="ff6">arta cieszy </span></div><div class="t m0 x1 h10 y6d5 ff8 fs4 fc2 sc0 ls0 ws0">się dużym powodzeniem i Grupa oczekuje dalszych wzrostów.<span class="ff6"> </span></div><div class="t m0 x1 h10 y3fa ff8 fs4 fc2 sc0 ls0 ws0">W połowie <span class="_ _1"></span>2024 r. <span class="_ _1"></span>został uruch<span class="_ _1"></span>omiony program <span class="_ _10"></span>lo<span class="_ _0"></span>jalnościowy dla <span class="_ _10"></span>klientów detalicznych <span class="_ _1"></span>AVIA GO, na <span class="_ _1"></span>koniec 2024 <span class="_ _1"></span>r, Gru<span class="_ _1"></span>pa posiadała 100 tys. </div><div class="t m0 x1 h10 yb3 ff8 fs4 fc2 sc0 ls0 ws0">użytkowników tego programu.<span class="ff6"> </span></div><div class="t m0 x1 h10 y6d6 ff6 fs4 fc2 sc0 ls0 ws0">W 2024 <span class="ff8">roku w dalszym ciągu rozwijano współpracę z partnerem handlowym –</span> <span class="ff8">siecią SPAR. Sklepy tej marki działają już na 54 stacjach AVIA </span></div><div class="t m0 x1 h10 y6d7 ff8 fs4 fc2 sc0 ls0 ws0">w całej Polsce.<span class="ff6"> </span></div><div class="t m0 x1 h10 y6d8 ff8 fs4 fc2 sc0 ls0 ws0">Równolegle rozwijany był autorski koncept Eat&amp;Go proponu<span class="_ _1"></span>jąc klientom pod tą marką ofertę gastronomiczną, która jest stale roz<span class="_ _0"></span><span class="ff6">szerzana.  </span></div><div class="t m0 x1 h10 y4d4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 xce h11 y6d9 ff7 fs3 fc5 sc0 ls9 ws0">5.1.8. <span class="ls0">PRODUKTY A<span class="_ _0"></span>SFALTOW<span class="_ _0"></span>E </span></div><div class="t m0 x1 h10 y6da ff8 fs4 fc2 sc0 ls0 ws0">Asfalt <span class="_ _6"></span>jest <span class="_ _12"> </span>produktem <span class="_ _6"></span>ropopochodnym <span class="_ _12"> </span>pochodzącym <span class="_ _6"></span>z <span class="_ _12"> </span>przerobu <span class="_ _6"></span>ropy <span class="_ _7"> </span>nafto<span class="_ _0"></span>wej <span class="_ _6"></span>stosow<span class="_ _0"></span>anym <span class="_ _7"> </span>do <span class="_ _6"></span>budowy <span class="_ _12"> </span>nawierzchni <span class="_ _6"></span>dróg <span class="_ _7"> </span>a <span class="_ _12"> </span>także <span class="_ _6"></span>jako </div><div class="t m0 x1 h10 y6db ff8 fs4 fc2 sc0 ls0 ws0">materiał <span class="_ _6"></span>izolacyjny. <span class="_ _6"></span><span class="ff6">Gru<span class="_ _1"></span>pa <span class="_ _6"></span>UNIMOT <span class="_ _5"></span><span class="ff8">w <span class="_ _6"></span>swojej <span class="_ _5"></span>ofercie <span class="_ _6"></span>posiada <span class="_ _5"></span>szeroką <span class="_ _6"></span>gamę <span class="_ _5"></span>produktów: <span class="_ _6"></span>asfalty <span class="_ _6"></span>drogowe, <span class="_ _5"></span>asfalty <span class="_ _6"></span>modyfikowane <span class="_ _5"></span>MODBIT, </span></span></div><div class="t m0 x1 h10 y6dc ff8 fs4 fc2 sc0 ls0 ws0">asfalty przemysłowe oraz specjalistyczne. W portfelu<span class="_ _1"></span> produktów znajdują się także nowatorskie produkty, do których należy zalicz<span class="_ _0"></span>yć: asfalty </div><div class="t m0 x1 h10 y4f ff6 fs4 fc2 sc0 ls0 ws0">modyfikowane <span class="_ _12"> </span>z <span class="_ _12"> </span>dodatkiem  gu<span class="_ _1"></span>my <span class="_ _12"> </span>(MODBIT <span class="_ _12"> </span>CR), <span class="_ _12"> </span>asfalty  d<span class="_ _1"></span>rogowe <span class="_ _12"> </span>WMA <span class="_ _12"> </span>oraz <span class="_ _12"> </span>asfalty <span class="_ _12"> </span>wysokomodyfikowane <span class="_ _12"> </span>MODBIT <span class="_ _12"> </span>HiMA <span class="_ _12"> </span>do <span class="_ _12"> </span>budowy </div><div class="t m0 x1 h10 y6dd ff8 fs4 fc2 sc0 ls0 ws0">nawierzchni <span class="_ _5"></span>długow<span class="_ _0"></span>iecznych. <span class="_ _6"></span>Portfolio <span class="_ _5"></span>produktów <span class="_ _6"></span>dopasowane <span class="_ _6"></span>jest <span class="_ _5"></span>do <span class="_ _6"></span>potrzeb, <span class="_ _5"></span>wymagań <span class="_ _6"></span>i <span class="_ _6"></span>oczekiwań <span class="_ _6"></span>rynków, <span class="_ _5"></span>z<span class="_ _0"></span>arówno <span class="_ _6"></span>w <span class="_ _5"></span>kraju, <span class="_ _6"></span>jak <span class="_ _12"> </span><span class="ff6">i <span class="_ _5"></span>za </span></div><div class="t m0 x1 h10 y6de ff8 fs4 fc2 sc0 ls0 ws0">granicą. <span class="ff6"> </span></div><div class="t m0 x1 h10 y6df ff8 fs4 fc2 sc0 ls0 ws0">W roku 2024 Spółka zakończyła <span class="_ _10"></span>w<span class="_ _0"></span>spółpracę z bazą dystryb<span class="_ _1"></span>ucyjną w Jasicach i podjęła próbę<span class="_ _1"></span> poszukiwania nowych możliwości magaz<span class="ff6">ynowo-</span></div><div class="t m0 x1 h10 y6e0 ff6 fs4 fc2 sc0 ls0 ws0">dystrybucyjnych. </div><div class="t m0 x1 h10 y6e1 ff8 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _6"></span>koniec <span class="_ _6"></span>2024 <span class="_ _6"></span>r. <span class="_ _6"></span>segment <span class="_ _6"></span>Bitumen <span class="_ _6"></span>prowadził <span class="_ _6"></span>działalność <span class="_ _6"></span>produkcyjną <span class="_ _6"></span>i <span class="_ _6"></span>dystrybucyjną <span class="_ _6"></span>w <span class="_ _6"></span>zakładach <span class="_ _6"></span>w <span class="_ _6"></span>Jaśle <span class="_ _6"></span>i <span class="_ _6"></span>Czechowicach<span class="_ _0"></span><span class="ff6">-Dziedzicach. </span></div><div class="t m0 x1 h10 y6e2 ff8 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 h10 y6e3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y6e4 ff5 fs4 fc2 sc0 ls0 ws0">Źródła Zaopatrzenia <span class="ff7"> </span></div><div class="t m0 x1 h10 y6e5 ff8 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="_ _6"></span><span class="ff6">jowymi </span></div><div class="t m0 x1 h10 y6e6 ff6 fs4 fc2 sc0 ls0 ws0">i zagranicznymi dostawcami.  </div><div class="t m0 x1 h10 y81 ff8 fs4 fc2 sc0 ls0 ws0">Zaopatrzenie <span class="_ _7"></span>UNIMOT <span class="_ _12"> </span>Bitumen <span class="_ _7"> </span>w<span class="_ _0"></span> <span class="_ _7"> </span>produkty <span class="_ _12"> </span>asfaltowe <span class="_ _7"> </span>w <span class="_ _12"> </span>znacznym <span class="_ _12"> </span>stopniu <span class="_ _6"></span>j<span class="_ _0"></span>est <span class="_ _7"> </span>z<span class="_ _0"></span>agwarantowane <span class="_ _7"> </span>w <span class="_ _12"> </span>związku <span class="_ _12"> </span>z<span class="_ _0"></span><span class="ff6"> zawarciem <span class="_ _12"> </span>wielol<span class="_ _1"></span>etniego </span></div><div class="t m0 x1 h10 yde ff8 fs4 fc2 sc0 ls0 ws0">kontraktu z <span class="_ _0"></span>Orlen <span class="_ _0"></span>S.A. na <span class="_ _0"></span>zakup <span class="_ _0"></span>komponentów <span class="_ _0"></span>asfaltowych. <span class="_ _0"></span>Zapewnia <span class="_ _0"></span>on stabilne <span class="_ _0"></span>dostawy <span class="_ _0"></span>produktu stanowiąc <span class="_ _0"></span>z<span class="_ _0"></span>naczną c<span class="_ _0"></span>zęść zaopat<span class="_ _5"></span><span class="ff6">rzenia </span></div><div class="t m0 x1 h10 y9a ff8 fs4 fc2 sc0 ls0 ws0">Spółki. <span class="_ _10"></span>UNIMOT <span class="_ _10"></span>Bitumen <span class="_ _10"></span>aktywnie <span class="_ _1"></span>poszukuje <span class="_ _9"></span>także <span class="_ _1"></span>nowych <span class="_ _10"></span>źródeł <span class="_ _10"></span>dostaw <span class="_ _10"></span>mo<span class="_ _0"></span>nitorując <span class="_ _10"></span>rynek <span class="_ _10"></span>dostawców <span class="_ _10"></span>w kr<span class="_ _1"></span>aju, <span class="_ _10"></span>jak <span class="_ _10"></span>i <span class="_ _10"></span>za <span class="_ _1"></span>granicą. <span class="_ _10"></span>D<span class="_ _0"></span><span class="ff6">odatkowo, </span></div><div class="t m0 x1 h10 y6e7 ff8 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _5"></span>podejmuje <span class="_ _5"></span>liczne <span class="_ _6"></span>inicjatywy <span class="_ _6"></span>i<span class="ff6"> </span>projekty <span class="_ _5"></span>związane <span class="_ _6"></span>ze <span class="_ _5"></span>wzrostem <span class="_ _5"></span>obecnego <span class="_ _5"></span>potencjału <span class="_ _6"></span>produkcyjnego. <span class="_ _5"></span>Na <span class="_ _6"></span>szczególną <span class="_ _5"></span>uwag<span class="_ _0"></span>ę <span class="_ _6"></span>zasługu<span class="_ _1"></span>je </div><div class="t m0 x1 h10 y6e8 ff8 fs4 fc2 sc0 ls0 ws0">aspekt rozwoju kompetencji związanych z importem produ<span class="_ _1"></span>któw asfaltowych.  <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y6e9 ff8 fs4 fc2 sc0 ls0 ws0">Dywersyfikacja źródeł zaopatrzenia przez UNIMOT Bitumen zapewnia ciągłość produ<span class="_ _1"></span>kcji i dostaw produktów asfaltowych i pozwala <span class="_ _5"></span>spełniać </div><div class="t m0 x1 h10 y526 ff8 fs4 fc2 sc0 ls0 ws0">oczekiwania klientów. <span class="ff6"> </span></div><div class="t m0 x1 h10 y6ea ff6 fs4 fc2 sc0 ls0 ws0">Struktura zaopatrzenia UNIMOT Bitumen w roku 2024 </div><div class="t m0 x1 h10 y6eb ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y6ec ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y6ed ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y6ee ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y6ef ff7 fs4 fc9 sc0 ls0 ws0">Rynki Zbytu </div><div class="t m0 x1 h10 y6f0 ff8 fs4 fc2 sc0 ls0 ws0">Obszarem <span class="_ _6"></span>działalności <span class="_ _5"></span>Unimot <span class="_ _6"></span>Bitumen <span class="_ _6"></span>jest <span class="_ _5"></span>Po<span class="_ _0"></span>lska <span class="_ _6"></span>i <span class="_ _5"></span>kraj<span class="_ _0"></span>e <span class="_ _6"></span>z <span class="_ _5"></span>E<span class="_ _0"></span>uropy <span class="_ _6"></span>Środkowo<span class="_ _0"></span><span class="ff6">-</span>Wschodniej <span class="_ _6"></span>o <span class="_ _6"></span>najwięks<span class="_ _1"></span>zym <span class="_ _6"></span>potencjale <span class="_ _5"></span>z<span class="_ _0"></span>akupowym. <span class="_ _6"></span>Spółka </div><div class="t m0 x1 h10 y6f1 ff8 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="_ _10"></span>kraju i<span class="_ _1"></span> za <span class="_ _10"></span>granicą. Głównymi <span class="_ _10"></span>o<span class="_ _0"></span>dbiorcami <span class="_ _10"></span>są z <span class="_ _1"></span>firmy z <span class="_ _10"></span>branży drogowej<span class="ff6 lsf">, </span>z<span class="_ _1"></span>arówno </div></div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi x5 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">48<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 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 h10 y12c ff6 fs4 fc2 sc0 ls0 ws0">produkcji mie<span class="_ _1"></span>szanek mineralno-<span class="ff8">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="_ _10"></span>wojewó<span class="_ _0"></span>dzkich, <span class="_ _1"></span>powiatowyc<span class="_ _0"></span><span class="ff6">h, gminn<span class="_ _1"></span>ych </span></span></div><div class="t m0 x1 h10 y12d ff8 fs4 fc2 sc0 ls0 ws0">i <span class="_ _6"></span>innych). <span class="_ _5"></span>Kluczowym <span class="_ _6"></span>rynkiem <span class="_ _6"></span>pozostaje <span class="_ _6"></span>jednak <span class="_ _5"></span>rynek <span class="_ _6"></span>polski. <span class="_ _6"></span>W <span class="_ _6"></span>2024 <span class="_ _6"></span>r. <span class="_ _5"></span>udział <span class="_ _6"></span>sprzedaży <span class="_ _6"></span>zagranicznej <span class="_ _6"></span>stanowił <span class="_ _5"></span>10% <span class="_ _6"></span>całkow<span class="_ _0"></span>itej <span class="_ _5"></span>s<span class="_ _6"></span>przedaży </div><div class="t m0 x1 h10 y12e ff8 fs4 fc2 sc0 ls0 ws0">asfaltu. <span class="_ _7"> </span>Największe <span class="_ _12"> </span>zainteresowanie <span class="_ _7"></span>produktem <span class="_ _12"> </span>widoczne <span class="_ _7"></span>było <span class="_ _12"> </span>na <span class="_ _7"> </span>Litwie, <span class="_ _12"> </span>w <span class="_ _12"> </span>Rumunii<span class="_ _1"></span> <span class="_ _7"> </span>o<span class="_ _0"></span>raz <span class="_ _12"> </span>Szwecji <span class="_ _7"></span>i<span class="_ _0"></span><span class="ff6"> </span>Niemczech. <span class="_ _12"> </span>Spółka <span class="_ _7"> </span>współpraco<span class="_ _0"></span>wała </div><div class="t m0 x1 h10 y12f ff8 fs4 fc2 sc0 ls0 ws0">również z odbiorcami m.in. z Czech, Słowacji, Mołdawii, Ukrainy, Es<span class="_ _1"></span>tonii i<span class="ff6"> </span>Węgier.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 xce h11 y6f2 ff7 fs3 fc5 sc0 ls9 ws0">5.1.9. <span class="ls0">INFRASTRU<span class="_ _0"></span>KTURA<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y475 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y3a3 ff6 fs4 fc2 sc0 ls0 ws0">Magazynowanie paliw </div><div class="t m0 x1 h10 y6f3 ff6 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT <span class="ff8">poprzez spółkę Unimot Terminale sp. z o.o. świadczy usługi z zakresu magazynowania paliw, w tym w szczególności: </span> </div><div class="t m0 x1 h10 y6f4 ff8 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 h10 y6f5 ff8 fs4 fc2 sc0 ls0 ws0">• <span class="_ _7"></span>magazynowanie <span class="_ _7"> </span>i <span class="_ _7"> </span>dystrybucja <span class="_ _12"> </span>paliw <span class="_ _7"></span>ciekłych <span class="_ _7"></span>do <span class="_ _7"> </span>bieżącej <span class="_ _7"> </span>kons<span class="_ _0"></span>umpcji. <span class="_ _7"></span>Jest <span class="_ _7"></span>to <span class="_ _7"> </span>usługa <span class="_ _12"> </span>kompleksowa <span class="_ _7"></span>połączona <span class="_ _7"></span>z <span class="_ _7"> </span>dodawaniem <span class="_ _7"> </span>do <span class="_ _12"> </span>pal<span class="_ _0"></span><span class="ff6">iw </span></div><div class="t m0 x1 h10 y6f6 ff8 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 h10 y6f7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y6f8 ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _5"></span>UNIMOT <span class="_ _6"></span><span class="ff8">pełni <span class="_ _6"></span>funkcję <span class="_ _5"></span>Niezależnego <span class="_ _6"></span>Operatora <span class="_ _5"></span>L<span class="_ _0"></span>ogistycznego, <span class="_ _6"></span>co <span class="_ _5"></span>oznacza, <span class="_ _6"></span>że </span></div><div class="t m0 x1 h10 y6f9 ff8 fs4 fc2 sc0 ls0 ws0">oferuje <span class="_ _23"> </span>u<span class="_ _0"></span>sługi <span class="_ _23"> </span>magaz<span class="_ _0"></span>ynowania <span class="_ _15"> </span>paliw <span class="_ _15"> </span>podmiotom <span class="_ _15"> </span>posiadającym <span class="_ _19"> </span>odpowiednie </div><div class="t m0 x1 h10 y6fa ff8 fs4 fc2 sc0 ls0 ws0">koncesje  (MPC, <span class="_ _14"> </span>WPC). <span class="_ _14"> </span>Grupa <span class="_ _14"> </span>dysponuje  9 <span class="_ _14"> </span>terminalami <span class="_ _14"> </span>paliwowymi <span class="_ _14"> </span>o <span class="_ _14"> </span>łącznej </div><div class="t m0 x1 h10 y6fb ff8 fs4 fc2 sc0 ls0 ws0">pojemności ok. 376 tys. <span class="_ _0"></span>m³ (w 2024 r. <span class="_ _0"></span>zostały wyłączone z użytkowania zbiorniki o </div><div class="t m0 x1 h10 y6fc ff8 fs4 fc2 sc0 ls0 ws0">łącznej <span class="_ _1"></span>pojemności <span class="_ _10"></span>11 tys<span class="_ _1"></span>. m³). <span class="_ _10"></span>Terminale <span class="_ _1"></span>zlokalizowane <span class="_ _1"></span>są <span class="_ _1"></span>w: <span class="_ _10"></span>G<span class="_ _0"></span>dańsku, <span class="_ _10"></span>Szcz<span class="_ _0"></span>ecinie, </div><div class="t m0 x1 h10 y6fd ff8 fs4 fc2 sc0 ls0 ws0">Poznaniu, <span class="_ _7"> </span>Piotrkow<span class="_ _0"></span>ie <span class="_ _7"> </span>Trybunalskim, <span class="_ _12"> </span>Jaśle, <span class="_ _7"> </span>Cz<span class="_ _0"></span>echowicach <span class="_ _7"> </span>Dz<span class="_ _0"></span>iedzicach, <span class="_ _12"> </span>Gutkowie, </div><div class="t m0 x1 h10 y6fe ff8 fs4 fc2 sc0 ls0 ws0">Rypinie <span class="_ _4"> </span>i <span class="_ _4"> </span>Bo<span class="_ _0"></span>lesławcu. <span class="_ _4"> </span>Wszystkie <span class="_ _4"> </span>terminale <span class="_ _4"> </span>paliw<span class="_ _0"></span>owe <span class="_ _1b"> </span>dysponują <span class="_ _4"> </span>własnymi </div><div class="t m0 x1 h10 y6ff ff8 fs4 fc2 sc0 ls0 ws0">bocznicami <span class="_ _5"></span>kolejowymi <span class="_ _5"></span>połączonymi <span class="_ _5"></span>z <span class="_ _5"></span>siecią <span class="_ _5"></span>kolejową <span class="_ _5"></span>PKP. <span class="_ _5"></span>Po <span class="_ _5"></span>względem <span class="_ _5"></span>wielkości </div><div class="t m0 x1 h10 y244 ff8 fs4 fc2 sc0 ls0 ws0">potencjału <span class="_ _6"></span>magazynowania <span class="_ _6"></span>pali<span class="_ _0"></span>w <span class="_ _7"></span><span class="ff6">Grupa <span class="_ _6"></span>UNIMOT <span class="_ _7"></span>jest <span class="_ _6"></span>trzecim <span class="_ _7"> </span>p<span class="_ _0"></span>odmiotem <span class="_ _6"></span>na <span class="_ _6"></span>tym </span></div><div class="t m0 x1 h10 y700 ff6 fs4 fc2 sc0 ls0 ws0">rynku. </div><div class="t m0 x1 h10 y407 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y701 ff8 fs4 fc2 sc0 ls0 ws0">Terminale paliwowe należące do <span class="ff6">Grupy UNIMOT   </span></div><div class="t m0 x1 h10 y702 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y6bd ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y703 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y704 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 he y1d9 ff7 fs5 fc5 sc0 ls0 ws0">5.2. OTOCZENIE RYNKOWE <span class="ff5">–</span> MAKROEKONOMICZNE </div><div class="t m0 xce h11 y705 ff7 fs3 fc5 sc0 ls9 ws0">5.2.1. <span class="ff5 ls0">PALIWA CIE<span class="_ _0"></span>KŁE, W TYM<span class="_ _0"></span> OLEJ NAPĘDOWY<span class="_ _0"></span><span class="ff7"> </span></span></div><div class="t m0 x1 h10 y462 ff8 fs4 fc2 sc0 ls0 ws0">Głównymi <span class="_ _0"></span>czynnikami <span class="_ _5"></span>wpływającymi <span class="_ _0"></span>na <span class="_ _5"></span>rynek <span class="_ _0"></span>paliw <span class="_ _5"></span>płynnych <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>Polsce <span class="_ _5"></span>były <span class="_ _5"></span>m.in.: <span class="_ _0"></span>dynamika <span class="_ _5"></span>rozwoju <span class="_ _0"></span>polskiej <span class="_ _0"></span>ekonomii, <span class="_ _5"></span>trwające <span class="_ _5"></span>dz<span class="_ _0"></span>iałania<span class="_ _0"></span> </div><div class="t m0 x1 h10 y706 ff8 fs4 fc2 sc0 ls0 ws0">wojenne w Ukrainie, które wymagały dostaw paliw do te<span class="_ _0"></span>go kraju, wprowadzone embargo na paliwa z<span class="_ _0"></span> Rosji wymuszające zmianę kie<span class="_ _5"></span>runków </div><div class="t m0 x1 h10 y17f ff8 fs4 fc2 sc0 ls0 ws0">dostaw oraz prowadzona przez największego operatora w Polsce polityka cen<span class="_ _1"></span>owa. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y43f ff8 fs4 fc2 sc0 ls0 ws0">W 2024 r. <span class="_ _0"></span>konsumpcja oleju <span class="_ _0"></span>napędowego <span class="_ _0"></span>w Polsce <span class="_ _0"></span>wyniosła 23 <span class="_ _0"></span>118 tys. m</div><div class="t m0 xd0 h3c y707 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xd1 h10 y43f ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff8">i <span class="_ _0"></span>była niższa <span class="_ _0"></span>o 0,8%<span class="_ _0"></span> w <span class="_ _0"></span>porównaniu z poprzednim <span class="_ _0"></span>rokiem. Niższa </span></div><div class="t m0 x1 h10 y708 ff8 fs4 fc2 sc0 ls0 ws0">konsumpcja <span class="_ _5"></span>była <span class="_ _6"></span>efekte<span class="_ _1"></span>m <span class="_ _5"></span>m.i<span class="_ _0"></span>n. <span class="_ _6"></span>spadku <span class="_ _5"></span>udziału <span class="_ _5"></span>aut <span class="_ _6"></span>z <span class="_ _5"></span>silnikiem <span class="_ _6"></span>diesla <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _5"></span>nowyc<span class="_ _0"></span>h <span class="_ _5"></span>rejestracjach <span class="_ _5"></span>sam<span class="_ _0"></span>ochodów <span class="_ _6"></span>osobowych, <span class="_ _5"></span>czy <span class="_ _5"></span>narastaj<span class="_ _5"></span>ących </div><div class="t m0 x1 h10 y709 ff8 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 h10 y3bf ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>związku <span class="_ _5"></span>z <span class="_ _0"></span>tym, <span class="_ _0"></span>że <span class="_ _0"></span>krajowa <span class="_ _5"></span>produkcja o<span class="_ _0"></span>leju <span class="_ _0"></span>napędowego <span class="_ _0"></span>nie <span class="_ _0"></span>zaspakaja <span class="_ _5"></span>potrzeb <span class="_ _0"></span>rynkowych, <span class="_ _0"></span>do <span class="_ _5"></span>zbilansowania rynk<span class="_ _0"></span>u <span class="_ _0"></span>konieczny <span class="_ _0"></span>był <span class="_ _6"></span><span class="ff6">import </span></div><div class="t m0 x1 h10 y70a ff8 fs4 fc2 sc0 ls0 ws0">tego surowca, który w 2024 r. stanowił ok. 39% konsumpcji.<span class="ff6"> </span></div><div class="t m0 x1 h10 y70b ff8 fs4 fc2 sc0 ls0 ws0">Dodatnią dynamikę <span class="_ _10"></span>w<span class="_ _0"></span>zrostu konsumpcji zanotowano w p<span class="_ _1"></span>rzypadku benzyn<span class="_ _1"></span> silnikowych. Ich sp<span class="_ _1"></span>rzedaż w 2024 <span class="_ _1"></span>r. wyniosła 8<span class="ff6"> 175 tys. m</span></div><div class="t m0 xd2 h3c y70c ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xd3 h10 y70b ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff8">i była o </span></div><div class="t m0 x1 h10 y70d ff8 fs4 fc2 sc0 ls0 ws0">2% większa r/r. Z importu pochodziło 38% benzyn. <span class="ff6"> </span></div><div class="t m0 x1 h10 y70e ff8 fs4 fc2 sc0 ls0 ws0">Import ole<span class="_ _1"></span>ju <span class="_ _1"></span>napędowego w <span class="_ _10"></span>2024 r. <span class="_ _10"></span>wyniósł 9 <span class="_ _1"></span>622 <span class="_ _1"></span>tys. <span class="_ _1"></span>m</div><div class="t m0 xd4 h3c y70f ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xd5 h10 y70e ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff8">i<span class="_ _1"></span> zmni<span class="_ _1"></span>ejszył si<span class="_ _1"></span>ę <span class="_ _1"></span>o 74 <span class="_ _10"></span>tys. m</span></div><div class="t m0 xd6 h3c y70f ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xd7 h10 y70e ff6 fs4 fc2 sc0 ls0 ws0"> (tj. <span class="_ _10"></span>o 1%) <span class="_ _1"></span>wobec <span class="_ _10"></span>2023 r. <span class="_ _1"></span>Natomiast <span class="_ _1"></span>w <span class="_ _1"></span>przypadku <span class="_ _10"></span>b<span class="_ _0"></span>enzyn </div><div class="t m0 x1 h10 y710 ff8 fs4 fc2 sc0 ls0 ws0">silnikowych import wyniósł 2 258 tys. m</div><div class="t m0 x46 h3c y711 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xb4 h10 y710 ff6 fs4 fc2 sc0 ls0 ws0">, czyli o 211 tys. m</div><div class="t m0 xd8 h3c y711 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xd9 h10 y710 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff8">(tj. o 10%) więcej r/r.</span> </div><div class="t m0 x1 h10 y712 ff8 fs4 fc2 sc0 ls0 ws0">Benzyny silnikowe są sprowadzane do <span class="_ _0"></span>Polski głów<span class="_ _0"></span>nie z sąsiednich krajó<span class="_ _0"></span>w, natomiast olej napędowy poc<span class="_ _0"></span>hodzi z <span class="_ _0"></span>kilku kontynentów,<span class="_ _0"></span><span class="ff6"> <span class="_ _0"></span></span>co <span class="_ _0"></span>miało </div><div class="t m0 x1 h10 y713 ff8 fs4 fc2 sc0 ls0 ws0">przełożenie na koszty logistyczne.<span class="ff6"> </span></div><div class="t m0 x1 h10 y1da ff8 fs4 fc2 sc0 ls0 ws0">Największe <span class="_ _6"></span>ilości <span class="_ _6"></span>benzyn <span class="_ _6"></span>silnikowych <span class="_ _6"></span>sprowadzono <span class="_ _6"></span>z <span class="_ _6"></span>Niemiec <span class="_ _6"></span>(58% <span class="_ _6"></span>wolumenu <span class="_ _6"></span>importu) <span class="_ _6"></span>i <span class="_ _6"></span>Litwy <span class="_ _6"></span>(27%). <span class="_ _6"></span>Do <span class="_ _6"></span>zbilansowania <span class="_ _6"></span>rynku <span class="_ _6"></span>po<span class="_ _0"></span>słu<span class="_ _5"></span>żyły </div><div class="t m0 x1 h10 y236 ff8 fs4 fc2 sc0 ls0 ws0">również dostawy z Czech i Słowacji. Mnie<span class="_ _1"></span>jsze ilości produktu trafiły do Polski m.in. z Węgier i Holandii.<span class="ff6"> </span></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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">49<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>odniesieniu <span class="_ _5"></span>do <span class="_ _5"></span>importu <span class="_ _5"></span>olej<span class="_ _0"></span>u <span class="_ _5"></span>napędowego <span class="_ _5"></span>dostawy <span class="_ _6"></span>do <span class="_ _0"></span>Po<span class="_ _0"></span>lski <span class="_ _5"></span>są <span class="_ _5"></span>zdominowane <span class="_ _5"></span>przez <span class="_ _6"></span>USA, <span class="_ _0"></span>któr<span class="_ _0"></span>e <span class="_ _5"></span>posiadały <span class="_ _5"></span>31% <span class="_ _5"></span>udział <span class="_ _6"></span>w <span class="_ _0"></span>imporcie <span class="_ _5"></span>t<span class="_ _6"></span><span class="ff6">ego </span></div><div class="t m0 x1 h10 y12c ff8 fs4 fc2 sc0 ls0 ws0">produktu oraz <span class="_ _0"></span>Niemcy <span class="_ _0"></span>z <span class="_ _0"></span>27% <span class="_ _0"></span>udziałem. <span class="_ _0"></span>Kolejne <span class="_ _0"></span>duże <span class="_ _0"></span>dostawy <span class="_ _0"></span>trafiały <span class="_ _0"></span>do <span class="_ _0"></span>Polski <span class="_ _0"></span>głównie <span class="_ _0"></span>z <span class="_ _0"></span>krajów <span class="_ _0"></span>europejskich takich <span class="_ _0"></span>jak <span class="_ _0"></span>Szwecja<span class="_ _6"></span><span class="ff6 lsf">, <span class="ls0">Holandia, </span></span></div><div class="t m0 x1 h10 yf8 ff8 fs4 fc2 sc0 ls0 ws0">Litwa i Finlandia, jednocześnie olej napędowy był importowany z Indii<span class="_ _1"></span> i Kuwejtu. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y714 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>2024 r. <span class="_ _0"></span>eksport <span class="_ _0"></span>benzyn <span class="_ _0"></span>wyniósł <span class="_ _0"></span>o<span class="_ _0"></span>k. 0,5 <span class="_ _0"></span>mln <span class="_ _0"></span>m</div><div class="t m0 xda h3c yd0 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xdb h10 y714 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff8">i <span class="_ _0"></span>oleju <span class="_ _0"></span>nap<span class="_ _0"></span>ędowego o<span class="_ _0"></span>k. 2,2 <span class="_ _0"></span>mln <span class="_ _0"></span>m</span></div><div class="t m0 xdc h3c yd0 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xdd h10 y714 ff8 fs4 fc2 sc0 ls0 ws0">. <span class="_ _0"></span>Ukraina była <span class="_ _5"></span>głównym <span class="_ _0"></span>odbiorcą <span class="_ _0"></span>benzyn silniko<span class="_ _0"></span>wych <span class="_ _0"></span>i </div><div class="t m0 x1 h10 y715 ff8 fs4 fc2 sc0 ls0 ws0">oleju napędowego, gdzie trafiło odpowiednio 78% i 72% dostaw z Polski. <span class="ff6"> </span></div><div class="t m0 xce h11 y716 ff7 fs3 fc5 sc0 ls9 ws0">5.2.2. <span class="ls0">BIOPALIWA<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y717 ff8 fs4 fc2 sc0 ls0 ws0">Wprowadzenie <span class="_ _0"></span>o<span class="_ _0"></span>d <span class="_ _5"></span>stycznia <span class="_ _5"></span>2024 <span class="_ _5"></span>roku <span class="_ _5"></span>benzyny <span class="_ _5"></span>silnikowej <span class="_ _5"></span>95 <span class="_ _5"></span>o<span class="_ _0"></span>ktanowej <span class="_ _5"></span>z <span class="_ _5"></span>zawartością <span class="_ _5"></span>10% <span class="_ _5"></span>biokomponentu <span class="_ _5"></span>(E10), <span class="_ _5"></span>zwiększyło <span class="_ _5"></span>perspekt<span class="_ _5"></span><span class="ff6">ywy </span></div><div class="t m0 x1 h10 y718 ff8 fs4 fc2 sc0 ls0 ws0">wzrostu krajowej produkcji etan<span class="_ _1"></span>olu. Według szacunków w 2024 r. <span class="_ _1"></span>najwięksi operat<span class="_ _1"></span>orzy rynkowi dodali do ben<span class="_ _1"></span>zyn silnikowych okoł<span class="_ _0"></span><span class="ff6 ls12">o <span class="ls0">519 tys. </span></span></div><div class="t m0 x1 h10 y719 ff6 fs4 fc2 sc0 ls0 ws0">m</div><div class="t m0 xde h3c y71a ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xdf h10 y719 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff8">etanolu (liczonego razem z eterami), czyli o 41,2% więcej niż w 2023 r. W pierwszym kwartale 2<span class="_ _0"></span>024 roku produkcja bioetanolu w<span class="_ _5"></span>zrosła o </span></div><div class="t m0 x1 h10 y593 ff8 fs4 fc2 sc0 ls0 ws0">26% r/r <span class="_ _10"></span>do poziomu <span class="_ _1"></span>ponad <span class="_ _10"></span>100 tys. ton. <span class="_ _10"></span>Głównym surowcem <span class="_ _1"></span>do p<span class="_ _1"></span>rodukcji te<span class="_ _1"></span>go p<span class="_ _1"></span>aliwa była <span class="_ _10"></span>w<span class="_ _0"></span> Polsce <span class="_ _10"></span>kukurydza, pocho<span class="_ _0"></span>dząca nie<span class="_ _1"></span>mal <span class="_ _1"></span>w całości<span class="_ _1"></span> </div><div class="t m0 x1 h10 y594 ff8 fs4 fc2 sc0 ls0 ws0">od krajowych producentów.<span class="ff6"> </span></div><div class="t m0 x1 h10 y3d3 ff8 fs4 fc2 sc0 ls0 ws0">Ponadto do blendingu z olejem napędowym wykorzystano ponad 1,3 mln m</div><div class="t m0 xe0 h3c y71b ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xe1 h10 y3d3 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff8">estrów metylowych, czyli o 3,8% więcej niż rok wcześniej. </span> </div><div class="t m0 x1 h10 y71c ff8 fs4 fc2 sc0 ls0 ws0">Realizacja <span class="_ _6"></span>Narodowego <span class="_ _6"></span>Celu <span class="_ _6"></span>W<span class="_ _0"></span>skaźnikowego, <span class="_ _6"></span>który <span class="_ _6"></span>w<span class="_ _0"></span> <span class="_ _6"></span>2024 <span class="_ _6"></span>r. <span class="_ _7"></span>wzrósł <span class="_ _6"></span>z <span class="_ _7"></span>8,9% <span class="_ _6"></span>do <span class="_ _7"></span>9,1% <span class="_ _6"></span>była <span class="_ _6"></span>wspomagana <span class="_ _6"></span>sprzedażą <span class="_ _7"></span>estrów <span class="_ _6"></span>stanowiącyc<span class="_ _0"></span>h<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y71d ff6 fs4 fc2 sc0 ls0 ws0">samoistne paliwo, znane jako B100.  </div><div class="t m0 x1 h10 y71e ff8 fs4 fc2 sc0 ls0 ws0">Szacuje się, że producenci skierowali n<span class="_ _1"></span>a krajowy rynek około 209 tys. m</div><div class="t m0 xe2 h3c y401 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xe3 h10 y71e ff6 fs4 fc2 sc0 ls0 ws0"> paliwa B100, ponadto blisko 100 tys. m</div><div class="t m0 xb9 h3c y401 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xe4 h10 y71e ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff8">bezpośrednio poza polskie </span></div><div class="t m0 x1 h10 y71f ff6 fs4 fc2 sc0 ls0 ws0">granice.  </div><div class="t m0 x1 h10 y720 ff8 fs4 fc2 sc0 ls0 ws0">Według raportu Renewables 202<span class="_ _0"></span>3 –<span class="ff6"> <span class="_ _0"></span>Analysis </span>–<span class="ff6"> </span>IE<span class="_ _0"></span>A do 2030 <span class="_ _0"></span>roku popyt <span class="_ _0"></span>na biopaliwa w <span class="_ _0"></span>transporcie drogowym <span class="_ _0"></span>na świecie wzrośnie o <span class="_ _0"></span>27 mld </div><div class="t m0 x1 h10 y721 ff8 fs4 fc2 sc0 ls0 ws0">litrów, <span class="_ _0"></span>z<span class="_ _0"></span>aś <span class="_ _0"></span>biopaliwa <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _5"></span>transporci<span class="_ _1"></span>e <span class="_ _0"></span>morskim <span class="_ _5"></span>i <span class="_ _5"></span>lotniczym <span class="_ _0"></span>o <span class="_ _5"></span>9 <span class="_ _0"></span>mld <span class="_ _5"></span>litrów. <span class="_ _5"></span>Udział <span class="_ _0"></span>biopaliw <span class="_ _5"></span>w <span class="_ _0"></span>cał<span class="_ _0"></span>kowitym <span class="_ _0"></span>zapotrzebowaniu <span class="_ _0"></span>na <span class="_ _5"></span>pali<span class="_ _5"></span>wa <span class="_ _5"></span>ciekłe <span class="_ _0"></span>w </div><div class="t m0 x1 h10 y722 ff8 fs4 fc2 sc0 ls0 ws0">transporcie <span class="_ _1"></span>wzrośnie z <span class="_ _1"></span>5,6% w 20<span class="_ _1"></span>23 roku <span class="_ _1"></span>do 6,4% <span class="_ _1"></span>w 2030 roku<span class="_ _1"></span>, osiąg<span class="_ _1"></span>ając wolumen 215 <span class="_ _10"></span>mld litrów rocznie w <span class="_ _1"></span>scenarius<span class="_ _1"></span>zu bazowym n<span class="ff6">a koniec </span></div><div class="t m0 x1 h10 y51 ff8 fs4 fc2 sc0 ls0 ws0">dekady. Za 85% wzrostu popytu odpowiadać będą państwa Europy, a także USA, Brazylia, Indonezja oraz Indie.<span class="ff6"> </span></div><div class="t m0 xce h11 y388 ff7 fs3 fc5 sc0 ls9 ws0">5.2.3. <span class="ls0">GAZ LPG<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y3b2 ff8 fs4 fc2 sc0 ls0 ws0">W 2024 r. <span class="_ _10"></span>ko<span class="_ _0"></span>nsumpcja LPG w <span class="_ _1"></span>Polsce wyniosła 5,0 mln <span class="_ _1"></span>m</div><div class="t m0 xb7 h3c y723 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xe5 h10 y3b2 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff8">i była o <span class="_ _1"></span>9,2% wyższa w porównaniu <span class="_ _1"></span>z rokiem poprzedni<span class="_ _1"></span>m. W Polsce gaz <span class="_ _1"></span>płynny LPG </span></div><div class="t m0 x1 h10 y724 ff8 fs4 fc2 sc0 ls0 ws0">w <span class="_ _0"></span>większości pochodził <span class="_ _0"></span>z<span class="_ _0"></span> importu. <span class="_ _0"></span>W<span class="_ _0"></span> 2024 <span class="_ _0"></span>r.<span class="_ _0"></span> <span class="_ _0"></span>gaz <span class="_ _0"></span>LPG <span class="_ _0"></span>został <span class="_ _0"></span>sprowadzony <span class="_ _0"></span>w <span class="_ _0"></span>ilości <span class="_ _0"></span>4,8 <span class="_ _0"></span>mln <span class="_ _0"></span>m</div><div class="t m0 x6f h3c y4f6 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xe6 h10 y724 ff8 fs4 fc2 sc0 ls0 ws0">, <span class="_ _0"></span>tj. <span class="_ _0"></span>ni<span class="_ _0"></span>ewiele mniejszej <span class="_ _0"></span>ilości <span class="_ _0"></span>niż <span class="_ _0"></span>rok <span class="_ _0"></span>wc<span class="_ _0"></span>ześniej, </div><div class="t m0 x1 h10 y7d ff8 fs4 fc2 sc0 ls0 ws0">natomiast znacznie więcej tego paliwa pozostało w kraju z uwagi na skokowy spadek r<span class="_ _1"></span>eeksportu tego produktu.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y725 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>grudniu <span class="_ _0"></span>2024 <span class="_ _5"></span>r <span class="_ _0"></span>zac<span class="_ _0"></span>zęły <span class="_ _0"></span>obowiązywać <span class="_ _5"></span>sankcje <span class="_ _0"></span>nałożone <span class="_ _0"></span>na <span class="_ _5"></span>produkt <span class="_ _0"></span>rosyjski, <span class="_ _5"></span>zgodnie <span class="_ _0"></span>z <span class="_ _5"></span>którymi. <span class="_ _5"></span>import <span class="_ _0"></span>gazu <span class="_ _0"></span>LPG <span class="_ _5"></span>z <span class="_ _5"></span>kierunku <span class="_ _0"></span>wsch<span class="_ _5"></span><span class="ff6">o<span class="_ _0"></span>dniego </span></div><div class="t m0 x1 h10 y7f ff8 fs4 fc2 sc0 ls0 ws0">jest <span class="_ _14"> </span>zabroniony. <span class="_ _13"> </span>Konsekwencją <span class="_ _23"> </span>tego <span class="_ _13"> </span>będzie <span class="_ _14"> </span>zmiana<span class="ff6"> <span class="_ _13"> </span></span>syt<span class="_ _0"></span>uacji <span class="_ _13"> </span>podażowej <span class="_ _13"> </span>i <span class="_ _13"> </span>konieczność <span class="_ _13"> </span>zmiany <span class="_ _14"> </span>ł<span class="_ _0"></span>ańcuchów <span class="_ _13"> </span>dostaw. <span class="_ _14"> </span>R<span class="_ _0"></span>osyjski <span class="_ _14"> </span>L<span class="_ _0"></span>PG <span class="_ _14"> </span>jest </div><div class="t m0 x1 h10 y51f ff8 fs4 fc2 sc0 ls0 ws0">zastępowany <span class="_ _6"></span>głównie <span class="_ _6"></span>importem <span class="_ _6"></span>z <span class="_ _6"></span>innych <span class="_ _6"></span>krajów. <span class="_ _6"></span>W <span class="_ _6"></span>październiku <span class="_ _6"></span>2024 <span class="_ _6"></span>r. <span class="_ _6"></span>największy <span class="_ _6"></span>udział <span class="_ _6"></span>w <span class="_ _6"></span>pol<span class="_ _0"></span>skim <span class="_ _6"></span>imporcie <span class="_ _6"></span>miała <span class="_ _6"></span>Szwecja <span class="_ _6"></span>(29%)<span class="_ _6"></span><span class="ff6">, <span class="_ _6"></span>na<span class="_ _1"></span> </span></div><div class="t m0 x1 h10 y726 ff8 fs4 fc2 sc0 ls0 ws0">trzecim miejscu uplasowały się Stany Zjednoczone (9,6%), na kolejny miejscu uplasowała się Norwegia (5,7%).<span class="ff6"> </span></div><div class="t m0 xce h11 y727 ff7 fs3 fc5 sc0 ls9 ws0">5.2.4. <span class="ls0">STACJE<span class="_ _0"></span> PALIW </span></div><div class="t m0 x1 h10 y728 ff8 fs4 fc2 sc0 ls0 ws0">Na koniec 2024 r. na krajowym rynku paliw funkcjonowało ponad 7 937 stacji p<span class="_ _1"></span>aliw, czyli o 22 więcej niż w 2023 r. <span class="ff6"> </span></div><div class="t m0 x1 h10 y729 ff6 fs4 fc2 sc0 ls0 ws0">1 <span class="ff8">941 s<span class="_ _1"></span>tacji p<span class="_ _1"></span>aliw <span class="_ _1"></span>funkcjonowało <span class="_ _10"></span>w<span class="_ _0"></span> si<span class="_ _1"></span>eci <span class="_ _1"></span>jedynego <span class="_ _1"></span>koncernu <span class="_ _10"></span>krajow<span class="_ _0"></span>ego, a <span class="_ _10"></span>1 993 <span class="_ _10"></span>stacje należały <span class="_ _1"></span>do <span class="_ _1"></span> konce<span class="_ _1"></span>rnów zagrani<span class="_ _1"></span>cznych. S<span class="_ _1"></span>iec<span class="_ _0"></span>i n<span class="_ _1"></span>iezależne </span></div><div class="t m0 x1 h10 y72a ff8 fs4 fc2 sc0 ls0 ws0">(działające <span class="_ _0"></span>pod jednym <span class="_ _0"></span>brandem) <span class="_ _0"></span>skupiały <span class="_ _0"></span>łącznie 1<span class="_ _0"></span><span class="ff6"> </span>590 <span class="_ _0"></span>stacji <span class="_ _0"></span>i <span class="_ _0"></span>pozo<span class="_ _0"></span>stali operatorzy <span class="_ _0"></span>niezależni posiadali <span class="_ _0"></span>2<span class="_ _0"></span><span class="ff6"> 240 <span class="_ _0"></span>stac</span>ji, <span class="_ _0"></span>173 <span class="_ _0"></span>stacje nale<span class="_ _0"></span>żały <span class="_ _0"></span>do </div><div class="t m0 x1 h10 y72b ff8 fs4 fc2 sc0 ls0 ws0">sklepów wielkopowierzchniowych.<span class="ff6"> </span></div><div class="t m0 x1 h10 y72c ff8 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _12"> </span>podstawie  dostępnych <span class="_ _12"> </span>danych  za <span class="_ _12"> </span>rok  2024 <span class="_ _12"> </span>r.  obrót <span class="_ _12"> </span>detaliczny  paliwami <span class="_ _12"> </span>płynnymi  wyn<span class="_ _1"></span>iósł  ponad<span class="_ _1"></span>  184 <span class="_ _12"> </span>mld  zł. <span class="_ _12"> </span>Jest <span class="_ _12"> </span>to  wypadkowa </div><div class="t m0 x1 h10 y72d ff8 fs4 fc2 sc0 ls0 ws0">zaobserwowanego <span class="_ _10"></span>spadku <span class="_ _10"></span>cen <span class="_ _10"></span>pa<span class="_ _0"></span>liw <span class="_ _10"></span>i <span class="_ _10"></span>ro<span class="_ _0"></span>snącej <span class="_ _10"></span>sprzedaży <span class="_ _10"></span>detalicznej, <span class="_ _1"></span>której <span class="_ _10"></span>wolumen <span class="_ _10"></span>dla <span class="_ _10"></span>trzech <span class="_ _1"></span>podstawowych <span class="_ _10"></span>paliw <span class="_ _10"></span>(<span class="_ _0"></span>BS, <span class="_ _10"></span>ON, <span class="_ _10"></span>LPG)<span class="_ _5"></span><span class="ff6"> <span class="_ _1"></span><span class="ff8">okreś<span class="_ _1"></span><span class="ff6">lono </span></span></span></div><div class="t m0 x1 h10 y72e ff8 fs4 fc2 sc0 ls0 ws0">na ponad 31 mld litrów. <span class="ff6"> </span></div><div class="t m0 xce h11 y72f ff7 fs3 fc5 sc0 ls9 ws0">5.2.5. <span class="ls0">PRODUKTY A<span class="_ _0"></span>SFALTOW<span class="_ _0"></span>E </span></div><div class="t m0 x1 h10 y730 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _7"></span>2024 <span class="_ _6"></span>r. <span class="_ _7"> </span>branża <span class="_ _7"> </span>budowlana <span class="_ _7"></span>zmagała <span class="_ _6"></span>się <span class="_ _7"></span>z <span class="_ _7"></span>niepewnością <span class="_ _6"></span>i <span class="_ _7"></span>licznymi <span class="_ _7"></span>trudnościami, <span class="_ _6"></span>co<span class="_ _0"></span> <span class="_ _6"></span>w <span class="_ _7"> </span>wielu <span class="_ _6"></span>przypadkach <span class="_ _7"></span>prowadziło <span class="_ _7"></span>do <span class="_ _7"></span>spowolnie<span class="_ _0"></span><span class="ff6">nia </span></div><div class="t m0 x1 h10 y3f0 ff8 fs4 fc2 sc0 ls0 ws0">inwestycyjnego. <span class="_ _6"></span>Duży <span class="_ _7"> </span>wpływ <span class="_ _7"></span>na <span class="_ _6"></span>skalę <span class="_ _7"></span>i <span class="_ _6"></span>mo<span class="_ _0"></span>żliwości <span class="_ _6"></span>w <span class="_ _7"> </span>zakresie <span class="_ _7"></span>inwestycji <span class="_ _6"></span>infrastrukturalnych <span class="_ _6"></span>miał<span class="_ _0"></span>y <span class="_ _6"></span>z<span class="_ _0"></span>ablokowane <span class="_ _6"></span>środki <span class="_ _7"></span>finansowe<span class="_ _0"></span><span class="ff6"> <span class="_ _7"> </span>z<span class="_ _0"></span> <span class="_ _6"></span>Unii </span></div><div class="t m0 x1 h10 y731 ff8 fs4 fc2 sc0 ls0 ws0">Europejskiej. <span class="_ _5"></span>Presja <span class="_ _6"></span>płacowa, <span class="_ _5"></span>inflacja, <span class="_ _6"></span>wysoki <span class="_ _5"></span>koszt <span class="_ _6"></span>wielu <span class="_ _0"></span>materiałów<span class="_ _0"></span> <span class="_ _5"></span>budowlanych <span class="_ _6"></span>oraz <span class="_ _5"></span>energii, <span class="_ _5"></span>a <span class="_ _6"></span>także <span class="_ _6"></span>trwający <span class="_ _5"></span>konflikt <span class="_ _5"></span>w <span class="_ _6"></span>U<span class="_ _0"></span>krainie <span class="_ _6"></span>były </div><div class="t m0 x1 h10 y732 ff8 fs4 fc2 sc0 ls0 ws0">czynnikami, które miały istotny wpływ na kondycję oraz rentowność kontraktów oraz utru<span class="_ _1"></span>dniały realizację projektó<span class="_ _0"></span><span class="ff6">w drogowych.  </span></div><div class="t m0 x1 h10 y1bd ff8 fs4 fc2 sc0 ls0 ws0">Pomimo <span class="_ _10"></span>szeregu <span class="_ _10"></span>negatywnych <span class="_ _10"></span>c<span class="_ _0"></span>zynników <span class="_ _10"></span>i<span class="ff6"> </span>spowo<span class="_ _0"></span>lnienia <span class="_ _10"></span>w <span class="_ _10"></span>o<span class="_ _0"></span>głaszaniu <span class="_ _10"></span>nowych <span class="_ _1"></span>przetargów, <span class="_ _10"></span>budownictwo <span class="_ _10"></span>drogowe <span class="_ _1"></span>stanowiło <span class="_ _10"></span>obszar <span class="_ _10"></span>wysokiej </div><div class="t m0 x1 h10 y1be ff8 fs4 fc2 sc0 ls0 ws0">aktywności <span class="_ _5"></span>polskiego <span class="_ _5"></span>rynku <span class="_ _5"></span>budo<span class="_ _0"></span>wlanego. <span class="_ _5"></span>Potwierdzają <span class="_ _5"></span>to <span class="_ _6"></span>liczne<span class="_ _1"></span> <span class="_ _5"></span>programy <span class="_ _5"></span>inwestycji <span class="_ _5"></span>infrastrukt<span class="_ _0"></span>uralnych <span class="_ _5"></span>realizowane <span class="_ _5"></span>w <span class="_ _5"></span>Polsce. <span class="_ _7"> </span><span class="ff6">R</span>ządo<span class="_ _0"></span>wy </div><div class="t m0 x1 h10 y1bf ff8 fs4 fc2 sc0 ls0 ws0">Program <span class="_ _5"></span>Budowy <span class="_ _5"></span>Dróg <span class="_ _5"></span>Krajo<span class="_ _0"></span>wych <span class="_ _5"></span>(RPBDK) <span class="_ _5"></span>do <span class="_ _6"></span>2030 <span class="_ _0"></span>roku <span class="_ _5"></span>(z<span class="_ _0"></span> <span class="_ _5"></span>możliwością <span class="_ _5"></span>przedłużenia <span class="_ _5"></span>do <span class="_ _6"></span>2033 <span class="_ _0"></span>rok<span class="_ _0"></span>u) <span class="_ _5"></span>ma <span class="_ _5"></span>strat<span class="_ _0"></span>egiczne <span class="_ _5"></span>znaczenie <span class="_ _5"></span>dla <span class="_ _6"></span>Po<span class="_ _0"></span><span class="ff6">lski. </span></div><div class="t m0 x1 h10 y733 ff8 fs4 fc2 sc0 ls0 ws0">Wraz z <span class="_ _10"></span>nim realizowane <span class="_ _10"></span>są dodatkowe p<span class="_ _1"></span>rogramy, taki<span class="_ _1"></span>e <span class="_ _1"></span>jak <span class="_ _1"></span>Program Bud<span class="_ _1"></span>owy 100 <span class="_ _10"></span>Obwo<span class="_ _0"></span>dnic <span class="_ _1"></span>do <span class="_ _1"></span>2030 roku<span class="_ _1"></span>, wsp<span class="_ _1"></span>ierające <span class="_ _1"></span>rozwój s<span class="ff6">ieci drogowej.  </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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">50<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>2024 r. <span class="_ _0"></span>do <span class="_ _0"></span>użytku <span class="_ _0"></span>oddano <span class="_ _0"></span>156 <span class="_ _0"></span>km <span class="_ _0"></span>nowyc<span class="_ _0"></span>h dróg, <span class="_ _0"></span>GDDKiA <span class="_ _0"></span>ogłosił<span class="_ _0"></span>a <span class="_ _0"></span>przetargi na <span class="_ _0"></span>odcinki <span class="_ _0"></span>o <span class="_ _0"></span>łącznej <span class="_ _0"></span>długości <span class="_ _0"></span>ponad <span class="_ _0"></span>300 <span class="_ _0"></span>km <span class="_ _0"></span>o <span class="_ _0"></span>wartośc<span class="_ _6"></span><span class="ff6">i ok. <span class="_ _0"></span>13 </span></div><div class="t m0 x1 h10 y12c ff8 fs4 fc2 sc0 ls0 ws0">mld zł. Ponadto, podpisano umowy na zadania o łącznej długości 456 km i wartości 18,9 mld zł (403 km dróg w ramach RPBDK o<span class="_ _0"></span><span class="ff6">raz 53 km w </span></div><div class="t m0 x1 h10 yf8 ff6 fs4 fc2 sc0 ls0 ws0">ramach PB100 Obwodnic).  </div><div class="t m0 xce h11 y734 ff7 fs3 fc5 sc0 ls9 ws0">5.2.6. <span class="ls0">GAZ ZIEM<span class="_ _0"></span>NY </span></div><div class="t m0 x1 h10 y3a0 ff8 fs4 fc2 sc0 ls0 ws0">Do <span class="_ _7"> </span>lutego <span class="_ _7"> </span>2024 <span class="_ _7"> </span>r. <span class="_ _12"> </span>obserwowano <span class="_ _6"></span>utrzymanie <span class="_ _7"> </span>się <span class="_ _7"> </span>trendu <span class="_ _12"> </span>spadkowego <span class="_ _7"></span>notowań <span class="_ _7"> </span>gazu <span class="_ _7"> </span>ziemnego <span class="_ _7"> </span>na <span class="_ _12"> </span>rynku, <span class="_ _6"></span>który <span class="_ _7"> </span>ro<span class="_ _0"></span>zpoczął <span class="_ _7"></span>się <span class="_ _7"></span>pod <span class="_ _7"></span>koniec<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y632 ff8 fs4 fc2 sc0 ls0 ws0">czwartego <span class="_ _5"></span>kwartału <span class="_ _0"></span>2023 <span class="_ _5"></span>roku. <span class="_ _0"></span>Wśród <span class="_ _5"></span>kluczowych <span class="_ _5"></span>elementów, <span class="_ _5"></span>które <span class="_ _0"></span>przyczyniły <span class="_ _5"></span>się <span class="_ _0"></span>do <span class="_ _5"></span>pogłębienia <span class="_ _5"></span>tendencji <span class="_ _0"></span>spadkowej, <span class="_ _5"></span>należy <span class="_ _5"></span>wy<span class="_ _5"></span><span class="ff6">mieni</span><span class="ls2c">ć </span></div><div class="t m0 x1 h10 y735 ff8 fs4 fc2 sc0 ls0 ws0">łagodniejszą niż średnia te<span class="_ _1"></span>mperaturowo pogoda w Europie, a co za tym idzie niższy popyt n<span class="_ _1"></span>a paliwo gazowe (przy wysokiej produ<span class="ff6">kcji energii </span></div><div class="t m0 x1 h10 y2cc ff8 fs4 fc2 sc0 ls0 ws0">ze źródeł OZE).<span class="ff6"> </span></div><div class="t m0 x1 h10 y719 ff8 fs4 fc2 sc0 ls0 ws0">W d<span class="_ _1"></span>alszej <span class="_ _1"></span>części <span class="_ _1"></span>2024 <span class="_ _1"></span>r. cen<span class="_ _1"></span>y <span class="_ _1"></span>gazu <span class="_ _1"></span>ziemnego <span class="_ _1"></span>na <span class="_ _1"></span>rynkach <span class="_ _10"></span>euro<span class="_ _0"></span>pejskim <span class="_ _1"></span>jak i<span class="_ _1"></span> kr<span class="_ _1"></span>ajowym <span class="_ _1"></span>systematycznie <span class="_ _10"></span>rosły, związane <span class="_ _1"></span>to <span class="_ _1"></span>było <span class="_ _1"></span>głów<span class="_ _0"></span>nie <span class="_ _1"></span>z <span class="_ _10"></span>niższym<span class="_ _0"></span> </div><div class="t m0 x1 h10 y593 ff8 fs4 fc2 sc0 ls0 ws0">importem <span class="_ _6"></span>LNG <span class="_ _6"></span>do <span class="_ _6"></span>E<span class="_ _0"></span>uropy <span class="_ _6"></span>(względem <span class="_ _6"></span>poprzednich <span class="_ _6"></span>lat), <span class="_ _6"></span>wyższą <span class="_ _7"></span>konkurencją <span class="_ _6"></span>o <span class="_ _6"></span>jego <span class="_ _6"></span>dostawy <span class="_ _7"></span>jesienią <span class="_ _6"></span>(fala <span class="_ _6"></span>upałów <span class="_ _6"></span>w <span class="_ _7"></span>Azji) <span class="_ _6"></span>or<span class="_ _5"></span>az <span class="_ _6"></span>odcięciem </div><div class="t m0 x1 h10 y736 ff8 fs4 fc2 sc0 ls0 ws0">dostaw do E<span class="_ _0"></span>uropy z Federacji Rosyjskiej przez terytorium Ukrainy, a także <span class="_ _0"></span>kolejnymi sankcjami nakładanymi przez USA na rozlic<span class="_ _5"></span><span class="ff6">zenia w <span class="_ _0"></span>USD </span></div><div class="t m0 x1 h10 y297 ff8 fs4 fc2 sc0 ls0 ws0">z <span class="_ _5"></span>podmiotami <span class="_ _0"></span>z <span class="_ _5"></span>terenu <span class="_ _0"></span>Federacji <span class="_ _0"></span>Ro<span class="_ _0"></span>syjskiej. <span class="_ _0"></span>W <span class="_ _5"></span>2024 <span class="_ _5"></span>roku <span class="_ _0"></span>import <span class="_ _5"></span>LNG <span class="_ _0"></span>do <span class="_ _5"></span>Polski <span class="_ _0"></span>był <span class="_ _5"></span>na <span class="_ _5"></span>podobnym <span class="_ _0"></span>poziomie <span class="_ _5"></span>wzgl<span class="_ _0"></span>ędem <span class="_ _0"></span>poprzedniego <span class="_ _5"></span>roku <span class="_ _5"></span>i </div><div class="t m0 x1 h10 y737 ff8 fs4 fc2 sc0 ls0 ws0">wyniósł 6,42 mld m</div><div class="t m0 xc2 h3c y738 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 x7c h10 y737 ff8 fs4 fc2 sc0 ls0 ws0">. Głównymi dostawcami skroplonego gazu do kraju były Stan<span class="_ _1"></span>y Zjednoczone (56%) oraz Katar (38%). <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y739 ff8 fs4 fc2 sc0 ls0 ws0">Opisane zmiany cenowe <span class="_ _0"></span>były jednak relatywnie <span class="_ _0"></span>niskie w stos<span class="_ _0"></span>unku do <span class="_ _0"></span>ruchów cenowych <span class="_ _0"></span>w latach <span class="_ _0"></span>2021/2022 które wstrząsnęły E<span class="_ _0"></span>urope<span class="_ _5"></span><span class="ff6">jskim </span></div><div class="t m0 x1 h10 y73a ff6 fs4 fc2 sc0 ls0 ws0">rynkiem gazu ziemnego.  </div><div class="t m0 xce h11 y73b ff7 fs3 fc5 sc0 ls9 ws0">5.2.7. <span class="ls0">ENERGIA ELEK<span class="_ _0"></span>TRYCZNA<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y4f0 ff8 fs4 fc2 sc0 ls0 ws0">W 2024 roku ceny energii elektrycznej spad<span class="_ _1"></span>ły w porównaniu do roku 2023, co było wynikiem kilku kluczowych czynników. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y73c ff8 fs4 fc2 sc0 ls0 ws0">Jednym z<span class="_ _0"></span> <span class="_ _0"></span>najważniejszych <span class="_ _0"></span>była <span class="_ _5"></span>rosnąca <span class="_ _0"></span>produkcja <span class="_ _0"></span>energii <span class="_ _0"></span>z <span class="_ _5"></span>odnawialnych <span class="_ _0"></span>źródeł <span class="_ _0"></span>energii <span class="_ _0"></span>(OZE<span class="_ _0"></span>), <span class="_ _0"></span>zwłaszcza <span class="_ _0"></span>z <span class="_ _5"></span>fotowoltaiki (PV<span class="_ _0"></span>). <span class="_ _0"></span>C<span class="_ _5"></span>oraz <span class="_ _0"></span>większa </div><div class="t m0 x1 h10 y73d ff8 fs4 fc2 sc0 ls0 ws0">liczba <span class="_ _7"> </span>instalacji <span class="_ _12"> </span>PV, <span class="_ _12"> </span>zarówno <span class="_ _12"> </span>na <span class="_ _6"></span>poz<span class="_ _0"></span>iomie <span class="_ _7"> </span>indywidualnym <span class="_ _12"> </span>(prosumentów), <span class="_ _12"> </span>jak <span class="_ _7"> </span>i <span class="_ _12"> </span>dużych <span class="_ _7"> </span>farm <span class="_ _12"> </span>słonecznych, <span class="_ _7"> </span>przyczyniła <span class="_ _12"> </span>się  <span class="ff6">do <span class="_ _7"> </span>znacz<span class="_ _0"></span>nego </span></div><div class="t m0 x1 h10 y5bd ff8 fs4 fc2 sc0 ls0 ws0">zwiększenia <span class="_ _20"> </span>podaży <span class="_ _20"> </span>energii <span class="_ _20"> </span>w <span class="_ _20"> </span>godzinach <span class="_ _20"> </span>największego <span class="_ _20"> </span>nasł<span class="_ _0"></span>onecznienia. <span class="_ _20"> </span>W <span class="_ _20"> </span>efekcie, <span class="_ _20"> </span>w <span class="_ _20"> </span>wielu <span class="_ _20"> </span>przypadkach <span class="_ _20"> </span>podaż <span class="_ _1e"> </span>przewyższała </div><div class="t m0 x1 h10 y73e ff8 fs4 fc2 sc0 ls0 ws0">zapotrzebowanie, prowadząc d<span class="_ _1"></span>o coraz c<span class="_ _1"></span>zęstszego <span class="_ _1"></span>pojawiania się <span class="_ _10"></span>c<span class="_ _0"></span>en ujemnych n<span class="_ _1"></span>a rynku hurt<span class="_ _1"></span>owym. Producenci mu<span class="_ _1"></span>sieli dopłacać od<span class="_ _0"></span><span class="ff6">biorcom </span></div><div class="t m0 x1 h10 y73f ff8 fs4 fc2 sc0 ls0 ws0">do <span class="_ _5"></span>zużycia <span class="_ _5"></span>energii, <span class="_ _5"></span>ponieważ <span class="_ _5"></span>nadwyżka <span class="_ _5"></span>generacji <span class="_ _5"></span>nie <span class="_ _0"></span>mo<span class="_ _0"></span>gła <span class="_ _5"></span>zostać <span class="_ _5"></span>w <span class="_ _5"></span>pełni <span class="_ _5"></span>zagospodarowana. <span class="_ _5"></span>Ceny <span class="_ _5"></span>ujemne <span class="_ _5"></span>występowały <span class="_ _5"></span>głównie <span class="_ _5"></span>w <span class="_ _5"></span>d<span class="_ _5"></span><span class="ff6">ni <span class="_ _5"></span>o </span></div><div class="t m0 x1 h10 y3df ff8 fs4 fc2 sc0 ls0 ws0">dużym <span class="_ _12"> </span>nasłonecznieniu <span class="_ _12"> </span>i <span class="_ _12"> </span>niskim  zapotrzeb<span class="_ _1"></span>owaniu <span class="_ _12"> </span>na <span class="_ _12"> </span>energię, <span class="_ _12"> </span>na  przykład <span class="_ _12"> </span>w <span class="_ _12"> </span>weekendy <span class="_ _12"> </span>czy <span class="_ _12"> </span>dni <span class="_ _12"> </span>świąteczne. <span class="_ _12"> </span>Kolejnym <span class="_ _12"> </span>czynnik<span class="_ _5"></span>iem  była </div><div class="t m0 x1 h10 y740 ff8 fs4 fc2 sc0 ls0 ws0">stabilizacja <span class="_ _5"></span>cen <span class="_ _5"></span>surowców <span class="_ _6"></span>en<span class="_ _1"></span>ergetycznych, <span class="_ _5"></span>takich <span class="_ _5"></span>jak <span class="_ _5"></span>gaz <span class="_ _5"></span>ziemny <span class="_ _6"></span>i <span class="_ _0"></span>węgiel <span class="_ _5"></span>która <span class="_ _5"></span>miała <span class="_ _6"></span>wpływ <span class="_ _5"></span>na <span class="_ _5"></span>obniżenie <span class="_ _5"></span>kosztów <span class="_ _5"></span>wytw<span class="_ _0"></span>arzania <span class="_ _5"></span>e<span class="_ _5"></span><span class="ff6">nergii <span class="_ _5"></span>w </span></div><div class="t m0 x1 h10 y741 ff6 fs4 fc2 sc0 ls0 ws0">elektrowniach konwencjonalnych. </div><div class="t m0 x1 h10 y201 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>trzecim <span class="_ _5"></span>kwartale <span class="_ _5"></span>2024 <span class="_ _5"></span>roku <span class="_ _5"></span>wprowadzono <span class="_ _5"></span>reformę <span class="_ _5"></span>rynku <span class="_ _5"></span>bilansującego. <span class="_ _5"></span>Głównym <span class="_ _5"></span>zadaniem <span class="_ _5"></span>reformy <span class="_ _5"></span>było <span class="_ _5"></span>wzmocnienie <span class="_ _0"></span>mechanizmów </div><div class="t m0 x1 h10 y439 ff8 fs4 fc2 sc0 ls0 ws0">rynkowych w <span class="_ _10"></span>taki sposób, <span class="_ _10"></span>by poprzez odpowiedn<span class="_ _1"></span>ie syg<span class="_ _1"></span>nały cen<span class="_ _1"></span>owe na <span class="_ _10"></span>ryn<span class="_ _0"></span>ku <span class="_ _1"></span>(tzn. odp<span class="_ _1"></span>owiednio niskie <span class="_ _10"></span>ceny w <span class="_ _1"></span>momentach n<span class="_ _1"></span>adpodaży e<span class="_ _0"></span><span class="ff6">nergii </span></div><div class="t m0 x1 h10 y742 ff8 fs4 fc2 sc0 ls0 ws0">elektrycznej <span class="_ _12"> </span>i  odpowiednio  wysokie  ceny <span class="_ _12"> </span>w  momentach  nie<span class="_ _1"></span>doboru  energii) <span class="_ _12"> </span>skłonić  uczestników  rynku <span class="_ _12"> </span>do  zwiększenia  el<span class="_ _1"></span>astyczności<span class="_ _5"></span><span class="ff6">  <span class="ls7">i </span></span></div><div class="t m0 x1 h10 y743 ff6 fs4 fc2 sc0 ls0 ws0">dopasowania  produkcji  lub  poboru  ene<span class="_ _1"></span>rgii  elektrycznej  do  aktualnych  potrzeb<span class="_ _1"></span>  krajowego  systemu  elektroenergetycznego.  Zmiany  t<span class="_ _0"></span><span class="ls2d">e </span></div><div class="t m0 x1 h10 y744 ff6 fs4 fc2 sc0 ls0 ws0">p<span class="ff8">rzyczyniły się <span class="_ _1"></span>również do <span class="_ _1"></span>lepszej <span class="_ _1"></span>integracji <span class="_ _1"></span>z syste<span class="_ _1"></span>mem odnawialnych <span class="_ _1"></span>źródeł ene<span class="_ _1"></span>rgii e<span class="_ _1"></span>lektrycznej i <span class="_ _1"></span>ograniczania li<span class="_ _1"></span>czby nieryn<span class="ff6">kow<span class="_ _0"></span>ych redu<span class="_ _1"></span>kcji </span></span></div><div class="t m0 x1 h10 y745 ff6 fs4 fc2 sc0 ls0 ws0">generacji OZE.  </div><div class="t m0 x1 h10 y5dd ff8 fs4 fc2 sc0 ls0 ws0">Produkcja <span class="_ _6"></span>energii <span class="_ _6"></span>elektrycznej <span class="_ _6"></span>w <span class="_ _6"></span>2024 <span class="_ _6"></span>r. <span class="_ _6"></span>w <span class="_ _6"></span>Polsce <span class="_ _6"></span>wzrosła <span class="_ _6"></span>w <span class="_ _6"></span>stosunku <span class="_ _6"></span>do <span class="_ _6"></span>poprzedniego <span class="_ _6"></span>roku <span class="_ _6"></span>o <span class="_ _6"></span>2,05 <span class="_ _6"></span>pp., <span class="_ _6"></span>a <span class="_ _6"></span>krajowe <span class="_ _6"></span>zużycie <span class="_ _6"></span>o <span class="_ _6"></span>0,8<span class="_ _5"></span><span class="ff6">6 <span class="_ _6"></span>pp. <span class="_ _6"></span>Z </span></div><div class="t m0 x1 h10 y746 ff8 fs4 fc2 sc0 ls0 ws0">raportów <span class="_ _7"> </span>miesięcznych <span class="_ _7"></span>o <span class="_ _7"> </span>funkcjonowaniu <span class="_ _7"> </span>systemu <span class="_ _7"></span>za <span class="_ _7"> </span>okres <span class="_ _7"> </span>styczeń<span class="_ _0"></span><span class="ff6">-</span>grudzień <span class="_ _7"> </span>2024 <span class="_ _7"> </span>r. <span class="_ _12"> </span>wynika, <span class="_ _7"></span>że <span class="_ _7"></span>krajowa <span class="_ _7"></span>produkcja <span class="_ _7"></span>energii <span class="_ _6"></span>elekt<span class="_ _0"></span><span class="ff6">rycz<span class="_ _0"></span>nej </span></div><div class="t m0 x1 h10 y747 ff8 fs4 fc2 sc0 ls0 ws0">wyniosła <span class="_ _1"></span>w <span class="_ _10"></span>tym <span class="_ _1"></span>czasie <span class="_ _10"></span>166,99 TW<span class="_ _1"></span>h, <span class="_ _10"></span>a zużycie <span class="_ _10"></span>168,96 <span class="_ _10"></span>T<span class="_ _0"></span>Wh. <span class="_ _10"></span>W 2024 <span class="_ _9"></span>r. 121,72 <span class="_ _10"></span>TWh <span class="_ _10"></span>(spadek <span class="_ _1"></span>o <span class="_ _10"></span>2,49 pp. <span class="_ _10"></span>r/r) <span class="_ _1"></span>wyprodukowanej <span class="_ _10"></span>energii <span class="_ _10"></span>e<span class="_ _5"></span><span class="ff6">lektrycznej </span></div><div class="t m0 x1 h10 y748 ff8 fs4 fc2 sc0 ls0 ws0">pochodziło <span class="_ _0"></span>z <span class="_ _0"></span>elektrowni <span class="_ _0"></span>zawo<span class="_ _0"></span>dowych <span class="_ _0"></span>cieplnych, 35,84 <span class="_ _5"></span>TWh <span class="_ _0"></span>(<span class="_ _0"></span>wzrost <span class="_ _0"></span>o <span class="_ _0"></span>3,68 <span class="_ _5"></span>pp. <span class="_ _0"></span>r/r) <span class="_ _6"></span><span class="ff6">- </span>z <span class="_ _0"></span>elektrowni <span class="_ _0"></span>na <span class="_ _5"></span>węgiel br<span class="_ _0"></span>unat<span class="ff6">ny, <span class="_ _0"></span>16,77 <span class="_ _5"></span>TWh <span class="_ _0"></span>(wzrost <span class="_ _0"></span>o </span></div><div class="t m0 x1 h10 y749 ff6 fs4 fc2 sc0 ls0 ws0">22,84 <span class="_ _0"></span>pp. r/r) <span class="_ _0"></span>- <span class="_ _0"></span><span class="ff8">z <span class="_ _0"></span>el<span class="_ _0"></span>ektrowni gazowyc<span class="_ _0"></span>h, z<span class="_ _0"></span>aś z<span class="_ _0"></span> elektrowni <span class="_ _0"></span>wiatrowych 24,87 <span class="_ _0"></span>T<span class="_ _0"></span>Wh (<span class="_ _0"></span>wzrost <span class="_ _0"></span>o <span class="_ _0"></span>13,07 <span class="_ _0"></span>pp. r/r). <span class="_ _0"></span>W <span class="_ _0"></span>polskiej <span class="_ _0"></span>strukturze <span class="_ _0"></span>wytworzenia </span></div><div class="t m0 x1 h10 y74a ff8 fs4 fc2 sc0 ls0 ws0">energii <span class="_ _0"></span>elektrycznej <span class="_ _0"></span>udział <span class="_ _5"></span>odnawialnych <span class="_ _0"></span>źródeł <span class="_ _5"></span>energii <span class="_ _0"></span>osiągnął <span class="_ _5"></span>29,6% <span class="_ _5"></span>w <span class="_ _0"></span>2024 <span class="_ _0"></span>ro<span class="_ _0"></span>ku. <span class="_ _0"></span>Był <span class="_ _0"></span>to<span class="_ _0"></span> <span class="_ _0"></span>wzr<span class="_ _5"></span>ost <span class="_ _0"></span>o <span class="_ _5"></span>2,3 <span class="_ _0"></span>pp <span class="_ _5"></span>względem <span class="_ _0"></span>wyniku <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>2023 <span class="_ _5"></span>roku. </div><div class="t m0 x1 h10 y74b ff8 fs4 fc2 sc0 ls0 ws0">Jednocześnie <span class="_ _6"></span>w <span class="_ _7"> </span>ubiegłym <span class="_ _7"> </span>roku <span class="_ _12"> </span>odnotowano <span class="_ _6"></span>najniższy <span class="_ _7"> </span>dotychczas <span class="_ _7"> </span>udział <span class="_ _7"> </span>węgla <span class="_ _7"></span>(kamiennego <span class="_ _7"> </span>i <span class="_ _7"> </span>b<span class="_ _0"></span>runatnego <span class="_ _6"></span>łącz<span class="_ _0"></span>nie) <span class="_ _6"></span>w <span class="_ _7"> </span>krajow<span class="_ _0"></span>ej <span class="_ _6"></span>p<span class="_ _0"></span>roduk<span class="_ _5"></span><span class="ff6">cji </span></div><div class="t m0 x1 h10 y5e5 ff6 fs4 fc2 sc0 ls0 ws0">energii elektrycznej (57,1%). </div><div class="t m0 x1 h10 y74c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 xce h11 y30 ff7 fs3 fc5 sc0 ls9 ws0">5.2.8. <span class="ls0">FOTOWO<span class="_ _0"></span>LTAIKA<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y74d ff8 fs4 fc2 sc0 ls0 ws0">Rynek <span class="_ _6"></span>instalacji <span class="_ _6"></span>fotow<span class="_ _0"></span>oltaicznych <span class="_ _6"></span>w <span class="_ _6"></span>Polsce, <span class="_ _7"></span>zarówno <span class="_ _7"></span>dla <span class="_ _6"></span>odbiorców <span class="_ _6"></span>indywidualnych, <span class="_ _6"></span>jak <span class="_ _7"></span>i <span class="_ _6"></span>i<span class="_ _0"></span>nstytucjonalnych, <span class="_ _6"></span>od <span class="_ _6"></span>kilku <span class="_ _7"></span>lat <span class="_ _6"></span>notuj<span class="_ _5"></span>e <span class="_ _7"></span>wyraźne </div><div class="t m0 x1 h10 y74e ff8 fs4 fc2 sc0 ls0 ws0">tendencje <span class="_ _0"></span>wzrostowe. <span class="_ _5"></span>Instalacje <span class="_ _0"></span>fotowoltaiczne <span class="_ _5"></span>pojawiają <span class="_ _0"></span>się <span class="_ _5"></span>coraz <span class="_ _5"></span>częściej <span class="_ _0"></span>na <span class="_ _5"></span>dachach <span class="_ _0"></span>domów <span class="_ _5"></span>jednorodzinnych <span class="_ _0"></span>i <span class="_ _5"></span>bloków <span class="_ _5"></span>mie<span class="_ _0"></span><span class="ff6">szkalnych, <span class="_ _5"></span>a </span></div><div class="t m0 x1 h10 y74f ff8 fs4 fc2 sc0 ls0 ws0">także na obiektach przemysłowych i magazynowych.<span class="ff6"> </span></div><div class="t m0 x1 h10 y3f5 ff8 fs4 fc2 sc0 ls0 ws0">Według <span class="_ _10"></span>szacunków <span class="_ _10"></span>branżowych, <span class="_ _10"></span>na <span class="_ _10"></span>ko<span class="_ _0"></span>niec <span class="_ _10"></span>grudnia <span class="_ _10"></span>2024 <span class="_ _10"></span>r. <span class="_ _1"></span>łączna <span class="_ _10"></span>moc <span class="_ _1"></span>zainstalowana <span class="_ _10"></span>w <span class="_ _10"></span>fotowoltaice <span class="_ _10"></span>w <span class="_ _1"></span>Polsce <span class="_ _10"></span>przekroczyła <span class="_ _10"></span>23 <span class="_ _10"></span>GW, <span class="_ _10"></span>c<span class="_ _5"></span><span class="ff6">o <span class="_ _10"></span>o<span class="_ _0"></span>znacza </span></div><div class="t m0 x1 h10 y750 ff8 fs4 fc2 sc0 ls0 ws0">znaczny wzrost w p<span class="_ _1"></span>orównaniu do <span class="_ _1"></span>17,19 GW <span class="_ _1"></span>z końca 2023 <span class="_ _1"></span>r. Instalacje prosumenckie<span class="_ _1"></span> <span class="_ _0"></span>–<span class="ff6"> </span>będące główn<span class="_ _1"></span>ą siłą n<span class="_ _1"></span>apędową rozwoju PV –<span class="ff6"> </span>osiągnęły </div><div class="t m0 x1 h10 y751 ff8 fs4 fc2 sc0 ls0 ws0">moc <span class="_ _0"></span>oko<span class="_ _0"></span>ło <span class="_ _0"></span>14 <span class="_ _5"></span>GW <span class="_ _5"></span>i <span class="_ _0"></span>obejmowały <span class="_ _0"></span>ponad <span class="_ _5"></span>1,7 <span class="_ _5"></span>mln <span class="_ _0"></span>sztuk <span class="_ _5"></span>mikroinstalacji <span class="_ _5"></span>(wzrost <span class="_ _0"></span>z <span class="_ _5"></span>ok. <span class="_ _5"></span>1,39 <span class="_ _0"></span>mln <span class="_ _5"></span>na <span class="_ _0"></span>ko<span class="_ _0"></span>niec <span class="_ _0"></span>2023 <span class="_ _5"></span>r.). <span class="_ _5"></span>Jednocześnie <span class="_ _0"></span>obse<span class="_ _5"></span><span class="ff6">rwujemy </span></div><div class="t m0 x1 h10 y217 ff8 fs4 fc2 sc0 ls0 ws0">bardzo  intensywny  rozwój  magazynów  ene<span class="_ _1"></span>rgii,  zarówno  w  se<span class="_ _1"></span>ktorze  przemysłowym,  jak  i  prosu<span class="_ _1"></span>menckim.  Wraz  z  kolejny<span class="_ _0"></span><span class="ff6">mi  edycjami </span></div></div></div><div class="pi" ></div></div><div id="pf33" class="pf w0 h0" ><div class="pc pc33 w0 h0"><img class="bi x5 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">51<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 fs4 fc2 sc0 ls0 ws0">rządowego <span class="_ _0"></span>programu „Mój <span class="_ _0"></span>Prąd” <span class="_ _0"></span>oraz <span class="_ _0"></span>innymi <span class="_ _0"></span>formami <span class="_ _0"></span>wsparcia, <span class="_ _0"></span>coraz <span class="_ _0"></span>więcej <span class="_ _0"></span>gospodarstw domowych <span class="_ _0"></span>decyduje <span class="_ _0"></span>się <span class="_ _0"></span>na domo<span class="_ _0"></span>we <span class="_ _0"></span>magazyny<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y12c ff8 fs4 fc2 sc0 ls0 ws0">energii. <span class="_ _6"></span>Z <span class="_ _12"> </span>kolei <span class="_ _6"></span>w<span class="_ _0"></span> <span class="_ _7"> </span>segmencie <span class="_ _7"></span>przemysłowym <span class="_ _12"> </span>firmy <span class="_ _7"></span>inwestują <span class="_ _6"></span>w<span class="_ _0"></span> <span class="_ _7"> </span>większe, <span class="_ _7"> </span>zaawansowane <span class="_ _7"> </span>systemy <span class="_ _12"> </span>magazynowania, <span class="_ _7"></span>co <span class="_ _7"> </span>pozwala <span class="_ _7"> </span>im <span class="_ _12"> </span>lepie<span class="_ _1"></span>j<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 yf8 ff6 fs4 fc2 sc0 ls0 ws0">wyko<span class="ff8">rzystywać wyprodukowaną energię oraz zwiększyć bezpieczeństwo dostaw.</span> </div><div class="t m0 x1 h10 y714 ff8 fs4 fc2 sc0 ls0 ws0">Duży wkład w <span class="_ _1"></span>rozwój fotowoltaiki<span class="_ _10"></span> mieli indywidualni <span class="_ _1"></span>prosumenci, korzystający z <span class="_ _1"></span>dofinansowań <span class="_ _1"></span>takich jak <span class="_ _10"></span>„Mój Prąd”, „Czyste <span class="_ _1"></span>Po<span class="_ _0"></span>w<span class="_ _0"></span>ietrze” czy </div><div class="t m0 x1 h10 y752 ff8 fs4 fc2 sc0 ls0 ws0">regionalne <span class="_ _10"></span>programy operacyjne. <span class="_ _10"></span>Dofinansowania te <span class="_ _10"></span>pokrywają znaczną <span class="_ _1"></span>część <span class="_ _10"></span>kosztów instalacji, <span class="_ _10"></span>przyspieszając jej <span class="_ _10"></span>zwrot<span class="_ _0"></span><span class="ff6"> </span>i <span class="_ _10"></span>zachęcając kole<span class="_ _1"></span>jne </div><div class="t m0 x1 h10 y753 ff8 fs4 fc2 sc0 ls0 ws0">gospodarstwa <span class="_ _10"></span>domowe <span class="_ _10"></span>do <span class="_ _1"></span>inwestycji <span class="_ _10"></span>w OZE. <span class="_ _9"></span>O<span class="_ _0"></span>becnie, <span class="_ _9"></span>dzięki wsp<span class="_ _1"></span>arciu <span class="_ _10"></span>m.in. <span class="_ _10"></span>z<span class="_ _0"></span> <span class="_ _1"></span>edycji <span class="_ _9"></span>„<span class="_ _0"></span>Mój <span class="_ _10"></span>Prąd <span class="_ _1"></span>5.0”, <span class="_ _10"></span>d<span class="_ _0"></span>ofinansowaniu <span class="_ _10"></span>często <span class="_ _10"></span>podleg<span class="_ _5"></span>ają <span class="_ _10"></span>r<span class="_ _0"></span>ównież </div><div class="t m0 x1 h10 yb1 ff8 fs4 fc2 sc0 ls0 ws0">domowe magazyny energii, co wpływa na dalszą popularyzację tych rozwiązań.<span class="ff6"> </span></div><div class="t m0 x1 h10 y3fa ff8 fs4 fc2 sc0 ls0 ws0">Wzrost <span class="_ _14"> </span>kosztów  prowadzenia <span class="_ _14"> </span>działalności  gospodarczej <span class="_ _14"> </span>(m.in.  ro<span class="_ _0"></span>snące  ceny <span class="_ _14"> </span>energii  i <span class="_ _14"> </span>opłaty <span class="_ _14"> </span>dystrybucyjne)  powoduje <span class="_ _14"> </span>coraz  w<span class="_ _0"></span>ięks<span class="_ _0"></span><span class="ff6">ze<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 yb3 ff8 fs4 fc2 sc0 ls0 ws0">zainteresowanie fotowoltaiką wśród fir<span class="_ _1"></span>m, w tym w sektorze MŚP <span class="_ _1"></span>oraz w dużych zakładach p<span class="_ _1"></span>rodukcyjnych. Przedsiębiorstwa chcą og<span class="ff6">ran</span>iczyć </div><div class="t m0 x1 h10 y6d6 ff8 fs4 fc2 sc0 ls0 ws0">wydatki  na  e<span class="_ _1"></span>nergię  elektryczną  i <span class="_ _12"> </span>zredukować<span class="_ _0"></span>  swój  ślad<span class="_ _1"></span>  węglowy,  dlatego <span class="_ _12"> </span>coraz  częściej  decydują  się  na <span class="_ _12"> </span>inwestycje  w  instalacje<span class="_ _0"></span><span class="ff6">  PV. </span></div><div class="t m0 x1 h10 y6d7 ff8 fs4 fc2 sc0 ls0 ws0">Dodatkowo, coraz <span class="_ _10"></span>w<span class="_ _0"></span>ięcej firm <span class="_ _1"></span>plan<span class="_ _1"></span>uje lub <span class="_ _1"></span>już re<span class="_ _1"></span>alizuje proje<span class="_ _1"></span>kty magazynowania e<span class="_ _1"></span>nergii –<span class="ff6"> <span class="_ _1"></span><span class="ff8">zarówno w celu<span class="_ _1"></span> optymalizacji <span class="_ _10"></span>w<span class="_ _0"></span>łasnego zużycia, jak<span class="_ _1"></span> </span></span></div><div class="t m0 x1 h10 y754 ff8 fs4 fc2 sc0 ls0 ws0">i zwiększenia niezależności energetycznej<span class="ff6"> </span></div><div class="t m0 xce h11 y19 ff7 fs3 fc5 sc0 ls0 ws0">5.2.9. INFRASTRUKTUR<span class="_ _0"></span>A  </div><div class="t m0 x1 h10 y739 ff8 fs4 fc2 sc0 ls0 ws0">Polski <span class="_ _1"></span>rynek <span class="_ _10"></span>usług magazynowania p<span class="_ _1"></span>aliw <span class="_ _1"></span>ciekłych <span class="_ _1"></span>szacowany <span class="_ _1"></span>jest <span class="_ _1"></span>ogółem <span class="_ _10"></span>na 6,1 <span class="_ _10"></span>mln m</div><div class="t m0 xe7 h3c y755 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xe8 h10 y739 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff8">łąc<span class="_ _1"></span>znej <span class="_ _1"></span>pojemności. <span class="_ _1"></span>Największą <span class="_ _10"></span>c<span class="_ _0"></span>zęść ryn<span class="_ _1"></span>ku <span class="_ _1"></span>obejmują </span></div><div class="t m0 x1 h10 y6da ff8 fs4 fc2 sc0 ls0 ws0">pojemności magazynowe <span class="_ _0"></span>państwow<span class="_ _0"></span>ej spółki <span class="_ _0"></span>PERN. <span class="_ _0"></span>Dysponuje o<span class="_ _0"></span>na <span class="_ _0"></span>możliwościami <span class="_ _0"></span>magazynowania <span class="_ _0"></span>paliw ciekłych <span class="_ _0"></span>o <span class="_ _0"></span>pojemności <span class="_ _0"></span>ok. <span class="_ _0"></span>2,7 <span class="_ _0"></span>m<span class="_ _6"></span><span class="ff6">ln </span></div><div class="t m0 x1 h10 y6db ff6 fs4 fc2 sc0 ls0 ws0">m</div><div class="t m0 xde h3c y4d8 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xdf h10 y6db ff8 fs4 fc2 sc0 ls0 ws0">. <span class="_ _5"></span>Podmiot <span class="_ _5"></span>ten <span class="_ _6"></span>dysponuje <span class="_ _0"></span>rów<span class="_ _0"></span>nież <span class="_ _5"></span>największą <span class="_ _5"></span>krajową <span class="_ _6"></span>sie<span class="_ _1"></span>cią <span class="_ _5"></span>ruro<span class="_ _0"></span>ciągów <span class="_ _5"></span>do <span class="_ _5"></span>przesyłania <span class="_ _5"></span>paliw. <span class="_ _6"></span>Drugą <span class="_ _5"></span>pozycję <span class="_ _5"></span>zajmuje <span class="_ _5"></span>Grupa <span class="_ _6"></span>Kapita<span class="_ _5"></span>łowa </div><div class="t m0 x1 h10 y756 ff8 fs4 fc2 sc0 ls0 ws0">ORLEN z pojemnościami łącznymi szacowanymi na 2,1 mln m</div><div class="t m0 xe9 h3c y757 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xea h10 y756 ff6 fs4 fc2 sc0 ls5 ws0">. <span class="ls0"> </span></div><div class="t m0 x1 h10 y721 ff8 fs4 fc2 sc0 ls0 ws0">Trzecim podmiotem <span class="_ _1"></span>na rynku usługi <span class="_ _1"></span>magazynowania paliw ciekłych, <span class="_ _1"></span>z pojemnością <span class="_ _1"></span>magazynową wynoszącą <span class="ff6 fc4">376 tys. m</span></div><div class="t m0 xeb h3c y29d ff6 fsd fc4 sc0 ls0 ws0">3</div><div class="t m0 xec h10 y721 ff6 fs4 fc2 sc0 ls0 ws0">, jest Grupa UN<span class="_ _1"></span>IMOT </div><div class="t m0 x1 h10 y722 ff8 fs4 fc2 sc0 ls0 ws0">. <span class="_ _6"></span>Terminale<span class="_ _1"></span> <span class="_ _6"></span>zlokalizowane <span class="_ _5"></span>są <span class="_ _6"></span>na <span class="_ _6"></span>terenie <span class="_ _5"></span>całego <span class="_ _6"></span>kraju, <span class="_ _6"></span>tj. <span class="_ _5"></span>w: <span class="_ _6"></span>Gdańsku, <span class="_ _5"></span>Szczecinie, <span class="_ _6"></span>Poznaniu, <span class="_ _5"></span>Pio<span class="_ _0"></span>trkowie <span class="_ _6"></span>Trybunals<span class="_ _1"></span>kim, <span class="_ _6"></span>Jaśle<span class="_ _1"></span>, <span class="_ _6"></span>C<span class="_ _0"></span><span class="ff6">zecho<span class="_ _0"></span>wicach </span></div><div class="t m0 x1 h10 y51 ff8 fs4 fc2 sc0 ls0 ws0">Dziedzicach, Gutkowie, Rypinie i Bolesławcu.<span class="ff6"> </span></div><div class="t m0 x1 h10 y758 ff8 fs4 fc2 sc0 ls0 ws0">Uzupełnieniem rynku jest grupa pozostałych podmiotów z łączną pojemnością ok. 800 tys. m</div><div class="t m0 x6f h3c y759 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xed h10 y758 ff6 fs4 fc2 sc0 ls5 ws0">.  <span class="ls0"> </span></div><div class="t m0 xce h11 y75a ff7 fs3 fc5 sc0 ls0 ws0">5.2.10. PRZEWOZY <span class="_ _0"></span>KOLEJOWE<span class="_ _0"></span> </div><div class="t m0 x1 h10 y75b ff8 fs4 fc2 sc0 ls0 ws0">Analizując kolejowy rynek przewozów towarowych, w 2024 r. wykonano pracę przewo<span class="_ _0"></span>zową na poziomie 58 276 mln tono kilometrów i <span class="_ _5"></span>było </div><div class="t m0 x1 h10 y75c ff8 fs4 fc2 sc0 ls0 ws0">to o <span class="_ _0"></span>5,4% mniej <span class="_ _0"></span>niż w ro<span class="_ _0"></span>k wcześniej i był <span class="_ _0"></span>to <span class="_ _0"></span>drugi z rzę<span class="_ _0"></span>du rok s<span class="_ _0"></span>padkowy. <span class="_ _0"></span>Jednocześnie przewieziono koleją 223,5 <span class="_ _0"></span>mln ton ł<span class="_ _0"></span>adun<span class="_ _0"></span><span class="ff6">k</span>ów<span class="_ _0"></span>, co <span class="_ _0"></span>było </div><div class="t m0 x1 h10 y27a ff8 fs4 fc2 sc0 ls0 ws0">spadkiem o 3,5 % w<span class="_ _0"></span> porównaniu z 2023 <span class="_ _0"></span>r. Biorąc pod uwagę O<span class="_ _0"></span>lavion, względem pracy przewozowej udział w rynku w <span class="_ _0"></span>2024 r. wyniósł<span class="_ _5"></span><span class="ff6"> 1,55% </span></div><div class="t m0 x1 h10 y337 ff8 fs4 fc2 sc0 ls0 ws0">(w 2023 r.: 1,28%). Pod względem przewiezionych ładunków udział spółki Olavion w rynku wynosił 0,8% w 2024 r. i <span class="ff6">0,65% w 2023 r.  </span></div><div class="t m0 x8e h10 y5a9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y75d ff8 fs4 fc2 sc0 ls0 ws0">Żródło: <span class="ff6 fcf">https://dane.utk.gov.pl/sts/przewozy-towarowe/dane-eksploatacyjne/22115,Przewozy-towarowe.html<span class="fc2"> </span></span></div><div class="t m0 x1 h10 y75e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 y563 ff7 fs5 fc5 sc0 ls11 ws0">5.3.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff7">OTOCZENIE REGULACYJNE  </span></span></div><div class="t m0 x1 h10 y75f ff8 fs4 fc2 sc0 ls0 ws0">Grupa Kapitałowa <span class="_ _0"></span><span class="ff6">UNIMOT, <span class="_ _0"></span></span>jako jeden z<span class="_ _0"></span> czoł<span class="_ _0"></span>owych krajowych <span class="_ _0"></span>koncernów multi<span class="_ _0"></span><span class="ff6">-</span>energetycznych, dział<span class="_ _0"></span>a <span class="ff6">min. <span class="_ _0"></span></span>obszarach <span class="_ _0"></span>paliw ciekłych, <span class="_ _0"></span>gazu </div><div class="t m0 x1 h10 yce ff8 fs4 fc2 sc0 ls0 ws0">ziemnego, <span class="_ _6"></span>energii <span class="_ _6"></span>e<span class="_ _0"></span>lektrycznej <span class="_ _6"></span>o<span class="_ _0"></span>raz <span class="_ _7"></span>transportu. <span class="_ _6"></span>Każdy <span class="_ _7"> </span>z <span class="_ _7"> </span>segmentów<span class="_ _0"></span> <span class="_ _6"></span>podlega <span class="_ _7"></span>licznym <span class="_ _7"></span>regulacjom <span class="_ _6"></span>krajow<span class="_ _0"></span>ym <span class="_ _6"></span>i <span class="_ _7"> </span>unijnym, <span class="_ _7"></span>które <span class="_ _7"></span>nieust<span class="_ _0"></span><span class="ff6">annie </span></div></div><span class="d m1" style="border-style:none;position:absolute;left:137.088000px;bottom:293.200000px;width:382.846000px;height:22.630000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf34" class="pf w0 h0" ><div class="pc pc34 w0 h0"><img class="bi x5 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">52<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 fs4 fc2 sc0 ls0 ws0">ewoluują <span class="_ _19"> </span>w <span class="_ _18"> </span>odpowiedzi <span class="_ _19"> </span>na <span class="_ _19"> </span>zmieniające <span class="_ _19"> </span>się <span class="_ _19"> </span>waru<span class="_ _0"></span>nki <span class="_ _19"> </span>rynkowe, <span class="_ _18"> </span>politykę <span class="_ _19"> </span>klimatyczną <span class="_ _19"> </span>oraz <span class="_ _18"> </span>wymagania <span class="_ _19"> </span>w <span class="_ _19"> </span>zakresie <span class="_ _19"> </span>bezpieczeństwa </div><div class="t m0 x1 h10 yac ff6 fs4 fc2 sc0 ls0 ws0">energetycznego. </div><div class="t m0 x1 h10 y18e ff8 fs4 fc2 sc0 ls0 ws0">Rok <span class="_ _6"></span>2024<span class="_ _1"></span> <span class="_ _5"></span>przyniósł <span class="_ _6"></span>istotne<span class="_ _1"></span> <span class="_ _5"></span>zmiany <span class="_ _5"></span>regulacyjne, <span class="_ _5"></span>m.in. <span class="_ _6"></span>zaostrzenie <span class="_ _5"></span>monitorowania <span class="_ _6"></span>tran<span class="_ _1"></span>sportu <span class="_ _5"></span>paliw, <span class="_ _5"></span>z<span class="_ _0"></span>większenie <span class="_ _5"></span>udziału <span class="_ _5"></span>biokompo<span class="_ _5"></span>nentów, </div><div class="t m0 x1 h10 y714 ff8 fs4 fc2 sc0 ls0 ws0">rozszerzenie systemu <span class="_ _0"></span>ETS <span class="_ _0"></span>na <span class="_ _0"></span>kolejne sektory <span class="_ _0"></span>oraz <span class="_ _0"></span>nowe <span class="_ _0"></span>zasady <span class="_ _0"></span>certyfikacji <span class="_ _0"></span>biopaliw. Po<span class="_ _0"></span>nadto w<span class="_ _0"></span>drożono reformy <span class="_ _0"></span>związane <span class="_ _0"></span>z <span class="_ _0"></span>ryn<span class="_ _5"></span><span class="ff6">kiem mocy,<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y715 ff8 fs4 fc2 sc0 ls0 ws0">bezpieczeństwem magazynowania LPG oraz oznakowaniem p<span class="_ _1"></span>aliw.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y6d4 ff8 fs4 fc2 sc0 ls0 ws0">Wszystkie <span class="_ _6"></span>te <span class="_ _6"></span>zmiany <span class="_ _7"></span>wymagają <span class="_ _7"></span>od <span class="_ _6"></span>podmiotów <span class="_ _7"></span>działających <span class="_ _6"></span>w<span class="_ _0"></span> <span class="_ _6"></span>Grupie <span class="_ _6"></span>Unimot <span class="_ _7"></span>bieżącego <span class="_ _6"></span>dostosow<span class="_ _0"></span>ania <span class="_ _6"></span>do <span class="_ _6"></span>nowyc<span class="_ _0"></span>h <span class="_ _6"></span>wymogów <span class="_ _7"></span>prawnych, </div><div class="t m0 x1 h10 y6d5 ff8 fs4 fc2 sc0 ls0 ws0">zarówno <span class="_ _0"></span>w <span class="_ _0"></span>o<span class="_ _0"></span>bszarze <span class="_ _0"></span>zgodności <span class="_ _0"></span>operacyjnej, <span class="_ _0"></span>jak <span class="_ _0"></span>i <span class="_ _5"></span>strategii <span class="_ _0"></span>długoterminowego <span class="_ _0"></span>rozw<span class="_ _0"></span>oju. <span class="_ _0"></span>W <span class="_ _5"></span>kontekście<span class="_ _1"></span> <span class="_ _0"></span>polityki <span class="_ _0"></span>klimatycznej <span class="_ _0"></span>Un<span class="_ _0"></span>ii <span class="_ _0"></span>E<span class="_ _5"></span><span class="ff6">uropejskiej </span></div><div class="t m0 x1 hd y3fa ff8 fs4 fc2 sc0 ls0 ws0">kluczowe staje się również raport<span class="_ _1"></span>owanie emisji oraz <span class="_ _1"></span>wdrażanie rozwiązań zmniejszających ślad węgl<span class="_ _1"></span>owy działalności.<span class="_ _0"></span><span class="ff6 fs6"> <span class="fs4">Otoczenie prawne jes<span class="_ _1"></span>t </span></span></div><div class="t m0 x1 h10 yb3 ff8 fs4 fc2 sc0 ls0 ws0">dynamiczne, <span class="_ _13"> </span>szczególnie <span class="_ _14"> </span>w<span class="_ _0"></span> <span class="_ _13"> </span>kontekście <span class="_ _13"> </span>dostosowywania <span class="_ _13"> </span>się <span class="_ _13"> </span>do <span class="_ _13"> </span>unijnych <span class="_ _13"> </span>celów <span class="_ _13"> </span>klimatycznych <span class="_ _13"> </span>i <span class="_ _23"> </span>transformacji <span class="_ _13"> </span>energetycznej.<span class="_ _0"></span> <span class="_ _13"> </span>Po<span class="_ _0"></span>niżej </div><div class="t m0 x1 h10 y6d6 ff8 fs4 fc2 sc0 ls0 ws0">przedstawiono kluczowe <span class="_ _0"></span>regulacje oraz najw<span class="_ _0"></span>ażniejsze zmiany w<span class="_ _0"></span>prowadzone w <span class="_ _0"></span>2024 roku <span class="_ _0"></span>w <span class="_ _0"></span>poszczególnych segmentach działalności <span class="_ _6"></span><span class="ff6">Grupy </span></div><div class="t m0 x1 h10 y760 ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT  . </div><div class="t m0 x1 h10 y637 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y761 w55 h92"><div class="t m0 x4d h11 y762 ff7 fs3 fc12 sc0 ls0 ws0">OBSZAR  </div><div class="t m0 x4b h11 y763 ff7 fs3 fc12 sc0 ls0 ws0">W RAMACH </div><div class="t m0 x10 h11 y764 ff7 fs3 fc12 sc0 ls0 ws0">UNIMOT </div></div><div class="c x76 y761 w56 h92"><div class="t m0 x24 h22 y765 ff7 fs4 fc12 sc0 ls0 ws0">REGULACJA </div></div><div class="c xee y761 w57 h92"><div class="t m0 x30 h22 y765 ff7 fs4 fc12 sc0 ls0 ws0">CELE REGULACJI </div></div><div class="c xef y761 w58 h92"><div class="t m0 x55 h22 y765 ff7 fs4 fc12 sc0 ls0 ws0">ISTOTNE </div><div class="t m0 x10 h22 y766 ff7 fs4 fc12 sc0 ls0 ws0">DATY </div></div><div class="c xf0 y761 w59 h92"><div class="t m0 x4b h22 y765 ff5 fs4 fc12 sc0 ls0 ws0">OCENA SKUTKÓW </div><div class="t m0 xbd h22 y766 ff7 fs4 fc12 sc0 ls0 ws0">DLA GRUPY UNIMOT   </div></div><div class="c x1 y767 w1e h91"><div class="t m0 xf1 h11 y768 ff7 fs3 fc12 sc0 ls0 ws0">UCHWALONE AKTY PRA<span class="_ _0"></span>WA K<span class="_ _0"></span>RAJOWEGO </div></div><div class="c x1 y769 w55 h93"><div class="t m0 x56 h11 y76a ff7 fs3 fc12 sc0 ls0 ws0">PALIWA / </div><div class="t m0 x55 h11 y76b ff7 fs3 fc12 sc0 ls0 ws0">BIOPALIWA<span class="_ _0"></span> </div></div><div class="c x76 y769 w56 h93"><div class="t m0 x3f h19 y76c ff6 fs9 fc2 sc0 ls0 ws0">Ustawa z dnia 13 l<span class="_ _1"></span>ipca 2023 r. o </div><div class="t m0 x3f h19 y76d ff8 fs9 fc2 sc0 ls0 ws0">ułatwieniach <span class="_ _1"></span>w przygotowaniu <span class="_ _1"></span>i </div><div class="t m0 x3f h19 y76e ff6 fs9 fc2 sc0 ls0 ws0">realizacji i<span class="_ _1"></span>nwestycji w zakr<span class="_ _1"></span>esie </div><div class="t m0 x3f h19 y76f ff8 fs9 fc2 sc0 ls0 ws0">biogazowni rol<span class="_ _1"></span>niczych, a tak<span class="_ _1"></span>że ich </div><div class="t m0 x3f h19 y770 ff6 fs9 fc2 sc0 ls0 ws0">funkcjono<span class="_ _1"></span>waniu </div><div class="t m0 x3f h19 y445 ff6 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h19 y771 ff6 fs9 fc2 sc0 ls0 ws0">https://isap.s<span class="_ _1"></span>ejm.gov.pl/isap.nsf/D</div><div class="t m0 x3f h19 y772 ff6 fs9 fc2 sc0 ls0 ws0">ocDetai<span class="_ _1"></span>ls.xsp?id=WDU2023000159</div><div class="t m0 x3f h19 y773 ff6 fs9 fc2 sc0 ls4 ws0">7 <span class="ls0"> </span></div></div><div class="c xee y769 w57 h93"><div class="t m0 x3f h19 y76c ff8 fs9 fc2 sc0 ls0 ws0">W zakresie bi<span class="_ _1"></span>opaliw i b<span class="_ _1"></span>iokomponentów </div><div class="t m0 x3f h19 y76d ff6 fs9 fc2 sc0 ls0 ws0">Ustawa: </div><div class="t m0 x3f h19 y76e ff6 fs9 fc2 sc0 ls0 ws0">- <span class="ff8">wprowadziła nowe<span class="_ _1"></span> formuły i no<span class="_ _1"></span>we poziomy </span></div><div class="t m0 x3f h19 y76f ff6 fs9 fc2 sc0 ls0 ws0">bioblend<span class="_ _1"></span>ingu dla benzyn <span class="_ _1"></span>silnikowych (E-<span class="ls4">10 </span></div><div class="t m0 x3f h19 y770 ff6 fs9 fc2 sc0 ls0 ws0">oraz E-<span class="ls4">5)</span> </div><div class="t m0 x3f h19 y445 ff6 fs9 fc2 sc0 ls0 ws0">- <span class="ff8">wyłączyła możliwo<span class="_ _1"></span>ść reali<span class="_ _1"></span>zacji bioblendi<span class="_ _1"></span>ngu </span></div><div class="t m0 x3f h19 y771 ff6 fs9 fc2 sc0 ls0 ws0">tzw. biopaliwami zaa<span class="_ _10"></span>wansowanymi (advance<span class="_ _1"></span>d </div><div class="t m0 x3f h19 y772 ff6 fs9 fc2 sc0 ls0 ws0">biofuel<span class="_ _1"></span>s) - w tym tzw. HVO </div><div class="t m0 x3f h19 y773 ff6 fs9 fc2 sc0 ls0 ws0">- <span class="ff8">podniosła poziom ogól<span class="_ _1"></span>nego NCW <span class="_ _1"></span><span class="ff6">- do 9,2% </span></span></div><div class="t m0 x3f h19 y46f ff6 fs9 fc2 sc0 ls0 ws0">- p<span class="ff8">otwierdziła st<span class="_ _1"></span>osowanie n<span class="_ _1"></span>a lata 2024 i 2025 </span></div><div class="t m0 x3f h19 y50c ff6 fs9 fc2 sc0 ls0 ws0">tzw. minimalne<span class="_ _1"></span>go NCW na pozio<span class="_ _1"></span>mie 0,85 oraz </div><div class="t m0 x3f h19 y1bf ff8 fs9 fc2 sc0 ls0 ws0">współczynnika r<span class="_ _1"></span>edukcyjne<span class="_ _1"></span>go 0,85<span class="ff6"> </span></div></div><div class="c xef y769 w58 h93"><div class="t m0 x3f h19 y76c ff6 fs9 fc2 sc0 ls0 ws0">art. 14 </div><div class="t m0 x3f h19 y76d ff6 fs9 fc2 sc0 ls0 ws0">Ustawy dot<span class="_ _1"></span>. </div><div class="t m0 x3f h19 y76e ff6 fs9 fc2 sc0 ls0 ws0">Ustawy <span class="ls2e">o </span></div><div class="t m0 x3f h19 y76f ff6 fs9 fc2 sc0 ls0 ws0">biopaliwac<span class="_ _1"></span>h </div><div class="t m0 x3f h19 y770 ff8 fs9 fc2 sc0 ls0 ws0">wszedł w </div><div class="t m0 x3f h19 y445 ff8 fs9 fc2 sc0 ls0 ws0">życie z dniem </div><div class="t m0 x3f h19 y771 ff6 fs9 fc2 sc0 ls0 ws0">01.01.2024 r. </div></div><div class="c xf0 y769 w59 h93"><div class="t m0 x3f h19 y76c ff6 fs9 fc2 sc0 ls0 ws0">Z perspe<span class="_ _1"></span>ktywy Grupy </div><div class="t m0 x3f h19 y76d ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT   noweli<span class="_ _1"></span>zacja </div><div class="t m0 x3f h19 y76e ff8 fs9 fc2 sc0 ls0 ws0">oznaczała:<span class="ff6"> </span></div><div class="t m0 x3f h19 y76f ff6 fs9 fc2 sc0 ls0 ws0">- <span class="ff8">konieczność<span class="_ _1"></span> </span></div><div class="t m0 x3f h19 y770 ff8 fs9 fc2 sc0 ls0 ws0">dostosowani<span class="_ _1"></span>a formuł </div><div class="t m0 x3f h19 y445 ff6 fs9 fc2 sc0 ls0 ws0">blendingu be<span class="_ _1"></span>nzyn </div><div class="t m0 x3f h19 y771 ff6 fs9 fc2 sc0 ls0 ws0">silniko<span class="_ _1"></span>wych do formatu </div><div class="t m0 x3f h19 y772 ff6 fs9 fc2 sc0 ls0 ws0">E-10; </div><div class="t m0 x3f h19 y773 ff6 fs9 fc2 sc0 ls0 ws0">- <span class="ff8">zwiększenie<span class="_ _1"></span> katalogu </span></div><div class="t m0 x3f h19 y46f ff8 fs9 fc2 sc0 ls0 ws0">narzędzi reali<span class="_ _1"></span>zacji </div><div class="t m0 x3f h19 y50c ff8 fs9 fc2 sc0 ls0 ws0">obowiązku </div><div class="t m0 x3f h19 y1bf ff6 fs9 fc2 sc0 ls0 ws0">bioblend<span class="_ _1"></span>ingu, ze </div><div class="t m0 x3f h19 y774 ff8 fs9 fc2 sc0 ls0 ws0">względu na wyłaczeni<span class="_ _1"></span>e </div><div class="t m0 x3f h19 y775 ff8 fs9 fc2 sc0 ls0 ws0">tej możliwości<span class="_ _1"></span> w </div><div class="t m0 x3f h19 y776 ff6 fs9 fc2 sc0 ls0 ws0">zakresie b<span class="_ _1"></span>iopaliw </div><div class="t m0 x3f h19 y777 ff6 fs9 fc2 sc0 ls0 ws0">zaawansowanych, <span class="_ _1"></span>w </div><div class="t m0 x3f h19 y778 ff6 fs9 fc2 sc0 ls0 ws0">tym HVO; </div><div class="t m0 x3f h19 y779 ff6 fs9 fc2 sc0 ls0 ws0">- <span class="ff8">celowość o<span class="_ _1"></span>ferowania </span></div><div class="t m0 x3f h19 y2a3 ff6 fs9 fc2 sc0 ls0 ws0">HVO jako samoist<span class="_ _1"></span>nego </div><div class="t m0 x3f h19 y77a ff6 fs9 fc2 sc0 ls0 ws0">paliwa - tzw. HVO-1<span class="_ _1"></span>00; </div><div class="t m0 x3f h19 y2a5 ff6 fs9 fc2 sc0 ls0 ws0">- <span class="ff8">konieczność<span class="_ _1"></span> </span></div><div class="t m0 x3f h19 y2a6 ff6 fs9 fc2 sc0 ls0 ws0">dostosowani<span class="_ _1"></span>a poziomu </div><div class="t m0 x3f h19 y2ad ff6 fs9 fc2 sc0 ls0 ws0">realizacji N<span class="_ _1"></span>CW do </div><div class="t m0 x3f h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">nowych re<span class="_ _1"></span>gulacji. </div></div><div class="c x1 y77b w55 h94"><div class="t m0 x56 h11 y77c ff7 fs3 fc12 sc0 ls0 ws0">PALIWA / </div><div class="t m0 x55 h11 y77d ff7 fs3 fc12 sc0 ls0 ws0">BIOPALIWA<span class="_ _0"></span> </div></div><div class="c x76 y77b w56 h94"><div class="t m0 x3f h19 y77e ff6 fs9 fc2 sc0 ls0 ws0">Ustawa z dnia 18 grud<span class="_ _1"></span>nia 2024 r<span class="_ _1"></span>. o </div><div class="t m0 x3f h19 y77f ff8 fs9 fc2 sc0 ls0 ws0">zmianie niekt<span class="_ _1"></span>órych ustaw w c<span class="_ _1"></span>elu </div><div class="t m0 x3f h19 y780 ff6 fs9 fc2 sc0 ls0 ws0">dostosowani<span class="_ _1"></span>a do nomenk<span class="_ _1"></span>latury </div><div class="t m0 x3f h19 y781 ff6 fs9 fc2 sc0 ls0 ws0">scalonej </div><div class="t m0 x3f h19 y782 ff6 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h19 y783 ff6 fs9 fc2 sc0 ls0 ws0">https://isap.s<span class="_ _1"></span>ejm.gov.pl/isap.nsf/D</div><div class="t m0 x3f h19 y784 ff6 fs9 fc2 sc0 ls0 ws0">ocDetai<span class="_ _1"></span>ls.xsp?id=WDU2024000194</div><div class="t m0 x3f h19 y785 ff6 fs9 fc2 sc0 ls0 ws0">6 </div></div><div class="c xee y77b w57 h94"><div class="t m0 x3f h19 y77e ff6 fs9 fc2 sc0 ls0 ws0">Ustawa <span class="ff8">wprowadziła s<span class="_ _10"></span>z<span class="_ _0"></span>czegółowe reg<span class="_ _1"></span>ulacje </span></div><div class="t m0 x3f h19 y77f ff8 fs9 fc2 sc0 ls0 ws0">związane ze zmianą <span class="_ _1"></span>Nomenklat<span class="_ _1"></span>ury Scalone<span class="_ _1"></span>j w </div><div class="t m0 x3f h19 y780 ff8 fs9 fc2 sc0 ls0 ws0">zakresie k<span class="_ _1"></span>lasyfikacji ol<span class="_ _1"></span>eju napędowego (di<span class="_ _1"></span>esla) </div><div class="t m0 x3f h19 y781 ff6 fs9 fc2 sc0 ls0 ws0">oraz tzw. HVO.  Do<span class="_ _1"></span>tychczasowy<span class="_ _1"></span> kod CN 2710 </div><div class="t m0 x3f h19 y782 ff8 fs9 fc2 sc0 ls0 ws0">1943 został zastąpi<span class="_ _1"></span>ony dwoma ko<span class="_ _1"></span>dami CN:<span class="ff6"> </span></div><div class="t m0 x3f h19 y783 ff6 fs9 fc2 sc0 ls0 ws0">- 2710 1942 (dla HVO<span class="_ _10"></span>-<span class="_ _0"></span>100) oraz </div><div class="t m0 x3f h19 y784 ff6 fs9 fc2 sc0 ls0 ws0">- 2710 1944 (dla do<span class="_ _1"></span>tychczasowe<span class="_ _1"></span>go ON-B0). </div></div><div class="c xef y77b w58 h94"><div class="t m0 x3f h19 y77e ff6 fs9 fc2 sc0 ls0 ws0">Ustawa </div><div class="t m0 x3f h19 y77f ff8 fs9 fc2 sc0 ls0 ws0">weszła w </div><div class="t m0 x3f h19 y780 ff8 fs9 fc2 sc0 ls0 ws0">życie z dniem </div><div class="t m0 x3f h19 y781 ff6 fs9 fc2 sc0 ls0 ws0">01.01.2025 r. </div></div><div class="c xf0 y77b w59 h94"><div class="t m0 x3f h19 y77e ff6 fs9 fc2 sc0 ls0 ws0">Z perspe<span class="_ _1"></span>ktywy Grupy </div><div class="t m0 x3f h19 y77f ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT   noweli<span class="_ _1"></span>zacja </div><div class="t m0 x3f h19 y780 ff8 fs9 fc2 sc0 ls0 ws0">oznaczała:<span class="ff6"> </span></div><div class="t m0 x3f h19 y781 ff6 fs9 fc2 sc0 ls0 ws0">- <span class="ff8">konieczność<span class="_ _1"></span> </span></div><div class="t m0 x3f h19 y782 ff6 fs9 fc2 sc0 ls0 ws0">dostosowani<span class="_ _1"></span>a </div><div class="t m0 x3f h19 y783 ff6 fs9 fc2 sc0 ls0 ws0">dostosowani<span class="_ _1"></span>a </div><div class="t m0 x3f h19 y784 ff8 fs9 fc2 sc0 ls0 ws0">poszczególnych de<span class="_ _1"></span>cyzji i </div><div class="t m0 x3f h19 y785 ff8 fs9 fc2 sc0 ls0 ws0">zezwoleń (w tym </div><div class="t m0 x3f h19 y786 ff6 fs9 fc2 sc0 ls0 ws0">koncesji<span class="_ _1"></span>) paliwowych; </div><div class="t m0 x3f h19 y787 ff6 fs9 fc2 sc0 ls0 ws0">- <span class="ff8">konieczność<span class="_ _1"></span> rewizji </span></div><div class="t m0 x3f h19 y788 ff6 fs9 fc2 sc0 ls0 ws0">polityki </div><div class="t m0 x3f h19 y779 ff6 fs9 fc2 sc0 ls0 ws0">dokumentowani<span class="_ _1"></span>a </div><div class="t m0 x3f h19 y2a3 ff6 fs9 fc2 sc0 ls0 ws0">obrotu sa<span class="_ _1"></span>moistnym </div><div class="t m0 x3f h19 y77a ff6 fs9 fc2 sc0 ls0 ws0">biopaliwe<span class="_ _1"></span>m HVO-100; </div><div class="t m0 x3f h19 y2a5 ff6 fs9 fc2 sc0 ls0 ws0">- <span class="ff8">liczne działania </span></div><div class="t m0 x3f h19 y2a6 ff6 fs9 fc2 sc0 ls0 ws0">administrac<span class="_ _1"></span>yjne </div><div class="t m0 x3f h19 y2ad ff8 fs9 fc2 sc0 ls0 ws0">związane z<span class="ff6"> nowy<span class="_ _1"></span>mi </span></div><div class="t m0 x3f h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">regulacjami. </div></div></div><div class="pi" ></div></div><div id="pf35" class="pf w0 h0" ><div class="pc pc35 w0 h0"><img class="bi x5 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">53<span class="ls0"> </span></div></div><div class="c x1 y789 w55 h95"><div class="t m0 x56 h11 y772 ff7 fs3 fc12 sc0 ls0 ws0">PALIWA / </div><div class="t m0 x55 h11 y2bb ff7 fs3 fc12 sc0 ls0 ws0">BIOPALIWA<span class="_ _0"></span> </div></div><div class="c x76 y789 w56 h95"><div class="t m0 x3f h19 y75d ff6 fs9 fc2 sc0 ls0 ws0">Ustawa z dnia 21 l<span class="_ _1"></span>utego 2025 r. o </div><div class="t m0 x3f h19 y78a ff6 fs9 fc2 sc0 ls0 ws0">zmianie Ustawy <span class="ls2e">o </span></div><div class="t m0 x3f h19 y78b ff6 fs9 fc2 sc0 ls0 ws0">biokompone<span class="_ _1"></span>ntach i biopa<span class="_ _1"></span>liwach </div><div class="t m0 x3f h19 y78c ff8 fs9 fc2 sc0 ls0 ws0">ciekłych <span class="_ _1"></span>oraz niektór<span class="_ _1"></span>ych innych </div><div class="t m0 x3f h19 y78d ff6 fs9 fc2 sc0 ls0 ws0">ustaw </div><div class="t m0 x3f h19 y78e ff6 fs9 fc2 sc0 ls0 ws0">https://ork<span class="_ _1"></span>a.sejm.gov.pl/proc10.ns</div><div class="t m0 x3f h19 y78f ff6 fs9 fc2 sc0 ls2f ws0">f/<span class="ls0">Ustawy/956_u.htm </span></div></div><div class="c xee y789 w57 h95"><div class="t m0 x3f h19 y75d ff6 fs9 fc2 sc0 ls0 ws0">Ustawa dosto<span class="_ _1"></span>sowuje pol<span class="_ _1"></span>skie prawo do </div><div class="t m0 x3f h19 y78a ff6 fs9 fc2 sc0 ls0 ws0">dyrekt<span class="_ _1"></span>ywy Parlamentu <span class="_ _1"></span>Europejskiego i Rady<span class="_ _1"></span> </div><div class="t m0 x3f h19 y78b ff8 fs9 fc2 sc0 ls0 ws0">(UE) 2018/2001 (dyr<span class="_ _1"></span>ektywa R<span class="_ _1"></span>ED II), która </div><div class="t m0 x3f h19 y78c ff6 fs9 fc2 sc0 ls0 ws0">dotyczy pr<span class="_ _1"></span>omowania sto<span class="_ _1"></span>sowania energii ze </div><div class="t m0 x3f h19 y78d ff8 fs9 fc2 sc0 ls0 ws0">źródeł odnawial<span class="_ _1"></span>nych.<span class="ff6"> </span></div><div class="t m0 x3f h19 y78e ff6 fs9 fc2 sc0 ls0 ws0">Ustawa <span class="ff8">wskazuje mo<span class="_ _1"></span>żliwe krajo<span class="_ _1"></span>we ścieżki </span></div><div class="t m0 x3f h19 y78f ff6 fs9 fc2 sc0 ls0 ws0">rozwoju rynk<span class="_ _1"></span>u niskoemisyjny<span class="_ _1"></span>ch paliw </div><div class="t m0 x3f h19 y790 ff8 fs9 fc2 sc0 ls0 ws0">transpor<span class="_ _1"></span>towych w kie<span class="_ _1"></span>runku zwiększenia </div><div class="t m0 x3f h19 y791 ff6 fs9 fc2 sc0 ls0 ws0">wykorzystan<span class="_ _1"></span>ia energii<span class="_ _1"></span> odnawialnej, </div><div class="t m0 x3f h19 y792 ff8 fs9 fc2 sc0 ls0 ws0">zmniejszenia e<span class="_ _1"></span>misji gazów ciepl<span class="_ _1"></span>arnianych </div><div class="t m0 x3f h19 y793 ff8 fs9 fc2 sc0 ls0 ws0">(GHG) z sekt<span class="_ _1"></span>ora transpor<span class="_ _1"></span>tu, a także stworzenia </div><div class="t m0 x3f h19 y794 ff8 fs9 fc2 sc0 ls0 ws0">warunków dl<span class="_ _1"></span>a rozwoju tec<span class="_ _1"></span>h<span class="ff6">nologii </span></div><div class="t m0 x3f h19 y795 ff8 fs9 fc2 sc0 ls0 ws0">biokompone<span class="_ _1"></span>ntów zaawansowanyc<span class="_ _1"></span>h, jak </div><div class="t m0 x3f h19 y796 ff8 fs9 fc2 sc0 ls0 ws0">również wyko<span class="_ _1"></span>rzystanie w p<span class="_ _1"></span>o<span class="ff6">jazdach </span></div><div class="t m0 x3f h19 y797 ff6 fs9 fc2 sc0 ls0 ws0">drogowych i<span class="_ _1"></span> kolejowych e<span class="_ _1"></span>nergii elektrycznej ze </div><div class="t m0 x3f h19 y798 ff8 fs9 fc2 sc0 ls0 ws0">źródeł OZE.<span class="ff6"> </span></div></div><div class="c xef y789 w58 h95"><div class="t m0 x3f h19 y75d ff6 fs9 fc2 sc0 ls0 ws0">Ustawa </div><div class="t m0 x3f h19 y78a ff6 fs9 fc2 sc0 ls0 ws0">wejdzie w </div><div class="t m0 x3f h19 y78b ff8 fs9 fc2 sc0 ls0 ws0">życie z dniem </div><div class="t m0 x3f h19 y78c ff6 fs9 fc2 sc0 ls0 ws0">1 kwietni<span class="_ _1"></span>a </div><div class="t m0 x3f h19 y78d ff6 fs9 fc2 sc0 ls0 ws0">2025 r. </div></div><div class="c xf0 y789 w59 h95"><div class="t m0 x3f h19 y75d ff6 fs9 fc2 sc0 ls0 ws0">GK UNIMOT <span class="ff8">będzie </span></div><div class="t m0 x3f h19 y78a ff8 fs9 fc2 sc0 ls0 ws0">zobowiązan<span class="ff6">a do </span></div><div class="t m0 x3f h19 y78b ff6 fs9 fc2 sc0 ls0 ws0">realizacji N<span class="_ _1"></span>arodowego </div><div class="t m0 x3f h19 y78c ff8 fs9 fc2 sc0 ls0 ws0">Celu Wskaźniko<span class="_ _1"></span>wego </div><div class="t m0 x3f h19 y78d ff8 fs9 fc2 sc0 ls0 ws0">(NCW), określ<span class="_ _1"></span>ającego </div><div class="t m0 x3f h19 y78e ff8 fs9 fc2 sc0 ls0 ws0">minimalny udział pal<span class="_ _1"></span>iw </div><div class="t m0 x3f h19 y78f ff6 fs9 fc2 sc0 ls0 ws0">odnawialny<span class="_ _1"></span>ch i </div><div class="t m0 x3f h19 y790 ff8 fs9 fc2 sc0 ls0 ws0">biokompone<span class="_ _1"></span>ntów </div><div class="t m0 x3f h19 y791 ff6 fs9 fc2 sc0 ls0 ws0">zawartych w pal<span class="_ _1"></span>iwach </div><div class="t m0 x3f h19 y792 ff6 fs9 fc2 sc0 ls0 ws0">stosowanyc<span class="_ _1"></span>h we </div><div class="t m0 x3f h19 y793 ff6 fs9 fc2 sc0 ls0 ws0">wszystkich <span class="_ _1"></span>rodzajach </div><div class="t m0 x3f h19 y794 ff8 fs9 fc2 sc0 ls0 ws0">transpor<span class="_ _1"></span>tu, w ogólnej </div><div class="t m0 x3f h19 y795 ff8 fs9 fc2 sc0 ls0 ws0">ilości p<span class="_ _1"></span>aliw ciekłych i </div><div class="t m0 x3f h19 y796 ff8 fs9 fc2 sc0 ls0 ws0">biopaliw zużyt<span class="_ _1"></span>ych w </div><div class="t m0 x3f h19 y797 ff8 fs9 fc2 sc0 ls0 ws0">ciągu roku <span class="_ _1"></span>w </div><div class="t m0 x3f h19 y798 ff6 fs9 fc2 sc0 ls0 ws0">transpor<span class="_ _1"></span>cie (do poziomu </div><div class="t m0 x3f h19 y2f8 ff6 fs9 fc2 sc0 ls0 ws0">14,9% w 2030 r.). <span class="_ _1"></span> </div></div><div class="c x1 y799 w55 h96"><div class="t m0 x10 h11 y79a ff7 fs3 fc12 sc0 ls0 ws0">ENERGIA </div><div class="t m0 x2 h11 y79b ff7 fs3 fc12 sc0 ls0 ws0">ELEKTRYCZNA<span class="_ _0"></span> </div></div><div class="c x76 y799 w56 h96"><div class="t m0 x3f h19 y79c ff6 fs9 fc2 sc0 ls0 ws0">Ustawa z dnia 28 l<span class="_ _1"></span>ipca 2023 r. </div><div class="t m0 x3f h19 y79d ff6 fs9 fc2 sc0 ls0 ws0">o zmianie Ustawy <span class="_ _1"></span>- Prawo </div><div class="t m0 x3f h19 y79e ff8 fs9 fc2 sc0 ls0 ws0">energetyc<span class="_ _1"></span>zne oraz niek<span class="_ _1"></span>tórych </div><div class="t m0 x3f h19 y79f ff6 fs9 fc2 sc0 ls0 ws0">innych us<span class="_ _1"></span>taw </div><div class="t m0 x3f h19 y7a0 ff6 fs9 fc2 sc0 ls0 ws0">https://isap.s<span class="_ _1"></span>ejm.gov.pl/isap.nsf/D</div><div class="t m0 x3f h19 y7a1 ff6 fs9 fc2 sc0 ls0 ws0">ocDetai<span class="_ _1"></span>ls.xsp?id=WDU2023000168</div><div class="t m0 x3f h19 y7a2 ff6 fs9 fc2 sc0 ls0 ws0">1 </div></div><div class="c xee y799 w57 h96"><div class="t m0 x3f h19 y79c ff8 fs9 fc2 sc0 ls0 ws0">Szereg rozwiązań pr<span class="_ _1"></span>zewidzianyc<span class="_ _1"></span>h w ustawie </div><div class="t m0 x3f h19 y79d ff8 fs9 fc2 sc0 ls0 ws0">wszedł w życie 24 <span class="_ _1"></span>sierpnia <span class="_ _1"></span>2024 roku. <span class="ff6"> </span></div><div class="t m0 x3f h19 y79e ff8 fs9 fc2 sc0 ls0 ws0">Nowelizacja wpr<span class="_ _1"></span>owadziła nowe obo<span class="_ _1"></span>wiązki d<span class="_ _1"></span>la </div><div class="t m0 x3f h19 y79f ff8 fs9 fc2 sc0 ls0 ws0">sprzedawców ene<span class="_ _1"></span>rgii ele<span class="_ _1"></span>ktrycznej. Sprzedawcy<span class="_ _1"></span> </div><div class="t m0 x3f h19 y7a0 ff8 fs9 fc2 sc0 ls0 ws0">mogą teraz ofer<span class="_ _1"></span>ować umowy z cena<span class="_ _10"></span>m<span class="_ _0"></span>i </div><div class="t m0 x3f h19 y7a1 ff8 fs9 fc2 sc0 ls0 ws0">dynamicznymi, któ<span class="_ _1"></span>re pozwalają na<span class="_ _1"></span> </div><div class="t m0 x3f h19 y7a2 ff6 fs9 fc2 sc0 ls0 ws0">dostosowani<span class="_ _1"></span>e cen ener<span class="_ _1"></span>gii do aktualnych </div><div class="t m0 x3f h19 y7a3 ff8 fs9 fc2 sc0 ls0 ws0">warunków ry<span class="_ _1"></span>nkowych. Ponad<span class="_ _1"></span>to, sprzedawcy<span class="_ _1"></span> </div><div class="t m0 x3f h19 y7a4 ff8 fs9 fc2 sc0 ls0 ws0">zostali zobowi<span class="_ _1"></span>ązani do publi<span class="_ _1"></span>kowania na swoi<span class="_ _1"></span>ch </div><div class="t m0 x3f h19 y7a5 ff6 fs9 fc2 sc0 ls0 ws0">stronach <span class="_ _1"></span>internetowych <span class="_ _1"></span>ofert na umowy z </div><div class="t m0 x3f h19 y7a6 ff8 fs9 fc2 sc0 ls0 ws0">ceną dynamic<span class="_ _1"></span>zną oraz do info<span class="_ _1"></span>rmowania </div><div class="t m0 x3f h19 y7a7 ff8 fs9 fc2 sc0 ls0 ws0">klientów o możli<span class="_ _1"></span>wości zawarci<span class="_ _1"></span>a takich umów. <span class="ff6"> </span></div><div class="t m0 x3f h19 y7a8 ff8 fs9 fc2 sc0 ls0 ws0">Wprowadzono nowe o<span class="_ _1"></span>bowiązki i<span class="ff6">nf<span class="_ _1"></span>ormacyjne, </span></div><div class="t m0 x3f h19 y7a9 ff8 fs9 fc2 sc0 ls0 ws0">które mają zape<span class="_ _1"></span>wnić lepszą pr<span class="_ _1"></span>zejrzystość i<span class="_ _1"></span> </div><div class="t m0 x3f h19 y7aa ff8 fs9 fc2 sc0 ls0 ws0">dostępno<span class="_ _1"></span>ść informacji d<span class="_ _1"></span>la odbiorców ene<span class="_ _1"></span>rgii. </div><div class="t m0 x3f h19 y7ab ff8 fs9 fc2 sc0 ls0 ws0">Nowelizacja wpr<span class="_ _1"></span>owadziła obowiązek <span class="_ _10"></span>po </div><div class="t m0 x3f h19 y7ac ff8 fs9 fc2 sc0 ls0 ws0">stronie<span class="_ _1"></span> sprzedawców ener<span class="_ _1"></span>gii do informowania </div><div class="t m0 x3f h19 y7ad ff8 fs9 fc2 sc0 ls0 ws0">odbiorc<span class="_ _1"></span>ów końcowych o<span class="_ _1"></span> oszczędnościach na<span class="_ _1"></span> </div><div class="t m0 x3f h19 y264 ff6 fs9 fc2 sc0 ls0 ws0">konkure<span class="_ _1"></span>ncyjnym rynku e<span class="_ _1"></span>nergii elektrycznej. </div></div><div class="c xef y799 w58 h96"><div class="t m0 x3f h19 y79c ff6 fs9 fc2 sc0 ls0 ws0">wskazane </div><div class="t m0 x3f h19 y79d ff6 fs9 fc2 sc0 ls0 ws0">przepisy </div><div class="t m0 x3f h19 y79e ff8 fs9 fc2 sc0 ls0 ws0">weszły w </div><div class="t m0 x3f h19 y79f ff8 fs9 fc2 sc0 ls0 ws0">życie 24 </div><div class="t m0 x3f h19 y7a0 ff6 fs9 fc2 sc0 ls0 ws0">sierpnia <span class="_ _1"></span>2024 </div><div class="t m0 x3f h19 y7a1 ff6 fs9 fc2 sc0 ls30 ws0">r.<span class="ls0"> </span></div></div><div class="c xf0 y799 w59 h96"><div class="t m0 x3f h19 y79c ff6 fs9 fc2 sc0 ls0 ws0">Z punktu <span class="_ _1"></span>widzenia GK </div><div class="t m0 x3f h19 y79d ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT wprowad<span class="_ _1"></span>zona </div><div class="t m0 x3f h19 y79e ff8 fs9 fc2 sc0 ls0 ws0">możliwość ofe<span class="_ _1"></span>rowania </div><div class="t m0 x3f h19 y79f ff8 fs9 fc2 sc0 ls0 ws0">umów z cenami </div><div class="t m0 x3f h19 y7a0 ff6 fs9 fc2 sc0 ls0 ws0">dynamicznymi stan<span class="_ _1"></span>owi </div><div class="t m0 x3f h19 y7a1 ff8 fs9 fc2 sc0 ls0 ws0">perspek<span class="_ _1"></span>tywę dotarcia </div><div class="t m0 x3f h19 y7a2 ff6 fs9 fc2 sc0 ls0 ws0">do nowej grupy<span class="_ _1"></span> </div><div class="t m0 x3f h19 y7a3 ff8 fs9 fc2 sc0 ls0 ws0">klientów. Je<span class="_ _1"></span>dnocześnie<span class="_ _1"></span> </div><div class="t m0 x3f h19 y7a4 ff8 fs9 fc2 sc0 ls0 ws0">konieczne<span class="_ _1"></span> będzie </div><div class="t m0 x3f h19 y7a5 ff6 fs9 fc2 sc0 ls0 ws0">przestrzeganie </div><div class="t m0 x3f h19 y7a6 ff8 fs9 fc2 sc0 ls0 ws0">obowiązków o </div><div class="t m0 x3f h19 y7a7 ff6 fs9 fc2 sc0 ls0 ws0">charakte<span class="_ _1"></span>rze </div><div class="t m0 x3f h19 y7a8 ff6 fs9 fc2 sc0 ls0 ws0">informacyjny<span class="_ _1"></span>m </div><div class="t m0 x3f h19 y7a9 ff8 fs9 fc2 sc0 ls0 ws0">nałożonych ust<span class="_ _1"></span>awą.<span class="ff6"> </span></div></div><div class="c x1 y7ae w55 h97"><div class="t m0 x10 h11 y7af ff7 fs3 fc12 sc0 ls0 ws0">ENERGIA </div><div class="t m0 x2 h11 y7b0 ff7 fs3 fc12 sc0 ls0 ws0">ELEKTRYCZNA</div><div class="t m0 x8c h11 y7b1 ff7 fs3 fc12 sc0 ls0 ws0">/GAZ ZIEMNY/ </div><div class="t m0 x14 h11 y7b2 ff5 fs3 fc12 sc0 ls0 ws0">CIEPŁO<span class="ff7"> </span></div></div><div class="c x76 y7ae w56 h97"><div class="t m0 x3f h19 y7b3 ff6 fs9 fc2 sc0 ls0 ws0">Ustawa z dnia 23 <span class="_ _1"></span>maja 2024 r. o </div><div class="t m0 x3f h19 y7b4 ff6 fs9 fc2 sc0 ls0 ws0">bonie ene<span class="_ _1"></span>rgetycznym oraz o </div><div class="t m0 x3f h19 y7b5 ff8 fs9 fc2 sc0 ls0 ws0">zmianie niekt<span class="_ _1"></span>órych ustaw w c<span class="_ _1"></span>elu </div><div class="t m0 x3f h19 y7b6 ff6 fs9 fc2 sc0 ls0 ws0">ograniczenia c<span class="_ _1"></span>en ener<span class="_ _1"></span>gii </div><div class="t m0 x3f h19 y7b7 ff6 fs9 fc2 sc0 ls0 ws0">elektryc<span class="_ _1"></span>znej, gazu ziemnego i </div><div class="t m0 x3f h19 y7b8 ff8 fs9 fc2 sc0 ls0 ws0">ciepła syst<span class="_ _1"></span>emowego<span class="ff6"> </span></div><div class="t m0 x3f h19 y7b9 ff6 fs9 fc2 sc0 ls0 ws0">https://isap.s<span class="_ _1"></span>ejm.gov.pl/isap.nsf/D</div><div class="t m0 x3f h19 y7ba ff6 fs9 fc2 sc0 ls0 ws0">ocDetai<span class="_ _1"></span>ls.xsp?id=WDU2024000085</div><div class="t m0 x3f h19 y7bb ff6 fs9 fc2 sc0 ls0 ws0">9 </div></div><div class="c xee y7ae w57 h97"><div class="t m0 x3f h15 y7b3 ff7 fs9 fc2 sc0 ls0 ws0">Energia elektryczna<span class="_ _1"></span><span class="ff6"> </span></div><div class="t m0 x3f h19 y7b4 ff8 fs9 fc2 sc0 ls31 ws0">• <span class="ff6 ls0">Ustawa <span class="ff8">przedłużyła o<span class="_ _1"></span>bowiązujące <span class="_ _1"></span>wcześniej </span></span></div><div class="t m0 x3f h19 y7b5 ff8 fs9 fc2 sc0 ls0 ws0">działania osłonowe d<span class="_ _1"></span>la odbio<span class="_ _1"></span>rców energii </div><div class="t m0 x3f h19 y7b6 ff8 fs9 fc2 sc0 ls0 ws0">elektryc<span class="_ _1"></span>znej na drugą połowę 2024 r<span class="_ _1"></span>., <span class="ff6"> </span></div><div class="t m0 x3f h19 y7b7 ff8 fs9 fc2 sc0 ls0 ws0">•Wprowadzeno doda<span class="_ _1"></span>tkowe wspa<span class="_ _1"></span>rcie dla </div><div class="t m0 x3f h19 y7b8 ff8 fs9 fc2 sc0 ls0 ws0">najuboższych w post<span class="_ _1"></span>aci bonu e<span class="_ _1"></span>nergetycznego<span class="ff6"> </span></div><div class="t m0 x3f h19 y7b9 ff8 fs9 fc2 sc0 ls0 ws0">• Nałożono na pr<span class="_ _1"></span>zedsiębior<span class="_ _1"></span>stwa energetyczne </div><div class="t m0 x3f h19 y7ba ff8 fs9 fc2 sc0 ls0 ws0">obowiązek pr<span class="_ _1"></span>zedłożenia do zatwier<span class="_ _1"></span>dzenia </div><div class="t m0 x3f h19 y7bb ff6 fs9 fc2 sc0 ls0 ws0">Prezesowi URE zmian<span class="_ _1"></span>y taryf<span class="_ _1"></span>y z okresem jej </div><div class="t m0 x3f h19 y7bc ff8 fs9 fc2 sc0 ls0 ws0">obowiązywania ni<span class="_ _1"></span>e krót<span class="_ _1"></span>szym niż do dnia 31 </div><div class="t m0 x3f h19 y7bd ff6 fs9 fc2 sc0 ls0 ws0">grudnia 2025 r. <span class="_ _1"></span> </div><div class="t m0 x3f h19 y7be ff8 fs9 fc2 sc0 ls0 ws0">• Usprawnio<span class="_ _1"></span>no proces sk<span class="_ _1"></span>ładania wniosków o </div><div class="t m0 x3f h19 y7bf ff8 fs9 fc2 sc0 ls0 ws0">rekompensat<span class="_ _1"></span>ę oraz wnio<span class="_ _1"></span>sków o rozliczenie </div><div class="t m0 x3f h19 y7c0 ff6 fs9 fc2 sc0 ls0 ws0">rekompensat<span class="_ _1"></span>y (w szcze<span class="ff8">gólnośc<span class="_ _1"></span>i </span></div><div class="t m0 x3f h19 y7c1 ff8 fs9 fc2 sc0 ls0 ws0">uporządkowani<span class="_ _1"></span>e terminó<span class="_ _1"></span>w na składanie </div><div class="t m0 x3f h19 y7c2 ff8 fs9 fc2 sc0 ls0 ws0">różnych ro<span class="_ _1"></span>dzajów wniosków, aby<span class="_ _1"></span> uniknąć<span class="_ _1"></span> ich </div><div class="t m0 x3f h19 y7c3 ff8 fs9 fc2 sc0 ls0 ws0">kumulacji w o<span class="_ _1"></span>kreślonych <span class="_ _1"></span>terminach)<span class="ff6"> </span></div><div class="t m0 x3f h15 y7c4 ff7 fs9 fc2 sc0 ls0 ws0">Gaz ziemny<span class="ff6"> </span></div><div class="t m0 x3f h19 y7c5 ff8 fs9 fc2 sc0 ls0 ws0">• od lipc<span class="_ _1"></span>a 2024 r.  maksymalna<span class="_ _1"></span> cena dla </div><div class="t m0 x3f h19 y7c6 ff8 fs9 fc2 sc0 ls0 ws0">odbiorc<span class="_ _1"></span>ów taryfowanyc<span class="_ _1"></span>h będzie równa tar<span class="_ _1"></span>yfie </div><div class="t m0 x3f h19 y7c7 ff8 fs9 fc2 sc0 ls0 ws0">PGNiG OD, kt<span class="_ _1"></span>óre również ma wyst<span class="_ _1"></span>ąpić do </div><div class="t m0 x3f h19 y7c8 ff8 fs9 fc2 sc0 ls0 ws0">regulator<span class="_ _1"></span>a o korektę t<span class="_ _1"></span>aryfy.  <span class="ff6"> </span></div><div class="t m0 x3f h15 y7c9 ff5 fs9 fc2 sc0 ls0 ws0">Ciepło<span class="ff6"> </span></div><div class="t m0 x3f h19 y7ca ff8 fs9 fc2 sc0 ls0 ws0">przedłużenie fun<span class="_ _1"></span>kcjonowani<span class="_ _1"></span>a mechanizmu </div><div class="t m0 x3f h19 y7cb ff8 fs9 fc2 sc0 ls0 ws0">maksymalnej ce<span class="_ _1"></span>ny dostawy<span class="_ _1"></span> ciepła do dnia 30 </div><div class="t m0 x3f h19 y7cc ff6 fs9 fc2 sc0 ls0 ws0">czerwca 2025 r.<span class="_ _1"></span> </div></div><div class="c xef y7ae w58 h97"><div class="t m0 x3f h19 y7b3 ff6 fs9 fc2 sc0 ls0 ws0">Ustawa </div><div class="t m0 x3f h19 y7b4 ff8 fs9 fc2 sc0 ls0 ws0">weszła w </div><div class="t m0 x3f h19 y7b5 ff8 fs9 fc2 sc0 ls0 ws0">życie 13 </div><div class="t m0 x3f h19 y7b6 ff6 fs9 fc2 sc0 ls0 ws0">czerwca 2024 </div><div class="t m0 x3f h19 y7b7 ff6 fs9 fc2 sc0 ls30 ws0">r.<span class="ls0"> </span></div></div><div class="c xf0 y7ae w59 h97"><div class="t m0 x3f h19 y7b3 ff8 fs9 fc2 sc0 ls0 ws0">Przedłużenie c<span class="_ _1"></span>zasowego </div><div class="t m0 x3f h19 y7b4 ff6 fs9 fc2 sc0 ls0 ws0">ograniczenia c<span class="_ _1"></span>en ener<span class="_ _1"></span>gii </div><div class="t m0 x3f h19 y7b5 ff6 fs9 fc2 sc0 ls0 ws0">elektryc<span class="_ _1"></span>znej, gazu </div><div class="t m0 x3f h19 y7b6 ff8 fs9 fc2 sc0 ls0 ws0">ziemnego i ciepła </div><div class="t m0 x3f h19 y7b7 ff6 fs9 fc2 sc0 ls0 ws0">systemowego, co<span class="_ _1"></span> </div><div class="t m0 x3f h19 y7b8 ff8 fs9 fc2 sc0 ls0 ws0">bezpośredni<span class="_ _1"></span>o wpływa </div><div class="t m0 x3f h19 y7b9 ff8 fs9 fc2 sc0 ls0 ws0">na polit<span class="_ _1"></span>ykę cenową </div><div class="t m0 x3f h19 y7ba ff6 fs9 fc2 sc0 ls0 ws0">sprzedawcy.  </div><div class="t m0 x3f h19 y7bb ff6 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h19 y7bc ff8 fs9 fc2 sc0 ls0 ws0">Należy zauważyć<span class="_ _1"></span>, że </div><div class="t m0 x3f h19 y7bd ff6 fs9 fc2 sc0 ls0 ws0">Ustawa <span class="ff8">w dużej <span class="_ _1"></span>mierze </span></div><div class="t m0 x3f h19 y7be ff8 fs9 fc2 sc0 ls0 ws0">dotyczyła ty<span class="_ _1"></span>lko drugiej </div><div class="t m0 x3f h19 y7bf ff8 fs9 fc2 sc0 ls0 ws0">połowy 2024 r. <span class="_ _1"></span><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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">54<span class="ls0"> </span></div></div><div class="c x1 y7cd w55 h98"><div class="t m0 x10 h11 y7ce ff7 fs3 fc12 sc0 ls0 ws0">ENERGIA </div><div class="t m0 x2 h11 y7cf ff7 fs3 fc12 sc0 ls0 ws0">ELEKTRYCZNA<span class="_ _0"></span> </div></div><div class="c x76 y7cd w56 h98"><div class="t m0 x3f h19 y5e2 ff6 fs9 fc2 sc0 ls0 ws0">Ustawa z dnia 27 l<span class="_ _1"></span>istopada 2024 r<span class="_ _1"></span>. </div><div class="t m0 x3f h19 y7d0 ff6 fs9 fc2 sc0 ls0 ws0">o zmianie Ustawy <span class="_ _1"></span><span class="ff8">o środkac<span class="_ _1"></span>h </span></div><div class="t m0 x3f h19 y7d1 ff8 fs9 fc2 sc0 ls0 ws0">nadzwyczajnych <span class="_ _1"></span>mających na ce<span class="_ _1"></span>lu </div><div class="t m0 x3f h19 y7d2 ff8 fs9 fc2 sc0 ls0 ws0">ograniczenie<span class="_ _1"></span> wysokośc<span class="_ _1"></span>i cen energii </div><div class="t m0 x3f h19 y7d3 ff6 fs9 fc2 sc0 ls0 ws0">elektryc<span class="_ _1"></span>znej oraz wsparci<span class="_ _1"></span>u </div><div class="t m0 x3f h19 y7d4 ff8 fs9 fc2 sc0 ls0 ws0">niektóryc<span class="_ _1"></span>h odbiorców w 2023 r<span class="_ _1"></span>oku </div><div class="t m0 x3f h19 y7d5 ff8 fs9 fc2 sc0 ls0 ws0">oraz w 2024 roku o<span class="_ _1"></span>raz niekt<span class="_ _1"></span>órych </div><div class="t m0 x3f h19 y7d6 ff6 fs9 fc2 sc0 ls0 ws0">innych us<span class="_ _1"></span>taw </div><div class="t m0 x3f h19 y7d7 ff6 fs9 fc2 sc0 ls0 ws0">https://isap.s<span class="_ _1"></span>ejm.gov.pl/isap.nsf/D</div><div class="t m0 x3f h19 y7d8 ff6 fs9 fc2 sc0 ls0 ws0">ocDetai<span class="_ _1"></span>ls.xsp?id=WDU2024000183</div><div class="t m0 x3f h19 y7d9 ff6 fs9 fc2 sc0 ls0 ws0">1 </div></div><div class="c xee y7cd w57 h98"><div class="t m0 x3f h19 y5e2 ff6 fs9 fc2 sc0 ls0 ws0">Ustawa <span class="ff8">stano<span class="_ _1"></span>wi konty<span class="_ _1"></span>nuację działań </span></div><div class="t m0 x3f h19 y7d0 ff8 fs9 fc2 sc0 ls0 ws0">osłonowych dl<span class="_ _1"></span>a gospodarst<span class="_ _1"></span>w domowych pr<span class="_ _1"></span>zez </div><div class="t m0 x3f h19 y7d1 ff6 fs9 fc2 sc0 ls0 ws0">zastosowanie me<span class="_ _1"></span>chanizmu ceny mak<span class="_ _10"></span>symalnej </div><div class="t m0 x3f h19 y7d2 ff8 fs9 fc2 sc0 ls0 ws0">energii e<span class="_ _1"></span>lektrycznej równi<span class="_ _1"></span>eż w 2025 r. Cena </div><div class="t m0 x3f h19 y7d3 ff6 fs9 fc2 sc0 ls0 ws0">maksymalna dla <span class="_ _1"></span>gospodarstw d<span class="_ _1"></span>omowych </div><div class="t m0 x3f h19 y7d4 ff8 fs9 fc2 sc0 ls0 ws0">obowiązywać będzi<span class="_ _1"></span>e w 2025 r. i <span class="_ _1"></span>ma być </div><div class="t m0 x3f h19 y7d5 ff6 fs9 fc2 sc0 ls0 ws0">utrzymana na dot<span class="_ _1"></span>ychczasowym pozio<span class="_ _10"></span>m<span class="_ _0"></span>ie 500 </div><div class="t m0 x3f h19 y7d6 ff8 fs9 fc2 sc0 ls0 ws0">zł/MWh. Na po<span class="_ _1"></span>ziomie zerowym po<span class="_ _10"></span>z<span class="_ _0"></span>ostawio<span class="_ _1"></span>na </div><div class="t m0 x3f h19 y7d7 ff8 fs9 fc2 sc0 ls0 ws0">również została st<span class="_ _1"></span>awka opłaty mo<span class="_ _1"></span>cowej dla </div><div class="t m0 x3f h19 y7d8 ff6 fs9 fc2 sc0 ls0 ws0">gospodarstw d<span class="_ _1"></span>omowych. </div><div class="t m0 x3f h19 y7d9 ff6 fs9 fc2 sc0 ls0 ws0">Ponadto do p<span class="_ _1"></span>rojektu wpro<span class="_ _1"></span>wadzono przepisy<span class="_ _1"></span> </div><div class="t m0 x3f h19 y7da ff8 fs9 fc2 sc0 ls0 ws0">zobowiązujące przeds<span class="_ _1"></span>iębiorst<span class="_ _1"></span>wa energetyc<span class="_ _1"></span>zne </div><div class="t m0 x3f h19 y7db ff8 fs9 fc2 sc0 ls0 ws0">wykonujące<span class="_ _1"></span> działalność w zakr<span class="_ _1"></span>esie obrot<span class="_ _1"></span>u </div><div class="t m0 x3f h19 y7dc ff8 fs9 fc2 sc0 ls0 ws0">energią el<span class="_ _1"></span>ektryczną do p<span class="_ _1"></span>rzedłożenia wniosk<span class="_ _1"></span>ów </div><div class="t m0 x3f h19 y7dd ff8 fs9 fc2 sc0 ls0 ws0">o zmianę taryf<span class="_ _1"></span>y dla energii<span class="_ _1"></span> elektrycznej do<span class="_ _1"></span> </div><div class="t m0 x3f h19 y7de ff8 fs9 fc2 sc0 ls0 ws0">Prezesa Urzędu Re<span class="_ _1"></span>gulacji Energet<span class="_ _1"></span>yki w </div><div class="t m0 x3f h19 y7df ff6 fs9 fc2 sc0 ls0 ws0">terminie<span class="_ _1"></span> do dnia 30 kwiet<span class="_ _1"></span>nia 2025 r.  </div><div class="t m0 x3f h19 y215 ff8 fs9 fc2 sc0 ls0 ws0">Jednocześni<span class="_ _1"></span>e następuje o<span class="_ _1"></span>dejście od działań </div><div class="t m0 x3f h19 y7e0 ff8 fs9 fc2 sc0 ls0 ws0">osłonowych dl<span class="_ _1"></span>a odbiorców n<span class="_ _1"></span>iebędących </div><div class="t m0 x3f h19 y7e1 ff6 fs9 fc2 sc0 ls0 ws0">gospodarstwami d<span class="_ _1"></span>omowymi (czyl<span class="_ _1"></span>i dla </div><div class="t m0 x3f h19 y7e2 ff8 fs9 fc2 sc0 ls0 ws0">jednostek<span class="_ _1"></span> samorządowych, i<span class="_ _1"></span>nstytucji </div><div class="t m0 x3f h19 y7e3 ff8 fs9 fc2 sc0 ls0 ws0">publicznych <span class="_ _1"></span>oraz podmiot<span class="_ _1"></span>ów z sektora małych </div><div class="t m0 x3f h19 y7e4 ff8 fs9 fc2 sc0 ls0 ws0">i średni<span class="_ _1"></span>ch przedsiębiorst<span class="_ _1"></span>w).<span class="ff6"> </span></div></div><div class="c xef y7cd w58 h98"><div class="t m0 x3f h19 y5e2 ff6 fs9 fc2 sc0 ls0 ws0">Ustawa </div><div class="t m0 x3f h19 y7d0 ff8 fs9 fc2 sc0 ls0 ws0">weszła w </div><div class="t m0 x3f h19 y7d1 ff8 fs9 fc2 sc0 ls0 ws0">życie 12 </div><div class="t m0 x3f h19 y7d2 ff6 fs9 fc2 sc0 ls0 ws0">grudnia 2024 </div><div class="t m0 x3f h19 y7d3 ff6 fs9 fc2 sc0 ls0 ws0">r. i przest<span class="_ _1"></span>anie </div><div class="t m0 x3f h19 y7d4 ff8 fs9 fc2 sc0 ls0 ws0">obowiązywać </div><div class="t m0 x3f h19 y7d5 ff6 fs9 fc2 sc0 ls0 ws0">z dniem 30 </div><div class="t m0 x3f h19 y7d6 ff6 fs9 fc2 sc0 ls0 ws0">czerwca 2025 </div><div class="t m0 x3f h19 y7d7 ff6 fs9 fc2 sc0 ls30 ws0">r.<span class="ls0"> </span></div></div><div class="c xf0 y7cd w59 h98"><div class="t m0 x3f h19 y5e2 ff8 fs9 fc2 sc0 ls0 ws0">Przedłużenie c<span class="_ _1"></span>zasowego </div><div class="t m0 x3f h19 y7d0 ff6 fs9 fc2 sc0 ls0 ws0">ograniczenia c<span class="_ _1"></span>en ener<span class="_ _1"></span>gii </div><div class="t m0 x3f h19 y7d1 ff6 fs9 fc2 sc0 ls0 ws0">elektryc<span class="_ _1"></span>znej, </div><div class="t m0 x3f h19 y7d2 ff8 fs9 fc2 sc0 ls0 ws0">bezpośredni<span class="_ _1"></span>o wpływa </div><div class="t m0 x3f h19 y7d3 ff8 fs9 fc2 sc0 ls0 ws0">na polit<span class="_ _1"></span>ykę cenową </div><div class="t m0 x3f h19 y7d4 ff6 fs9 fc2 sc0 ls0 ws0">sprzedawcy.  </div><div class="t m0 x3f h19 y7d5 ff6 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h19 y7d6 ff8 fs9 fc2 sc0 ls0 ws0">Należy zauważyć<span class="_ _1"></span>, że </div><div class="t m0 x3f h19 y7d7 ff6 fs9 fc2 sc0 ls0 ws0">prawdopodobn<span class="_ _1"></span>e jest </div><div class="t m0 x3f h19 y7d8 ff8 fs9 fc2 sc0 ls0 ws0">również przedłużeni<span class="_ _1"></span>e </div><div class="t m0 x3f h19 y7d9 ff8 fs9 fc2 sc0 ls0 ws0">mechanizmów </div><div class="t m0 x3f h19 y7da ff8 fs9 fc2 sc0 ls0 ws0">mrożących ceny<span class="_ _1"></span> na </div><div class="t m0 x3f h19 y7db ff8 fs9 fc2 sc0 ls0 ws0">drugą połowę 2025 r.<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c x1 y7e5 w55 h99"><div class="t m0 x16 h11 y7e6 ff5 fs3 fc12 sc0 ls0 ws0">WODÓR<span class="ff7"> </span></div></div><div class="c x76 y7e5 w56 h99"><div class="t m0 x3f h19 y7e7 ff6 fs9 fc2 sc0 ls0 ws0">Ustawa z dnia 21 l<span class="_ _1"></span>istopada 2024 r<span class="_ _1"></span>. </div><div class="t m0 x3f h19 y7e8 ff6 fs9 fc2 sc0 ls0 ws0">o zmianie Ustawy <span class="_ _1"></span>- Prawo </div><div class="t m0 x3f h19 y7e9 ff8 fs9 fc2 sc0 ls0 ws0">energetyc<span class="_ _1"></span>zne oraz niek<span class="_ _1"></span>tórych </div><div class="t m0 x3f h19 y7ea ff6 fs9 fc2 sc0 ls0 ws0">innych us<span class="_ _1"></span>taw </div><div class="t m0 x3f h19 y7eb ff6 fs9 fc2 sc0 ls0 ws0">https://isap.s<span class="_ _1"></span>ejm.gov.pl/isap.nsf/D</div><div class="t m0 x3f h19 y7ec ff6 fs9 fc2 sc0 ls0 ws0">ocDetai<span class="_ _1"></span>ls.xsp?id=WDU2024000188</div><div class="t m0 x3f h19 y7ed ff6 fs9 fc2 sc0 ls0 ws0">1 </div></div><div class="c xee y7e5 w57 h99"><div class="t m0 x3f h19 y7e7 ff6 fs9 fc2 sc0 ls0 ws0">Ustawa tworzy r<span class="_ _1"></span>amy regulacyjne<span class="_ _1"></span> </div><div class="t m0 x3f h19 y7e8 ff6 fs9 fc2 sc0 ls0 ws0">funkcjono<span class="_ _1"></span>wania rynku wodo<span class="_ _1"></span>ru w Polsce. </div><div class="t m0 x3f h19 y7e9 ff8 fs9 fc2 sc0 ls0 ws0">Zawarte w ni<span class="_ _1"></span>ej przekro<span class="_ _1"></span>jowe zmiany zakładają </div><div class="t m0 x3f h19 y7ea ff6 fs9 fc2 sc0 ls0 ws0">m.in.: </div><div class="t m0 x3f h19 y7eb ff8 fs9 fc2 sc0 ls0 ws0">1) wprowadzenie<span class="_ _1"></span> siatki<span class="_ _1"></span> pojęć w przepisac<span class="_ _1"></span>h </div><div class="t m0 x3f h19 y7ec ff6 fs9 fc2 sc0 ls0 ws0">prawa energet<span class="_ _1"></span>ycznego koni<span class="_ _1"></span>ecznych do </div><div class="t m0 x3f h19 y7ed ff6 fs9 fc2 sc0 ls0 ws0">rozwoju i fun<span class="_ _1"></span>kcjonowani<span class="_ _1"></span>a rynku wodoru w </div><div class="t m0 x3f h19 y7ee ff6 fs9 fc2 sc0 ls0 ws0">Polsce; </div><div class="t m0 x3f h19 y7ef ff6 fs9 fc2 sc0 ls0 ws0">2) utworzeni<span class="_ _1"></span>e ra<span class="ff8">m umożliwiający<span class="_ _1"></span>ch </span></div><div class="t m0 x3f h19 y7f0 ff8 fs9 fc2 sc0 ls0 ws0">międzysekto<span class="_ _1"></span>rową działalność<span class="_ _1"></span> w zakresie<span class="_ _1"></span> gazu </div><div class="t m0 x3f h19 y7f1 ff6 fs9 fc2 sc0 ls0 ws0">ziemnego i wodoru;<span class="_ _10"></span> </div><div class="t m0 x3f h19 y7f2 ff6 fs9 fc2 sc0 ls0 ws0">3) stworzeni<span class="_ _1"></span>e zasad cert<span class="_ _1"></span>yfikacji i wyznaczania </div><div class="t m0 x3f h19 y15d ff8 fs9 fc2 sc0 ls0 ws0">operato<span class="_ _1"></span>rów wodorowych;<span class="ff6"> </span></div><div class="t m0 x3f h19 y7f3 ff6 fs9 fc2 sc0 ls0 ws0">4) uregulowani<span class="_ _1"></span>e zasad konc<span class="_ _1"></span>esjonowania </div><div class="t m0 x3f h19 y7f4 ff8 fs9 fc2 sc0 ls0 ws0">działalności związanej <span class="_ _10"></span>z<span class="_ _0"></span> magazynowa<span class="_ _1"></span>niem </div><div class="t m0 x3f h19 y7f5 ff6 fs9 fc2 sc0 ls0 ws0">wodoru; </div><div class="t m0 x3f h19 y7f6 ff8 fs9 fc2 sc0 ls0 ws0">5) określeni<span class="_ _1"></span>e<span class="ff6"> </span>zasad funk<span class="_ _1"></span>cjonowania systemów </div><div class="t m0 x3f h19 y7f7 ff6 fs9 fc2 sc0 ls0 ws0">wodorowych;<span class="_ _1"></span> </div><div class="t m0 x3f h19 y7f8 ff8 fs9 fc2 sc0 ls0 ws0">6) wprowadzenie<span class="_ _1"></span> systemowyc<span class="_ _1"></span>h mechanizmów </div><div class="t m0 x3f h19 y7f9 ff8 fs9 fc2 sc0 ls0 ws0">wsparcia dl<span class="_ _1"></span>a prowadzenia <span class="_ _1"></span>działalności </div><div class="t m0 x3f h19 y7fa ff6 fs9 fc2 sc0 ls0 ws0">badawczo-<span class="ff8">rozwojowe<span class="_ _1"></span>j dla proje<span class="_ _1"></span>któw z zakresu </span></div><div class="t m0 x3f h19 y7fb ff6 fs9 fc2 sc0 ls0 ws0">technol<span class="_ _1"></span>ogii wodorowych; </div><div class="t m0 x3f h19 y7fc ff8 fs9 fc2 sc0 ls0 ws0">7) uproszczenia <span class="_ _1"></span>dla podmiot<span class="_ _1"></span>ów inwestujący<span class="_ _1"></span>ch </div><div class="t m0 x3f h19 y7fd ff8 fs9 fc2 sc0 ls0 ws0">w rozwój syste<span class="_ _1"></span>mu wodoro<span class="ff6">wego. </span></div></div><div class="c xef y7e5 w58 h99"><div class="t m0 x3f h19 y7e7 ff6 fs9 fc2 sc0 ls0 ws0">Ustawa </div><div class="t m0 x3f h19 y7e8 ff8 fs9 fc2 sc0 ls0 ws0">weszła w </div><div class="t m0 x3f h19 y7e9 ff8 fs9 fc2 sc0 ls0 ws0">życie 20 </div><div class="t m0 x3f h19 y7ea ff6 fs9 fc2 sc0 ls0 ws0">stycznia 2025 </div><div class="t m0 x3f h19 y7eb ff6 fs9 fc2 sc0 ls30 ws0">r.<span class="ls0"> </span></div></div><div class="c xf0 y7e5 w59 h99"><div class="t m0 x3f h19 y7e7 ff6 fs9 fc2 sc0 ls0 ws0">Z punktu <span class="_ _1"></span>widzenia </div><div class="t m0 x3f h19 y7e8 ff6 fs9 fc2 sc0 ls0 ws0">Unimot Ustawa po<span class="_ _1"></span>zwala </div><div class="t m0 x3f h19 y7e9 ff8 fs9 fc2 sc0 ls0 ws0">na rozpoczęcie<span class="_ _1"></span> działań </div><div class="t m0 x3f h19 y7ea ff6 fs9 fc2 sc0 ls0 ws0">biznesowych </div><div class="t m0 x3f h19 y7eb ff8 fs9 fc2 sc0 ls0 ws0">związanych z </div><div class="t m0 x3f h19 y7ec ff6 fs9 fc2 sc0 ls0 ws0">ewentualny<span class="_ _1"></span>m </div><div class="t m0 x3f h19 y7ed ff6 fs9 fc2 sc0 ls0 ws0">wprowadzeniem </div><div class="t m0 x3f h19 y7ee ff6 fs9 fc2 sc0 ls0 ws0">wodoru do s<span class="_ _1"></span>ieci </div><div class="t m0 x3f h19 y7ef ff6 fs9 fc2 sc0 ls0 ws0">wodorowych, p<span class="_ _1"></span>rzy czym </div><div class="t m0 x3f h19 y7f0 ff8 fs9 fc2 sc0 ls0 ws0">biorąc po<span class="_ _1"></span>d uwagę </div><div class="t m0 x3f h19 y7f1 ff8 fs9 fc2 sc0 ls0 ws0">szczątkowość pl<span class="_ _1"></span>anów </div><div class="t m0 x3f h19 y7f2 ff6 fs9 fc2 sc0 ls0 ws0">rozwoju sieci<span class="_ _1"></span> </div><div class="t m0 x3f h19 y15d ff6 fs9 fc2 sc0 ls0 ws0">wodorowych <span class="_ _1"></span>w Polsce, </div><div class="t m0 x3f h19 y7f3 ff8 fs9 fc2 sc0 ls0 ws0">należy się s<span class="_ _1"></span>podziewać że </div><div class="t m0 x3f h19 y7f4 ff8 fs9 fc2 sc0 ls0 ws0">przez dłuższy c<span class="_ _1"></span>zas </div><div class="t m0 x3f h19 y7f5 ff6 fs9 fc2 sc0 ls0 ws0">podmioty o<span class="_ _1"></span>becne na </div><div class="t m0 x3f h19 y7f6 ff8 fs9 fc2 sc0 ls0 ws0">rynku ni<span class="_ _1"></span>e będą </div><div class="t m0 x3f h19 y7f7 ff8 fs9 fc2 sc0 ls0 ws0">korzystać<span class="_ _1"></span> z zawartych w </div><div class="t m0 x3f h19 y7f8 ff8 fs9 fc2 sc0 ls0 ws0">niej rozwiązań.<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c x1 y3f6 w55 h9a"><div class="t m0 x10 h11 y7fe ff7 fs3 fc12 sc0 ls0 ws0">KWESTIE </div><div class="t m0 xbd h11 y7ff ff7 fs3 fc12 sc0 ls0 ws0">ORGANIZACYJ</div><div class="t m0 x15 h11 y800 ff7 fs3 fc12 sc0 ls0 ws0">NO - </div><div class="t m0 x34 h11 y801 ff7 fs3 fc12 sc0 ls0 ws0">KADROWE </div></div><div class="c x76 y3f6 w56 h9a"><div class="t m0 x3f h19 y802 ff6 fs9 fc2 sc0 ls0 ws0">Ustawa z dnia 14 czer<span class="_ _1"></span>wca 2024 r. o<span class="_ _1"></span> </div><div class="t m0 x3f h19 y803 ff8 fs9 fc2 sc0 ls0 ws0">ochroni<span class="_ _1"></span>e sygnalistów<span class="ff6"> </span></div><div class="t m0 x3f h19 y804 ff6 fs9 fc2 sc0 ls0 ws0">https://isap.s<span class="_ _1"></span>ejm.gov.pl/isap.nsf/D</div><div class="t m0 x3f h19 y805 ff6 fs9 fc2 sc0 ls0 ws0">ocDetai<span class="_ _1"></span>ls.xsp?id=WDU2024000092</div><div class="t m0 x3f h19 y806 ff6 fs9 fc2 sc0 ls0 ws0">8 </div></div><div class="c xee y3f6 w57 h9a"><div class="t m0 x3f h19 y802 ff6 fs9 fc2 sc0 ls0 ws0">Ustawa <span class="ff8">stano<span class="_ _1"></span>wi implementac<span class="_ _1"></span>ję dyrekty<span class="_ _1"></span>wy </span></div><div class="t m0 x3f h19 y803 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 x3f h19 y804 ff8 fs9 fc2 sc0 ls0 ws0">2019/1937 z dni<span class="_ _1"></span>a 23 październi<span class="_ _1"></span>ka 2019 r. w </div><div class="t m0 x3f h19 y805 ff8 fs9 fc2 sc0 ls0 ws0">sprawie oc<span class="_ _1"></span>hrony osób zgłaszający<span class="_ _1"></span>ch </div><div class="t m0 x3f h19 y806 ff6 fs9 fc2 sc0 ls0 ws0">naruszenia pr<span class="_ _1"></span>awa Unii (Dz. Urz. UE L <span class="_ _1"></span>305 z </div><div class="t m0 x3f h19 y807 ff8 fs9 fc2 sc0 ls0 ws0">26.11.2019, str. 17<span class="_ _1"></span>, z późn. zm.).<span class="ff6"> </span></div><div class="t m0 x3f h19 y808 ff8 fs9 fc2 sc0 ls0 ws0">Przepisy zobowiązują f<span class="_ _1"></span>irmy i i<span class="ff6">nst<span class="_ _1"></span>ytucje do </span></div><div class="t m0 x3f h19 y809 ff6 fs9 fc2 sc0 ls0 ws0">wprowadzenia sp<span class="_ _1"></span>ecjalnych <span class="_ _1"></span>procedur </div><div class="t m0 x3f h19 y80a ff8 fs9 fc2 sc0 ls0 ws0">zgłaszania nieprawi<span class="_ _1"></span>dłowości. Ro<span class="_ _1"></span>związania </div><div class="t m0 x3f h19 y80b ff8 fs9 fc2 sc0 ls0 ws0">wprowadzone pr<span class="_ _1"></span>zez ustawę mają na <span class="_ _10"></span>celu </div><div class="t m0 x3f h19 y80c ff8 fs9 fc2 sc0 ls0 ws0">ochronę o<span class="_ _1"></span>sób zgłaszających ła<span class="_ _1"></span>manie prawa </div><div class="t m0 x3f h19 y312 ff8 fs9 fc2 sc0 ls0 ws0">oraz zabezpieczenie<span class="_ _1"></span> ich przed działan<span class="_ _1"></span>iami </div><div class="t m0 x3f h19 y80d ff8 fs9 fc2 sc0 ls0 ws0">odwetowymi ze s<span class="_ _1"></span>trony pr<span class="_ _1"></span>acodawców.<span class="ff6"> </span></div></div><div class="c xef y3f6 w58 h9a"><div class="t m0 x3f h19 y802 ff6 fs9 fc2 sc0 ls0 ws0">Ustawa </div><div class="t m0 x3f h19 y803 ff8 fs9 fc2 sc0 ls0 ws0">weszła w </div><div class="t m0 x3f h19 y804 ff8 fs9 fc2 sc0 ls0 ws0">życie 25 </div><div class="t m0 x3f h19 y805 ff8 fs9 fc2 sc0 ls0 ws0">września </div><div class="t m0 x3f h19 y806 ff6 fs9 fc2 sc0 ls0 ws0">2024 r </div></div><div class="c xf0 y3f6 w59 h9a"><div class="t m0 x3f h19 y802 ff6 fs9 fc2 sc0 ls0 ws0">Ustawa <span class="ff8">nakłada na<span class="_ _1"></span> </span></div><div class="t m0 x3f h19 y803 ff8 fs9 fc2 sc0 ls0 ws0">spółkę szere<span class="_ _1"></span>g </div><div class="t m0 x3f h19 y804 ff8 fs9 fc2 sc0 ls0 ws0">obowiązków </div><div class="t m0 x3f h19 y805 ff6 fs9 fc2 sc0 ls0 ws0">organizacyjnyc<span class="_ _1"></span>h, </div><div class="t m0 x3f h19 y806 ff8 fs9 fc2 sc0 ls0 ws0">zarówno w związku <span class="_ _1"></span>z </div><div class="t m0 x3f h19 y807 ff6 fs9 fc2 sc0 ls0 ws0">przygotowaniem </div><div class="t m0 x3f h19 y808 ff6 fs9 fc2 sc0 ls0 ws0">wymaganych pr<span class="_ _1"></span>ocedur, </div><div class="t m0 x3f h19 y809 ff8 fs9 fc2 sc0 ls0 ws0">jak i późnie<span class="_ _1"></span>jszym ich </div><div class="t m0 x3f h19 y80a ff6 fs9 fc2 sc0 ls0 ws0">egzekwowaniem.<span class="_ _1"></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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">55<span class="ls0"> </span></div></div><div class="c x1 y80e w55 h9b"><div class="t m0 xbd h11 y80f ff7 fs3 fc12 sc0 ls0 ws0">POLITYKA ESG<span class="_ _0"></span> </div></div><div class="c x76 y80e w56 h9b"><div class="t m0 x3f h19 y61c ff6 fs9 fc2 sc0 ls0 ws0">Ustawa z 6 grudni<span class="_ _1"></span>a 2024 r. o </div><div class="t m0 x3f h19 y810 ff6 fs9 fc2 sc0 ls0 ws0">zmianie Ustawy <span class="ff8">o r<span class="_ _1"></span>achunko<span class="_ _1"></span>wości, </span></div><div class="t m0 x3f h19 y811 ff6 fs9 fc2 sc0 ls0 ws0">Ustawy <span class="ff8">o bi<span class="_ _1"></span>egłych rewide<span class="_ _1"></span>ntach, </span></div><div class="t m0 x3f h19 y812 ff6 fs9 fc2 sc0 ls0 ws0">firmach audy<span class="_ _1"></span>torskich <span class="_ _1"></span>oraz </div><div class="t m0 x3f h19 y813 ff6 fs9 fc2 sc0 ls0 ws0">nadzorze public<span class="_ _1"></span>znym oraz </div><div class="t m0 x3f h19 y814 ff8 fs9 fc2 sc0 ls0 ws0">niektóryc<span class="_ _1"></span>h innych ust<span class="_ _1"></span>aw<span class="ff6"> </span></div><div class="t m0 x3f h19 y815 ff6 fs9 fc2 sc0 ls0 ws0">https://isap.s<span class="_ _1"></span>ejm.gov.pl/isap.nsf/D</div><div class="t m0 x3f h19 y816 ff6 fs9 fc2 sc0 ls0 ws0">ocDetai<span class="_ _1"></span>ls.xsp?id=WDU2024000186</div><div class="t m0 x3f h19 y817 ff6 fs9 fc2 sc0 ls4 ws0">3 <span class="ls0"> </span></div></div><div class="c xee y80e w57 h9b"><div class="t m0 x3f h19 y61c ff6 fs9 fc2 sc0 ls0 ws0">Ustawa wprowadza <span class="_ _1"></span>zmiany w zakr<span class="_ _1"></span>esie </div><div class="t m0 x3f h19 y810 ff8 fs9 fc2 sc0 ls0 ws0">sprawozdawczości zró<span class="_ _1"></span>wnoważonego <span class="_ _10"></span>rozwoju </div><div class="t m0 x3f h19 y811 ff8 fs9 fc2 sc0 ls0 ws0">przez określ<span class="_ _1"></span>oną grupę pr<span class="_ _1"></span>zedsiębiorstw i </div><div class="t m0 x3f h19 y812 ff8 fs9 fc2 sc0 ls0 ws0">poddania je<span class="_ _1"></span>j atestacji pr<span class="_ _1"></span>zez biegłych </div><div class="t m0 x3f h19 y813 ff8 fs9 fc2 sc0 ls0 ws0">rewident<span class="_ _1"></span>ów.<span class="ff6"> </span></div><div class="t m0 x3f h19 y814 ff8 fs9 fc2 sc0 ls0 ws0">Dotychc<span class="_ _1"></span>zas zobowiązane przedsię<span class="_ _1"></span>biorstwa<span class="ff6"> </span></div><div class="t m0 x3f h19 y815 ff8 fs9 fc2 sc0 ls0 ws0">będą musiały pr<span class="_ _1"></span>zedstawiać spr<span class="_ _1"></span>awozdawczość </div><div class="t m0 x3f h19 y816 ff8 fs9 fc2 sc0 ls0 ws0">zrównoważonego r<span class="_ _1"></span>ozwoju w nowej f<span class="_ _10"></span>ormie, w </div><div class="t m0 x3f h19 y817 ff8 fs9 fc2 sc0 ls0 ws0">szczególnośc<span class="_ _1"></span>i:<span class="ff6"> </span></div><div class="t m0 x3f h19 y818 ff8 fs9 fc2 sc0 ls0 ws0">• obowiązek s<span class="_ _1"></span>porządzania sprawo<span class="_ _1"></span>zdawczości </div><div class="t m0 x3f h19 y819 ff8 fs9 fc2 sc0 ls0 ws0">zrównoważonego r<span class="_ _1"></span>ozwoju wed<span class="_ _1"></span>ług jednoli<span class="_ _1"></span>tych </div><div class="t m0 x3f h19 y81a ff8 fs9 fc2 sc0 ls0 ws0">w UE standardów;<span class="_ _1"></span><span class="ff6"> </span></div><div class="t m0 x3f h19 y81b ff8 fs9 fc2 sc0 ls0 ws0">• poszerzony zak<span class="_ _1"></span>res sprawo<span class="_ _1"></span>zdawanych </div><div class="t m0 x3f h19 y81c ff6 fs9 fc2 sc0 ls0 ws0">informacji<span class="_ _1"></span> <span class="ff8">–</span> informacje na <span class="_ _1"></span>temat kwestii<span class="_ _1"></span> </div><div class="t m0 x3f h19 y81d ff8 fs9 fc2 sc0 ls0 ws0">zrównoważonego r<span class="_ _1"></span>ozwoju z obs<span class="_ _1"></span>zar<span class="ff6 ls14">u </span></div><div class="t m0 x3f h19 y81e ff8 fs9 fc2 sc0 ls0 ws0">środowisk<span class="_ _1"></span>owego, społecznego (<span class="_ _1"></span>w tym praw </div><div class="t m0 x3f h19 y81f ff8 fs9 fc2 sc0 ls0 ws0">człowieka) or<span class="_ _1"></span>az ładu korpor<span class="_ _1"></span>acyjnego będą </div><div class="t m0 x3f h19 y820 ff8 fs9 fc2 sc0 ls0 ws0">bardziej szczegó<span class="_ _1"></span>łowe niż dotyc<span class="_ _1"></span>hczas;<span class="ff6"> </span></div><div class="t m0 x3f h19 y821 ff8 fs9 fc2 sc0 ls0 ws0">• obowiązek p<span class="_ _1"></span>rzedstawiani<span class="_ _1"></span>a </div><div class="t m0 x3f h19 y822 ff8 fs9 fc2 sc0 ls0 ws0">sprawozdawczości zró<span class="_ _1"></span>wnoważonego <span class="_ _10"></span>rozwoju </div><div class="t m0 x3f h19 y823 ff8 fs9 fc2 sc0 ls0 ws0">w odrębnej s<span class="_ _1"></span>ekcji w ramach spr<span class="_ _1"></span>awozdania z </div><div class="t m0 x3f h19 y824 ff8 fs9 fc2 sc0 ls0 ws0">działalności je<span class="_ _1"></span>dnostki;<span class="ff6"> </span></div><div class="t m0 x3f h19 y825 ff8 fs9 fc2 sc0 ls0 ws0">• obowiązek we<span class="_ _1"></span>ryfikacji s<span class="_ _1"></span>prawozdawczości </div><div class="t m0 x3f h19 y826 ff8 fs9 fc2 sc0 ls0 ws0">zrównoważonego r<span class="_ _1"></span>ozwoju –<span class="ff6"> wprowa<span class="_ _1"></span>dzona </span></div><div class="t m0 x3f h19 y827 ff8 fs9 fc2 sc0 ls0 ws0">zostanie obo<span class="_ _1"></span>wiązkowa wery<span class="_ _1"></span>fikacja przez </div><div class="t m0 x3f h19 y828 ff8 fs9 fc2 sc0 ls0 ws0">biegłych rewi<span class="_ _1"></span>dentów;<span class="ff6"> </span></div><div class="t m0 x3f h19 y829 ff8 fs9 fc2 sc0 ls0 ws0">• obowiązek d<span class="_ _1"></span>igitalizacji<span class="_ _1"></span> –<span class="ff6"> sprawozdania z </span></div><div class="t m0 x3f h19 y82a ff8 fs9 fc2 sc0 ls0 ws0">działalności je<span class="_ _1"></span>dnostek<span class="_ _1"></span> przedstawiających </div><div class="t m0 x3f h19 y82b ff8 fs9 fc2 sc0 ls0 ws0">informacje<span class="_ _1"></span> na temat zrówno<span class="_ _1"></span>ważonego </div><div class="t m0 x3f h19 y82c ff6 fs9 fc2 sc0 ls30 ws0">ro<span class="ff8 ls0">zwoju będą obowiązk<span class="_ _1"></span>owo sporządzan<span class="_ _1"></span>e w </span></div><div class="t m0 x3f h19 y82d ff6 fs9 fc2 sc0 ls0 ws0">formacie XHTML (e<span class="_ _1"></span>lektr<span class="_ _1"></span>onicznym formacie<span class="_ _1"></span> </div><div class="t m0 x3f h19 y212 ff8 fs9 fc2 sc0 ls0 ws0">czytelnym dl<span class="_ _1"></span>a człowieka), a o<span class="_ _1"></span>drębna sekcja <span class="_ _1"></span>na </div><div class="t m0 x3f h19 y82e ff8 fs9 fc2 sc0 ls0 ws0">temat zrównoważone<span class="_ _10"></span>g<span class="_ _0"></span>o rozwoju ozn<span class="_ _1"></span>akowana </div><div class="t m0 x3f h19 y82f ff8 fs9 fc2 sc0 ls0 ws0">będzie w for<span class="_ _1"></span>macie in<span class="ff6">-line<span class="_ _1"></span> XBRL. </span></div></div><div class="c xef y80e w58 h9b"><div class="t m0 x3f h19 y61c ff6 fs9 fc2 sc0 ls0 ws0">Ustawa </div><div class="t m0 x3f h19 y810 ff8 fs9 fc2 sc0 ls0 ws0">weszła w </div><div class="t m0 x3f h19 y811 ff8 fs9 fc2 sc0 ls0 ws0">życie 1 </div><div class="t m0 x3f h19 y812 ff6 fs9 fc2 sc0 ls0 ws0">stycznia 2025 </div><div class="t m0 x3f h19 y813 ff6 fs9 fc2 sc0 ls30 ws0">r.<span class="ls0"> </span></div></div><div class="c xf0 y80e w59 h9b"><div class="t m0 x3f h19 y61c ff8 fs9 fc2 sc0 ls0 ws0">Spółka została </div><div class="t m0 x3f h19 y810 ff8 fs9 fc2 sc0 ls0 ws0">zobowiązana do </div><div class="t m0 x3f h19 y811 ff8 fs9 fc2 sc0 ls0 ws0">sporządzenia </div><div class="t m0 x3f h19 y812 ff6 fs9 fc2 sc0 ls0 ws0">Sprawozdania </div><div class="t m0 x3f h19 y813 ff8 fs9 fc2 sc0 ls0 ws0">Zrównoważonego </div><div class="t m0 x3f h19 y814 ff6 fs9 fc2 sc0 ls0 ws0">Rozwoju zgodnie<span class="_ _1"></span> z </div><div class="t m0 x3f h19 y815 ff6 fs9 fc2 sc0 ls0 ws0">jednolit<span class="_ _1"></span>ymi </div><div class="t m0 x3f h19 y816 ff6 fs9 fc2 sc0 ls0 ws0">europejsk<span class="_ _1"></span>imi </div><div class="t m0 x3f h19 y817 ff6 fs9 fc2 sc0 ls0 ws0">standardami ESRS, co<span class="_ _1"></span> </div><div class="t m0 x3f h19 y818 ff8 fs9 fc2 sc0 ls0 ws0">oznacza koniec<span class="_ _1"></span>zność </div><div class="t m0 x3f h19 y819 ff6 fs9 fc2 sc0 ls0 ws0">rozszerzenia zakre<span class="_ _1"></span>su </div><div class="t m0 x3f h19 y81a ff6 fs9 fc2 sc0 ls0 ws0">ujawnianych i<span class="_ _1"></span>nformacji, </div><div class="t m0 x3f h19 y81b ff8 fs9 fc2 sc0 ls0 ws0">wdrożenia nowy<span class="_ _1"></span>ch </div><div class="t m0 x3f h19 y81c ff8 fs9 fc2 sc0 ls0 ws0">procesów r<span class="_ _1"></span>aportowych, </div><div class="t m0 x3f h19 y81d ff8 fs9 fc2 sc0 ls0 ws0">a także int<span class="_ _1"></span>egracj<span class="ff6 ls32">i </span></div><div class="t m0 x3f h19 y81e ff8 fs9 fc2 sc0 ls0 ws0">danych poc<span class="_ _1"></span>hodzących z </div><div class="t m0 x3f h19 y81f ff8 fs9 fc2 sc0 ls0 ws0">różnych jedn<span class="_ _1"></span>ostek </div><div class="t m0 x3f h19 y820 ff6 fs9 fc2 sc0 ls0 ws0">organizacyjnyc<span class="_ _1"></span>h. </div><div class="t m0 x3f h19 y821 ff6 fs9 fc2 sc0 ls0 ws0">Wprowadzony prze<span class="_ _1"></span>z </div><div class="t m0 x3f h19 y822 ff8 fs9 fc2 sc0 ls0 ws0">CSRD wymóg anali<span class="_ _1"></span>zy </div><div class="t m0 x3f h19 y823 ff8 fs9 fc2 sc0 ls0 ws0">podwójnej ist<span class="_ _1"></span>otności </div><div class="t m0 x3f h19 y824 ff8 fs9 fc2 sc0 ls0 ws0">oraz konie<span class="_ _1"></span>czność </div><div class="t m0 x3f h19 y825 ff8 fs9 fc2 sc0 ls0 ws0">objęcia </div><div class="t m0 x3f h19 y826 ff8 fs9 fc2 sc0 ls0 ws0">sprawozdawczością </div><div class="t m0 x3f h19 y827 ff8 fs9 fc2 sc0 ls0 ws0">łańcucha warto<span class="_ _1"></span>ści,  </div><div class="t m0 x3f h19 y828 ff6 fs9 fc2 sc0 ls0 ws0">wymaga od Gr<span class="_ _1"></span>upy </div><div class="t m0 x3f h19 y829 ff8 fs9 fc2 sc0 ls0 ws0">UNIMOT przegląd<span class="_ _1"></span>u </div><div class="t m0 x3f h19 y82a ff6 fs9 fc2 sc0 ls0 ws0">dotychc<span class="_ _1"></span>zasowych </div><div class="t m0 x3f h19 y82b ff6 fs9 fc2 sc0 ls0 ws0">praktyk<span class="_ _1"></span> i dostosowania </div><div class="t m0 x3f h19 y82c ff6 fs9 fc2 sc0 ls0 ws0">ich <span class="ff8">do no<span class="_ _1"></span>wego porządku </span></div><div class="t m0 x3f h19 y82d ff6 fs9 fc2 sc0 ls0 ws0">regulacyjne<span class="_ _1"></span>go. </div></div><div class="c x1 y410 w55 h9c"><div class="t m0 x14 h11 y830 ff5 fs3 fc12 sc0 ls0 ws0">CIEPŁO<span class="ff7"> </span></div></div><div class="c x76 y410 w56 h9c"><div class="t m0 x3f h19 y831 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie M<span class="_ _1"></span>inistra <span class="_ _1"></span>Klimatu i </div><div class="t m0 x3f h19 y832 ff8 fs9 fc2 sc0 ls0 ws0">Środowiska <span class="_ _1"></span>z dnia 21 sier<span class="_ _1"></span>pnia 2024 </div><div class="t m0 x3f h19 y255 ff8 fs9 fc2 sc0 ls0 ws0">r. zmieniające r<span class="_ _1"></span>ozporządzenie w </div><div class="t m0 x3f h19 y833 ff8 fs9 fc2 sc0 ls0 ws0">sprawie wzoró<span class="_ _1"></span>w wniosków o<span class="_ _1"></span> </div><div class="t m0 x3f h19 y834 ff8 fs9 fc2 sc0 ls0 ws0">wypłatę wyró<span class="_ _1"></span>wnania i wzoru </div><div class="t m0 x3f h19 y835 ff8 fs9 fc2 sc0 ls0 ws0">wniosku o<span class="_ _1"></span> rozliczenie<span class="_ _1"></span> wyrównania<span class="ff6"> </span></div><div class="t m0 x3f h19 y836 ff6 fs9 fc2 sc0 ls0 ws0">https://dzienni<span class="_ _1"></span>kustaw.gov.pl<span class="_ _1"></span>/DU/2</div><div class="t m0 x3f h19 y837 ff6 fs9 fc2 sc0 ls0 ws0">024/1284 </div></div><div class="c xee y410 w57 h9c"><div class="t m0 x3f h19 y831 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie wpr<span class="_ _1"></span>owadza zmian<span class="_ _1"></span>y w </div><div class="t m0 x3f h19 y832 ff8 fs9 fc2 sc0 ls0 ws0">dotychc<span class="_ _1"></span>zasowych wzorach wni<span class="_ _1"></span>osków o </div><div class="t m0 x3f h19 y255 ff8 fs9 fc2 sc0 ls0 ws0">wypłatę wyró<span class="_ _1"></span>wnania oraz wnio<span class="_ _1"></span>sków o </div><div class="t m0 x3f h19 y833 ff8 fs9 fc2 sc0 ls0 ws0">rozliczenie<span class="_ _1"></span> wyrównania <span class="_ _1"></span>dla podmiotów </div><div class="t m0 x3f h19 y834 ff8 fs9 fc2 sc0 ls0 ws0">sprzedających <span class="_ _1"></span>ciepło. Zmian<span class="_ _1"></span>y te mają na ce<span class="_ _1"></span>lu </div><div class="t m0 x3f h19 y835 ff6 fs9 fc2 sc0 ls0 ws0">dostosowani<span class="_ _1"></span>e dokumentacji<span class="_ _1"></span> do aktualnych </div><div class="t m0 x3f h19 y836 ff8 fs9 fc2 sc0 ls0 ws0">przepisów pr<span class="_ _1"></span>awnych oraz usp<span class="_ _1"></span>rawnienie </div><div class="t m0 x3f h19 y837 ff8 fs9 fc2 sc0 ls0 ws0">procesu s<span class="_ _1"></span>kładania i rozpatr<span class="_ _1"></span>ywania wnioskó<span class="_ _1"></span>w.<span class="ff6"> </span></div></div><div class="c xef y410 w58 h9c"><div class="t m0 x3f h19 y831 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzen</div><div class="t m0 x3f h19 y832 ff8 fs9 fc2 sc0 ls0 ws0">ie weszło w </div><div class="t m0 x3f h19 y255 ff8 fs9 fc2 sc0 ls0 ws0">życie 30 </div><div class="t m0 x3f h19 y833 ff6 fs9 fc2 sc0 ls0 ws0">sierpnia <span class="_ _1"></span>2024 </div><div class="t m0 x3f h19 y834 ff6 fs9 fc2 sc0 ls30 ws0">r.<span class="ls0"> </span></div></div><div class="c xf0 y410 w59 h9c"><div class="t m0 x3f h19 y831 ff8 fs9 fc2 sc0 ls0 ws0">Konieczność a<span class="_ _1"></span>ktualizacji </div><div class="t m0 x3f h19 y832 ff8 fs9 fc2 sc0 ls0 ws0">używanych wzorów </div><div class="t m0 x3f h19 y255 ff8 fs9 fc2 sc0 ls0 ws0">wniosków pr<span class="_ _1"></span>zy </div><div class="t m0 x3f h19 y833 ff8 fs9 fc2 sc0 ls0 ws0">ubieganiu si<span class="_ _1"></span>ę o wypłatę </div><div class="t m0 x3f h19 y834 ff8 fs9 fc2 sc0 ls0 ws0">wyrównania o<span class="_ _1"></span>raz przy </div><div class="t m0 x3f h19 y835 ff6 fs9 fc2 sc0 ls0 ws0">ich rozli<span class="_ _1"></span>czaniu. </div></div><div class="c x1 y838 w55 h9d"><div class="t m0 x14 h11 y839 ff5 fs3 fc12 sc0 ls0 ws0">CIEPŁO<span class="ff7"> </span></div></div><div class="c x76 y838 w56 h9d"><div class="t m0 x3f h19 y83a ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie M<span class="_ _1"></span>inistra <span class="_ _1"></span>Klimatu i </div><div class="t m0 x3f h19 y83b ff8 fs9 fc2 sc0 ls0 ws0">Środowiska <span class="_ _1"></span>z dnia 11 marca 2024 </div><div class="t m0 x3f h19 y83c ff6 fs9 fc2 sc0 ls0 ws0">r. w sprawie wzor<span class="_ _1"></span>u wniosku <span class="_ _1"></span>o </div><div class="t m0 x3f h19 y83d ff8 fs9 fc2 sc0 ls0 ws0">wypłatę świadc<span class="_ _1"></span>zenia </div><div class="t m0 x3f h19 y83e ff8 fs9 fc2 sc0 ls0 ws0">wyrównawczego<span class="ff6"> </span></div><div class="t m0 x3f h19 y83f ff6 fs9 fc2 sc0 ls0 ws0">https://dzienni<span class="_ _1"></span>kustaw.gov.pl<span class="_ _1"></span>/DU/2</div><div class="t m0 x3f h19 y840 ff6 fs9 fc2 sc0 ls0 ws0">024/0382 </div></div><div class="c xee y838 w57 h9d"><div class="t m0 x3f h19 y83a ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie wy<span class="_ _1"></span>konuje upo<span class="_ _1"></span>ważnienie </div><div class="t m0 x3f h19 y83b ff8 fs9 fc2 sc0 ls0 ws0">określ<span class="_ _1"></span>onego w art. 16a <span class="ff6">Ustawy z dni<span class="_ _1"></span>a 15 </span></div><div class="t m0 x3f h19 y83c ff8 fs9 fc2 sc0 ls0 ws0">września 2022 r. o s<span class="_ _1"></span>zczególnych <span class="_ _1"></span>rozwiązaniach </div><div class="t m0 x3f h19 y83d ff8 fs9 fc2 sc0 ls0 ws0">w zakresie n<span class="_ _1"></span>iektóryc<span class="_ _1"></span>h źródeł ciepła w związku <span class="_ _1"></span>z </div><div class="t m0 x3f h19 y83e ff8 fs9 fc2 sc0 ls0 ws0">sytuacją na<span class="_ _1"></span> rynku paliw. Przepi<span class="_ _1"></span>s ten zost<span class="_ _1"></span>ał </div><div class="t m0 x3f h19 y83f ff6 fs9 fc2 sc0 ls0 ws0">dodany przez art<span class="_ _1"></span>. 4 pkt 10 Ustawy<span class="_ _1"></span> z dnia 7 </div><div class="t m0 x3f h19 y840 ff6 fs9 fc2 sc0 ls0 ws0">grudnia 2023 r. o z<span class="_ _1"></span>mianie ust<span class="_ _1"></span>aw w celu </div><div class="t m0 x3f h19 y841 ff8 fs9 fc2 sc0 ls0 ws0">wsparcia odb<span class="_ _1"></span>iorców ener<span class="_ _1"></span>gii elektrycznej, p<span class="_ _1"></span>aliw </div><div class="t m0 x3f h19 y842 ff8 fs9 fc2 sc0 ls0 ws0">gazowych i c<span class="_ _1"></span>iepła. <span class="ff6"> </span></div></div><div class="c xef y838 w58 h9d"><div class="t m0 x3f h19 y83a ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzen</div><div class="t m0 x3f h19 y83b ff8 fs9 fc2 sc0 ls0 ws0">ie weszło w </div><div class="t m0 x3f h19 y83c ff8 fs9 fc2 sc0 ls0 ws0">życie 30 </div><div class="t m0 x3f h19 y83d ff6 fs9 fc2 sc0 ls0 ws0">marca 2024 r. </div></div><div class="c xf0 y838 w59 h9d"><div class="t m0 x3f h19 y83a ff8 fs9 fc2 sc0 ls0 ws0">Konieczność a<span class="_ _1"></span>ktualizacji </div><div class="t m0 x3f h19 y83b ff6 fs9 fc2 sc0 ls0 ws0">wzoru wniosku <span class="_ _1"></span>o </div><div class="t m0 x3f h19 y83c ff8 fs9 fc2 sc0 ls0 ws0">wypłatę świadc<span class="_ _1"></span>zenia </div><div class="t m0 x3f h19 y83d ff8 fs9 fc2 sc0 ls0 ws0">wyrównawczego dla </div><div class="t m0 x3f h19 y83e ff8 fs9 fc2 sc0 ls0 ws0">sprzedawców ci<span class="_ _1"></span>epła z </div><div class="t m0 x3f h19 y83f ff8 fs9 fc2 sc0 ls0 ws0">tytułu st<span class="_ _1"></span>osowania pr<span class="_ _1"></span>zez </div><div class="t m0 x3f h19 y840 ff6 fs9 fc2 sc0 ls0 ws0">nich w okr<span class="_ _1"></span>esie od dni<span class="_ _1"></span>a 1 </div><div class="t m0 x3f h19 y841 ff8 fs9 fc2 sc0 ls0 ws0">października 2022 r<span class="_ _1"></span>. do </div><div class="t m0 x3f h19 y842 ff6 fs9 fc2 sc0 ls0 ws0">dnia 28 lute<span class="_ _1"></span>go 2023 r. w </div><div class="t m0 x3f h19 y843 ff6 fs9 fc2 sc0 ls0 ws0">rozliczeniac<span class="_ _1"></span>h z </div><div class="t m0 x3f h19 y844 ff8 fs9 fc2 sc0 ls0 ws0">odbiorc<span class="_ _1"></span>ami, o których </div><div class="t m0 x3f h19 y845 ff6 fs9 fc2 sc0 ls0 ws0">mowa w art. 4 ust. 1 </div><div class="t m0 x3f h19 y846 ff6 fs9 fc2 sc0 ls0 ws0">Ustawy<span class="ff8">, obniżone<span class="_ _1"></span>j ceny </span></div><div class="t m0 x3f h19 y847 ff8 fs9 fc2 sc0 ls0 ws0">ciepła, ceny<span class="_ _1"></span> za </div><div class="t m0 x3f h19 y848 ff8 fs9 fc2 sc0 ls0 ws0">zamówioną moc c<span class="_ _1"></span>ieplną </div><div class="t m0 x3f h19 y849 ff8 fs9 fc2 sc0 ls0 ws0">oraz ceny no<span class="_ _1"></span>śnika ciepła </div><div class="t m0 x3f h19 y84a ff8 fs9 fc2 sc0 ls0 ws0">lub stawki<span class="_ _1"></span> opłaty </div><div class="t m0 x3f h19 y84b ff8 fs9 fc2 sc0 ls0 ws0">miesięcznej za </div><div class="t m0 x3f h19 y84c ff8 fs9 fc2 sc0 ls0 ws0">zamówioną moc c<span class="_ _1"></span>ieplną </div><div class="t m0 x3f h19 y84d ff8 fs9 fc2 sc0 ls0 ws0">i stawki o<span class="_ _1"></span>płaty za ciepło<span class="_ _1"></span> </div><div class="t m0 x3f h19 y84e ff6 fs9 fc2 sc0 ls0 ws0">ustalony<span class="_ _1"></span>ch z </div><div class="t m0 x3f h19 y84f ff8 fs9 fc2 sc0 ls0 ws0">uwzględnieni<span class="_ _1"></span>em </div><div class="t m0 x3f h19 y850 ff8 fs9 fc2 sc0 ls0 ws0">średniej c<span class="_ _1"></span>eny </div><div class="t m0 x3f h19 y2c1 ff8 fs9 fc2 sc0 ls0 ws0">wytwarzania ci<span class="_ _1"></span>epła z </div><div class="t m0 x3f h19 y2ae ff8 fs9 fc2 sc0 ls0 ws0">rekompensat<span class="_ _1"></span>ą<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 x5 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">56<span class="ls0"> </span></div></div><div class="c x1 y851 w55 h9c"><div class="t m0 x14 h11 y830 ff5 fs3 fc12 sc0 ls0 ws0">CIEPŁO<span class="ff7"> </span></div></div><div class="c x76 y851 w56 h9c"><div class="t m0 x3f h19 y831 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie <span class="ff6">Mi<span class="_ _1"></span>nistra Kl<span class="_ _1"></span>imatu i </span></div><div class="t m0 x3f h19 y852 ff8 fs9 fc2 sc0 ls0 ws0">Środowiska <span class="_ _1"></span>z dnia 19 marca 2024 </div><div class="t m0 x3f h19 y853 ff8 fs9 fc2 sc0 ls0 ws0">r. zmieniające r<span class="_ _1"></span>ozporządzenie w </div><div class="t m0 x3f h19 y854 ff8 fs9 fc2 sc0 ls0 ws0">sprawie wzoró<span class="_ _1"></span>w wniosków o<span class="_ _1"></span> </div><div class="t m0 x3f h19 y855 ff8 fs9 fc2 sc0 ls0 ws0">wypłatę wyró<span class="_ _1"></span>wnania i wzoru </div><div class="t m0 x3f h19 y835 ff8 fs9 fc2 sc0 ls0 ws0">wniosku o<span class="_ _1"></span> rozliczenie<span class="_ _1"></span> wyrównań<span class="ff6"> </span></div><div class="t m0 x3f h19 y856 ff6 fs9 fc2 sc0 ls0 ws0">https://dzienni<span class="_ _1"></span>kustaw.gov.pl<span class="_ _1"></span>/DU/2</div><div class="t m0 x3f h19 y837 ff6 fs9 fc2 sc0 ls0 ws0">024/0488 </div></div><div class="c xee y851 w57 h9c"><div class="t m0 x3f h19 y831 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie wpr<span class="_ _1"></span>owadza nowy<span class="_ _1"></span> wzór </div><div class="t m0 x3f h19 y852 ff8 fs9 fc2 sc0 ls0 ws0">wniosku o<span class="_ _1"></span> rozliczenie<span class="_ _1"></span> wyrównania związany z </div><div class="t m0 x3f h19 y853 ff8 fs9 fc2 sc0 ls0 ws0">wejściem w życie<span class="_ _1"></span> <span class="ff6">Ustawy z dnia 7 gru<span class="_ _10"></span>dnia 2023 </span></div><div class="t m0 x3f h19 y854 ff8 fs9 fc2 sc0 ls0 ws0">r. o zmianie ust<span class="_ _1"></span>aw w celu wspar<span class="_ _1"></span>cia odbior<span class="_ _1"></span>ców </div><div class="t m0 x3f h19 y855 ff8 fs9 fc2 sc0 ls0 ws0">energii e<span class="_ _1"></span>lektrycznej, paliw gazowyc<span class="_ _1"></span>h i c<span class="_ _1"></span>iepła </div><div class="t m0 x3f h19 y835 ff8 fs9 fc2 sc0 ls0 ws0">(Dz. U. poz. 2760), kt<span class="_ _1"></span>óry wprowadza <span class="_ _10"></span>zmiany </div><div class="t m0 x3f h19 y856 ff8 fs9 fc2 sc0 ls0 ws0">związane z rozlic<span class="_ _1"></span>zaniem ilości<span class="_ _1"></span> ciepła </div><div class="t m0 x3f h19 y837 ff8 fs9 fc2 sc0 ls0 ws0">sprzedanego na po<span class="_ _1"></span>trzeby po<span class="_ _1"></span>dmiotów.<span class="ff6"> </span></div></div><div class="c xef y851 w58 h9c"><div class="t m0 x3f h19 y831 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzen</div><div class="t m0 x3f h19 y852 ff8 fs9 fc2 sc0 ls0 ws0">ie weszło w </div><div class="t m0 x3f h19 y853 ff8 fs9 fc2 sc0 ls0 ws0">życie 17 </div><div class="t m0 x3f h19 y854 ff6 fs9 fc2 sc0 ls0 ws0">kwietni<span class="_ _1"></span>a </div><div class="t m0 x3f h19 y855 ff6 fs9 fc2 sc0 ls0 ws0">2024 r. </div></div><div class="c xf0 y851 w59 h9c"><div class="t m0 x3f h19 y831 ff8 fs9 fc2 sc0 ls0 ws0">Konieczność a<span class="_ _1"></span>ktualizacji </div><div class="t m0 x3f h19 y852 ff8 fs9 fc2 sc0 ls0 ws0">używanych wzorów </div><div class="t m0 x3f h19 y853 ff8 fs9 fc2 sc0 ls0 ws0">wniosków.<span class="ff6"> </span></div></div><div class="c x1 y857 w55 h9e"><div class="t m0 x4d h11 y858 ff7 fs3 fc12 sc0 ls0 ws0">PALIWA </div></div><div class="c x76 y857 w56 h9e"><div class="t m0 x3f h19 y859 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie M<span class="_ _1"></span>inistra <span class="_ _1"></span>Klimatu i </div><div class="t m0 x3f h19 y85a ff8 fs9 fc2 sc0 ls0 ws0">Środowiska <span class="_ _1"></span>z dnia 26 czerwca 2024 </div><div class="t m0 x3f h19 y85b ff8 fs9 fc2 sc0 ls0 ws0">r. w sprawie met<span class="_ _1"></span>od badania <span class="_ _1"></span>jakości </div><div class="t m0 x3f h19 y85c ff8 fs9 fc2 sc0 ls0 ws0">paliw cie<span class="_ _1"></span>kłych<span class="ff6"> </span></div><div class="t m0 x3f h19 y85d ff6 fs9 fc2 sc0 ls0 ws0">https://dzienni<span class="_ _1"></span>kustaw.gov.pl<span class="_ _1"></span>/DU/2</div><div class="t m0 x3f h19 y85e ff6 fs9 fc2 sc0 ls0 ws0">024/1058 </div></div><div class="c xee y857 w57 h9e"><div class="t m0 x3f h19 y859 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie do<span class="_ _1"></span>stosowuje<span class="_ _1"></span> zakres metod </div><div class="t m0 x3f h19 y85a ff8 fs9 fc2 sc0 ls0 ws0">badania jako<span class="_ _1"></span>ści benzyn <span class="_ _1"></span>silnikowych oraz oleju </div><div class="t m0 x3f h19 y85b ff8 fs9 fc2 sc0 ls0 ws0">napędowego do<span class="_ _1"></span> najnowszych edy<span class="_ _1"></span>cji norm: PN<span class="ff6">-</span></div><div class="t m0 x3f h19 y85c ff6 fs9 fc2 sc0 ls0 ws0">EN 228+A1:2017-<span class="ff8">06 <span class="_ _1"></span>Paliwa do po<span class="_ _1"></span>jazdów </span></div><div class="t m0 x3f h19 y85d ff6 fs9 fc2 sc0 ls0 ws0">samochodowych <span class="_ _1"></span>- <span class="ff8">Benzyna bezołowi<span class="_ _1"></span>owa <span class="ff6">- </span></span></div><div class="t m0 x3f h19 y85e ff8 fs9 fc2 sc0 ls0 ws0">Wymagania i met<span class="_ _1"></span>ody badań o<span class="_ _1"></span>raz PN<span class="ff6">-EN </span></div><div class="t m0 x3f h19 y836 ff6 fs9 fc2 sc0 ls0 ws0">590:2022-<span class="ff8">08 Paliwa d<span class="_ _1"></span>o pojazdów </span></div><div class="t m0 x3f h19 y85f ff6 fs9 fc2 sc0 ls0 ws0">samochodowych <span class="_ _1"></span>- <span class="ff8">Oleje napę<span class="_ _1"></span>dowe <span class="ff6">- </span></span></div><div class="t m0 x3f h19 y860 ff8 fs9 fc2 sc0 ls0 ws0">Wymagania i met<span class="_ _1"></span>ody badań.<span class="ff6"> </span></div></div><div class="c xef y857 w58 h9e"><div class="t m0 x3f h19 y859 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzen</div><div class="t m0 x3f h19 y85a ff8 fs9 fc2 sc0 ls0 ws0">ie weszło w </div><div class="t m0 x3f h19 y85b ff8 fs9 fc2 sc0 ls0 ws0">życie 1 </div><div class="t m0 x3f h19 y85c ff6 fs9 fc2 sc0 ls0 ws0">sierpnia <span class="_ _1"></span>2024 </div><div class="t m0 x3f h19 y85d ff6 fs9 fc2 sc0 ls30 ws0">r.<span class="ls0"> </span></div></div><div class="c xf0 y857 w59 h9e"><div class="t m0 x3f h19 y859 ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT <span class="ff8">zobowią<span class="_ _1"></span>zany </span></div><div class="t m0 x3f h19 y85a ff8 fs9 fc2 sc0 ls0 ws0">jest do uwzględn<span class="_ _1"></span>ienia </div><div class="t m0 x3f h19 y85b ff6 fs9 fc2 sc0 ls0 ws0">wprowadzonych z<span class="_ _1"></span>mian </div><div class="t m0 x3f h19 y85c ff6 fs9 fc2 sc0 ls0 ws0">w ramach badania </div><div class="t m0 x3f h19 y85d ff8 fs9 fc2 sc0 ls0 ws0">jakości wy<span class="_ _1"></span>tworzonych </div><div class="t m0 x3f h19 y85e ff8 fs9 fc2 sc0 ls0 ws0">paliw cie<span class="_ _1"></span>kłych.<span class="ff6"> </span></div></div><div class="c x1 y861 w55 h9f"><div class="t m0 x4d h11 y862 ff7 fs3 fc12 sc0 ls0 ws0">PALIWA </div></div><div class="c x76 y861 w56 h9f"><div class="t m0 x3f h19 y863 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie M<span class="_ _1"></span>inistra <span class="_ _1"></span>Klimatu i </div><div class="t m0 x3f h19 y864 ff8 fs9 fc2 sc0 ls0 ws0">Środowiska <span class="_ _1"></span>z dnia 26 czerwca 2024 </div><div class="t m0 x3f h19 y865 ff8 fs9 fc2 sc0 ls0 ws0">r. w sprawie wy<span class="_ _1"></span>magań </div><div class="t m0 x3f h19 y866 ff8 fs9 fc2 sc0 ls0 ws0">jakościo<span class="_ _1"></span>wych dla paliw c<span class="_ _1"></span>iekłych<span class="ff6"> </span></div><div class="t m0 x3f h19 y867 ff6 fs9 fc2 sc0 ls0 ws0">https://dzienni<span class="_ _1"></span>kustaw.gov.pl<span class="_ _1"></span>/DU/2</div><div class="t m0 x3f h19 y868 ff6 fs9 fc2 sc0 ls0 ws0">024/1018 </div></div><div class="c xee y861 w57 h9f"><div class="t m0 x3f h19 y863 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie do<span class="_ _1"></span>stosowuje<span class="_ _1"></span> zakres wymagań </div><div class="t m0 x3f h19 y864 ff8 fs9 fc2 sc0 ls0 ws0">jakościo<span class="_ _1"></span>wych benzyn silni<span class="_ _1"></span>kowych oraz oleju </div><div class="t m0 x3f h19 y865 ff8 fs9 fc2 sc0 ls0 ws0">napędowego do<span class="_ _1"></span> najnowszych edy<span class="_ _1"></span>cji norm PN<span class="ff6">-</span></div><div class="t m0 x3f h19 y866 ff6 fs9 fc2 sc0 ls0 ws0">EN 228+A1:2017-<span class="ff8">06 <span class="_ _1"></span>Paliwa do po<span class="_ _1"></span>jazdów </span></div><div class="t m0 x3f h19 y867 ff6 fs9 fc2 sc0 ls0 ws0">samochodowych <span class="_ _1"></span><span class="ls33">--<span class="ls0"> <span class="ff8">Benzyna be<span class="_ _1"></span>zołowio<span class="_ _1"></span>wa <span class="ff6 ls33">--<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x3f h19 y868 ff8 fs9 fc2 sc0 ls0 ws0">Wymagania i met<span class="_ _1"></span>ody badań o<span class="_ _1"></span>raz PN<span class="ff6">-EN </span></div><div class="t m0 x3f h19 y869 ff6 fs9 fc2 sc0 ls0 ws0">590:2022-08 Paliw<span class="ff8">a do<span class="_ _1"></span> pojazdów </span></div><div class="t m0 x3f h19 y86a ff6 fs9 fc2 sc0 ls0 ws0">samochodowych <span class="_ _1"></span><span class="ls33">--<span class="ls0"> <span class="ff8">Oleje n<span class="_ _1"></span>apędowe <span class="ff6 ls33">--<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x3f h19 y86b ff8 fs9 fc2 sc0 ls0 ws0">Wymagania i met<span class="_ _1"></span>ody badań. <span class="ff6"> </span></div></div><div class="c xef y861 w58 h9f"><div class="t m0 x3f h19 y863 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzen</div><div class="t m0 x3f h19 y864 ff8 fs9 fc2 sc0 ls0 ws0">ie weszło w </div><div class="t m0 x3f h19 y865 ff8 fs9 fc2 sc0 ls0 ws0">życie 25 lipc<span class="_ _1"></span>a </div><div class="t m0 x3f h19 y866 ff6 fs9 fc2 sc0 ls0 ws0">2024 r. </div></div><div class="c xf0 y861 w59 h9f"><div class="t m0 x3f h19 y863 ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT jest </div><div class="t m0 x3f h19 y864 ff8 fs9 fc2 sc0 ls0 ws0">zobowiązany do </div><div class="t m0 x3f h19 y865 ff6 fs9 fc2 sc0 ls0 ws0">dostosowani<span class="_ _1"></span>a </div><div class="t m0 x3f h19 y866 ff8 fs9 fc2 sc0 ls0 ws0">parametrów </div><div class="t m0 x3f h19 y867 ff8 fs9 fc2 sc0 ls0 ws0">jakościo<span class="_ _1"></span>wych dla paliw </div><div class="t m0 x3f h19 y868 ff8 fs9 fc2 sc0 ls0 ws0">ciekłych <span class="_ _1"></span>do wymagań </div><div class="t m0 x3f h19 y869 ff8 fs9 fc2 sc0 ls0 ws0">rozporządzenia.<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c x1 y3dc w1e ha0"><div class="t m0 xf2 h11 y600 ff7 fs3 fc12 sc0 ls0 ws0">UCHWALONE AKTY PRA<span class="_ _0"></span>WA UNII EUROPEJ<span class="_ _0"></span>SKIEJ<span class="_ _0"></span> </div></div><div class="c x1 y86c w55 ha1"><div class="t m0 x4f h11 y86d ff7 fs3 fc12 sc0 ls0 ws0">GAZ ZIEMNY </div><div class="t m0 x4d h11 y86e ff7 fs3 fc12 sc0 ls0 ws0">(W TYM </div><div class="t m0 x52 h11 y86f ff7 fs3 fc12 sc0 ls0 ws0">BIOMETAN) I </div><div class="t m0 x16 h11 y870 ff5 fs3 fc12 sc0 ls0 ws0">WODÓR<span class="ff7"> </span></div></div><div class="c x76 y86c w56 ha1"><div class="t m0 x3f h19 y774 ff6 fs9 fc2 sc0 ls0 ws0">Dyrekt<span class="_ _1"></span>ywa Parlamentu </div><div class="t m0 x3f h19 y775 ff6 fs9 fc2 sc0 ls0 ws0">Europejski<span class="_ _1"></span>ego i Rady (UE) </div><div class="t m0 x3f h19 y776 ff6 fs9 fc2 sc0 ls0 ws0">2024/1788 z dni<span class="_ _1"></span>a 13 czerwca 2024 </div><div class="t m0 x3f h19 y871 ff8 fs9 fc2 sc0 ls0 ws0">r. w sprawie ws<span class="_ _1"></span>pólnych zasad<span class="_ _1"></span> </div><div class="t m0 x3f h19 y872 ff8 fs9 fc2 sc0 ls0 ws0">rynków wewnę<span class="_ _1"></span>trznych gazu </div><div class="t m0 x3f h19 y873 ff6 fs9 fc2 sc0 ls0 ws0">odnawialne<span class="_ _1"></span>go, gazu ziemnego i<span class="_ _1"></span> </div><div class="t m0 x3f h19 y874 ff8 fs9 fc2 sc0 ls0 ws0">wodoru, zmieniając<span class="_ _1"></span>a dyrekt<span class="_ _1"></span>ywę </div><div class="t m0 x3f h19 y875 ff8 fs9 fc2 sc0 ls0 ws0">(UE) 2023/1791 i uc<span class="_ _1"></span>hylająca </div><div class="t m0 x3f h19 y876 ff8 fs9 fc2 sc0 ls0 ws0">dyrekt<span class="_ _1"></span>ywę 2009/73/WE<span class="ff6"> </span></div><div class="t m0 x3f h19 y877 ff6 fs9 fc2 sc0 ls0 ws0">https://eur-le<span class="_ _1"></span>x.europa.eu/l<span class="_ _1"></span>egal-</div><div class="t m0 x3f h19 y2a7 ff6 fs9 fc2 sc0 ls0 ws0">content<span class="_ _1"></span>/PL/ALL/?uri=CELEX:32024</div><div class="t m0 x3f h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">L1788 </div></div><div class="c xee y86c w57 ha1"><div class="t m0 x3f h19 y774 ff8 fs9 fc2 sc0 ls0 ws0">Zaktuali<span class="_ _1"></span>zowana dyrekty<span class="_ _1"></span>wa skupia się głównie </div><div class="t m0 x3f h19 y775 ff6 fs9 fc2 sc0 ls0 ws0">na dekarbo<span class="_ _1"></span>nizacji sekto<span class="_ _1"></span>ra energetycznego oraz </div><div class="t m0 x3f h19 y776 ff8 fs9 fc2 sc0 ls0 ws0">wprowadza nowe pr<span class="_ _1"></span>zepisy dot<span class="_ _1"></span>yczące praw </div><div class="t m0 x3f h19 y871 ff8 fs9 fc2 sc0 ls0 ws0">konsumentó<span class="_ _1"></span>w, operator<span class="_ _1"></span>ów systemów </div><div class="t m0 x3f h19 y872 ff8 fs9 fc2 sc0 ls0 ws0">przesyłowych i<span class="_ _1"></span> dystry<span class="_ _1"></span>bucyjnych, dostępu s<span class="_ _1"></span>tron </div><div class="t m0 x3f h19 y873 ff6 fs9 fc2 sc0 ls0 ws0">trzecich <span class="_ _1"></span>i zintegrowane<span class="_ _1"></span>go planowania siec<span class="_ _1"></span>i, a </div><div class="t m0 x3f h19 y874 ff6 fs9 fc2 sc0 ls34 ws0">ta<span class="ff8 ls0">kże niezależnych <span class="_ _1"></span>organów regulac<span class="_ _1"></span>yjnych.<span class="ff6"> </span></span></div></div><div class="c xef y86c w58 ha1"><div class="t m0 x3f h19 y774 ff6 fs9 fc2 sc0 ls0 ws0">Na dokonani<span class="_ _1"></span>e </div><div class="t m0 x3f h19 y775 ff6 fs9 fc2 sc0 ls0 ws0">transpozycji<span class="_ _1"></span> </div><div class="t m0 x3f h19 y776 ff6 fs9 fc2 sc0 ls0 ws0">dyrekt<span class="_ _1"></span>ywy do </div><div class="t m0 x3f h19 y871 ff6 fs9 fc2 sc0 ls0 ws0">ustawodawst</div><div class="t m0 x3f h19 y872 ff6 fs9 fc2 sc0 ls0 ws0">w krajowych </div><div class="t m0 x3f h19 y873 ff8 fs9 fc2 sc0 ls0 ws0">państw </div><div class="t m0 x3f h19 y874 ff8 fs9 fc2 sc0 ls0 ws0">członkowskic</div><div class="t m0 x3f h19 y875 ff6 fs9 fc2 sc0 ls0 ws0">h wyznaczony </div><div class="t m0 x3f h19 y876 ff8 fs9 fc2 sc0 ls0 ws0">został termin </div><div class="t m0 x3f h19 y877 ff6 fs9 fc2 sc0 ls0 ws0">6 sierpni<span class="_ _1"></span>a </div><div class="t m0 x3f h19 y2a7 ff6 fs9 fc2 sc0 ls0 ws0">2026 r. </div></div><div class="c xf0 y3ee w59 ha2"><div class="t m0 x3f h19 y878 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie i<span class="_ _1"></span> </div><div class="t m0 x3f h19 y879 ff8 fs9 fc2 sc0 ls0 ws0">Dyrekt<span class="_ _1"></span>ywa, łączne </div><div class="t m0 x3f h19 y87a ff6 fs9 fc2 sc0 ls0 ws0">zwane tzw. paki<span class="_ _1"></span>etem </div><div class="t m0 x3f h19 y87b ff6 fs9 fc2 sc0 ls0 ws0">gazowo-wodorowym <span class="_ _1"></span>z </div><div class="t m0 x3f h19 y87c ff6 fs9 fc2 sc0 ls0 ws0">punktu wi<span class="_ _1"></span>dzenia Unimot </div><div class="t m0 x3f h19 y87d ff8 fs9 fc2 sc0 ls0 ws0">pokazują możliwą </div><div class="t m0 x3f h19 y87e ff8 fs9 fc2 sc0 ls0 ws0">ścieżkę bi<span class="_ _1"></span>znesową w </div><div class="t m0 x3f h19 y87f ff6 fs9 fc2 sc0 ls0 ws0">zakresie p<span class="_ _1"></span>erspektyw </div><div class="t m0 x3f h19 y509 ff6 fs9 fc2 sc0 ls0 ws0">rynku wodo<span class="_ _1"></span>ru oraz </div><div class="t m0 x3f h19 y710 ff6 fs9 fc2 sc0 ls0 ws0">wprowadzania </div><div class="t m0 x3f h19 y880 ff6 fs9 fc2 sc0 ls0 ws0">biometanu do<span class="_ _1"></span> sieci </div><div class="t m0 x3f h19 y881 ff6 fs9 fc2 sc0 ls0 ws0">gazowych. </div></div><div class="c x1 y3ee w55 ha3"><div class="t m0 x4f h11 y882 ff7 fs3 fc12 sc0 ls0 ws0">GAZ ZIEMNY </div><div class="t m0 x4d h11 y883 ff7 fs3 fc12 sc0 ls0 ws0">(W TYM </div><div class="t m0 x52 h11 y884 ff7 fs3 fc12 sc0 ls0 ws0">BIOMETAN) I </div><div class="t m0 x16 h11 y885 ff5 fs3 fc12 sc0 ls0 ws0">WODÓR<span class="ff7"> </span></div></div><div class="c x76 y3ee w56 ha3"><div class="t m0 x3f h19 y886 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie Parl<span class="_ _1"></span>amentu </div><div class="t m0 x3f h19 y887 ff6 fs9 fc2 sc0 ls0 ws0">Europejski<span class="_ _1"></span>ego i Rady (UE) </div><div class="t m0 x3f h19 y888 ff6 fs9 fc2 sc0 ls0 ws0">2024/1789 z dni<span class="_ _1"></span>a 13 czerwca 2024 </div><div class="t m0 x3f h19 y889 ff8 fs9 fc2 sc0 ls0 ws0">r. w sprawie r<span class="_ _1"></span>ynków </div><div class="t m0 x3f h19 y88a ff8 fs9 fc2 sc0 ls0 ws0">wewnętrznych <span class="_ _1"></span>gazu odnawialnego, </div><div class="t m0 x3f h19 y88b ff6 fs9 fc2 sc0 ls0 ws0">gazu ziemnego i<span class="_ _1"></span> wodoru, zmiany </div><div class="t m0 x3f h19 y778 ff8 fs9 fc2 sc0 ls0 ws0">rozporządzeń (UE) nr<span class="_ _1"></span> 1227/2011, </div><div class="t m0 x3f h19 y779 ff6 fs9 fc2 sc0 ls0 ws0">(UE) 2017/1938, (U<span class="_ _1"></span>E) 2019/942 i </div><div class="t m0 x3f h19 y88c ff6 fs9 fc2 sc0 ls0 ws0">(UE) 2022/869 oraz de<span class="_ _1"></span>cyzji (UE) </div><div class="t m0 x3f h19 y77a ff8 fs9 fc2 sc0 ls0 ws0">2017/684, a także u<span class="_ _1"></span>chyleni<span class="_ _1"></span>a </div><div class="t m0 x3f h19 y88d ff8 fs9 fc2 sc0 ls0 ws0">rozporządzenia (W<span class="_ _1"></span>E) nr 715/2009<span class="_ _1"></span><span class="ff6"> </span></div><div class="t m0 x3f h19 y2a6 ff6 fs9 fc2 sc0 ls0 ws0">https://eur-le<span class="_ _1"></span>x.europa.eu/l<span class="_ _1"></span>egal-</div><div class="t m0 x3f h19 y2ad ff6 fs9 fc2 sc0 ls0 ws0">content<span class="_ _1"></span>/PL/TXT/?uri=CELEX:32024</div><div class="t m0 x3f h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">R1789  </div></div><div class="c xee y3ee w57 ha3"><div class="t m0 x3f h19 y886 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie ma <span class="_ _1"></span>zintegrować i<span class="_ _1"></span>stniejącą </div><div class="t m0 x3f h19 y887 ff8 fs9 fc2 sc0 ls0 ws0">infrastruk<span class="_ _1"></span>turę energet<span class="_ _1"></span>yczną i zwiększyć udział </div><div class="t m0 x3f h19 y888 ff8 fs9 fc2 sc0 ls0 ws0">wodoru or<span class="_ _1"></span>az gazów odnawialny<span class="_ _1"></span>ch poprzez </div><div class="t m0 x3f h19 y889 ff6 fs9 fc2 sc0 ls0 ws0">wysokie r<span class="_ _1"></span>abaty taryfowe. Pr<span class="_ _1"></span>zewiduje przepisy<span class="_ _1"></span> </div><div class="t m0 x3f h19 y88a ff8 fs9 fc2 sc0 ls0 ws0">ułatwiające mieszani<span class="_ _1"></span>e wodoru <span class="_ _1"></span>z gazem </div><div class="t m0 x3f h19 y88b ff8 fs9 fc2 sc0 ls0 ws0">ziemnym oraz pr<span class="_ _1"></span>omuje ściśl<span class="_ _1"></span>ejszą współpracę </div><div class="t m0 x3f h19 y778 ff6 fs9 fc2 sc0 ls0 ws0">UE w <span class="ff8">zakresi<span class="_ _1"></span>e jakości i<span class="_ _1"></span> magazynowania gazu.<span class="ff6"> </span></span></div></div><div class="c xef y3ee w58 ha3"><div class="t m0 x3f h19 y886 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzen</div><div class="t m0 x3f h19 y887 ff8 fs9 fc2 sc0 ls0 ws0">ie zacznie być<span class="_ _1"></span> </div><div class="t m0 x3f h19 y888 ff6 fs9 fc2 sc0 ls0 ws0">stosowane w </div><div class="t m0 x3f h19 y889 ff8 fs9 fc2 sc0 ls0 ws0">Państwach </div><div class="t m0 x3f h19 y88a ff8 fs9 fc2 sc0 ls0 ws0">członkowskic</div><div class="t m0 x3f h19 y88b ff6 fs9 fc2 sc0 ls0 ws0">h od dnia 5 </div><div class="t m0 x3f h19 y778 ff6 fs9 fc2 sc0 ls0 ws0">lutego 2025 r. </div></div><div class="c x1 y88e w55 ha4"><div class="t m0 x10 h11 y88f ff7 fs3 fc12 sc0 ls0 ws0">ENERGIA </div><div class="t m0 x2 h11 y890 ff7 fs3 fc12 sc0 ls0 ws0">ELEKTRYCZNA<span class="_ _0"></span> </div></div><div class="c x76 y88e w56 ha4"><div class="t m0 x3f h19 y786 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie Parl<span class="_ _1"></span>amentu </div><div class="t m0 x3f h19 y891 ff6 fs9 fc2 sc0 ls0 ws0">Europejski<span class="_ _1"></span>ego i Rady (UE) </div><div class="t m0 x3f h19 y788 ff6 fs9 fc2 sc0 ls0 ws0">2024/1747 z dni<span class="_ _1"></span>a 13 czerwca 2024 </div><div class="t m0 x3f h19 y779 ff8 fs9 fc2 sc0 ls0 ws0">r. zmieniające r<span class="_ _1"></span>ozporządzenia (UE) </div><div class="t m0 x3f h19 y88c ff6 fs9 fc2 sc0 ls0 ws0">2019/942 i (UE) 2019<span class="_ _1"></span>/943 w </div><div class="t m0 x3f h19 y77a ff6 fs9 fc2 sc0 ls0 ws0">odniesie<span class="_ _1"></span>niu do poprawy<span class="_ _1"></span> struktury </div><div class="t m0 x3f h19 y88d ff6 fs9 fc2 sc0 ls0 ws0">unijnego rynk<span class="_ _1"></span>u energii el<span class="_ _1"></span>ektrycznej </div><div class="t m0 x3f h19 y2a6 ff6 fs9 fc2 sc0 ls0 ws0">https://eur-le<span class="_ _1"></span>x.europa.eu/l<span class="_ _1"></span>egal-</div><div class="t m0 x3f h19 y2ad ff6 fs9 fc2 sc0 ls0 ws0">content<span class="_ _1"></span>/PL/ALL/?uri=CELEX:32024</div><div class="t m0 x3f h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">R1747  </div></div><div class="c xee y88e w57 ha4"><div class="t m0 x3f h19 y786 ff8 fs9 fc2 sc0 ls0 ws0">Zmiany mają sprawi<span class="_ _1"></span>ć, że rynek e<span class="_ _1"></span>nergii bę<span class="_ _1"></span>dzie </div><div class="t m0 x3f h19 y891 ff8 fs9 fc2 sc0 ls0 ws0">bardziej stab<span class="_ _1"></span>ilny, przyst<span class="_ _1"></span>ępny cenowo i </div><div class="t m0 x3f h19 y788 ff8 fs9 fc2 sc0 ls0 ws0">zrównoważony. Pr<span class="_ _1"></span>zepisy mają pr<span class="_ _1"></span>zede </div><div class="t m0 x3f h19 y779 ff8 fs9 fc2 sc0 ls0 ws0">wszystkim chr<span class="_ _1"></span>onić ko<span class="_ _1"></span>nsumentów przed </div><div class="t m0 x3f h19 y88c ff8 fs9 fc2 sc0 ls0 ws0">niestabi<span class="_ _1"></span>lnymi cenami. Odbi<span class="_ _1"></span>orcy będą mieli </div><div class="t m0 x3f h19 y77a ff8 fs9 fc2 sc0 ls0 ws0">prawo dost<span class="_ _1"></span>ępu do umów ze st<span class="_ _1"></span>ałą lub </div><div class="t m0 x3f h19 y88d ff8 fs9 fc2 sc0 ls0 ws0">dynamiczną ceną o<span class="_ _1"></span>raz otrzymają w<span class="_ _1"></span>ażne </div><div class="t m0 x3f h19 y2a6 ff8 fs9 fc2 sc0 ls0 ws0">informacje<span class="_ _1"></span> na temat opc<span class="_ _1"></span>ji, które podpisują. </div><div class="t m0 x3f h19 y2ad ff8 fs9 fc2 sc0 ls0 ws0">Dostawcy n<span class="_ _1"></span>ie będą mogli<span class="_ _1"></span> jednostronnie </div><div class="t m0 x3f h19 y2ae ff8 fs9 fc2 sc0 ls0 ws0">zmieniać warunk<span class="_ _1"></span>ów umowy. <span class="ff6"> </span></div></div><div class="c xef y88e w58 ha4"><div class="t m0 x3f h19 y786 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzen</div><div class="t m0 x3f h19 y891 ff8 fs9 fc2 sc0 ls0 ws0">ie weszło w </div><div class="t m0 x3f h19 y788 ff8 fs9 fc2 sc0 ls0 ws0">życie 16 lipc<span class="_ _1"></span>a </div><div class="t m0 x3f h19 y779 ff6 fs9 fc2 sc0 ls0 ws0">2024 r. </div></div><div class="c xf0 y88e w59 ha4"><div class="t m0 x3f h19 y786 ff6 fs9 fc2 sc0 ls0 ws0">Dyrekt<span class="_ _1"></span>ywa i </div><div class="t m0 x3f h19 y891 ff8 fs9 fc2 sc0 ls0 ws0">rozporządzenie  </div><div class="t m0 x3f h19 y788 ff8 fs9 fc2 sc0 ls0 ws0">wymuszają zmiany<span class="_ _1"></span> w </div><div class="t m0 x3f h19 y779 ff8 fs9 fc2 sc0 ls0 ws0">modelu sprzeda<span class="_ _1"></span>ży </div><div class="t m0 x3f h19 y88c ff6 fs9 fc2 sc0 ls0 ws0">energii. Do<span class="_ _1"></span>stawcy </div><div class="t m0 x3f h19 y77a ff8 fs9 fc2 sc0 ls0 ws0">energii bę<span class="_ _1"></span>dą musieli </div><div class="t m0 x3f h19 y88d ff8 fs9 fc2 sc0 ls0 ws0">bardziej angażować<span class="_ _1"></span> się </div><div class="t m0 x3f h19 y2a6 ff6 fs9 fc2 sc0 ls0 ws0">w umowy </div><div class="t m0 x3f h19 y2ad ff8 fs9 fc2 sc0 ls0 ws0">długoterminowe, </div><div class="t m0 x3f h19 y2ae ff8 fs9 fc2 sc0 ls0 ws0">dostosować<span class="_ _1"></span> swoje </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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">57<span class="ls0"> </span></div></div><div class="c x1 y296 w55 ha5"><div class="t m0 x10 h11 y5ab ff7 fs3 fc12 sc0 ls0 ws0">ENERGIA </div><div class="t m0 x2 h11 y892 ff7 fs3 fc12 sc0 ls0 ws0">ELEKTRYCZNA<span class="_ _0"></span> </div></div><div class="c x76 y296 w56 ha5"><div class="t m0 x3f h19 y4c3 ff6 fs9 fc2 sc0 ls0 ws0">Dyrekt<span class="_ _1"></span>ywa Parlamentu </div><div class="t m0 x3f h19 y893 ff6 fs9 fc2 sc0 ls0 ws0">Europejski<span class="_ _1"></span>ego i Rady (UE) </div><div class="t m0 x3f h19 y894 ff6 fs9 fc2 sc0 ls0 ws0">2024/1711 z dni<span class="_ _1"></span>a 13 czerwca 2024 </div><div class="t m0 x3f h19 y895 ff8 fs9 fc2 sc0 ls0 ws0">r. zmieniająca dy<span class="_ _1"></span>rektywy<span class="_ _1"></span> (UE) </div><div class="t m0 x3f h19 y896 ff6 fs9 fc2 sc0 ls0 ws0">2018/2001 i (UE) 2019<span class="_ _1"></span>/944 w </div><div class="t m0 x3f h19 y897 ff6 fs9 fc2 sc0 ls0 ws0">odniesie<span class="_ _1"></span>niu do poprawy<span class="_ _1"></span> struktury </div><div class="t m0 x3f h19 y898 ff6 fs9 fc2 sc0 ls0 ws0">unijnego rynk<span class="_ _1"></span>u energii e<span class="_ _1"></span>lektrycznej  </div></div><div class="c xee y296 w57 ha5"><div class="t m0 x3f h19 y4c3 ff8 fs9 fc2 sc0 ls0 ws0">Na państwa c<span class="_ _1"></span>złonkowskie UE nałożon<span class="_ _10"></span>o także </div><div class="t m0 x3f h19 y893 ff8 fs9 fc2 sc0 ls0 ws0">obowiązek wzmoc<span class="_ _1"></span>nienia śr<span class="_ _1"></span>odków ochronnyc<span class="_ _1"></span>h, </div><div class="t m0 x3f h19 y894 ff8 fs9 fc2 sc0 ls0 ws0">mających na ce<span class="_ _1"></span>lu ochro<span class="_ _1"></span>nę odbiorców </div><div class="t m0 x3f h19 y895 ff8 fs9 fc2 sc0 ls0 ws0">wrażliwych i u<span class="_ _1"></span>bogich ene<span class="_ _1"></span>rgetycznie, w tym </div><div class="t m0 x3f h19 y896 ff8 fs9 fc2 sc0 ls0 ws0">zakaz odłączeń.<span class="_ _1"></span><span class="ff6"> </span></div><div class="t m0 x3f h19 y897 ff8 fs9 fc2 sc0 ls0 ws0">Przepisy przewidu<span class="_ _1"></span>ją również szer<span class="_ _1"></span>sze </div><div class="t m0 x3f h19 y898 ff8 fs9 fc2 sc0 ls0 ws0">wykorzysty<span class="_ _1"></span>wanie długoter<span class="_ _1"></span>minowych </div><div class="t m0 x3f h19 y899 ff8 fs9 fc2 sc0 ls0 ws0">kontraktó<span class="_ _1"></span>w, (tzw. PPA lub  &quot;ko<span class="_ _1"></span>ntraktów </div><div class="t m0 x3f h19 y89a ff8 fs9 fc2 sc0 ls0 ws0">różnicowyc<span class="_ _1"></span>h&quot; (CfD)) , aby zachę<span class="_ _1"></span>cić do </div><div class="t m0 x3f h19 y89b ff8 fs9 fc2 sc0 ls0 ws0">inwestyc<span class="_ _1"></span>ji w energię. <span class="ff6"> </span></div><div class="t m0 x3f h19 y89c ff8 fs9 fc2 sc0 ls0 ws0">Nowe przepisy<span class="_ _1"></span> dają Radzie u<span class="_ _1"></span>prawnienia do </div><div class="t m0 x3f h19 y89d ff8 fs9 fc2 sc0 ls0 ws0">ogłoszenia kryzysu<span class="_ _1"></span> na podstawi<span class="_ _1"></span>e wniosk<span class="_ _1"></span>u </div><div class="t m0 x3f h19 y89e ff6 fs9 fc2 sc0 ls0 ws0">Komisji w przypadk<span class="_ _1"></span>u bardzo wysok<span class="_ _1"></span>ich cen <span class="_ _1"></span>na </div><div class="t m0 x3f h19 y89f ff6 fs9 fc2 sc0 ls0 ws0">hurtowyc<span class="_ _1"></span>h rynkach energii<span class="_ _1"></span> elektryc<span class="_ _1"></span>znej lub <span class="ls35">w </span></div><div class="t m0 x3f h19 y564 ff8 fs9 fc2 sc0 ls0 ws0">przypadku gwałtowne<span class="_ _10"></span>g<span class="_ _0"></span>o wzrostu ce<span class="_ _1"></span>n energii<span class="ff6"> </span></div></div><div class="c xef y296 w58 ha5"><div class="t m0 x3f h19 y4c3 ff6 fs9 fc2 sc0 ls0 ws0">Dyrekt<span class="_ _1"></span>ywa </div><div class="t m0 x3f h19 y893 ff8 fs9 fc2 sc0 ls0 ws0">powinna być<span class="_ _1"></span> </div><div class="t m0 x3f h19 y894 ff8 fs9 fc2 sc0 ls0 ws0">wdrożona do </div><div class="t m0 x3f h19 y895 ff6 fs9 fc2 sc0 ls0 ws0">17 lipca 2026 </div><div class="t m0 x3f h19 y896 ff6 fs9 fc2 sc0 ls30 ws0">r.<span class="ls0"> </span></div></div><div class="c xf0 y296 w59 ha5"><div class="t m0 x3f h19 y4c3 ff6 fs9 fc2 sc0 ls0 ws0">oferty do d<span class="_ _1"></span>ynamicznych </div><div class="t m0 x3f h19 y893 ff6 fs9 fc2 sc0 ls0 ws0">taryf i<span class="_ _1"></span> elastycznych </div><div class="t m0 x3f h19 y894 ff8 fs9 fc2 sc0 ls0 ws0">rozwiązań rynko<span class="_ _1"></span>wych, a </div><div class="t m0 x3f h19 y895 ff8 fs9 fc2 sc0 ls0 ws0">także ofe<span class="_ _1"></span>rować bardzie<span class="_ _1"></span>j </div><div class="t m0 x3f h19 y896 ff6 fs9 fc2 sc0 ls0 ws0">transpare<span class="_ _1"></span>ntne i stabilne<span class="_ _1"></span> </div><div class="t m0 x3f h19 y897 ff6 fs9 fc2 sc0 ls0 ws0">cenowo pro<span class="_ _1"></span>dukty. </div></div><div class="c x1 y8a0 w55 ha6"><div class="t m0 x2 h11 y8a1 ff7 fs3 fc12 sc0 ls0 ws0">PALIWA I GAZ </div><div class="t m0 x4d h11 y8a2 ff7 fs3 fc12 sc0 ls0 ws0">ZIEMNY </div></div><div class="c x76 y8a0 w56 ha6"><div class="t m0 x3f h19 y8a3 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie Parl<span class="_ _1"></span>amentu </div><div class="t m0 x3f h19 y8a4 ff6 fs9 fc2 sc0 ls0 ws0">Europejski<span class="_ _1"></span>ego i Rady (UE) </div><div class="t m0 x3f h19 y8a5 ff6 fs9 fc2 sc0 ls0 ws0">2024/1787 z dni<span class="_ _1"></span>a 13 czerwca 2024 </div><div class="t m0 x3f h19 y8a6 ff6 fs9 fc2 sc0 ls0 ws0">r. w sprawie r<span class="_ _1"></span>edukcji emisji<span class="_ _1"></span> </div><div class="t m0 x3f h19 y8a7 ff6 fs9 fc2 sc0 ls0 ws0">metanu w sekt<span class="_ _1"></span>orze ener<span class="_ _1"></span>getycznym </div><div class="t m0 x3f h19 y8a8 ff8 fs9 fc2 sc0 ls0 ws0">oraz zmieniając<span class="_ _1"></span>e rozporządzenie<span class="_ _1"></span> </div><div class="t m0 x3f h19 y8a9 ff6 fs9 fc2 sc0 ls0 ws0">(UE) 2019/942 <span class="_ _1"></span> </div><div class="t m0 x3f h19 y8aa ff6 fs9 fc2 sc0 ls0 ws0">https://eur-le<span class="_ _1"></span>x.europa.eu/l<span class="_ _1"></span>egal-</div><div class="t m0 x3f h19 y8ab ff6 fs9 fc2 sc0 ls0 ws0">content<span class="_ _1"></span>/PL/ALL/?uri=CELEX:32024</div><div class="t m0 x3f h19 y8ac ff6 fs9 fc2 sc0 ls0 ws0">R1787 </div></div><div class="c xee y8a0 w57 ha6"><div class="t m0 x3f h19 y8a3 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie wpr<span class="_ _1"></span>owadza przepi<span class="_ _1"></span>sy mające </div><div class="t m0 x3f h19 y8a4 ff8 fs9 fc2 sc0 ls0 ws0">na celu r<span class="_ _1"></span>edukcję emisji me<span class="_ _1"></span>tanu w sektor<span class="_ _1"></span>ze </div><div class="t m0 x3f h19 y8a5 ff8 fs9 fc2 sc0 ls0 ws0">energetyc<span class="_ _1"></span>znym, obejmujące emisje<span class="_ _1"></span> </div><div class="t m0 x3f h19 y8a6 ff8 fs9 fc2 sc0 ls0 ws0">pochodzące z wydo<span class="_ _1"></span>bycia, tr<span class="_ _1"></span>ansportu i </div><div class="t m0 x3f h19 y8a7 ff6 fs9 fc2 sc0 ls0 ws0">dystrybu<span class="_ _1"></span>cji ropy naftowe<span class="_ _1"></span>j, gazu ziemnego o<span class="_ _1"></span>raz </div><div class="t m0 x3f h19 y8a8 ff8 fs9 fc2 sc0 ls0 ws0">węgla wprowadzanych <span class="_ _1"></span>do obrot<span class="_ _1"></span>u w UE.<span class="ff6"> </span></div></div><div class="c xef y8a0 w58 ha6"><div class="t m0 x3f h19 y8a3 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzen</div><div class="t m0 x3f h19 y8a4 ff8 fs9 fc2 sc0 ls0 ws0">ie weszło w </div><div class="t m0 x3f h19 y8a5 ff8 fs9 fc2 sc0 ls0 ws0">życie 4 </div><div class="t m0 x3f h19 y8a6 ff6 fs9 fc2 sc0 ls0 ws0">sierpnia <span class="_ _1"></span>2024 </div><div class="t m0 x3f h19 y8a7 ff6 fs9 fc2 sc0 ls30 ws0">r.<span class="ls0"> </span></div></div><div class="c xf0 y8a0 w59 ha6"><div class="t m0 x3f h19 y8a3 ff6 fs9 fc2 sc0 ls0 ws0">Z punktu <span class="_ _1"></span>widzenia </div><div class="t m0 x3f h19 y8a4 ff8 fs9 fc2 sc0 ls0 ws0">wpływu rozporząd<span class="_ _1"></span>zenia </div><div class="t m0 x3f h19 y8a5 ff6 fs9 fc2 sc0 ls0 ws0">metanowego na Uni<span class="_ _1"></span>mot </div><div class="t m0 x3f h19 y8a6 ff8 fs9 fc2 sc0 ls0 ws0">należy wyróżni<span class="_ _1"></span>ć:<span class="ff6"> </span></div><div class="t m0 x3f h19 y8a7 ff8 fs9 fc2 sc0 ls0 ws0">• obowiązki </div><div class="t m0 x3f h19 y8a8 ff6 fs9 fc2 sc0 ls0 ws0">raporto<span class="_ _1"></span>wania, </div><div class="t m0 x3f h19 y8a9 ff6 fs9 fc2 sc0 ls0 ws0">monitorowani<span class="_ _1"></span>a emisji  i<span class="_ _1"></span> </div><div class="t m0 x3f h19 y8aa ff6 fs9 fc2 sc0 ls0 ws0">weryfik<span class="_ _1"></span>acji emisji </div><div class="t m0 x3f h19 y8ab ff6 fs9 fc2 sc0 ls0 ws0">metanu, m.in. w r<span class="_ _1"></span>amach </div><div class="t m0 x3f h19 y8ac ff6 fs9 fc2 sc0 ls0 ws0">magazynowania pal<span class="_ _1"></span>iw; </div><div class="t m0 x3f h19 y887 ff8 fs9 fc2 sc0 ls0 ws0">• konie<span class="_ _1"></span>czność </div><div class="t m0 x3f h19 y8ad ff8 fs9 fc2 sc0 ls0 ws0">współpracy z </div><div class="t m0 x3f h19 y889 ff8 fs9 fc2 sc0 ls0 ws0">dostawcami sur<span class="_ _1"></span>owców </div><div class="t m0 x3f h19 y88a ff6 fs9 fc2 sc0 ls0 ws0">w celu zapewnie<span class="_ _1"></span>nia<span class="ff8">, że </span></div><div class="t m0 x3f h19 y777 ff8 fs9 fc2 sc0 ls0 ws0">spełniają oni<span class="_ _1"></span> nowe </div><div class="t m0 x3f h19 y778 ff6 fs9 fc2 sc0 ls0 ws0">standardy<span class="_ _1"></span> emisji </div><div class="t m0 x3f h19 y779 ff8 fs9 fc2 sc0 ls0 ws0">metanu. Może to<span class="_ _1"></span> </div><div class="t m0 x3f h19 y2a3 ff8 fs9 fc2 sc0 ls0 ws0">obejmować wery<span class="_ _1"></span>fikację<span class="_ _1"></span> </div><div class="t m0 x3f h19 y77a ff8 fs9 fc2 sc0 ls0 ws0">praktyk<span class="_ _1"></span> dostawców </div><div class="t m0 x3f h19 y2a5 ff6 fs9 fc2 sc0 ls0 ws0">oraz, w razie pot<span class="_ _1"></span>rzeby, </div><div class="t m0 x3f h19 y2a6 ff6 fs9 fc2 sc0 ls0 ws0">poszukiwanie<span class="_ _1"></span> </div><div class="t m0 x3f h19 y2ad ff8 fs9 fc2 sc0 ls0 ws0">alternat<span class="_ _1"></span>ywnych źródeł </div><div class="t m0 x3f h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">zaopatrzenia. </div></div><div class="c x1 y8ae w55 ha7"><div class="t m0 x4d h11 y3bf ff7 fs3 fc12 sc0 ls0 ws0">PALIWA </div></div><div class="c x76 y8ae w56 ha7"><div class="t m0 x3f h19 yc7 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie (<span class="_ _1"></span>UE) 2023/2405 w </div><div class="t m0 x3f h19 y504 ff8 fs9 fc2 sc0 ls0 ws0">sprawie zapewni<span class="_ _1"></span>enia równy<span class="_ _1"></span>ch </div><div class="t m0 x3f h19 y8af ff8 fs9 fc2 sc0 ls0 ws0">warunków działani<span class="_ _1"></span>a dla </div><div class="t m0 x3f h19 y8b0 ff8 fs9 fc2 sc0 ls0 ws0">zrównoważonego t<span class="_ _1"></span>ranspor<span class="_ _1"></span>tu </div><div class="t m0 x3f h19 y8b1 ff6 fs9 fc2 sc0 ls0 ws0">lotnic<span class="_ _1"></span>zego (ReFuelEU Aviat<span class="_ _1"></span>ion) </div><div class="t m0 x3f h19 y8b2 ff6 fs9 fc2 sc0 ls0 ws0">https://eur-le<span class="_ _1"></span>x.europa.eu/l<span class="_ _1"></span>egal-</div><div class="t m0 x3f h19 y8b3 ff6 fs9 fc2 sc0 ls0 ws0">content<span class="_ _1"></span>/PL/TXT/?uri=cele<span class="_ _1"></span>x%3A320</div><div class="t m0 x3f h19 y8b4 ff6 fs9 fc2 sc0 ls0 ws0">23R2405 </div></div><div class="c xee y8ae w57 ha7"><div class="t m0 x3f h19 yc7 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie ma na c<span class="_ _1"></span>elu stwo<span class="_ _1"></span>rzeniem  ram </div><div class="t m0 x3f h19 y504 ff8 fs9 fc2 sc0 ls0 ws0">prawnych sp<span class="_ _1"></span>rzyjających opr<span class="_ _1"></span>acowywaniu, </div><div class="t m0 x3f h19 y8af ff8 fs9 fc2 sc0 ls0 ws0">produkcji<span class="_ _1"></span> oraz popularyzacji<span class="_ _1"></span> zrównoważonych </div><div class="t m0 x3f h19 y8b0 ff6 fs9 fc2 sc0 ls0 ws0">paliw lot<span class="_ _1"></span>niczych w Unii Eur<span class="_ _1"></span>opejskiej.  </div><div class="t m0 x3f h19 y8b1 ff8 fs9 fc2 sc0 ls0 ws0">Producenci<span class="_ _1"></span> paliw lotni<span class="_ _1"></span>czych muszą zapewni<span class="_ _1"></span>ć, </div><div class="t m0 x3f h19 y8b2 ff8 fs9 fc2 sc0 ls0 ws0">że mieszanka pali<span class="_ _1"></span>w lotnic<span class="_ _1"></span>zych dostępna dl<span class="_ _1"></span>a </div><div class="t m0 x3f h19 y8b3 ff6 fs9 fc2 sc0 ls0 ws0">opera<span class="ff8">to<span class="_ _1"></span>rów samolotów na l<span class="_ _1"></span>otniskach </span></div><div class="t m0 x3f h19 y8b4 ff8 fs9 fc2 sc0 ls0 ws0">znajdujących si<span class="_ _1"></span>ę na ter<span class="_ _1"></span>ytorium Unii </div><div class="t m0 x3f h19 y8b5 ff8 fs9 fc2 sc0 ls0 ws0">Europejski<span class="_ _1"></span>ej zawierają ok<span class="_ _1"></span>reśloną minimalną </div><div class="t m0 x3f h19 y8b6 ff8 fs9 fc2 sc0 ls0 ws0">proporcję<span class="_ _1"></span> zrównoważonych <span class="_ _1"></span>paliw lotniczych </div><div class="t m0 x3f h19 y8b7 ff8 fs9 fc2 sc0 ls0 ws0">już od 2025 roku, a o<span class="_ _1"></span>d 2030 roku mus<span class="_ _10"></span>z<span class="_ _0"></span>ą </div><div class="t m0 x3f h19 y8b8 ff8 fs9 fc2 sc0 ls0 ws0">zapewnić minimalną <span class="_ _10"></span>z<span class="_ _0"></span>awartość sy<span class="_ _1"></span>ntetycznych </div><div class="t m0 x3f h19 y8b9 ff6 fs9 fc2 sc0 ls0 ws0">paliw lot<span class="_ _1"></span>niczych. </div><div class="t m0 x3f h19 y8ba ff8 fs9 fc2 sc0 ls0 ws0">Zrównoważone p<span class="_ _1"></span>aliwa lot<span class="_ _1"></span>nicze muszą spełniać<span class="_ _1"></span> </div><div class="t m0 x3f h19 y8bb ff8 fs9 fc2 sc0 ls0 ws0">wymogi dyrekt<span class="_ _1"></span>ywy doty<span class="_ _1"></span>czącej energii </div><div class="t m0 x3f h19 y8bc ff8 fs9 fc2 sc0 ls0 ws0">odnawialne<span class="_ _1"></span>j  związane z ekologią <span class="_ _1"></span>i </div><div class="t m0 x3f h19 y8bd ff8 fs9 fc2 sc0 ls0 ws0">ograniczaniem emisj<span class="_ _1"></span>i, aby mogły <span class="_ _1"></span>zostać </div><div class="t m0 x3f h19 y8be ff8 fs9 fc2 sc0 ls0 ws0">uwzględnione<span class="_ _1"></span>. Kategoria zró<span class="_ _1"></span>wnoważonyc<span class="_ _1"></span>h </div><div class="t m0 x3f h19 y8bf ff6 fs9 fc2 sc0 ls0 ws0">paliw lot<span class="_ _1"></span>niczych obejmuje: </div><div class="t m0 x3f h19 y8c0 ff6 fs9 fc2 sc0 ls0 ws0">biopaliwa l<span class="_ _1"></span>otnicze, synte<span class="_ _1"></span>tyczne paliwa lotni<span class="_ _1"></span>cze </div><div class="t m0 x3f h19 y8c1 ff6 fs9 fc2 sc0 ls0 ws0">wytwarzane z wodor<span class="_ _1"></span>u otrzymywane<span class="_ _1"></span>go ze </div><div class="t m0 x3f h19 y8c2 ff8 fs9 fc2 sc0 ls0 ws0">źródeł odnawial<span class="_ _1"></span>nych, a tak<span class="_ _1"></span>żepaliwa lotnic<span class="_ _1"></span>ze </div><div class="t m0 x3f h19 y8c3 ff8 fs9 fc2 sc0 ls0 ws0">wytwarzane z od<span class="_ _1"></span>zyskanego dwut<span class="_ _1"></span>lenku węgla.<span class="ff6"> </span></div></div><div class="c xef y8ae w58 ha7"><div class="t m0 x3f h19 yc7 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzen</div><div class="t m0 x3f h19 y504 ff8 fs9 fc2 sc0 ls0 ws0">ie obowiązuje<span class="_ _1"></span> </div><div class="t m0 x3f h19 y8af ff6 fs9 fc2 sc0 ls0 ws0">od 1 styc<span class="_ _1"></span>znia </div><div class="t m0 x3f h19 y8b0 ff6 fs9 fc2 sc0 ls0 ws0">2024 roku z </div><div class="t m0 x3f h19 y8b1 ff8 fs9 fc2 sc0 ls0 ws0">wyjątkiem </div><div class="t m0 x3f h19 y8b2 ff8 fs9 fc2 sc0 ls0 ws0">artykułów 4, </div><div class="t m0 x3f h19 y8b3 ff6 fs9 fc2 sc0 ls0 ws0">5, 6, 8 i 10, </div><div class="t m0 x3f h19 y8b4 ff8 fs9 fc2 sc0 ls0 ws0">które </div><div class="t m0 x3f h19 y8b5 ff8 fs9 fc2 sc0 ls0 ws0">obowiązują </div><div class="t m0 x3f h19 y8b6 ff6 fs9 fc2 sc0 ls0 ws0">od 1 styc<span class="_ _1"></span>znia </div><div class="t m0 x3f h19 y8b7 ff6 fs9 fc2 sc0 ls0 ws0">2025 roku. </div></div><div class="c xf0 y8ae w59 ha7"><div class="t m0 x3f h19 yc7 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie t<span class="_ _1"></span>worzy </div><div class="t m0 x3f h19 y504 ff8 fs9 fc2 sc0 ls0 ws0">dla Unimot p<span class="_ _1"></span>erspektywę </div><div class="t m0 x3f h19 y8af ff8 fs9 fc2 sc0 ls0 ws0">rynkową dl<span class="_ _1"></span>a </div><div class="t m0 x3f h19 y8b0 ff6 fs9 fc2 sc0 ls0 ws0">dostarczani<span class="_ _1"></span>a </div><div class="t m0 x3f h19 y8b1 ff8 fs9 fc2 sc0 ls0 ws0">zrównoważonych pal<span class="_ _1"></span>iw </div><div class="t m0 x3f h19 y8b2 ff6 fs9 fc2 sc0 ls0 ws0">lotnic<span class="_ _1"></span>znych.  </div></div></div><div class="pi" ></div></div><div id="pf3a" class="pf w0 h0" ><div class="pc pc3a w0 h0"><img class="bi x5 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">58<span class="ls0"> </span></div></div><div class="c x1 y8c4 w55 ha8"><div class="t m0 x4d h11 y8c5 ff7 fs3 fc12 sc0 ls0 ws0">PALIWA </div></div><div class="c x76 y8c4 w56 ha8"><div class="t m0 x3f h19 y8c6 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie Parl<span class="_ _1"></span>amentu </div><div class="t m0 x3f h19 y8c7 ff6 fs9 fc2 sc0 ls0 ws0">Europejski<span class="_ _1"></span>ego i Rady (UE) </div><div class="t m0 x3f h19 y8c8 ff8 fs9 fc2 sc0 ls0 ws0">2023/1805 z dni<span class="_ _1"></span>a 13 września </div><div class="t m0 x3f h19 y8c9 ff6 fs9 fc2 sc0 ls0 ws0">2023 r. w sprawie s<span class="_ _1"></span>tosowania </div><div class="t m0 x3f h19 y8ca ff6 fs9 fc2 sc0 ls0 ws0">paliw odnawi<span class="_ _1"></span>alnych i </div><div class="t m0 x3f h19 y859 ff6 fs9 fc2 sc0 ls0 ws0">niskoemisy<span class="_ _1"></span>jnych w transpo<span class="_ _1"></span>rcie </div><div class="t m0 x3f h19 y8cb ff6 fs9 fc2 sc0 ls0 ws0">morskim oraz zmian<span class="_ _1"></span>y dyrek<span class="_ _1"></span>tywy </div><div class="t m0 x3f h19 y853 ff6 fs9 fc2 sc0 ls0 ws0">2009/16/WE </div></div><div class="c xee y8c4 w57 ha8"><div class="t m0 x3f h19 y8c6 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie wpr<span class="_ _1"></span>owadza nowe<span class="_ _1"></span> obowiązki </div><div class="t m0 x3f h19 y8c7 ff8 fs9 fc2 sc0 ls0 ws0">obniżki śl<span class="_ _1"></span>adu węglowego st<span class="_ _1"></span>atków. Zgodni<span class="_ _1"></span>e z </div><div class="t m0 x3f h19 y8c8 ff8 fs9 fc2 sc0 ls0 ws0">nim intensy<span class="_ _1"></span>wność emisji<span class="_ _1"></span> gazów cieplarniany<span class="_ _1"></span>ch </div><div class="t m0 x3f h19 y8c9 ff8 fs9 fc2 sc0 ls0 ws0">źródeł energii<span class="_ _1"></span> wykorzyst<span class="_ _1"></span>ywanych na stat<span class="_ _1"></span>kach </div><div class="t m0 x3f h19 y8ca ff8 fs9 fc2 sc0 ls0 ws0">zawijających do e<span class="_ _1"></span>uropejsk<span class="_ _1"></span>ich portów do 2050 </div><div class="t m0 x3f h19 y859 ff8 fs9 fc2 sc0 ls0 ws0">r. ma być zreduk<span class="_ _1"></span>owana o 80% w por<span class="_ _1"></span>ównaniu<span class="ff6"> <span class="ls36">z </span></span></div><div class="t m0 x3f h19 y8cb ff8 fs9 fc2 sc0 ls0 ws0">poziomem z 2020 r<span class="_ _1"></span>. Aby spełnić wy<span class="_ _1"></span>mogi </div><div class="t m0 x3f h19 y853 ff8 fs9 fc2 sc0 ls0 ws0">dyrekt<span class="_ _1"></span>ywy przewoźnicy będą<span class="_ _1"></span> musieli kupować<span class="_ _1"></span> </div><div class="t m0 x3f h19 y85c ff8 fs9 fc2 sc0 ls0 ws0">paliwo bunk<span class="_ _1"></span>rowe o niższym śladzie w<span class="_ _10"></span>ęglowym </div><div class="t m0 x3f h19 y855 ff8 fs9 fc2 sc0 ls0 ws0">dla statk<span class="_ _1"></span>ów pływających <span class="_ _1"></span>na europejskich </div><div class="t m0 x3f h19 y835 ff8 fs9 fc2 sc0 ls0 ws0">wodach. Regulac<span class="_ _1"></span>ja dotyczy s<span class="_ _1"></span>tatków o tonażu </div><div class="t m0 x3f h19 y856 ff8 fs9 fc2 sc0 ls0 ws0">powyżej 5000 DWT<span class="_ _1"></span>. <span class="ff6"> </span></div></div><div class="c xef y8c4 w58 ha8"><div class="t m0 x3f h19 y8c6 ff8 fs9 fc2 sc0 ls0 ws0">Pełne wejście </div><div class="t m0 x3f h19 y8c7 ff8 fs9 fc2 sc0 ls0 ws0">w życie </div><div class="t m0 x3f h19 y8c8 ff8 fs9 fc2 sc0 ls0 ws0">nastąpiło z </div><div class="t m0 x3f h19 y8c9 ff6 fs9 fc2 sc0 ls0 ws0">dniem 1 </div><div class="t m0 x3f h19 y8ca ff6 fs9 fc2 sc0 ls0 ws0">stycznia 2025 </div><div class="t m0 x3f h19 y859 ff6 fs9 fc2 sc0 ls30 ws0">r.<span class="ls0"> </span></div></div><div class="c xf0 y8c4 w59 ha8"><div class="t m0 x3f h19 y8c6 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie t<span class="_ _1"></span>worzy </div><div class="t m0 x3f h19 y8c7 ff8 fs9 fc2 sc0 ls0 ws0">dla Unimot p<span class="_ _1"></span>erspektywę </div><div class="t m0 x3f h19 y8c8 ff8 fs9 fc2 sc0 ls0 ws0">rynkową dl<span class="_ _1"></span>a </div><div class="t m0 x3f h19 y8c9 ff6 fs9 fc2 sc0 ls0 ws0">dostarczani<span class="_ _1"></span>a </div><div class="t m0 x3f h19 y8ca ff6 fs9 fc2 sc0 ls0 ws0">niskoemisy<span class="_ _1"></span>jnego paliwa </div><div class="t m0 x3f h19 y859 ff8 fs9 fc2 sc0 ls0 ws0">dla statk<span class="_ _1"></span>ów. <span class="ff6"> </span></div></div><div class="c x1 y137 w1e ha9"><div class="t m0 xa2 h11 y54c ff7 fs3 fc12 sc0 ls0 ws0">WYBRANE PROJEKTY UST<span class="_ _0"></span>AW </div></div><div class="c x1 y8cc w55 haa"><div class="t m0 x4f h11 y8cd ff7 fs3 fc12 sc0 ls0 ws0">GAZ ZIEMNY </div></div><div class="c x76 y8cc w56 haa"><div class="t m0 x3f h19 y8ce ff6 fs9 fc2 sc0 ls0 ws0">Projekt Ust<span class="_ _1"></span>awy o zmianie Ust<span class="_ _1"></span>awy <span class="ls2e">o </span></div><div class="t m0 x3f h19 y8cf ff6 fs9 fc2 sc0 ls0 ws0">zapasach ropy n<span class="_ _1"></span>aftowej, </div><div class="t m0 x3f h19 y8d0 ff8 fs9 fc2 sc0 ls0 ws0">produkt<span class="_ _1"></span>ów naftowych i<span class="_ _1"></span> gazu </div><div class="t m0 x3f h19 y8d1 ff6 fs9 fc2 sc0 ls0 ws0">ziemnego oraz zasadac<span class="_ _1"></span>h </div><div class="t m0 x3f h19 y8d2 ff8 fs9 fc2 sc0 ls0 ws0">postępowani<span class="_ _1"></span>a w sytuac<span class="_ _1"></span>jach </div><div class="t m0 x3f h19 y8d3 ff8 fs9 fc2 sc0 ls0 ws0">zagrożenia be<span class="_ _1"></span>zpieczeństwa </div><div class="t m0 x3f h19 y8d4 ff8 fs9 fc2 sc0 ls0 ws0">paliwowego państ<span class="_ _1"></span>wa i zakłóceń <span class="_ _1"></span>na </div><div class="t m0 x3f h19 y8d5 ff8 fs9 fc2 sc0 ls0 ws0">rynku nafto<span class="_ _1"></span>wym oraz niekt<span class="_ _1"></span>órych </div><div class="t m0 x3f h19 y8d6 ff6 fs9 fc2 sc0 ls0 ws0">innych us<span class="_ _1"></span>taw (UC50) </div><div class="t m0 x3f h19 y8d7 ff6 fs9 fc2 sc0 ls0 ws0">https://legisl<span class="_ _1"></span>acja.rcl.gov.pl<span class="_ _1"></span>/projekt</div><div class="t m0 x3f h19 y8d8 ff6 fs9 fc2 sc0 ls0 ws0">/12392210  </div></div><div class="c xee y8cc w57 haa"><div class="t m0 x3f h19 y8ce ff6 fs9 fc2 sc0 ls0 ws0">Projekt p<span class="_ _1"></span>rzewiduje zmiane mode<span class="_ _1"></span>lu </div><div class="t m0 x3f h19 y8cf ff8 fs9 fc2 sc0 ls0 ws0">utrzymywania zapasów o<span class="_ _1"></span>bowiązko<span class="_ _1"></span>wych gazu </div><div class="t m0 x3f h19 y8d0 ff6 fs9 fc2 sc0 ls0 ws0">ziemnego w Polsc<span class="_ _1"></span>e.  </div><div class="t m0 x3f h19 y8d1 ff6 fs9 fc2 sc0 ls0 ws0">Projekt wy<span class="_ _1"></span>chodzi naprzec<span class="_ _1"></span>iw od dawna </div><div class="t m0 x3f h19 y8d2 ff8 fs9 fc2 sc0 ls0 ws0">wysuwanym oczeki<span class="_ _1"></span>waniom uczestni<span class="_ _1"></span>ków rynk<span class="_ _1"></span>u </div><div class="t m0 x3f h19 y8d3 ff8 fs9 fc2 sc0 ls0 ws0">gaz ziemnego, two<span class="_ _1"></span>rząc nowysyst<span class="_ _1"></span>em zapasów </div><div class="t m0 x3f h19 y8d4 ff6 fs9 fc2 sc0 ls0 ws0">strategic<span class="_ _1"></span>znych gazu ziemnego. </div><div class="t m0 x3f h19 y8d5 ff6 fs9 fc2 sc0 ls0 ws0">W wyniku powi<span class="_ _1"></span>er<span class="ff8">zenia Rządowe<span class="_ _1"></span>j Agencji </span></div><div class="t m0 x3f h19 y8d6 ff8 fs9 fc2 sc0 ls0 ws0">Rezerw Strat<span class="_ _1"></span>egicznych obo<span class="_ _1"></span>wiązku tworzeni<span class="_ _1"></span>a i </div><div class="t m0 x3f h19 y8d7 ff8 fs9 fc2 sc0 ls0 ws0">utrzymywania zapasów <span class="_ _10"></span>g<span class="_ _0"></span>azu ziemne<span class="_ _1"></span>go, </div><div class="t m0 x3f h19 y8d8 ff8 fs9 fc2 sc0 ls0 ws0">dotychc<span class="_ _1"></span>zasowe podmioty<span class="_ _1"></span> zobowiązane, jakimi </div><div class="t m0 x3f h19 y8d9 ff8 fs9 fc2 sc0 ls0 ws0">są przede wszyst<span class="_ _1"></span>kim przedsię<span class="_ _1"></span>biorstwa </div><div class="t m0 x3f h19 y8da ff8 fs9 fc2 sc0 ls0 ws0">sprowadzające ga<span class="_ _1"></span>z do Polski<span class="_ _1"></span> zostaną </div><div class="t m0 x3f h19 y8db ff8 fs9 fc2 sc0 ls0 ws0">zwolnione z te<span class="_ _1"></span>go ciężaru. <span class="ff6"> </span></div><div class="t m0 x3f h19 y8dc ff6 fs9 fc2 sc0 ls0 ws0">Koszty fun<span class="ff8">kc<span class="_ _1"></span>jonowania sy<span class="_ _1"></span>stemu zostaną </span></div><div class="t m0 x3f h19 y30b ff8 fs9 fc2 sc0 ls0 ws0">rozłożone na jego u<span class="_ _10"></span>ż<span class="_ _0"></span>ytkownik<span class="_ _1"></span>ów, przede </div><div class="t m0 x3f h19 y8dd ff8 fs9 fc2 sc0 ls0 ws0">wszystkim na zlec<span class="_ _1"></span>eniodawcó<span class="_ _1"></span>w usługi </div><div class="t m0 x3f h19 y8de ff8 fs9 fc2 sc0 ls0 ws0">przesyłania ga<span class="_ _1"></span>zu ziemnego, w for<span class="_ _1"></span>mie opłat<span class="_ _1"></span>y </div><div class="t m0 x3f h19 y8df ff6 fs9 fc2 sc0 ls0 ws0">gazowej. </div></div><div class="c xef y8cc w58 haa"><div class="t m0 x3f h19 y8ce ff6 fs9 fc2 sc0 ls0 ws0">Projekt n<span class="_ _1"></span>a </div><div class="t m0 x3f h19 y8cf ff6 fs9 fc2 sc0 ls0 ws0">etapie </div><div class="t m0 x3f h19 y8d0 ff6 fs9 fc2 sc0 ls0 ws0">Komisji </div><div class="t m0 x3f h19 y8d1 ff6 fs9 fc2 sc0 ls0 ws0">Prawniczej w </div><div class="t m0 x3f h19 y8d2 ff8 fs9 fc2 sc0 ls0 ws0">Rządowym </div><div class="t m0 x3f h19 y8d3 ff6 fs9 fc2 sc0 ls0 ws0">Procesie </div><div class="t m0 x3f h19 y8d4 ff6 fs9 fc2 sc0 ls0 ws0">Legislacyjny<span class="_ _1"></span>m </div></div><div class="c xf0 y8cc w59 haa"><div class="t m0 x3f h19 y8ce ff6 fs9 fc2 sc0 ls0 ws0">Projekt w p<span class="_ _1"></span>rzypadku </div><div class="t m0 x3f h19 y8cf ff8 fs9 fc2 sc0 ls0 ws0">jego wejścia w życ<span class="_ _1"></span>ie </div><div class="t m0 x3f h19 y8d0 ff8 fs9 fc2 sc0 ls0 ws0">zwiększy </div><div class="t m0 x3f h19 y8d1 ff8 fs9 fc2 sc0 ls0 ws0">konkure<span class="_ _1"></span>ncyjność </div><div class="t m0 x3f h19 y8d2 ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT na rynk<span class="_ _1"></span>u gazu </div><div class="t m0 x3f h19 y8d3 ff6 fs9 fc2 sc0 ls0 ws0">ziemnego, popr<span class="_ _1"></span>zez </div><div class="t m0 x3f h19 y8d4 ff8 fs9 fc2 sc0 ls0 ws0">usunięci<span class="_ _1"></span>e bariery </div><div class="t m0 x3f h19 y8d5 ff8 fs9 fc2 sc0 ls0 ws0">utrudniając<span class="_ _1"></span>ej </div><div class="t m0 x3f h19 y8d6 ff8 fs9 fc2 sc0 ls0 ws0">podmiotom inn<span class="_ _1"></span>ym niż </div><div class="t m0 x3f h19 y8d7 ff8 fs9 fc2 sc0 ls0 ws0">dominujący na <span class="_ _1"></span>rynku </div><div class="t m0 x3f h19 y8d8 ff6 fs9 fc2 sc0 ls0 ws0">sprowadzanie gazu </div><div class="t m0 x3f h19 y8d9 ff6 fs9 fc2 sc0 ls0 ws0">ziemnego do Polsk<span class="_ _1"></span>i. </div></div><div class="c x1 y8e0 w55 hab"><div class="t m0 x8c h11 y8e1 ff7 fs3 fc12 sc0 ls0 ws0">CYBERBEZPIEC</div><div class="t m0 x9f h11 y8e2 ff5 fs3 fc12 sc0 ls0 ws0">ZEŃSTWO<span class="ff7"> </span></div></div><div class="c x76 y8e0 w56 hab"><div class="t m0 x3f h19 y8e3 ff6 fs9 fc2 sc0 ls0 ws0">Projekt Ust<span class="_ _1"></span>awy o zmianie Ust<span class="_ _1"></span>awy <span class="ls2e">o </span></div><div class="t m0 x3f h19 y8e4 ff6 fs9 fc2 sc0 ls0 ws0">krajowym syst<span class="_ _1"></span>emie </div><div class="t m0 x3f h19 y8e5 ff8 fs9 fc2 sc0 ls0 ws0">cyberbe<span class="_ _1"></span>zpieczeństwa or<span class="_ _1"></span>az </div><div class="t m0 x3f h19 y8e6 ff8 fs9 fc2 sc0 ls0 ws0">niektóryc<span class="_ _1"></span>h innych ust<span class="_ _1"></span>aw<span class="ff6"> </span></div><div class="t m0 x3f h19 y8e7 ff6 fs9 fc2 sc0 ls0 ws0">https://legisl<span class="_ _1"></span>acja.rcl.gov.pl<span class="_ _1"></span>/projekt</div><div class="t m0 x3f h19 y8e8 ff6 fs9 fc2 sc0 ls0 ws0">/12384504 </div></div><div class="c xee y8e0 w57 hab"><div class="t m0 x3f h19 y8e3 ff8 fs9 fc2 sc0 ls0 ws0">Projekt s<span class="_ _1"></span>tanowić ma wdr<span class="_ _1"></span>ożenie do polsk<span class="_ _1"></span>iego </div><div class="t m0 x3f h19 y8e4 ff8 fs9 fc2 sc0 ls0 ws0">porządku prawne<span class="_ _1"></span>go Dyrek<span class="_ _1"></span>tywy Parlamentu </div><div class="t m0 x3f h19 y8e5 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 x3f h19 y8e6 ff8 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 x3f h19 y8e7 ff8 fs9 fc2 sc0 ls0 ws0">wysokiego ws<span class="_ _1"></span>pólnego pozio<span class="_ _1"></span>mu </div><div class="t m0 x3f h19 y8e8 ff8 fs9 fc2 sc0 ls0 ws0">cyberbe<span class="_ _1"></span>zpieczeństwa na t<span class="_ _1"></span>erytorium Unii, </div><div class="t m0 x3f h19 y8e9 ff8 fs9 fc2 sc0 ls0 ws0">zmieniającej ro<span class="_ _1"></span>zporządzenie (<span class="_ _1"></span>UE) nr 910/2014 i </div><div class="t m0 x3f h19 y8ea ff8 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 x3f h19 y8eb ff8 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 x3f h19 y8ec ff8 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 xef y8e0 w58 hab"><div class="t m0 x3f h19 y8e3 ff6 fs9 fc2 sc0 ls0 ws0">Projekt n<span class="_ _1"></span>a </div><div class="t m0 x3f h19 y8e4 ff6 fs9 fc2 sc0 ls0 ws0">etapie </div><div class="t m0 x3f h19 y8e5 ff6 fs9 fc2 sc0 ls0 ws0">Komitetu do<span class="_ _1"></span> </div><div class="t m0 x3f h19 y8e6 ff6 fs9 fc2 sc0 ls0 ws0">Spraw </div><div class="t m0 x3f h19 y8e7 ff6 fs9 fc2 sc0 ls0 ws0">Europejski<span class="_ _1"></span>ch </div><div class="t m0 x3f h19 y8e8 ff8 fs9 fc2 sc0 ls0 ws0">w Rządowym </div><div class="t m0 x3f h19 y8e9 ff6 fs9 fc2 sc0 ls0 ws0">Procesie </div><div class="t m0 x3f h19 y8ea ff6 fs9 fc2 sc0 ls0 ws0">Legislacyjny<span class="_ _1"></span>m </div></div><div class="c xf0 y8e0 w59 hab"><div class="t m0 x3f h19 y8e3 ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT z racji </div><div class="t m0 x3f h19 y8e4 ff6 fs9 fc2 sc0 ls0 ws0">posiadanyc<span class="_ _1"></span>h koncesji </div><div class="t m0 x3f h19 y8e5 ff6 fs9 fc2 sc0 ls0 ws0">energetyc<span class="_ _1"></span>znych oraz </div><div class="t m0 x3f h19 y8e6 ff8 fs9 fc2 sc0 ls0 ws0">spełniania<span class="ff6"> k<span class="_ _1"></span>ryterium </span></div><div class="t m0 x3f h19 y8e7 ff8 fs9 fc2 sc0 ls0 ws0">dużego </div><div class="t m0 x3f h19 y8e8 ff8 fs9 fc2 sc0 ls0 ws0">przedsiębi<span class="_ _1"></span>orstwa<span class="ff6"> <span class="ls35">w </span></span></div><div class="t m0 x3f h19 y8e9 ff6 fs9 fc2 sc0 ls0 ws0">rozumieniu </div><div class="t m0 x3f h19 y8ea ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenia </div><div class="t m0 x3f h19 y8eb ff8 fs9 fc2 sc0 ls0 ws0">651/2014/UE będzi<span class="_ _1"></span>e </div><div class="t m0 x3f h19 y8ec ff8 fs9 fc2 sc0 ls0 ws0">zobowiązany do </div><div class="t m0 x3f h19 y8ed ff6 fs9 fc2 sc0 ls0 ws0">realizacji <span class="_ _1"></span><span class="ff8">obowiązków </span></div><div class="t m0 x3f h19 y83b ff8 fs9 fc2 sc0 ls0 ws0">nałożonych przez </div><div class="t m0 x3f h19 y83c ff8 fs9 fc2 sc0 ls0 ws0">ustawę na po<span class="_ _1"></span>dmioty </div><div class="t m0 x3f h19 y8ee ff6 fs9 fc2 sc0 ls0 ws0">kluczowe. </div><div class="t m0 x3f h19 y83e ff6 fs9 fc2 sc0 ls0 ws0">Jako pods<span class="_ _1"></span>tawowy </div><div class="t m0 x3f h19 y83f ff8 fs9 fc2 sc0 ls0 ws0">obowiązek nal<span class="_ _1"></span>eży </div><div class="t m0 x3f h19 y8ef ff8 fs9 fc2 sc0 ls0 ws0">wskazać stoso<span class="_ _1"></span>wanie </div><div class="t m0 x3f h19 y841 ff6 fs9 fc2 sc0 ls0 ws0">odpowiedni<span class="_ _1"></span>ch i </div><div class="t m0 x3f h19 y8f0 ff6 fs9 fc2 sc0 ls0 ws0">proporcjo<span class="_ _1"></span>nalnych </div><div class="t m0 x3f h19 y843 ff8 fs9 fc2 sc0 ls0 ws0">środków t<span class="_ _1"></span>echnicznych, </div><div class="t m0 x3f h19 y844 ff6 fs9 fc2 sc0 ls0 ws0">operacyjny<span class="_ _1"></span>ch i </div><div class="t m0 x3f h19 y8f1 ff6 fs9 fc2 sc0 ls0 ws0">organizacyjnyc<span class="_ _1"></span>h w celu </div><div class="t m0 x3f h19 y846 ff8 fs9 fc2 sc0 ls0 ws0">zarządzania ryzyk<span class="_ _1"></span>iem </div><div class="t m0 x3f h19 y847 ff8 fs9 fc2 sc0 ls0 ws0">dla bezpiec<span class="_ _1"></span>zeństwa siec<span class="_ _1"></span>i </div><div class="t m0 x3f h19 y8f2 ff6 fs9 fc2 sc0 ls0 ws0">i system<span class="ff8">ów </span></div><div class="t m0 x3f h19 y849 ff6 fs9 fc2 sc0 ls0 ws0">informaty<span class="_ _1"></span>cznych </div><div class="t m0 x3f h19 y8f3 ff6 fs9 fc2 sc0 ls0 ws0">wykorzysty<span class="_ _1"></span>wanych </div><div class="t m0 x3f h19 y84b ff6 fs9 fc2 sc0 ls0 ws0">przez te podmiot<span class="_ _1"></span>y do </div><div class="t m0 x3f h19 y84c ff6 fs9 fc2 sc0 ls0 ws0">prowadzenia </div><div class="t m0 x3f h19 y8f4 ff8 fs9 fc2 sc0 ls0 ws0">działalności l<span class="_ _1"></span><span class="ff6 ls14">ub </span></div><div class="t m0 x3f h19 y84e ff8 fs9 fc2 sc0 ls0 ws0">świadczenia us<span class="_ _1"></span>ług oraz </div><div class="t m0 x3f h19 y84f ff6 fs9 fc2 sc0 ls0 ws0">w celu zapobi<span class="_ _1"></span>egania </div><div class="t m0 x3f h19 y8f5 ff8 fs9 fc2 sc0 ls0 ws0">wpływowi incyde<span class="_ _1"></span>ntów </div><div class="t m0 x3f h19 y2ad ff8 fs9 fc2 sc0 ls0 ws0">na odbior<span class="_ _1"></span>ców ich usług </div><div class="t m0 x3f h19 y2a8 ff8 fs9 fc2 sc0 ls0 ws0">lub na inne<span class="_ _1"></span> usługi bądź </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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">59<span class="ls0"> </span></div></div><div class="c xf0 y6aa w59 hac"><div class="t m0 x3f h19 y8f6 ff6 fs9 fc2 sc0 ls0 ws0">minimalizowania </div><div class="t m0 x3f h19 y8f7 ff8 fs9 fc2 sc0 ls0 ws0">takiego wpływu.<span class="ff6"> </span></div></div><div class="c x1 y8f8 w55 ha3"><div class="t m0 x50 h11 y882 ff7 fs3 fc12 sc0 ls0 ws0">BIOMETAN </div></div><div class="c x76 y8f8 w56 ha3"><div class="t m0 x3f h19 y886 ff6 fs9 fc2 sc0 ls0 ws0">Projekt Ust<span class="_ _1"></span>awy o zmianie Ust<span class="_ _1"></span>awy <span class="ls2e">o </span></div><div class="t m0 x3f h19 y887 ff6 fs9 fc2 sc0 ls0 ws0">inwestyc<span class="_ _1"></span>jach w zakresi<span class="_ _1"></span>e elektrowni </div><div class="t m0 x3f h19 y888 ff8 fs9 fc2 sc0 ls0 ws0">wiatrowyc<span class="_ _1"></span>h oraz niektór<span class="_ _1"></span>ych innych </div><div class="t m0 x3f h19 y8f9 ff6 fs9 fc2 sc0 ls0 ws0">ustaw (UD89) </div><div class="t m0 x3f h19 y88a ff6 fs9 fc2 sc0 ls0 ws0">https://legisl<span class="_ _1"></span>acja.rcl.gov.pl<span class="_ _1"></span>/projekt</div><div class="t m0 x3f h19 y88b ff6 fs9 fc2 sc0 ls0 ws0">/12389803 </div></div><div class="c xee y8f8 w57 ha3"><div class="t m0 x3f h19 y886 ff6 fs9 fc2 sc0 ls0 ws0">W zakresie bi<span class="_ _1"></span>ometanu pro<span class="_ _1"></span>jekt Ustawy </div><div class="t m0 x3f h19 y887 ff6 fs9 fc2 sc0 ls0 ws0">przewiduje wpro<span class="_ _1"></span>wadzenie syst<span class="_ _1"></span>emu wsparcia <span class="_ _1"></span>w </div><div class="t m0 x3f h19 y888 ff6 fs9 fc2 sc0 ls0 ws0">postaci a<span class="_ _1"></span>ukcji dla instal<span class="_ _1"></span>acji OZE </div><div class="t m0 x3f h19 y8f9 ff8 fs9 fc2 sc0 ls0 ws0">wytwarzających <span class="_ _1"></span>biometan o mo<span class="_ _1"></span>cy większej n<span class="_ _1"></span>iż </div><div class="t m0 x3f h19 y88a ff6 fs9 fc2 sc0 ls0 ws0">1MW.  </div><div class="t m0 x3f h19 y88b ff6 fs9 fc2 sc0 ls0 ws0">Proponowany mec<span class="_ _1"></span>hanizm obej<span class="_ _1"></span>mie wspar<span class="_ _1"></span>ciem </div><div class="t m0 x3f h19 y778 ff8 fs9 fc2 sc0 ls0 ws0">produkcję<span class="_ _1"></span> na poziomie o<span class="_ _1"></span>k. 300 mln m3 (ok. 3 </div><div class="t m0 x3f h19 y779 ff8 fs9 fc2 sc0 ls0 ws0">100 GWh) biometan<span class="_ _1"></span>u rocznie, c<span class="_ _1"></span>o będzie </div><div class="t m0 x3f h19 y88c ff8 fs9 fc2 sc0 ls0 ws0">wiązało się z koni<span class="_ _1"></span>ecznością wy<span class="_ _1"></span>budowania ok<span class="_ _1"></span>. </div><div class="t m0 x3f h19 y77a ff6 fs9 fc2 sc0 ls0 ws0">50 instalac<span class="_ _1"></span>ji <span class="ff8">–</span> <span class="ff8">w przypadk<span class="_ _1"></span>u zakładu średnie<span class="_ _1"></span>j </span></div><div class="t m0 x3f h19 y88d ff8 fs9 fc2 sc0 ls0 ws0">wielkośc<span class="_ _1"></span>i 2,8 MW energii pr<span class="_ _1"></span>zeliczonej na </div><div class="t m0 x3f h19 y8fa ff6 fs9 fc2 sc0 ls0 ws0">ekwiwalent<span class="_ _1"></span> energii el<span class="_ _1"></span>ektrycznej. </div></div><div class="c xef y8f8 w58 ha3"><div class="t m0 x3f h19 y886 ff6 fs9 fc2 sc0 ls0 ws0">Projekt </div><div class="t m0 x3f h19 y887 ff8 fs9 fc2 sc0 ls0 ws0">przyjęty pr<span class="_ _1"></span>zez </div><div class="t m0 x3f h19 y888 ff8 fs9 fc2 sc0 ls0 ws0">Stały Komitet </div><div class="t m0 x3f h19 y8f9 ff6 fs9 fc2 sc0 ls0 ws0">Rady </div><div class="t m0 x3f h19 y88a ff8 fs9 fc2 sc0 ls0 ws0">Ministr<span class="_ _1"></span>ów w </div><div class="t m0 x3f h19 y88b ff8 fs9 fc2 sc0 ls0 ws0">Rządowym </div><div class="t m0 x3f h19 y778 ff6 fs9 fc2 sc0 ls0 ws0">Procesie </div><div class="t m0 x3f h19 y779 ff6 fs9 fc2 sc0 ls0 ws0">Legislacyjny<span class="_ _1"></span>m </div></div><div class="c xf0 y8f8 w59 ha3"><div class="t m0 x3f h19 y886 ff8 fs9 fc2 sc0 ls0 ws0">Wejście w życie<span class="_ _1"></span> </div><div class="t m0 x3f h19 y887 ff6 fs9 fc2 sc0 ls0 ws0">projekt<span class="_ _1"></span>u stanowi w </div><div class="t m0 x3f h19 y888 ff6 fs9 fc2 sc0 ls0 ws0">istocie warun<span class="_ _1"></span>ek </div><div class="t m0 x3f h19 y8f9 ff8 fs9 fc2 sc0 ls0 ws0">konieczny<span class="_ _1"></span> opłacalności </div><div class="t m0 x3f h19 y88a ff8 fs9 fc2 sc0 ls0 ws0">inwestyc<span class="_ _1"></span>ji polegających </div><div class="t m0 x3f h19 y88b ff6 fs9 fc2 sc0 ls0 ws0">na budowie  </div><div class="t m0 x3f h19 y778 ff6 fs9 fc2 sc0 ls0 ws0">biometanowni<span class="_ _1"></span> w Polsce </div><div class="t m0 x3f h19 y779 ff6 fs9 fc2 sc0 ls0 ws0">(dotychc<span class="_ _1"></span>zas w naszym </div><div class="t m0 x3f h19 y88c ff8 fs9 fc2 sc0 ls0 ws0">kraju nie<span class="_ _1"></span> powstała </div><div class="t m0 x3f h19 y77a ff8 fs9 fc2 sc0 ls0 ws0">żadna komercyjna<span class="_ _1"></span> </div><div class="t m0 x3f h19 y88d ff6 fs9 fc2 sc0 ls0 ws0">biometanowni<span class="_ _1"></span>a). Jest to </div><div class="t m0 x3f h19 y8fa ff6 fs9 fc2 sc0 ls0 ws0">potencjal<span class="_ _1"></span>ne pole </div><div class="t m0 x3f h19 y2ad ff6 fs9 fc2 sc0 ls0 ws0">rozwoju biznesu Gr<span class="_ _1"></span>upy </div><div class="t m0 x3f h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT  . </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y4d6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 y6b7 ff7 fs5 fc5 sc0 ls11 ws0">5.4.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">SEZONOWOŚĆ DZIAŁALNOŚCI </span></span><span class="ls24">  <span class="ls0"> </span></span></div><div class="t m0 x1 h10 y8fb ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _12"> </span>trakcie <span class="_ _12"> </span>roku <span class="_ _12"> </span>zachodzi <span class="_ _12"> </span>regularna <span class="_ _12"> </span>umiarkowana <span class="_ _12"> </span>zmienność <span class="_ _12"> </span>wolumenów <span class="_ _12"> </span>sprzedaży <span class="_ _12"> </span>produktów <span class="_ _12"> </span>spowodowana  sezono<span class="_ _1"></span>wymi <span class="_ _12"> </span>wahaniami </div><div class="t m0 x1 h10 y8fc ff8 fs4 fc2 sc0 ls0 ws0">popytu w szczególności w segmentach: <span class="ff6"> </span></div><div class="t m0 x1 h4b y8fd ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">sprzedaży gazu <span class="_ _0"></span>ziemnego, <span class="_ _0"></span>paliw <span class="_ _0"></span>stałych <span class="_ _0"></span>i <span class="_ _0"></span>energii <span class="_ _0"></span>elektrycznej <span class="_ _0"></span>ze <span class="_ _0"></span>w<span class="_ _0"></span>zględu 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>sezo<span class="_ _0"></span>nie grzewc<span class="_ _0"></span>zym <span class="_ _0"></span>w <span class="_ _0"></span>I<span class="_ _5"></span><span class="ff6"> <span class="_ _0"></span>i <span class="_ _0"></span>IV </span></span></span></div><div class="t m0 x3c h10 y861 ff6 fs4 fc2 sc0 ls0 ws0">kwartale<span class="lsf">, </span> </div><div class="t m0 x1 h4b y8fe ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">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 h4b y3dd ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">sprzedaży bitumenów <span class="ff6">- </span>ze względu na szczyt sezonu budowy i remontów dróg przypadający na II i I<span class="ff6 ls5">II<span class="ls0"> </span></span>kwartał<span class="ff6">, </span></span></span></div><div class="t m0 x1 h4b y8ff ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">sprzedaży usług logistyki kolejowej –<span class="ff6"> </span>najwyższe zapotrzebowanie na us<span class="_ _1"></span>ługi przepada na III i IV kwartał.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x1 h10 y900 ff8 fs4 fc2 sc0 ls0 ws0">W pozostałych segmentach <span class="ff6">GK UNIMOT </span>nie występuje istotna sezonowość i cykliczność działalności.<span class="ff6"> </span></div><div class="t m0 x3c h44 y901 ff7 fs5 fc5 sc0 ls11 ws0">5.5.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">INFORMACJE O ZAWARTYCH UMOWACH ZNACZĄCYCH DLA DZIAŁALNOŚCI UNIMOT S.A. I </span></span></div><div class="t m0 x84 he y51e ff5 fs5 fc5 sc0 ls0 ws0">GRUPY KAPITAŁOWEJ<span class="ff7"> </span></div><div class="t m0 x1 h10 y338 ff8 fs4 fc2 sc0 ls0 ws0">Brak takich umów.<span class="ff6"> </span></div><div class="t m0 x3c h44 y902 ff7 fs5 fc5 sc0 ls11 ws0">5.6.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">ZMIANY W PODSTAWOWYCH ZASADACH ZARZĄDZANIA PRZEDSIĘBIOR<span class="_ _1"></span>STWEM EMITENTA I </span></span></div><div class="t m0 x84 he y903 ff5 fs5 fc5 sc0 ls0 ws0">JEGO GRUPĄ KAPITAŁOWĄ<span class="ff7"> </span></div><div class="t m0 x1 h10 y14f ff6 fs4 fc2 sc0 ls0 ws0">W badanym <span class="ff8">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 x3c h44 y904 ff7 fs5 fc5 sc0 ls11 ws0">5.7.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">POSTĘPOWANIA SĄDOWE<span class="ff7">    </span></span></span></div><div class="t m0 x1 h10 y6c5 ff8 fs4 fc2 sc0 ls0 ws0">Emitent <span class="_ _10"></span>ani <span class="_ _10"></span>żadna<span class="_ _0"></span> <span class="_ _10"></span>z <span class="_ _1"></span>jego <span class="_ _10"></span>jednostek <span class="_ _10"></span>zależnych <span class="_ _1"></span>nie <span class="_ _10"></span>jest <span class="_ _1"></span>stroną <span class="_ _10"></span>postępowania <span class="_ _1"></span>toczącego <span class="_ _10"></span>się <span class="_ _10"></span>przed <span class="_ _1"></span>sądem, <span class="_ _10"></span>o<span class="_ _0"></span>rganem <span class="_ _10"></span>właściwym <span class="_ _10"></span>dla <span class="_ _1"></span>po<span class="_ _0"></span>stę<span class="_ _0"></span>powania </div><div class="t m0 x1 h10 y905 ff8 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="_ _5"></span>otny rz<span class="_ _0"></span>utować </div><div class="t m0 x1 h10 y74a ff6 fs4 fc2 sc0 ls0 ws0">na wyniki finansowe. </div><div class="t m0 x3c h44 y906 ff7 fs5 fc5 sc0 ls11 ws0">5.8.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff7">ZATRUDNIENIE W 2024 ROKU W GRUPIE     </span></span></div><div class="t m0 x1 h10 y907 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y908 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _6"></span>2024 <span class="_ _6"></span>roku <span class="_ _6"></span>Grupa <span class="_ _6"></span>UNIMOT <span class="_ _6"></span><span class="ff8">opublikowała <span class="_ _6"></span>5 <span class="_ _6"></span>letnią <span class="_ _6"></span>strategię <span class="_ _7"></span>na <span class="_ _6"></span>lata <span class="_ _6"></span>2024</span>-<span class="ls6">2028</span>. <span class="_ _6"></span><span class="ff8">W <span class="_ _6"></span>ramach <span class="_ _6"></span>strat<span class="_ _0"></span>egii <span class="_ _6"></span>Grupy <span class="_ _6"></span>określono <span class="_ _6"></span>kluczowe <span class="_ _6"></span>kierunki </span></div><div class="t m0 x1 h10 y909 ff8 fs4 fc2 sc0 ls0 ws0">rozwoju <span class="_ _12"> </span>w <span class="_ _7"> </span>o<span class="_ _0"></span>bszarze <span class="_ _7"> </span>zarz<span class="_ _0"></span>ądzania <span class="_ _12"> </span>kapitałem <span class="_ _7"> </span>ludzkim.<span class="ff6">  </span>Od <span class="_ _7"> </span>początku <span class="_ _12"> </span>powstania <span class="_ _7"> </span>firmy  –<span class="ff6"> <span class="_ _7"> </span></span>pracownicy <span class="_ _12"> </span>są <span class="_ _12"> </span>najważniejszą <span class="_ _7"> </span>wartością <span class="_ _12"> </span>Grupy. <span class="_ _12"> </span>Ich </div><div class="t m0 x1 h10 y90a ff8 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 h10 y90b ff8 fs4 fc2 sc0 ls0 ws0">Pracując <span class="_ _5"></span>nad <span class="_ _6"></span>5 <span class="_ _5"></span>letnią <span class="_ _6"></span>strategią <span class="_ _5"></span><span class="ff6">Grupy <span class="_ _6"></span>UNIMOT <span class="_ _5"></span> <span class="_ _6"></span> <span class="_ _5"></span></span>w<span class="_ _0"></span> <span class="_ _5"></span>zakresie <span class="_ _6"></span>HR <span class="_ _5"></span>zo<span class="_ _0"></span>stały <span class="_ _5"></span>uwzględnione <span class="_ _6"></span>oczekiwania <span class="_ _5"></span>społeczne, <span class="_ _5"></span>wyz<span class="_ _0"></span>wania <span class="_ _5"></span>zró<span class="_ _0"></span>wnoważonego </div><div class="t m0 x1 h10 y90c ff8 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 h10 y90d ff8 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 h10 y38 ff8 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="_ _5"></span>nie tylko <span class="_ _0"></span>kandydatów <span class="_ _0"></span>z<span class="_ _0"></span> mł<span class="_ _0"></span>odego poko<span class="_ _0"></span>lenia, ale <span class="_ _0"></span>także <span class="_ _0"></span>tych <span class="_ _0"></span>z <span class="_ _5"></span>doświad<span class="_ _0"></span><span class="ff6">c<span class="_ _0"></span>zeniem. </span></div><div class="t m0 x1 h10 y90e ff6 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT <span class="_ _0"></span><span class="ff8">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 h10 y90f ff8 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="_ _14"> </span><span class="ff6">Cyklicznie </span></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 y3c w5a h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">60<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 fs4 fc2 sc0 ls0 ws0">publikowane są oferty pracy na l<span class="_ _1"></span>okalnych portalach pracy oraz tyc<span class="_ _1"></span>h ogólnopolskich pracuj/p<span class="_ _1"></span>l, Linkedin, olx. Przy kluczowych s<span class="ff6">tanowiskach w </span></div><div class="t m0 x1 h10 y12c ff8 fs4 fc2 sc0 ls0 ws0">wybranych sytuacjach Grupa korzysta ze współpracy z agencji headhunterski<span class="_ _1"></span>ch. W roku 2025 Grupa planuje wdrożenie prog<span class="_ _0"></span>ramu poleceń.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y12d ff8 fs4 fc2 sc0 ls0 ws0">W 2024 w<span class="_ _0"></span>ypracowany Standard r<span class="_ _0"></span>ekrutacji i z<span class="_ _0"></span>atrudniania został <span class="_ _0"></span>wdrożony we <span class="_ _0"></span>wszystkich spółkach G<span class="_ _0"></span>rupy, tak <span class="_ _0"></span>by każda s<span class="_ _0"></span>półka reali<span class="_ _5"></span>zowała <span class="_ _0"></span>te </div><div class="t m0 x1 h10 y12e ff8 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 h10 y12f ff8 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 budow<span class="_ _5"></span><span class="ff6">anie </span></div><div class="t m0 x1 h10 y130 ff6 fs4 fc2 sc0 ls0 ws0">silnej, pozytywnej kultury organizacyjnej.  </div><div class="t m0 x1 h10 y131 ff8 fs4 fc2 sc0 ls0 ws0">Cyklicznie raz w miesiącu organizowane jest szkolen<span class="_ _1"></span>ie onboarding dla wszystkich nowych pracowników. W ramach szkolenia Prezes<span class="_ _0"></span><span class="ff6"> </span>Zarządu </div><div class="t m0 x1 h10 y132 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _6"></span>S.A. <span class="_ _7"></span>Pan <span class="_ _7"></span>Adam <span class="_ _6"></span>Sikorski <span class="_ _7"></span>wita <span class="_ _7"></span>nowych <span class="_ _6"></span>pracowników. <span class="_ _7"></span>W <span class="_ _6"></span>poz<span class="_ _0"></span>ostałej <span class="_ _6"></span>części <span class="_ _7"></span>szkolenia <span class="_ _6"></span>poruszane <span class="_ _6"></span>są <span class="_ _7"> </span>kwestie: <span class="_ _6"></span>histo<span class="_ _0"></span>ria <span class="_ _6"></span>roz<span class="_ _0"></span>woj<span class="_ _0"></span><span class="ff6 ls13">u <span class="_ _12"> </span><span class="ls0">Grup<span class="_ _1"></span>y </span></span></div><div class="t m0 x1 h10 y133 ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT  <span class="ff8">, 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 h10 y134 ff8 fs4 fc2 sc0 ls0 ws0">Największą <span class="_ _34"> </span>zmianą <span class="_ _34"> </span>w <span class="_ _34"> </span>obs<span class="_ _0"></span>zarze <span class="_ _34"> </span>zatrudnienia <span class="_ _34"> </span>było <span class="_ _28"> </span>połączenie <span class="_ _34"> </span>spółki <span class="_ _34"> </span>Unimot <span class="_ _34"> </span>Terminale <span class="_ _34"> </span>i <span class="_ _34"> </span>Unimot <span class="_ _28"> </span>Infrastruktura. <span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y135 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>efekcie przeprowadzonych <span class="_ _0"></span>zmian <span class="_ _0"></span>wybranym <span class="_ _0"></span>pracownikom <span class="_ _0"></span>zaproponowano <span class="_ _0"></span>z<span class="_ _0"></span>mianę stanowiska <span class="_ _0"></span>i <span class="_ _0"></span>zakresu o<span class="_ _0"></span>bowiązków, <span class="_ _0"></span>by <span class="_ _0"></span>dostosować <span class="_ _0"></span>je </div><div class="t m0 x1 h10 y136 ff6 fs4 fc2 sc0 ls0 ws0">do <span class="_ _10"></span>wprowadzonych <span class="_ _1"></span>zmian <span class="_ _10"></span><span class="ff8">w <span class="_ _1"></span>strukturze <span class="_ _9"></span>i <span class="_ _1"></span>procesach. <span class="_ _10"></span>Nowa <span class="_ _10"></span>spółka <span class="_ _10"></span>pod <span class="_ _1"></span>nazwą <span class="_ _10"></span>Unimot <span class="_ _10"></span>T<span class="_ _0"></span>erminale <span class="_ _9"></span>w<span class="_ _0"></span> <span class="_ _10"></span>roku <span class="_ _10"></span>2025 <span class="_ _1"></span>nie <span class="_ _10"></span>planuje <span class="_ _10"></span>wzrostu <span class="_ _10"></span>z<span class="_ _0"></span>atrudnienia. </span></div><div class="t m0 x1 h10 y137 ff8 fs4 fc2 sc0 ls0 ws0">Spółka będzie koncentrowała się na procesach<span class="_ _1"></span> rekrutacyjnych na stanowiska pracowników odchodzących na emeryturę.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y138 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _f"> </span>2024 <span class="_ _1d"> </span>Grupa <span class="_ _1d"> </span>duży <span class="_ _f"> </span>nacisk <span class="_ _f"> </span>kładła <span class="_ _1d"> </span>na <span class="_ _f"> </span>zapewnie<span class="_ _1"></span>nie <span class="_ _1d"> </span>i<span class="_ _0"></span> <span class="_ _f"> </span>rozwój <span class="_ _1d"> </span>kluczowych <span class="_ _f"> </span>kompet<span class="_ _1"></span>encji <span class="_ _1d"> </span>pracowników <span class="_ _f"> </span>i <span class="_ _f"> </span>me<span class="_ _1"></span>nedżerów. <span class="ff6"> </span></div><div class="t m0 x1 h10 y139 ff8 fs4 fc2 sc0 ls0 ws0">W  tym  obs<span class="_ _1"></span>zarze  koncen<span class="_ _1"></span>trowaliśmy  się<span class="_ _1"></span>  na <span class="_ _12"> </span>budowaniu  silnego  przywództwa  i<span class="_ _1"></span>  wzmacnianiu<span class="_ _1"></span>  liderów  skoncentr<span class="_ _1"></span>owanych  na  s<span class="_ _1"></span>kutecznym </div><div class="t m0 x1 h10 y13a ff8 fs4 fc2 sc0 ls0 ws0">działaniu i trosce o pracowników. Organ<span class="_ _1"></span>izowano szkolenia dla pracowników prowadzone przez D<span class="_ _10"></span>z<span class="_ _0"></span>iał HR oraz zewnętrzn<span class="_ _1"></span>e firmy szkoleni<span class="_ _1"></span>owe. </div><div class="t m0 x1 h10 y13b ff8 fs4 fc2 sc0 ls0 ws0">Koncentrowano <span class="_ _5"></span>się <span class="_ _6"></span>na <span class="_ _5"></span>wzmacnianiu <span class="_ _5"></span>kompetencji <span class="_ _6"></span>interpersonalnych. <span class="_ _5"></span> <span class="_ _6"></span>Dla <span class="_ _5"></span>menedżerów <span class="_ _5"></span>uruchomiono <span class="_ _6"></span>kilka <span class="_ _5"></span>szkoleń <span class="_ _5"></span>z <span class="_ _6"></span>zakresu: <span class="_ _5"></span>szkoleni<span class="_ _0"></span><span class="ff6">a <span class="_ _6"></span>na </span></div><div class="t m0 x1 h10 y13c ff8 fs4 fc2 sc0 ls0 ws0">nowego <span class="_ _5"></span>menedżera; <span class="_ _0"></span>z<span class="_ _0"></span>arządzania <span class="_ _5"></span>zmianą, <span class="_ _5"></span>z<span class="_ _0"></span>arządzanie <span class="_ _0"></span>różnorodnością; <span class="_ _5"></span>informacja <span class="_ _5"></span>zw<span class="_ _0"></span>rotna <span class="_ _0"></span>o<span class="_ _0"></span>raz <span class="_ _5"></span>szkolenia <span class="_ _0"></span>z <span class="_ _5"></span>przeciwdziałaniu <span class="_ _5"></span>mobbingowi <span class="_ _6"></span>i </div><div class="t m0 x1 h10 y13d ff8 fs4 fc2 sc0 ls0 ws0">dyskryminacji, które nawiązywały do wdrożonej Polityki przeciwdziałaniu i d<span class="_ _1"></span>yskryminacji.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y13e ff8 fs4 fc2 sc0 ls0 ws0">Został uru<span class="_ _1"></span>chomiony <span class="_ _1"></span>program <span class="_ _1"></span>Klub <span class="_ _1"></span>Kobiet –<span class="ff6"> <span class="_ _10"></span><span class="ff8">Kobieta z <span class="_ _10"></span>energią adresowany <span class="_ _1"></span>do wszystki<span class="_ _1"></span>ch <span class="_ _1"></span>kobiet <span class="_ _1"></span>w <span class="_ _1"></span>Grupie. <span class="_ _10"></span>W ramach <span class="_ _1"></span>programu <span class="_ _10"></span>o<span class="_ _0"></span>rganizowane </span></span></div><div class="t m0 x1 h10 y13f ff8 fs4 fc2 sc0 ls0 ws0">są webinary i <span class="_ _0"></span>szkolenia dla kobiet <span class="_ _0"></span>wzmacniające <span class="_ _0"></span>kompetencje interpersonalne, budujące poczucie pewności siebie, i<span class="_ _0"></span>nspirujące <span class="_ _5"></span><span class="ff6">do ro<span class="_ _0"></span>zwoju i </span></div><div class="t m0 x1 h10 y140 ff8 fs4 fc2 sc0 ls0 ws0">wymiany doświadczeń w gronie kobiet.<span class="ff6"> </span></div><div class="t m0 x1 h10 y141 ff8 fs4 fc2 sc0 ls0 ws0">Ważnym <span class="_ _6"></span>obszarem, <span class="_ _6"></span>któ<span class="_ _0"></span>ry <span class="_ _6"></span>nie <span class="_ _6"></span>został <span class="_ _7"></span>pomijany <span class="_ _6"></span>w <span class="_ _7"></span>prowadzonych <span class="_ _6"></span>działaniach <span class="_ _6"></span>był <span class="_ _7"></span>obszar <span class="_ _6"></span>we<span class="_ _0"></span><span class="ff6">l</span>l<span class="_ _0"></span>beingu <span class="_ _6"></span>i <span class="_ _6"></span>b<span class="_ _0"></span>udowania <span class="_ _6"></span>świadomości <span class="_ _7"></span>w <span class="_ _6"></span>obszarze </div><div class="t m0 x1 h10 y142 ff8 fs4 fc2 sc0 ls0 ws0">odporności psychicznej. Zorganizowano kilka webinarów oraz  inicjatyw w ramach których pracownicy wspólnie<span class="_ _1"></span> realizowali działa<span class="_ _0"></span><span class="ff6">nia. </span></div><div class="t m0 x1 h10 y143 ff8 fs4 fc2 sc0 ls0 ws0">Wszystkie wymienione<span class="_ _1"></span> działania prowadzone są <span class="_ _1"></span>w ramach budowania <span class="_ _1"></span>spójnej kultury organizacyjnej. Pomocne <span class="_ _1"></span>w tym p<span class="_ _1"></span>rocesie są okr<span class="_ _0"></span>eślone </div><div class="t m0 x1 h10 y144 ff8 fs4 fc2 sc0 ls0 ws0">przez pracowników <span class="_ _0"></span>wartości <span class="_ _0"></span><span class="ff6">Grupy UNIMOT  <span class="_ _0"></span></span>, które są <span class="_ _0"></span>wspólne d<span class="_ _0"></span>la wszystkich spółek. Są <span class="_ _0"></span>to: wiary<span class="_ _0"></span>godność, współpraca, <span class="_ _0"></span>odpowiedzialność, </div><div class="t m0 x1 h10 y145 ff8 fs4 fc2 sc0 ls0 ws0">profesjonalizm, elastyczność. Stanowią one fundament, na którym <span class="ff6">Grupa UNIMOT </span>buduje kulturę i wdrażane standardy. Są one naturalnym </div><div class="t m0 x1 h10 y146 ff8 fs4 fc2 sc0 ls0 ws0">filarem przywództwa, procesu rekrutacji, polityki rozwoju czy działań reali<span class="_ _1"></span>zowanych w obszarze we<span class="_ _0"></span><span class="ff6">llbeingu.   </span></div><div class="t m0 x1 h10 y147 ff8 fs4 fc2 sc0 ls0 ws0">Systematycznie <span class="_ _5"></span>prowadzony <span class="_ _6"></span>jest <span class="_ _5"></span>dialog <span class="_ _5"></span>z <span class="_ _6"></span>Partnere<span class="_ _1"></span>m <span class="_ _5"></span>Społecznym <span class="_ _6"></span>w <span class="_ _5"></span>celu <span class="_ _6"></span>utrzymani<span class="_ _1"></span>a <span class="_ _5"></span>relacji <span class="_ _6"></span>i <span class="_ _5"></span>zapewnienia <span class="_ _5"></span>s<span class="_ _0"></span>pokoju <span class="_ _5"></span>społecznego. <span class="_ _6"></span>Dla<span class="_ _0"></span><span class="ff6"> <span class="_ _6"></span>Gru<span class="_ _1"></span>py </span></div><div class="t m0 x1 h10 y148 ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _7"></span> <span class="_ _12"> </span> <span class="_ _7"></span><span class="ff8">partnerzy <span class="_ _7"></span>społeczni <span class="_ _7"> </span>b<span class="_ _0"></span>yli <span class="_ _7"></span>ważnym <span class="_ _7"> </span>gło<span class="_ _0"></span>sem <span class="_ _7"></span>wspomagającym <span class="_ _7"> </span>jej <span class="_ _12"> </span>rozwój, <span class="_ _7"></span>dlatego <span class="_ _7"></span>UNIMOT <span class="_ _12"> </span>koncentru<span class="_ _1"></span>je <span class="_ _7"> </span>się <span class="_ _12"> </span>na <span class="_ _7"></span>działaniach, <span class="_ _12"> </span>które </span></div><div class="t m0 x1 h10 y149 ff8 fs4 fc2 sc0 ls0 ws0">prowadzą do skutecznych rozwiązań i dobrych, długotrwałych, wzajemnych re<span class="_ _1"></span>lacji.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y14a ff6 fs4 fc2 sc0 ls0 ws0">W  2024  roku<span class="_ _1"></span>  Grupa <span class="_ _12"> </span>UNIMOT  <span class="ff8">rozpoczęła  działania  w <span class="_ _12"> </span>zakresie  integracji <span class="_ _12"> </span>proc<span class="_ _0"></span>esów  i  wyp<span class="_ _1"></span>racowania  wspólnych<span class="_ _1"></span>  standardów.  Naturaln<span class="_ _1"></span>ą </span></div><div class="t m0 x1 h10 y14b ff8 fs4 fc2 sc0 ls0 ws0">konsekwencją <span class="_ _0"></span>budowania <span class="_ _5"></span>Grupy <span class="_ _5"></span>jest <span class="_ _5"></span>szukanie <span class="_ _5"></span>efektywności <span class="_ _5"></span>w <span class="_ _5"></span>obszarze <span class="_ _5"></span>funkcjonujących <span class="_ _5"></span>procesów. <span class="_ _5"></span>Grupa <span class="_ _5"></span>będzie <span class="_ _5"></span>dążyła <span class="_ _5"></span>do <span class="_ _5"></span>ich <span class="_ _5"></span>integ<span class="_ _5"></span><span class="ff6">racji <span class="_ _5"></span>i </span></div><div class="t m0 x1 h10 y14c ff8 fs4 fc2 sc0 ls0 ws0">poprawy efektywności, by<span class="ff6"> </span>wspierały jej rozwój i dywersyfikację. <span class="ff6"> </span></div></div><div class="c x1 y910 w5b h91"><div class="t m0 xa h19 y0 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x45 y910 w5c h91"><div class="t m0 xa h19 y0 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf3 y910 w5d h91"><div class="t m0 xa h19 y0 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x4c y910 w5e h91"><div class="t m0 xa h19 y0 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf4 y910 w5c h91"><div class="t m0 xa h19 y0 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xc7 y910 w5f h91"><div class="t m0 xa h19 y0 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf5 y910 w5e h91"><div class="t m0 xa h19 y0 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf6 y910 w60 h91"><div class="t m0 xa h19 y0 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf7 y910 w61 h91"><div class="t m0 xa h19 y0 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf8 y910 w62 h91"><div class="t m0 xa h19 y0 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y911 w63 had"><div class="t m0 xa h19 y55e ff8 fs9 fc2 sc0 ls0 ws0">Wyszczególnie<span class="_ _1"></span>nie<span class="ff6"> </span></div></div><div class="c x45 y912 w64 h91"><div class="t m0 x1a h19 y54c ff6 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xf4 y912 w65 h91"><div class="t m0 x1a h19 y54c ff6 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xf6 y912 w65 h91"><div class="t m0 x1a h19 y54c ff6 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x45 y911 w66 h7b"><div class="t m0 xa h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">KOBIETY </div></div><div class="c xf3 y911 w67 h7b"><div class="t m0 xa h19 y2a1 ff8 fs9 fc2 sc0 ls0 ws0">MĘŻCZYŹNI<span class="ff6"> </span></div></div><div class="c x4c y911 w62 h7b"><div class="t m0 xa h19 y2a1 ff8 fs9 fc2 sc0 ls0 ws0">ŁĄCZNIE<span class="ff6"> </span></div></div><div class="c xf4 y911 w66 h7b"><div class="t m0 xa h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">KOBIETY </div></div><div class="c xc7 y911 w67 h7b"><div class="t m0 xa h19 y2a1 ff8 fs9 fc2 sc0 ls0 ws0">MĘŻCZYŹNI<span class="ff6"> </span></div></div><div class="c xf5 y911 w62 h7b"><div class="t m0 xa h19 y2a1 ff8 fs9 fc2 sc0 ls0 ws0">ŁĄCZNIE<span class="ff6"> </span></div></div><div class="c xf6 y911 w68 h7b"><div class="t m0 xa h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">KOBIETY </div></div><div class="c xf7 y911 w69 h7b"><div class="t m0 xa h19 y2a1 ff8 fs9 fc2 sc0 ls0 ws0">MĘŻCZYŹNI<span class="ff6"> </span></div></div><div class="c xf8 y911 w6a h7b"><div class="t m0 xa h19 y2a1 ff8 fs9 fc2 sc0 ls0 ws0">ŁĄCZNIE<span class="ff6"> </span></div></div><div class="c x1 y48d w63 h50"><div class="t m0 xa h19 y2ad ff8 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 h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">typu umowy </div></div><div class="c x45 y48d w66 h50"><div class="t m0 x50 h19 y551 ff6 fs9 fc2 sc0 ls4 ws0">273<span class="ls0"> </span></div></div><div class="c xf3 y48d w67 h50"><div class="t m0 x10 h19 y551 ff6 fs9 fc2 sc0 ls4 ws0">656<span class="ls0"> </span></div></div><div class="c x4c y48d w62 h50"><div class="t m0 x50 h19 y551 ff6 fs9 fc2 sc0 ls4 ws0">929<span class="ls0"> </span></div></div><div class="c xf4 y48d w66 h50"><div class="t m0 x50 h19 y551 ff6 fs9 fc2 sc0 ls4 ws0">248<span class="ls0"> </span></div></div><div class="c xc7 y48d w67 h50"><div class="t m0 x10 h19 y551 ff6 fs9 fc2 sc0 ls4 ws0">574<span class="ls0"> </span></div></div><div class="c xf5 y48d w62 h50"><div class="t m0 x50 h19 y551 ff6 fs9 fc2 sc0 ls4 ws0">822<span class="ls0"> </span></div></div><div class="c xf6 y48d w68 h50"><div class="t m0 x50 h19 y551 ff6 fs9 fc2 sc0 ls4 ws0">113<span class="ls0"> </span></div></div><div class="c xf7 y48d w69 h50"><div class="t m0 x10 h19 y551 ff6 fs9 fc2 sc0 ls4 ws0">115<span class="ls0"> </span></div></div><div class="c xf8 y48d w6a h50"><div class="t m0 x50 h19 y551 ff6 fs9 fc2 sc0 ls4 ws0">228<span class="ls0"> </span></div></div><div class="c x1 y5d w63 h8a"><div class="t m0 xa h19 y654 ff8 fs9 fc13 sc0 ls0 ws0">Umowa o pracę n<span class="_ _1"></span>a czas nieokr<span class="_ _1"></span>eślony<span class="ff6"> </span></div></div><div class="c x45 y5d w66 h8a"><div class="t m0 x50 h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">198<span class="ls0"> </span></div></div><div class="c xf3 y5d w67 h8a"><div class="t m0 x10 h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">553<span class="ls0"> </span></div></div><div class="c x4c y5d w62 h8a"><div class="t m0 x50 h19 y654 ff6 fs9 fc2 sc0 ls4 ws0">751<span class="ls0"> </span></div></div><div class="c xf4 y5d w66 h8a"><div class="t m0 x50 h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">185<span class="ls0"> </span></div></div><div class="c xc7 y5d w67 h8a"><div class="t m0 x10 h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">481<span class="ls0"> </span></div></div><div class="c xf5 y5d w62 h8a"><div class="t m0 x50 h19 y654 ff6 fs9 fc2 sc0 ls4 ws0">666<span class="ls0"> </span></div></div><div class="c xf6 y5d w68 h8a"><div class="t m0 x9f h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">67<span class="ls0"> </span></div></div><div class="c xf7 y5d w69 h8a"><div class="t m0 x4d h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">94<span class="ls0"> </span></div></div><div class="c xf8 y5d w6a h8a"><div class="t m0 x50 h19 y654 ff6 fs9 fc2 sc0 ls4 ws0">161<span class="ls0"> </span></div></div><div class="c x1 y6a0 w63 h8a"><div class="t m0 xa h19 y654 ff8 fs9 fc13 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 x45 y6a0 w66 h8a"><div class="t m0 x9f h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">75<span class="ls0"> </span></div></div><div class="c xf3 y6a0 w67 h8a"><div class="t m0 x10 h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">103<span class="ls0"> </span></div></div><div class="c x4c y6a0 w62 h8a"><div class="t m0 x50 h19 y654 ff6 fs9 fc2 sc0 ls4 ws0">178<span class="ls0"> </span></div></div><div class="c xf4 y6a0 w66 h8a"><div class="t m0 x9f h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">63<span class="ls0"> </span></div></div><div class="c xc7 y6a0 w67 h8a"><div class="t m0 x4d h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">93<span class="ls0"> </span></div></div><div class="c xf5 y6a0 w62 h8a"><div class="t m0 x50 h19 y654 ff6 fs9 fc2 sc0 ls4 ws0">156<span class="ls0"> </span></div></div><div class="c xf6 y6a0 w68 h8a"><div class="t m0 x9f h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">46<span class="ls0"> </span></div></div><div class="c xf7 y6a0 w69 h8a"><div class="t m0 x4d h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">21<span class="ls0"> </span></div></div><div class="c xf8 y6a0 w6a h8a"><div class="t m0 x9f h19 y654 ff6 fs9 fc2 sc0 ls4 ws0">67<span class="ls0"> </span></div></div><div class="c x1 y913 w63 h50"><div class="t m0 xa h15 y2ad ff5 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 h15 y2ae ff7 fs9 fc2 sc0 ls0 ws0">charakteru umowy </div></div><div class="c x45 y913 w66 h50"><div class="t m0 x50 h15 y551 ff7 fs9 fc2 sc0 ls4 ws0">273<span class="ls0"> </span></div></div><div class="c xf3 y913 w67 h50"><div class="t m0 x10 h15 y551 ff7 fs9 fc2 sc0 ls4 ws0">656<span class="ls0"> </span></div></div><div class="c x4c y913 w62 h50"><div class="t m0 x50 h15 y551 ff7 fs9 fc2 sc0 ls4 ws0">929<span class="ls0"> </span></div></div><div class="c xf4 y913 w66 h50"><div class="t m0 x50 h15 y551 ff7 fs9 fc2 sc0 ls4 ws0">248<span class="ls0"> </span></div></div><div class="c xc7 y913 w67 h50"><div class="t m0 x10 h15 y551 ff7 fs9 fc2 sc0 ls4 ws0">574<span class="ls0"> </span></div></div><div class="c xf5 y913 w62 h50"><div class="t m0 x50 h15 y551 ff7 fs9 fc2 sc0 ls4 ws0">822<span class="ls0"> </span></div></div><div class="c xf6 y913 w68 h50"><div class="t m0 x50 h15 y551 ff7 fs9 fc2 sc0 ls4 ws0">113<span class="ls0"> </span></div></div><div class="c xf7 y913 w69 h50"><div class="t m0 x10 h15 y551 ff7 fs9 fc2 sc0 ls4 ws0">115<span class="ls0"> </span></div></div><div class="c xf8 y913 w6a h50"><div class="t m0 x50 h15 y551 ff7 fs9 fc2 sc0 ls4 ws0">228<span class="ls0"> </span></div></div><div class="c x1 y70a w63 h8a"><div class="t m0 xa h19 y654 ff8 fs9 fc13 sc0 ls0 ws0">pełen etat<span class="ff6"> </span></div></div><div class="c x45 y70a w66 h8a"><div class="t m0 x50 h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">266<span class="ls0"> </span></div></div><div class="c xf3 y70a w67 h8a"><div class="t m0 x10 h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">638<span class="ls0"> </span></div></div><div class="c x4c y70a w62 h8a"><div class="t m0 x50 h19 y654 ff6 fs9 fc2 sc0 ls4 ws0">904<span class="ls0"> </span></div></div><div class="c xf4 y70a w66 h8a"><div class="t m0 x50 h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">242<span class="ls0"> </span></div></div><div class="c xc7 y70a w67 h8a"><div class="t m0 x10 h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">563<span class="ls0"> </span></div></div><div class="c xf5 y70a w62 h8a"><div class="t m0 x50 h19 y654 ff6 fs9 fc2 sc0 ls4 ws0">805<span class="ls0"> </span></div></div><div class="c xf6 y70a w68 h8a"><div class="t m0 x50 h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">107<span class="ls0"> </span></div></div><div class="c xf7 y70a w69 h8a"><div class="t m0 x10 h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">110<span class="ls0"> </span></div></div><div class="c xf8 y70a w6a h8a"><div class="t m0 x50 h19 y654 ff6 fs9 fc2 sc0 ls4 ws0">217<span class="ls0"> </span></div></div><div class="c x1 y914 w63 h8a"><div class="t m0 xa h19 y27 ff8 fs9 fc13 sc0 ls0 ws0">niepełny e<span class="_ _1"></span>tat<span class="ff6"> </span></div></div><div class="c x45 y914 w66 h8a"><div class="t m0 x10 h19 y27 ff6 fs9 fc13 sc0 ls0 ws0">7 </div></div><div class="c xf3 y914 w67 h8a"><div class="t m0 x4d h19 y27 ff6 fs9 fc13 sc0 ls4 ws0">18<span class="ls0"> </span></div></div><div class="c x4c y914 w62 h8a"><div class="t m0 x9f h19 y27 ff6 fs9 fc2 sc0 ls4 ws0">25<span class="ls0"> </span></div></div><div class="c xf4 y914 w66 h8a"><div class="t m0 x10 h19 y27 ff6 fs9 fc13 sc0 ls0 ws0">6 </div></div><div class="c xc7 y914 w67 h8a"><div class="t m0 x4d h19 y27 ff6 fs9 fc13 sc0 ls4 ws0">11<span class="ls0"> </span></div></div><div class="c xf5 y914 w62 h8a"><div class="t m0 x9f h19 y27 ff6 fs9 fc2 sc0 ls4 ws0">17<span class="ls0"> </span></div></div><div class="c xf6 y914 w68 h8a"><div class="t m0 x10 h19 y27 ff6 fs9 fc13 sc0 ls0 ws0">6 </div></div><div class="c xf7 y914 w69 h8a"><div class="t m0 x14 h19 y27 ff6 fs9 fc13 sc0 ls0 ws0">5 </div></div><div class="c xf8 y914 w6a h8a"><div class="t m0 x9f h19 y27 ff6 fs9 fc2 sc0 ls4 ws0">11<span class="ls0"> </span></div></div><div class="c x1 y915 w63 h52"><div class="t m0 xa h15 y2a7 ff5 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 h15 y2a8 ff7 fs9 fc2 sc0 ls0 ws0">wieku </div></div><div class="c x45 y915 w66 h52"><div class="t m0 x50 h15 y551 ff7 fs9 fc2 sc0 ls4 ws0">273<span class="ls0"> </span></div></div><div class="c xf3 y915 w67 h52"><div class="t m0 x10 h15 y551 ff7 fs9 fc2 sc0 ls4 ws0">656<span class="ls0"> </span></div></div><div class="c x4c y915 w62 h52"><div class="t m0 x50 h15 y551 ff7 fs9 fc2 sc0 ls4 ws0">929<span class="ls0"> </span></div></div><div class="c xf4 y915 w66 h52"><div class="t m0 x50 h15 y551 ff7 fs9 fc2 sc0 ls4 ws0">248<span class="ls0"> </span></div></div><div class="c xc7 y915 w67 h52"><div class="t m0 x10 h15 y551 ff7 fs9 fc2 sc0 ls4 ws0">574<span class="ls0"> </span></div></div><div class="c xf5 y915 w62 h52"><div class="t m0 x50 h15 y551 ff7 fs9 fc2 sc0 ls4 ws0">822<span class="ls0"> </span></div></div><div class="c xf6 y915 w68 h52"><div class="t m0 x50 h15 y551 ff7 fs9 fc2 sc0 ls4 ws0">113<span class="ls0"> </span></div></div><div class="c xf7 y915 w69 h52"><div class="t m0 x10 h15 y551 ff7 fs9 fc2 sc0 ls4 ws0">115<span class="ls0"> </span></div></div><div class="c xf8 y915 w6a h52"><div class="t m0 x50 h15 y551 ff7 fs9 fc2 sc0 ls4 ws0">228<span class="ls0"> </span></div></div><div class="c x1 y916 w63 hae"><div class="t m0 xa h19 y917 ff6 fs9 fc13 sc0 ls0 ws0">Do 30 lat </div></div><div class="c x45 y916 w66 hae"><div class="t m0 x9f h19 y917 ff6 fs9 fc13 sc0 ls4 ws0">46<span class="ls0"> </span></div></div><div class="c xf3 y916 w67 hae"><div class="t m0 x4d h19 y917 ff6 fs9 fc13 sc0 ls4 ws0">53<span class="ls0"> </span></div></div><div class="c x4c y916 w62 hae"><div class="t m0 x9f h19 y917 ff6 fs9 fc2 sc0 ls4 ws0">99<span class="ls0"> </span></div></div><div class="c xf4 y916 w66 hae"><div class="t m0 x9f h19 y917 ff6 fs9 fc13 sc0 ls4 ws0">30<span class="ls0"> </span></div></div><div class="c xc7 y916 w67 hae"><div class="t m0 x4d h19 y917 ff6 fs9 fc13 sc0 ls4 ws0">26<span class="ls0"> </span></div></div><div class="c xf5 y916 w62 hae"><div class="t m0 x9f h19 y917 ff6 fs9 fc2 sc0 ls4 ws0">56<span class="ls0"> </span></div></div><div class="c xf6 y916 w68 hae"><div class="t m0 x9f h19 y917 ff6 fs9 fc13 sc0 ls4 ws0">17<span class="ls0"> </span></div></div><div class="c xf7 y916 w69 hae"><div class="t m0 x4d h19 y917 ff6 fs9 fc13 sc0 ls4 ws0">13<span class="ls0"> </span></div></div><div class="c xf8 y916 w6a hae"><div class="t m0 x9f h19 y917 ff6 fs9 fc2 sc0 ls4 ws0">30<span class="ls0"> </span></div></div><div class="c x1 y918 w63 h8a"><div class="t m0 xa h19 y654 ff6 fs9 fc13 sc0 ls0 ws0">Od 31 do 50 lat<span class="_ _1"></span> </div></div><div class="c x45 y918 w66 h8a"><div class="t m0 x50 h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">167<span class="ls0"> </span></div></div><div class="c xf3 y918 w67 h8a"><div class="t m0 x10 h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">373<span class="ls0"> </span></div></div><div class="c x4c y918 w62 h8a"><div class="t m0 x50 h19 y654 ff6 fs9 fc2 sc0 ls4 ws0">540<span class="ls0"> </span></div></div><div class="c xf4 y918 w66 h8a"><div class="t m0 x50 h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">170<span class="ls0"> </span></div></div><div class="c xc7 y918 w67 h8a"><div class="t m0 x10 h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">342<span class="ls0"> </span></div></div><div class="c xf5 y918 w62 h8a"><div class="t m0 x50 h19 y654 ff6 fs9 fc2 sc0 ls4 ws0">512<span class="ls0"> </span></div></div><div class="c xf6 y918 w68 h8a"><div class="t m0 x9f h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">81<span class="ls0"> </span></div></div><div class="c xf7 y918 w69 h8a"><div class="t m0 x4d h19 y654 ff6 fs9 fc13 sc0 ls4 ws0">76<span class="ls0"> </span></div></div><div class="c xf8 y918 w6a h8a"><div class="t m0 x50 h19 y654 ff6 fs9 fc2 sc0 ls4 ws0">157<span class="ls0"> </span></div></div><div class="c x1 y55c w63 h8a"><div class="t m0 xa h19 y27 ff8 fs9 fc13 sc0 ls0 ws0">Powyżej 50 lat<span class="ff6"> </span></div></div><div class="c x45 y55c w66 h8a"><div class="t m0 x9f h19 y27 ff6 fs9 fc13 sc0 ls4 ws0">60<span class="ls0"> </span></div></div><div class="c xf3 y55c w67 h8a"><div class="t m0 x10 h19 y27 ff6 fs9 fc13 sc0 ls4 ws0">230<span class="ls0"> </span></div></div><div class="c x4c y55c w62 h8a"><div class="t m0 x50 h19 y27 ff6 fs9 fc2 sc0 ls4 ws0">290<span class="ls0"> </span></div></div><div class="c xf4 y55c w66 h8a"><div class="t m0 x9f h19 y27 ff6 fs9 fc13 sc0 ls4 ws0">48<span class="ls0"> </span></div></div><div class="c xc7 y55c w67 h8a"><div class="t m0 x10 h19 y27 ff6 fs9 fc13 sc0 ls4 ws0">206<span class="ls0"> </span></div></div><div class="c xf5 y55c w62 h8a"><div class="t m0 x50 h19 y27 ff6 fs9 fc2 sc0 ls4 ws0">254<span class="ls0"> </span></div></div><div class="c xf6 y55c w68 h8a"><div class="t m0 x9f h19 y27 ff6 fs9 fc13 sc0 ls4 ws0">15<span class="ls0"> </span></div></div><div class="c xf7 y55c w69 h8a"><div class="t m0 x4d h19 y27 ff6 fs9 fc13 sc0 ls4 ws0">26<span class="ls0"> </span></div></div><div class="c xf8 y55c w6a h8a"><div class="t m0 x9f h19 y27 ff6 fs9 fc2 sc0 ls4 ws0">41<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y3c4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y919 ff8 fs4 fc2 sc0 ls0 ws0">Według stanu zatrudnienia <span class="_ _0"></span>na dzi<span class="_ _0"></span>eń 31 <span class="_ _0"></span>grudnia 2024 <span class="_ _0"></span>roku, w <span class="_ _0"></span>Grupie <span class="_ _0"></span>Kapitałowej <span class="_ _0"></span>zatrudnionych było 929 <span class="_ _0"></span>pracowników, <span class="_ _0"></span>natomiast n<span class="_ _5"></span>a <span class="_ _0"></span>dzień </div><div class="t m0 x1 h10 y91a ff8 fs4 fc2 sc0 ls0 ws0">31 grudnia 2023 roku stan ten wynosił 822 osób, co oznacza wzrost zatrudn<span class="_ _1"></span>ienia o 13% rok do roku.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y91b ff8 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _2a"> </span>wz<span class="_ _0"></span>rost <span class="_ _2a"> </span>z<span class="_ _0"></span>atrudnienia <span class="_ _2a"> </span>w <span class="_ _1d"> </span>2024 <span class="_ _2a"> </span>roku <span class="_ _1d"> </span>wp<span class="_ _1"></span>łynęła <span class="_ _2a"> </span>potrzeb<span class="_ _0"></span>a <span class="_ _2a"> </span>budowania <span class="_ _1d"> </span>kompetencji <span class="_ _2a"> </span>w <span class="_ _1d"> </span>spółce <span class="_ _2a"> </span>Unimot <span class="_ _35"> </span>S.A. <span class="_ _2a"> </span>w <span class="_ _1d"> </span>związku <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y252 ff8 fs4 fc2 sc0 ls0 ws0">z dołączeniem w <span class="_ _0"></span>2023 roku do <span class="_ _0"></span><span class="ff6">Grupy UNIMOT  <span class="_ _0"></span> </span>kilku nowych spółek;  pozyskiwanie pracow<span class="_ _0"></span>ników na stanowisko Kierowca w spółc<span class="_ _0"></span>e Unimot </div><div class="t m0 x1 h10 y838 ff6 fs4 fc2 sc0 ls0 ws0">Paliwa <span class="_ _10"></span><span class="ff8">–<span class="ff6"> <span class="_ _1"></span><span class="ff8">budowanie <span class="_ _10"></span>własnej <span class="_ _10"></span>floty logistyczne<span class="_ _1"></span>j; <span class="_ _10"></span>poz<span class="_ _0"></span>yskiwanie <span class="_ _10"></span>pracowników <span class="_ _1"></span>na <span class="_ _10"></span>stanowisko <span class="_ _10"></span>Maszynista w <span class="_ _9"></span>spółce <span class="_ _1"></span>Olavion –<span class="ff6"> <span class="_ _10"></span>budowanie <span class="_ _10"></span>s<span class="_ _0"></span>truktury </span></span></span></span></div></div></div><div class="pi" ></div></div><div id="pf3d" class="pf w0 h0" ><div class="pc pc3d w0 h0"><img class="bi x5 y3c w1d h1c" alt="" src="data:image/png;base64,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class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">61<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 fs4 fc2 sc0 ls0 ws0">w <span class="_ _10"></span>związku <span class="_ _1"></span>z <span class="_ _10"></span>rozwojem <span class="_ _10"></span>spółki <span class="_ _10"></span>o<span class="_ _0"></span>raz <span class="_ _10"></span>budowanie <span class="_ _10"></span>struktury <span class="_ _10"></span>zatrudnienia <span class="_ _1"></span>w <span class="_ _10"></span>spółce <span class="_ _10"></span>Unimot <span class="_ _1"></span>Energia <span class="_ _9"></span>i Gaz <span class="_ _10"></span>w <span class="_ _10"></span>związku <span class="_ _1"></span>z <span class="_ _10"></span>pozyskiwanymi <span class="_ _10"></span>zam<span class="_ _5"></span>ówieniami </div><div class="t m0 x1 h10 y12c ff8 fs4 fc2 sc0 ls0 ws0">na PV oraz energię elektryczną i gaz ziemny. <span class="ff6"> </span></div><div class="t m0 x1 h10 y12d ff8 fs4 fc2 sc0 ls0 ws0">Struktura zatrudnionych kobiet i mężczyzn pozostaje na stałym poziomie ok 30% i 70% w stosunku<span class="_ _1"></span> do roku 2023.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y12e ff8 fs4 fc2 sc0 ls0 ws0">W 2024 roku<span class="_ _1"></span> zdecydowana wię<span class="_ _1"></span>kszość pracowników <span class="ff6">- </span>81% <span class="_ _1"></span>posiadała <span class="_ _1"></span>umowy na czas <span class="_ _1"></span>nieokreś<span class="_ _1"></span>lony. Liczba umów o <span class="_ _1"></span>pracę n<span class="_ _1"></span>a czas ni<span class="_ _1"></span>eokreślony </div><div class="t m0 x1 h10 y12f ff8 fs4 fc2 sc0 ls0 ws0">w stosunku do wszystkich umów funkcjonu<span class="_ _1"></span>jących w Grupie, wzrosła o 2 p.p. w porównaniu z końcem roku<span class="_ _1"></span> 2023. Według stanu zatrud<span class="ff6">nienia </span></div><div class="t m0 x1 h10 y130 ff8 fs4 fc2 sc0 ls0 ws0">na koniec grudnia 2024 roku 97,5% pracowników zatrudni<span class="_ _1"></span>onych było w pełnym wymiarze czasu pracy.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y131 ff6 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _5"></span>koniec <span class="_ _5"></span>2024 <span class="_ _5"></span>roku <span class="_ _5"></span><span class="ff8">największą <span class="_ _5"></span>grupę <span class="_ _5"></span>stanowili <span class="_ _5"></span>pracownicy <span class="_ _5"></span>w <span class="_ _6"></span>pr<span class="_ _1"></span>zedziale <span class="_ _0"></span>wiekowym <span class="_ _6"></span>30<span class="ff6">-50 <span class="_ _5"></span>lat <span class="_ _5"></span>(58%), <span class="_ _5"></span>pracownicy <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _5"></span>przedziale <span class="_ _5"></span>wiekowym </span></span></div><div class="t m0 x1 h10 y132 ff8 fs4 fc2 sc0 ls0 ws0">powyżej <span class="_ _7"> </span>50 <span class="_ _7"> </span>lat <span class="_ _7"> </span>(31%) <span class="_ _12"> </span>natomiast<span class="_ _1"></span> <span class="_ _7"></span>pracownicy <span class="_ _7"></span>w <span class="_ _7"> </span>przedziale <span class="_ _7"> </span>poniżej <span class="_ _7"> </span>30 <span class="_ _7"> </span>ro<span class="_ _0"></span>ku <span class="_ _7"></span>życia <span class="_ _7"></span>(11%). <span class="_ _7"> </span>Kobiety <span class="_ _7"></span>stanowią <span class="_ _7"> </span>największą <span class="_ _7"> </span>grupę <span class="_ _7"></span>w <span class="_ _7"> </span>przed<span class="_ _5"></span><span class="ff6">ziale </span></div><div class="t m0 x1 h10 y133 ff6 fs4 fc2 sc0 ls0 ws0">wiekowym 30-<span class="ls6">50 </span><span class="ff8">lat <span class="_ _1"></span>(18% 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>(5%). Mężczyźni stanowili <span class="_ _10"></span>najwię<span class="_ _0"></span>kszą grupę </span></div><div class="t m0 x1 h10 y134 ff6 fs4 fc2 sc0 ls0 ws0">w przedziale wiekowym 30-<span class="ff8">50 lat (40% ogółu zatrudnienia), natomiast najmniejszą w przedziale<span class="_ _1"></span> wiekowym poniżej 30 lat (6%).<span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x3d hd y91c ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h9 y6f6 ff7 fs2 fc8 sc0 lsb ws0">6.<span class="ff3 ls0"> <span class="_ _15"> </span><span class="ff5">CZYNNIKI I ZDARZEN<span class="_ _1"></span>IA MAJĄCE WPŁYW <span class="_ _10"></span>NA WYNIKI GRUPY <span class="ff7"> </span></span></span></div><div class="t m0 x3c h44 y91d ff7 fs5 fc5 sc0 ls11 ws0">6.1.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">GŁÓWNE CZYNNIKI I ZDARZENIA KSZTAŁTUJĄCE WYNIKI GRUPY <span class="ff7">2024 ROKU </span>MOGĄCE MIEĆ </span></span></div><div class="t m0 x84 he y299 ff5 fs5 fc5 sc0 ls0 ws0">WPŁYW NA DZIAŁALNOŚĆ GRUPY W KOLEJNYCH <span class="ff7">LATACH   </span></div><div class="t m0 x1 h10 y19b ff6 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT <span class="ff8">jes<span class="_ _1"></span>t niezależną grupą paliwowo<span class="ff6">-</span>energetyczną, która </span></div><div class="t m0 x1 h10 y91e ff6 fs4 fc2 sc0 ls0 ws0">w <span class="_ _23"> </span>swo<span class="_ _0"></span>jej <span class="_ _23"> </span>ofercie <span class="_ _15"> </span><span class="ff8">posiada: <span class="_ _23"> </span>olej <span class="_ _15"> </span>napędowy <span class="_ _23"> </span>(ON), <span class="_ _23"> </span>o<span class="_ _0"></span>lej <span class="_ _23"> </span>silnikowy, </span></div><div class="t m0 x1 h10 y91f ff8 fs4 fc2 sc0 ls0 ws0">benzyny, biopaliwa (Bio), gaz pły<span class="_ _1"></span>nny (LPG), gaz ziemny (w tym <span class="_ _1"></span>LNG), </div><div class="t m0 x1 h10 y3ac ff8 fs4 fc2 sc0 ls0 ws0">produkty <span class="_ _0"></span>asfaltow<span class="_ _0"></span>e, <span class="_ _5"></span>energię <span class="_ _5"></span>elektryczną, <span class="_ _5"></span>surowce <span class="_ _5"></span>energetyczne <span class="_ _5"></span>(w </div><div class="t m0 x1 h10 y920 ff8 fs4 fc2 sc0 ls0 ws0">tym <span class="_ _17"> </span>węgiel <span class="_ _17"> </span>kamienny <span class="_ _17"> </span>o<span class="_ _0"></span>raz <span class="_ _17"> </span>w <span class="_ _20"> </span>perspektywie <span class="_ _17"> </span>średniookresowej </div><div class="t m0 x1 h10 yd9 ff8 fs4 fc2 sc0 ls0 ws0">biomasę), <span class="_ _10"></span>a także <span class="_ _10"></span>paliwa <span class="_ _1"></span>lotnicze, <span class="_ _10"></span>żeglugowe <span class="_ _10"></span>i olej <span class="_ _10"></span>opałowy. <span class="_ _1"></span>Od <span class="_ _10"></span>2016 </div><div class="t m0 x1 h10 y921 ff8 fs4 fc2 sc0 ls0 ws0">r. spółka <span class="_ _0"></span>należy <span class="_ _0"></span>do <span class="_ _0"></span>stowarzyszenia <span class="_ _0"></span>AVIA International, <span class="_ _0"></span>dzięki <span class="_ _0"></span>czemu </div><div class="t m0 x1 h10 y275 ff8 fs4 fc2 sc0 ls0 ws0">jako <span class="_ _0"></span>pierwsza <span class="_ _0"></span>polska <span class="_ _0"></span>firma <span class="_ _5"></span>uzyskała <span class="_ _0"></span>prawo <span class="_ _0"></span>do <span class="_ _5"></span>budowania <span class="_ _0"></span>i <span class="_ _0"></span>rozwoju </div><div class="t m0 x1 h10 y614 ff6 fs4 fc2 sc0 ls0 ws0">sieci stacji paliw AVIA w Polsce i w Ukrainie<span class="_ _1"></span>.<span class="_ _0"></span> </div><div class="t m0 x1 h10 y922 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y435 ff8 fs4 fc2 sc0 ls0 ws0">UNIMOT ma ponad 30 lat doświadczenia na ryn<span class="_ _1"></span>ku paliwowym, </div><div class="t m0 x1 h10 y923 ff8 fs4 fc2 sc0 ls0 ws0">specjalizując się w hurtowej sprzedaży oleju napędowego oraz </div><div class="t m0 x1 h10 y75c ff8 fs4 fc2 sc0 ls0 ws0">dystrybucji pozostałych paliw płynnych, zarówno na terenie kraju<span class="_ _1"></span>, </div><div class="t m0 x1 h10 y27a ff8 fs4 fc2 sc0 ls0 ws0">jak i poza jego granicami. Firma rozwija także segment fotowoltaiki, </div><div class="t m0 x1 h10 y924 ff6 fs4 fc2 sc0 lsa ws0">m.i<span class="ff8 ls0">n. pod marką AVIA Solar oraz inwestuje w kolejne sektory OZE.<span class="ff6"> </span></span></div><div class="t m0 x1 h10 y925 ff6 fs4 fc2 sc0 ls0 ws0">W kwietniu 2023 r. Grupa UNIMOT <span class="ff8">sfinalizowała transakcję </span></div><div class="t m0 x1 h10 y926 ff8 fs4 fc2 sc0 ls0 ws0">przejęcia aktywów Lotos Terminale (obecnie<span class="_ _1"></span> UNIMOT Terminale), </div><div class="t m0 x1 h10 y927 ff8 fs4 fc2 sc0 ls0 ws0">w tym 9 terminali paliwowych i dwóch zakładów produkcji asfaltu. </div><div class="t m0 x1 h10 y928 ff8 fs4 fc2 sc0 ls0 ws0">UNIMOT pełni tym samym funkcję Niezale<span class="_ _1"></span>żnego Operatora </div><div class="t m0 x1 h10 y929 ff8 fs4 fc2 sc0 ls0 ws0">Logistycznego, będąc trzecim graczem na rynku maga<span class="ff6">zynowania </span></div><div class="t m0 x1 h10 y92a ff8 fs4 fc2 sc0 ls0 ws0">paliw, a także zajmuje drugie miejsce na rynku produkcji asfaltów w Polsce.<span class="ff6"> </span></div><div class="t m0 x1 h22 y92b ff7 fs4 fc5 sc0 ls0 ws0">Segmenty operacyjn<span class="ls2c">e </span>Grupy UNIMOT   </div><div class="t m0 x1 hb y92c ff6 fs5 fc2 sc0 ls0 ws0"> <span class="fs4">Grupa UNIMOT <span class="ff8">prowadzi działalność poprzez następujące </span>segmenty operacyjne: </span></div><div class="t m0 x3c h4b y92d ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Paliwa<span class="ff6"> <span class="_ _10"></span>-<span class="_ _0"></span> <span class="ff8">obe<span class="_ _1"></span>jmuje hurtową <span class="_ _10"></span>i detaliczną <span class="_ _1"></span>sprzedaż <span class="_ _1"></span>oleju <span class="_ _1"></span>napędowego, ben<span class="_ _1"></span>zyn, oleju<span class="_ _1"></span> g<span class="_ _1"></span>rzewczego, paliw <span class="_ _10"></span>lotniczych i <span class="_ _1"></span>żeglugowych <span class="_ _10"></span>o<span class="_ _0"></span>raz </span></span></span></span></div><div class="t m0 x3d h10 y92e ff8 fs4 fc2 sc0 ls0 ws0">biopaliw prowadzoną przez Spółki w Grupie.<span class="ff6"> </span></div><div class="t m0 x3c h4b y908 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff7">LPG<span class="ff6"> - <span class="ff8">obejmuje hurtową i detaliczną sprzedaż gazu p<span class="_ _1"></span>łynnego (LPG), prowadzoną przez Spółki w Grupie.<span class="_ _0"></span><span class="ff6"> </span></span></span></span></span></div><div class="t m0 x3c h4b y653 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Gaz <span class="_ _6"></span>ziemny<span class="ff6"> <span class="_ _6"></span><span class="ff8">–</span> <span class="_ _6"></span><span class="ff8">obejmuje <span class="_ _6"></span>sprzedaż <span class="_ _6"></span>i <span class="_ _6"></span> <span class="_ _6"></span>dystr<span class="_ _1"></span>ybucję <span class="_ _6"></span>paliw <span class="_ _6"></span>gazowych <span class="_ _6"></span>w <span class="_ _6"></span>systemie<span class="_ _1"></span> <span class="_ _6"></span>sieciowym <span class="_ _6"></span>oraz <span class="_ _6"></span>obrót <span class="_ _6"></span>hurtowy <span class="_ _6"></span>gazem <span class="_ _6"></span>ziemnym <span class="_ _5"></span>z<span class="_ _0"></span>a </span></span></span></span></div><div class="t m0 x3d h10 y70e ff8 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 x3c h4b y92f ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Energia elektryczna<span class="ff6"> - <span class="ff8">obejmuje obrót i dystrybucję energii elektrycznej przez Spółki w Gru<span class="_ _1"></span>pie.<span class="_ _0"></span><span class="ff6"> </span></span></span></span></span></div><div class="t m0 x3c h4b y930 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Odnawialne <span class="_ _10"></span>źródła <span class="_ _1"></span>energii<span class="ff6"> <span class="_ _1"></span><span class="ff8">–<span class="ff6"> <span class="_ _10"></span><span class="ff8">działalność <span class="_ _1"></span>Spółek <span class="_ _10"></span>w G<span class="_ _1"></span>rupie <span class="_ _10"></span>związana z <span class="_ _10"></span>fotowoltaiką <span class="_ _10"></span>w obszarze <span class="_ _9"></span>farm fotowoltaicznych <span class="_ _10"></span>oraz <span class="_ _1"></span>sprzedażą </span></span></span></span></span></span></div><div class="t m0 x3d h10 y57c ff8 fs4 fc2 sc0 ls0 ws0">i montażem instalacji fotowoltaicznych.<span class="ff6"> </span></div><div class="t m0 x3c h4b y931 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Stacje Paliw<span class="ff6"> - <span class="ff8">działalność związana z handlem detalicznym paliwami w ramach stacji AVIA.</span> </span></span></span></div><div class="t m0 x3c h4b y1c0 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Bitumen <span class="ff6">- <span class="ff8">działalność związana z produkcją i h<span class="_ _1"></span>andlem produktami asfaltowymi.<span class="_ _0"></span><span class="ff6"> </span></span></span></span></span></div><div class="t m0 x3c h4b yef ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Paliwa stałe<span class="ff6"> <span class="ff8">–</span> <span class="ff8">działalność związana z obrotem paliwami stałymi, w tym węglem.</span> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf3e" class="pf w0 h0" ><div class="pc pc3e w0 h0"><img class="bi x5 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">62<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h4b y62d ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Infrastruktura <span class="_ _0"></span>i <span class="_ _0"></span>logistyka<span class="_ _0"></span><span class="ff6"> <span class="_ _0"></span>- <span class="_ _5"></span><span class="ff8">działalność <span class="_ _0"></span>zw<span class="_ _0"></span>iązana <span class="_ _0"></span>z <span class="_ _5"></span>transportem <span class="_ _0"></span>kolejowym, <span class="_ _5"></span>usługami <span class="_ _0"></span>spedycyjnymi, <span class="_ _0"></span>magazynowaniem <span class="_ _5"></span>paliw <span class="_ _0"></span>oraz </span></span></span></span></div><div class="t m0 x3d h10 y932 ff8 fs4 fc2 sc0 ls0 ws0">wytwarzaniem, przesyłem, dystrybucją oraz obrotem mediami energetycznymi.<span class="ff6"> </span></div><div class="t m0 x3c h4b y62f ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Działalność poz<span class="_ _0"></span>ostała<span class="ff6"> <span class="_ _0"></span><span class="ff8">–</span> <span class="_ _0"></span><span class="ff8">o<span class="_ _0"></span>bejmuje <span class="_ _0"></span>działalność <span class="_ _0"></span>spółek <span class="_ _0"></span>Gr<span class="_ _0"></span>upy, <span class="_ _0"></span>które <span class="_ _5"></span>nie w<span class="_ _0"></span>chodzą <span class="_ _0"></span>w <span class="_ _5"></span>zakresy <span class="_ _0"></span>działalności <span class="_ _0"></span>segmentów <span class="_ _5"></span>wymienionych </span></span></span></span></div><div class="t m0 x3d h10 y933 ff8 fs4 fc2 sc0 ls0 ws0">wyżej.<span class="ff6"> </span></div><div class="t m0 xc6 h10 y934 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x8 hb y935 ff6 fs5 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h1b y279 ff9 fsa fc2 sc0 ls0 ws0">* EBITDA: zysk przed od<span class="_ _0"></span>liczeniem odsete<span class="_ _0"></span>k, podatków, deprecjacją i amor<span class="_ _0"></span>tyzacją; ** <span class="_ _0"></span>EBITDA s<span class="_ _0"></span>korygowana, EBITDA<span class="_ _0"></span> (S): EBITDA skor<span class="_ _5"></span>ygowana o w<span class="_ _0"></span>pływ wyceny zapas<span class="_ _0"></span>ów paliw ciekłych </div><div class="t m0 x1 h1b y3e2 ff9 fsa fc2 sc0 ls0 ws0">i gazowych oraz innych pr<span class="_ _0"></span>oduktów energe<span class="_ _0"></span>tycznych, przes<span class="_ _0"></span>unięcia w czasie w zakres<span class="_ _0"></span>ie kos<span class="_ _0"></span>ztów<span class="_ _0"></span> i przychodów związanych <span class="_ _0"></span>z obrotem paliwami<span class="_ _0"></span> ciekłymi i gazowym<span class="_ _0"></span>i oraz inny<span class="_ _0"></span>mi </div><div class="t m0 x1 h1b y936 ffa fsa fc2 sc0 ls0 ws0">produktami energetycznym<span class="_ _0"></span>i oraz inne zdar<span class="_ _0"></span>zenia jednorazow<span class="_ _0"></span>e;<span class="_ _0"></span> </div><div class="t m0 x1 h22 y937 ffa fsa fc2 sc0 ls0 ws0"> <span class="ff5 fs4 fc5">Dane Grupy Kapitałowe<span class="ff7"> </span></span></div><div class="t m0 x1 h10 y938 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>ciągu 2023 <span class="_ _0"></span>r. <span class="_ _0"></span><span class="ff6">Grupa <span class="_ _0"></span>UNIMOT <span class="_ _0"></span></span>dokonała <span class="_ _0"></span>kilku <span class="_ _0"></span>transakcji na<span class="_ _0"></span>być akcji <span class="_ _0"></span>i <span class="_ _0"></span>udziałów <span class="_ _0"></span>innych <span class="_ _0"></span>podmiotów, w<span class="_ _0"></span> związku <span class="_ _0"></span>z <span class="_ _0"></span>tym <span class="_ _0"></span>dane <span class="_ _0"></span>za <span class="_ _0"></span>2023 <span class="_ _0"></span>r. <span class="_ _5"></span><span class="ff6">Grupy </span></div><div class="t m0 x1 h10 y939 ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT   <span class="ff8">uwzględniają wyniki finansowe i operacyjne<span class="_ _1"></span> osiągnięte przez poniższe podmioty:<span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 h4b y93a ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Olavion <span class="_ _1"></span>sp. <span class="_ _1"></span>z o.o. <span class="_ _10"></span>(<span class="_ _0"></span>Grupa UNIMOT <span class="_ _10"></span><span class="ff8">posiada 90% u<span class="_ _1"></span>działów). Konsolidacja <span class="_ _10"></span>sprawoz<span class="_ _0"></span>dań <span class="_ _1"></span>finansowych te<span class="_ _1"></span>j spółki <span class="_ _10"></span>rozpoc<span class="_ _0"></span>zęła się<span class="_ _1"></span> <span class="_ _1"></span>w marcu <span class="_ _10"></span>20<span class="_ _0"></span>23 </span></span></span></div><div class="t m0 x3c h10 y93b ff6 fs4 fc2 sc0 ls0 ws0">r.;   </div><div class="t m0 x1 h4b y93c ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Unimot <span class="_ _5"></span>T<span class="_ _0"></span>erminale <span class="_ _5"></span>sp. <span class="_ _6"></span>z <span class="_ _6"></span>o.o. <span class="_ _5"></span>(<span class="_ _0"></span>Grupa <span class="_ _5"></span>UNIMOT <span class="_ _6"></span><span class="ff8">posiada <span class="_ _6"></span>100% <span class="_ _6"></span>udziałów). <span class="_ _5"></span>Unimot <span class="_ _6"></span>Terminale<span class="_ _1"></span> <span class="_ _6"></span>posiada <span class="_ _5"></span>bezpośrednio <span class="_ _6"></span>lub <span class="_ _5"></span>pośrednio <span class="_ _6"></span>100% </span></span></span></div><div class="t m0 x3c h10 y93d ff8 fs4 fc2 sc0 ls0 ws0">udziałów <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _5"></span>spółkach: <span class="_ _6"></span>Uni<span class="_ _1"></span>mot <span class="_ _5"></span>Infrastruktura <span class="_ _6"></span>sp. <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _5"></span>o<span class="_ _0"></span>.o., <span class="_ _6"></span>Unimot <span class="_ _5"></span>Bitumen <span class="_ _5"></span>sp. <span class="_ _6"></span>z <span class="_ _5"></span>o.o. <span class="_ _6"></span>i <span class="_ _5"></span>RCEkoenergia <span class="_ _5"></span>sp. <span class="_ _6"></span>z <span class="_ _5"></span>o.o. <span class="_ _6"></span>Konsolidacja <span class="_ _5"></span>spraw<span class="_ _0"></span>o<span class="_ _0"></span>zdań </div><div class="t m0 x3c h10 y3be ff8 fs4 fc2 sc0 ls0 ws0">finansowych tej spółki rozpoczęła się<span class="_ _1"></span> w kwie<span class="ff6">tniu 2023 r.;<span class="_ _0"></span> </span></div><div class="t m0 x1 h4b y93e ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Unimot <span class="_ _5"></span>Aviation <span class="_ _0"></span>s<span class="_ _0"></span>p. <span class="_ _5"></span>z <span class="_ _5"></span>o.o<span class="_ _0"></span>. <span class="_ _5"></span>(Grupa <span class="_ _5"></span>UNIMOT <span class="_ _6"></span><span class="ff8">posiada <span class="_ _0"></span>75% <span class="_ _6"></span>udziałó<span class="_ _1"></span>w). <span class="_ _5"></span>Konsolidacja <span class="_ _5"></span>sprawozdań <span class="_ _5"></span>finansowych <span class="_ _5"></span>tej <span class="_ _5"></span>spółki <span class="_ _6"></span>rozpoczęła <span class="_ _0"></span>się <span class="_ _5"></span>w </span></span></span></div><div class="t m0 x3c h10 y93f ff6 fs4 fc2 sc0 ls0 ws0">maju 2023 r.; </div><div class="t m0 x1 h4b y940 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Unimot Commodities sp. z o.o. (Grupa UNIMOT <span class="ff8">posiada 80% udziałów). Konsolidacja sprawozdań finansowych tej spółki rozpoczęła się </span></span></span></div><div class="t m0 x3c h10 y941 ff6 fs4 fc2 sc0 ls0 ws0">w lipcu 2023 r. </div><div class="t m0 x1 h10 y942 ff8 fs4 fc2 sc0 ls0 ws0">Informacje dotyczące 2024 r. uwzględniają wyniki finansowe i operacyjne zanotowane przez powyższe<span class="_ _1"></span> spółki. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y943 ff8 fs4 fc2 sc0 ls0 ws0">Ponadto, w <span class="_ _10"></span>niniejszym doku<span class="_ _1"></span>mencie w <span class="_ _1"></span>prezentowanych <span class="_ _1"></span>wynikach <span class="_ _1"></span>finansowych <span class="_ _1"></span>za 2023 <span class="_ _10"></span>r. uwzględniono rozliczeni<span class="_ _1"></span>e <span class="_ _1"></span>transakcji n<span class="_ _1"></span>abycia<span class="_ _0"></span><span class="ff6"> Unimot </span></div><div class="t m0 x1 h10 y944 ff8 fs4 fc2 sc0 ls0 ws0">Terminale. <span class="_ _0"></span>W <span class="_ _6"></span>związku <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _5"></span>tym, <span class="_ _5"></span>EBITDA <span class="_ _5"></span>za <span class="_ _5"></span>2023 <span class="_ _5"></span>r. <span class="_ _5"></span>zo<span class="_ _0"></span>stała <span class="_ _5"></span>zwiększona <span class="_ _0"></span>o <span class="_ _6"></span>434 <span class="_ _0"></span>972 <span class="_ _6"></span>tys. <span class="_ _0"></span>zł. <span class="_ _5"></span>Zmiana <span class="_ _5"></span>zysku <span class="_ _5"></span>EBITDA <span class="_ _5"></span>dotyczy <span class="_ _5"></span>dwóch <span class="_ _5"></span>segme<span class="_ _5"></span>ntów,<span class="_ _0"></span> <span class="_ _5"></span>tj. </div><div class="t m0 x1 h10 y22a ff6 fs4 fc2 sc0 ls0 ws0">Segmentu Bitumen (+209 952 tys. <span class="ff8">zł) i Segmentu Infrastruktura i Logistyka (+225</span> <span class="ff8">019 tys. zł).</span> </div><div class="t m0 x1 h10 y945 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _12"> </span>celu <span class="_ _7"> </span>o<span class="_ _0"></span>ptymalizacji <span class="_ _12"> </span>prowadzenia <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodarczej, <span class="_ _12"> </span>w <span class="_ _12"> </span>tym <span class="_ _7"> </span>o<span class="_ _0"></span>bniżenia <span class="_ _12"> </span>kosztów <span class="_ _12"> </span>działalności <span class="_ _12"> </span>spółek <span class="_ _12"> </span>gazowych, <span class="_ _12"> </span>uproszczeni<span class="_ _0"></span><span class="ff6">a <span class="_ _12"> </span>ic<span class="_ _0"></span>h </span></div><div class="t m0 x1 h10 y946 ff8 fs4 fc2 sc0 ls0 ws0">zarządzaniem, efektywni<span class="_ _1"></span>ejszego wykorzystania majątku, <span class="_ _10"></span>o<span class="_ _0"></span>ptymalnej alokacji <span class="_ _1"></span>środków pie<span class="_ _1"></span>niężnych, zarządy <span class="_ _1"></span>spółek g<span class="_ _1"></span>azowych podjęł<span class="_ _0"></span>y decyzję </div><div class="t m0 x1 h10 y265 ff8 fs4 fc2 sc0 ls0 ws0">o połączeniu spółki Blue<span class="_ _1"></span> LNG z UNIMOT System. Spółką przejmującą był Unimot System. Połączenie spółek nastąpiło 1 lipca 2024 <span class="_ _0"></span><span class="ff6 ls14">r.<span class="ls0"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf3f" class="pf w0 h0" ><div class="pc pc3f w0 h0"><img class="bi x5 y3c w5 h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">63<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff8 fs4 fc2 sc0 ls0 ws0">Dodatkowo, <span class="_ _5"></span>11 <span class="_ _5"></span>grudnia <span class="_ _0"></span>2024 <span class="_ _5"></span>r. <span class="_ _0"></span>n<span class="_ _0"></span>astąpiło <span class="_ _0"></span>połąc<span class="_ _0"></span>zenie <span class="_ _0"></span>spółek <span class="_ _5"></span>Unimot <span class="_ _5"></span>Terminale <span class="_ _0"></span>sp. <span class="_ _5"></span>z <span class="_ _0"></span>o<span class="_ _0"></span>.o. <span class="_ _5"></span>(spółka <span class="_ _5"></span>przejmująca) <span class="_ _0"></span>i <span class="_ _5"></span>Unimot <span class="_ _5"></span>Infrastru<span class="_ _0"></span><span class="ff6">kt<span class="_ _0"></span>ura <span class="_ _5"></span>sp. <span class="_ _0"></span>z </span></div><div class="t m0 x1 h10 y12c ff8 fs4 fc2 sc0 ls0 ws0">o.o. (<span class="_ _0"></span>spółka przejmowana) poprzez <span class="_ _0"></span>przeniesienie całego majątku <span class="_ _0"></span>spółki przejmow<span class="_ _0"></span>anej na spółkę prz<span class="_ _0"></span>ejmującą. W <span class="_ _0"></span>wyniku połą<span class="_ _5"></span><span class="ff6">czenia Unimot </span></div><div class="t m0 x1 h10 yf8 ff8 fs4 fc2 sc0 ls0 ws0">Infrastruktura sp. z o.o. została wykreślona z KRS w<span class="ff6"> dniu 18 grudnia 2024 r.) </span></div><div class="t m0 x1 h22 y499 ff5 fs4 fc2 sc0 ls0 ws0">Skonsolidowane przychody ze sprzedaży i ich struktura w poszczególn<span class="_ _1"></span>ych grupach asortymentowych:<span class="ff7 fs9 fc4"> </span></div></div><div class="c x1 y947 w6b haf"><div class="t m0 xa h14 y948 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x45 y947 w6c haf"><div class="t m0 x19 h15 y305 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x19 h15 y546 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xf9 y947 w6d haf"><div class="t m0 x53 h15 y948 ff7 fs9 fc2 sc0 ls0 ws0">struktura % w 202<span class="_ _1"></span>4 </div></div><div class="c xfa y947 w6e haf"><div class="t m0 x5f h15 y305 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x19 h15 y546 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x11 y947 w31 haf"><div class="t m0 x3f h15 y305 ff7 fs9 fc2 sc0 ls0 ws0">struktura % w </div><div class="t m0 xc h15 y546 ff7 fs9 fc2 sc0 ls4 ws0">2023<span class="ls0"> </span></div></div><div class="c xb9 y947 w6f haf"><div class="t m0 x75 h15 y305 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x75 h15 y546 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c xfb y947 w70 haf"><div class="t m0 x4b h15 y305 ff7 fs9 fc2 sc0 ls0 ws0">zmiana </div><div class="t m0 x3f h15 y546 ff7 fs9 fc2 sc0 ls0 ws0">2024/2023 </div></div><div class="c x1 y6ae w6b h81"><div class="t m0 xa h19 y2bf ff8 fs9 fc2 sc0 ls0 ws0">Paliwa ciek<span class="_ _1"></span>łe<span class="ff6"> </span></div></div><div class="c x45 y6ae w6c h81"><div class="t m0 xa0 h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">9 452 503 </div></div><div class="c xf9 y6ae w6d h81"><div class="t m0 x37 h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">67,1% </div></div><div class="c xfa y6ae w6e h81"><div class="t m0 x2c h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">8 846 564 </div></div><div class="c x11 y6ae w31 h81"><div class="t m0 x16 h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">68,5% </div></div><div class="c xb9 y6ae w6f h81"><div class="t m0 x56 h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">10 563 751 </div></div><div class="c xfb y6ae w70 h81"><div class="t m0 x9f h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">6,8% </div></div><div class="c x1 y949 w6b h83"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">LPG </div></div><div class="c x45 y949 w6c h83"><div class="t m0 xfc h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">814 037 </div></div><div class="c xf9 y949 w6d h83"><div class="t m0 xfd h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">5,8% </div></div><div class="c xfa y949 w6e h83"><div class="t m0 x17 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">978 170 </div></div><div class="c x11 y949 w31 h83"><div class="t m0 xc h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">7,6% </div></div><div class="c xb9 y949 w6f h83"><div class="t m0 x4d h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">1 054 337 </div></div><div class="c xfb y949 w70 h83"><div class="t m0 x55 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">-16,8% </div></div><div class="c x1 y94a w6b h82"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">Gaz ziemny </div></div><div class="c x45 y94a w6c h82"><div class="t m0 xfc h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">623 379 </div></div><div class="c xf9 y94a w6d h82"><div class="t m0 xfd h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">4,4% </div></div><div class="c xfa y94a w6e h82"><div class="t m0 x17 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">432 177 </div></div><div class="c x11 y94a w31 h82"><div class="t m0 xc h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">3,3% </div></div><div class="c xb9 y94a w6f h82"><div class="t m0 xcb h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">605 194 </div></div><div class="c xfb y94a w70 h82"><div class="t m0 x50 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">44,2% </div></div><div class="c x1 y94b w6b h82"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">Energia elek<span class="_ _1"></span>tryczna </div></div><div class="c x45 y94b w6c h82"><div class="t m0 xfc h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">379 794 </div></div><div class="c xf9 y94b w6d h82"><div class="t m0 xfd h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">2,7% </div></div><div class="c xfa y94b w6e h82"><div class="t m0 x17 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">396 926 </div></div><div class="c x11 y94b w31 h82"><div class="t m0 xc h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">3,1% </div></div><div class="c xb9 y94b w6f h82"><div class="t m0 xcb h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">457 184 </div></div><div class="c xfb y94b w70 h82"><div class="t m0 x34 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">-4,3% </div></div><div class="c x1 y94c w6b h82"><div class="t m0 xa h19 y1aa ff8 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 x45 y94c w6c h82"><div class="t m0 x1 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">30 821 </div></div><div class="c xf9 y94c w6d h82"><div class="t m0 xfd h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">0,2% </div></div><div class="c xfa y94c w6e h82"><div class="t m0 x1 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">18 536 </div></div><div class="c x11 y94c w31 h82"><div class="t m0 xc h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">0,1% </div></div><div class="c xb9 y94c w6f h82"><div class="t m0 x12 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">7 769 </div></div><div class="c xfb y94c w70 h82"><div class="t m0 x50 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">66,3% </div></div><div class="c x1 y2d1 w6b h83"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">Stacje pali<span class="_ _1"></span>w </div></div><div class="c x45 y2d1 w6c h83"><div class="t m0 xfc h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">810 608 </div></div><div class="c xf9 y2d1 w6d h83"><div class="t m0 xfd h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">5,8% </div></div><div class="c xfa y2d1 w6e h83"><div class="t m0 x17 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">635 309 </div></div><div class="c x11 y2d1 w31 h83"><div class="t m0 xc h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">4,9% </div></div><div class="c xb9 y2d1 w6f h83"><div class="t m0 xcb h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">500 706 </div></div><div class="c xfb y2d1 w70 h83"><div class="t m0 x50 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">27,6% </div></div><div class="c x1 y199 w6b h82"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">Bitumen </div></div><div class="c x45 y199 w6c h82"><div class="t m0 xa0 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">1 497 436 </div></div><div class="c xf9 y199 w6d h82"><div class="t m0 x37 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">10,6% </div></div><div class="c xfa y199 w6e h82"><div class="t m0 x2c h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">1 302 444 </div></div><div class="c x11 y199 w31 h82"><div class="t m0 x16 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">10,1% </div></div><div class="c xb9 y199 w6f h82"><div class="t m0 xcb h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">147 785 </div></div><div class="c xfb y199 w70 h82"><div class="t m0 x50 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">15,0% </div></div><div class="c x1 y94d w6b h82"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">Infrastrukt<span class="_ _1"></span>ura i logisty<span class="_ _1"></span>ka </div></div><div class="c x45 y94d w6c h82"><div class="t m0 xfc h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">267 501 </div></div><div class="c xf9 y94d w6d h82"><div class="t m0 xfd h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">1,9% </div></div><div class="c xfa y94d w6e h82"><div class="t m0 x17 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">195 854 </div></div><div class="c x11 y94d w31 h82"><div class="t m0 xc h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">1,5% </div></div><div class="c xb9 y94d w6f h82"><div class="t m0 x30 h19 y94e ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xfb y94d w70 h82"><div class="t m0 x50 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">36,6% </div></div><div class="c x1 y1b w6b hb0"><div class="t m0 xa h19 y94f ff8 fs9 fc2 sc0 ls0 ws0">Paliwa stałe<span class="ff6"> </span></div></div><div class="c x45 y1b w6c hb0"><div class="t m0 xfc h19 y94f ff6 fs9 fc2 sc0 ls0 ws0">181 950 </div></div><div class="c xf9 y1b w6d hb0"><div class="t m0 xfd h19 y94f ff6 fs9 fc2 sc0 ls0 ws0">1,3% </div></div><div class="c xfa y1b w6e hb0"><div class="t m0 x1 h19 y94f ff6 fs9 fc2 sc0 ls0 ws0">85 160 </div></div><div class="c x11 y1b w31 hb0"><div class="t m0 xc h19 y94f ff6 fs9 fc2 sc0 ls0 ws0">0,7% </div></div><div class="c xb9 y1b w6f hb0"><div class="t m0 x30 h19 y950 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xfb y1b w70 hb0"><div class="t m0 x4b h19 y94f ff6 fs9 fc2 sc0 ls0 ws0">113,7% </div></div><div class="c x1 y951 w6b h83"><div class="t m0 xa h19 y1aa ff8 fs9 fc2 sc0 ls0 ws0">Działalność po<span class="_ _1"></span>została <span class="ff6"> </span></div></div><div class="c x45 y951 w6c h83"><div class="t m0 x1 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">26 482 </div></div><div class="c xf9 y951 w6d h83"><div class="t m0 xfd h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">0,2% </div></div><div class="c xfa y951 w6e h83"><div class="t m0 x1 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">22 103 </div></div><div class="c x11 y951 w31 h83"><div class="t m0 xc h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">0,2% </div></div><div class="c xb9 y951 w6f h83"><div class="t m0 x18 h19 y1aa ff6 fs9 fc2 sc0 ls4 ws0">32638<span class="ls0"> </span></div></div><div class="c xfb y951 w70 h83"><div class="t m0 x50 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">19,8% </div></div><div class="c x1 y952 w6b h73"><div class="t m0 xa h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">Razem </div></div><div class="c x45 y952 w6c h73"><div class="t m0 x4 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">14 084 511 </div></div><div class="c xf9 y952 w6d h73"><div class="t m0 x18 h15 y547 ff7 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c xfa y952 w6e h73"><div class="t m0 x4 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">12 913 244 </div></div><div class="c x11 y952 w31 h73"><div class="t m0 x4d h15 y547 ff7 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c xb9 y952 w6f h73"><div class="t m0 x56 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">13 369 364 </div></div><div class="c xfb y952 w70 h73"><div class="t m0 x16 h15 y547 ff7 fs9 fc2 sc0 ls4 ws0">9%<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h14 y953 ffa fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h15 y954 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:<span class="ff7"> </span></div></div><div class="c x1 y1d5 w71 h7d"><div class="t m0 xa h14 y310 ffa fs9 fc2 sc0 ls0 ws0">w m3/T/GWh/KWp/M<span class="_ _1"></span>g </div></div><div class="c xfe y1d5 w72 h7d"><div class="t m0 x38 h15 y798 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x38 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xe9 y1d5 w73 h7d"><div class="t m0 xff h15 y798 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 xff h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xb0 y1d5 w74 h7d"><div class="t m0 x38 h15 y798 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x38 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x100 y1d5 w75 h7d"><div class="t m0 x98 h15 y798 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x98 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x101 y1d5 w76 h7d"><div class="t m0 x10 hb1 y798 ff12 fs9 fc2 sc0 ls0 ws0">Zmiana  </div><div class="t m0 x55 hb1 y35 ff12 fs9 fc2 sc0 ls0 ws0">2024/2023 </div></div><div class="c x1 y955 w71 h81"><div class="t m0 xa h19 y956 ff8 fs9 fc2 sc0 ls0 ws0">Paliwa ciek<span class="_ _1"></span>łe<span class="ff6"> </span></div></div><div class="c xfe y955 w72 h81"><div class="t m0 x24 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">2 248 600 </div></div><div class="c xe9 y955 w73 h81"><div class="t m0 xdf h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">1 978 545 </div></div><div class="c xb0 y955 w74 h81"><div class="t m0 x24 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">1 784 405 </div></div><div class="c x100 y955 w75 h81"><div class="t m0 xb1 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">1 583 850 </div></div><div class="c x101 y955 w76 h81"><div class="t m0 x43 h14 y956 ffa fs9 fc2 sc0 ls4 ws0">14%<span class="ls0"> </span></div></div><div class="c x1 y276 w71 h82"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">LPG [T] </div></div><div class="c xfe y276 w72 h82"><div class="t m0 x3a h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">270 630 </div></div><div class="c xe9 y276 w73 h82"><div class="t m0 x102 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">294 228 </div></div><div class="c xb0 y276 w74 h82"><div class="t m0 x3a h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">256 544 </div></div><div class="c x100 y276 w75 h82"><div class="t m0 xa0 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">221 445 </div></div><div class="c x101 y276 w76 h82"><div class="t m0 x9c h14 y1aa ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">8%</span> </div></div><div class="c x1 y957 w71 h82"><div class="t m0 xa h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">Gaz ziemny [GWh<span class="_ _1"></span>] </div></div><div class="c xfe y957 w72 h82"><div class="t m0 x2e h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">2 405 </div></div><div class="c xe9 y957 w73 h82"><div class="t m0 x88 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">1 167 </div></div><div class="c xb0 y957 w74 h82"><div class="t m0 x2e h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">1 066 </div></div><div class="c x100 y957 w75 h82"><div class="t m0 x39 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">2 507 </div></div><div class="c x101 y957 w76 h82"><div class="t m0 x14 h14 y197 ffa fs9 fc2 sc0 ls4 ws0">106%<span class="ls0"> </span></div></div><div class="c x1 y59d w71 h83"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">Energia elek<span class="_ _1"></span>tryczna [GWh] </div></div><div class="c xfe y59d w72 h83"><div class="t m0 x2e h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">1 657 </div></div><div class="c xe9 y59d w73 h83"><div class="t m0 x88 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">3 735 </div></div><div class="c xb0 y59d w74 h83"><div class="t m0 x2e h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">2 546 </div></div><div class="c x100 y59d w75 h83"><div class="t m0 x39 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">3 145 </div></div><div class="c x101 y59d w76 h83"><div class="t m0 x98 h14 y1aa ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">56%</span> </div></div><div class="c x1 y436 w71 h82"><div class="t m0 xa h19 y1aa ff8 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 xfe y436 w72 h82"><div class="t m0 xde h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">10 380 </div></div><div class="c xe9 y436 w73 h82"><div class="t m0 x88 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">3 448 </div></div><div class="c xb0 y436 w74 h82"><div class="t m0 x2e h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">1 686 </div></div><div class="c x100 y436 w75 h82"><div class="t m0 x39 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">4 249 </div></div><div class="c x101 y436 w76 h82"><div class="t m0 x14 h14 y1aa ffa fs9 fc2 sc0 ls4 ws0">201%<span class="ls0"> </span></div></div><div class="c x1 y696 w71 h82"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">Stacje pali<span class="_ _1"></span>w [tys. m3] </div></div><div class="c xfe y696 w72 h82"><div class="t m0 x3a h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">360 123 </div></div><div class="c xe9 y696 w73 h82"><div class="t m0 x102 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">301 031 </div></div><div class="c xb0 y696 w74 h82"><div class="t m0 x3a h19 y1aa ff6 fs9 fc2 sc0 ls4 ws0">236 338<span class="ls0"> </span></div></div><div class="c x100 y696 w75 h82"><div class="t m0 xa0 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">179 834 </div></div><div class="c x101 y696 w76 h82"><div class="t m0 x43 h14 y1aa ffa fs9 fc2 sc0 ls4 ws0">20%<span class="ls0"> </span></div></div><div class="c x1 y958 w71 h33"><div class="t m0 xa h19 y2b3 ff8 fs9 fc2 sc0 ls0 ws0">Wolumen przeładunkó<span class="_ _1"></span>w/ wydań na<span class="_ _1"></span> </div><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">terminalac<span class="_ _1"></span>h [tys. m3] </div></div><div class="c xfe y958 w72 h33"><div class="t m0 x2e h19 y959 ff6 fs9 fc2 sc0 ls0 ws0">2 785 </div></div><div class="c xe9 y958 w73 h33"><div class="t m0 x88 h19 y959 ff6 fs9 fc2 sc0 ls0 ws0">3 757 </div></div><div class="c xb0 y958 w74 h33"><div class="t m0 xba h19 y86b ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x100 y958 w75 h33"><div class="t m0 xcc hc y86b ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x101 y958 w76 h33"><div class="t m0 x98 h14 y959 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">26%</span> </div></div><div class="c x1 y95a w71 hb2"><div class="t m0 xa h19 y95b ff6 fs9 fc2 sc0 ls0 ws0">Praca przewozowa <span class="_ _1"></span>[mln ntk<span class="_ _1"></span>m]* </div></div><div class="c xfe y95a w72 hb2"><div class="t m0 xc6 h19 y95b ff6 fs9 fc2 sc0 ls4 ws0">905<span class="ls0"> </span></div></div><div class="c xe9 y95a w73 hb2"><div class="t m0 x103 h19 y95b ff6 fs9 fc2 sc0 ls4 ws0">670<span class="ls0"> </span></div></div><div class="c xb0 y95a w74 hb2"><div class="t m0 xbb h19 y95b ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x100 y95a w75 hb2"><div class="t m0 x58 h19 y95b ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x101 y95a w76 hb2"><div class="t m0 x43 h14 y95b ffa fs9 fc2 sc0 ls4 ws0">35%<span class="ls0"> </span></div></div><div class="c x1 y95c w71 h82"><div class="t m0 xa h19 y1aa ff8 fs9 fc2 sc0 ls0 ws0">Paliwa stałe [T]<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c xfe y95c w72 h82"><div class="t m0 x3a h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">350 386 </div></div><div class="c xe9 y95c w73 h82"><div class="t m0 x102 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">106 414 </div></div><div class="c xb0 y95c w74 h82"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x100 y95c w75 h82"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x101 y95c w76 h82"><div class="t m0 x14 h19 y1aa ff6 fs9 fc2 sc0 ls4 ws0">229%<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y95d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y95e ff6 fs4 fc2 sc0 ls0 ws0">W pierwszym kwartale <span class="_ _0"></span><span class="ff8">2024 r. dokonano zmiany nazw<span class="_ _0"></span>y segmentu obrotu ON i <span class="_ _0"></span>biopaliwami, tj. „Paliwa (ON i <span class="_ _0"></span>biopaliwa)” na „Paliwa ciekłe”, </span></div><div class="t m0 x1 h10 y5dc ff8 fs4 fc2 sc0 ls0 ws0">aby lepiej odzwiercie<span class="_ _1"></span>dlać zakres realizowanej działalności prezentowanej w tym se<span class="_ _1"></span>gmencie, która sk<span class="_ _1"></span>upia się n<span class="_ _1"></span>a obrocie olejem napęd<span class="_ _0"></span>owym, </div><div class="t m0 x1 h10 y95f ff6 fs4 fc2 sc0 ls0 ws0">biopa<span class="ff8">liwami, benzynami, paliwem żeglugowym i lotniczym, a także olejem opałowym.</span><span class="ls1d">  </span>  </div><div class="t m0 x1 h10 y960 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y961 ff5 fs4 fc0 sc0 ls0 ws0">PALIWA CIEKŁE<span class="ff7"> </span></div></div><div class="c x1 y1b5 w6b h7d"><div class="t m0 xa h14 y166 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x45 y1b5 w6e h7d"><div class="t m0 x19 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x19 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xf9 y1b5 w77 h7d"><div class="t m0 x24 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x24 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xfa y1b5 w6e h7d"><div class="t m0 x5f h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x19 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x11 y1b5 w31 h7d"><div class="t m0 x5e h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x5e h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xb9 y1b5 w78 h7d"><div class="t m0 x75 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2020 </div><div class="t m0 x75 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c xfb y1b5 w79 h7d"><div class="t m0 x2 hb1 y166 ff12 fs9 fc2 sc0 ls0 ws0">zmiana % </div></div><div class="c x1 y417 w6b h81"><div class="t m0 xa h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">Wolumen <span class="ff8">sprzeda<span class="_ _1"></span>ży [m</span></div><div class="t m0 xa9 hb3 y2bc ff6 fs18 fc2 sc0 ls0 ws0">3</div><div class="t m0 x80 h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">] </div></div><div class="c x45 y417 w6e h81"><div class="t m0 x2c h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">2 248 600 </div></div><div class="c xf9 y417 w77 h81"><div class="t m0 x1a h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">1 978 545 </div></div><div class="c xfa y417 w6e h81"><div class="t m0 x2c h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">1 784 405 </div></div><div class="c x11 y417 w31 h81"><div class="t m0 x14 h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">1 583 850 </div></div><div class="c xb9 y417 w78 h81"><div class="t m0 x4d h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">1 347 350 </div></div><div class="c xfb y417 w79 h81"><div class="t m0 x5e h14 y2bf ffa fs9 fc2 sc0 ls4 ws0">14%<span class="ls0"> </span></div></div><div class="c x1 y962 w6b h83"><div class="t m0 xa h19 y1aa ff8 fs9 fc2 sc0 ls0 ws0">Przychody ze spr<span class="_ _1"></span>zedaży<span class="ff6"> </span></div></div><div class="c x45 y962 w6e h83"><div class="t m0 x2c h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">9 452 503 </div></div><div class="c xf9 y962 w77 h83"><div class="t m0 x1a h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">8 846 564 </div></div><div class="c xfa y962 w6e h83"><div class="t m0 x4 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">10 563 751 </div></div><div class="c x11 y962 w31 h83"><div class="t m0 x14 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">6 450 845 </div></div><div class="c xb9 y962 w78 h83"><div class="t m0 x4d h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">3 845 935 </div></div><div class="c xfb y962 w79 h83"><div class="t m0 x16 h14 y1aa ffa fs9 fc2 sc0 ls4 ws0">7%<span class="ls0"> </span></div></div><div class="c x1 ye5 w6b h82"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">EBITDA </div></div><div class="c x45 ye5 w6e h82"><div class="t m0 x1 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">87 218 </div></div><div class="c xf9 ye5 w77 h82"><div class="t m0 x32 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">37 013 </div></div><div class="c xfa ye5 w6e h82"><div class="t m0 xfc h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">445 180 </div></div><div class="c x11 ye5 w31 h82"><div class="t m0 xb1 h19 y1aa ff6 fs9 fc2 sc0 ls4 ws0">112<span class="ls0"> </span>686<span class="ls0"> </span></div></div><div class="c xb9 ye5 w78 h82"><div class="t m0 x4 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">63 757 </div></div><div class="c xfb ye5 w79 h82"><div class="t m0 x34 h14 y1aa ffa fs9 fc2 sc0 ls4 ws0">136%<span class="ls0"> </span></div></div><div class="c x1 ye6 w6b h82"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">EBITDA - skorygowana<span class="_ _10"></span> </div></div><div class="c x45 ye6 w6e h82"><div class="t m0 x1 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">80 424 </div></div><div class="c xf9 ye6 w77 h82"><div class="t m0 x32 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">43 366 </div></div><div class="c xfa ye6 w6e h82"><div class="t m0 xfc h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">436 001 </div></div><div class="c x11 ye6 w31 h82"><div class="t m0 x18 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">83 225 </div></div><div class="c xb9 ye6 w78 h82"><div class="t m0 x4 h19 y1aa ff6 fs9 fc2 sc0 ls4 ws0">84 643<span class="ls0"> </span></div></div><div class="c xfb ye6 w79 h82"><div class="t m0 x5e h14 y1aa ffa fs9 fc2 sc0 ls4 ws0">85%<span class="ls0"> </span></div></div><div class="c x1 y57a w6b h82"><div class="t m0 xa h19 y197 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 x45 y57a w6e h82"><div class="t m0 x1 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">25 903 </div></div><div class="c xf9 y57a w77 h82"><div class="t m0 x32 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">11 188 </div></div><div class="c xfa y57a w6e h82"><div class="t m0 xfc h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">425 466 </div></div><div class="c x11 y57a w31 h82"><div class="t m0 xb1 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">102 135 </div></div><div class="c xb9 y57a w78 h82"><div class="t m0 x4 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">53 230 </div></div><div class="c xfb y57a w79 h82"><div class="t m0 x34 h14 y197 ffa fs9 fc2 sc0 ls4 ws0">132%<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y909 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y963 ff8 fs4 fc2 sc0 ls0 ws0">EBITDA <span class="_ _5"></span>w <span class="_ _0"></span>2024 <span class="_ _5"></span>r. <span class="_ _0"></span>w <span class="_ _5"></span>segmencie <span class="_ _0"></span>Paliw <span class="_ _5"></span>ciekłych <span class="_ _5"></span>wyniosła <span class="_ _0"></span>87,2mln <span class="_ _5"></span>PLN, <span class="_ _0"></span>a <span class="_ _5"></span>EBITDA <span class="_ _5"></span>skorygowana <span class="_ _6"></span><span class="ff6 ls6">80<span class="ls0">,4<span class="_ _1"></span> <span class="_ _0"></span><span class="ff8">mln <span class="_ _5"></span>PLN. <span class="_ _5"></span>Różnica <span class="_ _0"></span>w <span class="_ _5"></span>poziomach <span class="_ _0"></span>EBITDA <span class="_ _5"></span>i </span></span></span></div><div class="t m0 x1 h10 y964 ff8 fs4 fc2 sc0 ls0 ws0">EBITDA <span class="_ _5"></span>skorygowana <span class="_ _5"></span>wynika <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _5"></span>faktu <span class="_ _5"></span>eliminacji <span class="_ _5"></span>z <span class="_ _5"></span>E<span class="_ _0"></span>BITDA <span class="_ _5"></span>skorygowana <span class="_ _6"></span>wycen <span class="_ _0"></span>księgowych <span class="_ _5"></span>z<span class="_ _0"></span>apasów <span class="_ _5"></span>i <span class="_ _5"></span>instrumentów <span class="_ _6"></span>zabezpi<span class="_ _1"></span>eczających <span class="_ _5"></span>o<span class="_ _5"></span><span class="ff6">raz<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y965 ff8 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 h10 y966 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y967 ff8 fs4 fc2 sc0 ls0 ws0">Na wyniki skorygowane osiągnięte w 2024 r. w segmen<span class="_ _1"></span>cie Paliw ciekłych wpływ miały głównie poniższe czynniki: <span class="ff6"> </span></div><div class="t m0 x3c h4b y968 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Zwiększone<span class="ff6 fc4"> </span>wolumeny sprzedaży paliw ciekłych do 2,25 mln m</span></span></div><div class="t m0 x104 h3c y969 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 x105 h10 y968 ff6 fs4 fc2 sc0 ls0 ws0">; </div></div></div><div class="pi" ></div></div><div id="pf40" class="pf w0 h0" ><div class="pc pc40 w0 h0"><img class="bi x5 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">64<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h4b y603 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Przez <span class="_ _7"> </span>większą <span class="_ _7"> </span>część <span class="_ _12"> </span>2024 <span class="_ _6"></span>r. <span class="_ _12"> </span>warunki <span class="_ _7"></span>cenowe <span class="_ _7"> </span>h<span class="_ _0"></span>urtowej <span class="_ _7"> </span>sprzedaży <span class="_ _7"> </span>o<span class="_ _0"></span>leju <span class="_ _7"> </span>napędowego <span class="_ _7"> </span>w<span class="_ _0"></span> <span class="_ _7"> </span>Polsce <span class="_ _7"> </span>n<span class="_ _0"></span>ie <span class="_ _7"></span>zapewniały <span class="_ _7"> </span>osiągania <span class="_ _12"> </span>przez </span></span></div><div class="t m0 x3d h10 y604 ff8 fs4 fc2 sc0 ls0 ws0">importerów tego produktu, w tym przez Grupę Emiten<span class="_ _1"></span>ta, zakładanych marż handlowych i tym samym wyników finansowych;<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3c h4b y605 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Grupa <span class="_ _6"></span>Emitenta <span class="_ _7"> </span>konsekwentnie <span class="_ _7"> </span>ro<span class="_ _0"></span>zwijała <span class="_ _7"></span>swoją <span class="_ _7"></span>ofertę <span class="_ _6"></span>produktow<span class="_ _0"></span>ą <span class="_ _7"></span>nakierowaną <span class="_ _6"></span>na <span class="_ _7"> </span>prod<span class="_ _0"></span>ukty <span class="_ _7"></span>umożliwiające <span class="_ _7"> </span>wypracowywanie </span></span></div><div class="t m0 x3d h10 y606 ff8 fs4 fc2 sc0 ls0 ws0">wyższych <span class="_ _12"> </span>marż. <span class="_ _12"> </span>Od  wrześn<span class="_ _1"></span>ia <span class="_ _12"> </span>2023 <span class="_ _12"> </span>roku <span class="_ _12"> </span>Grupa <span class="_ _12"> </span>rozpoczęła  sprzedaż <span class="_ _12"> </span>oleju <span class="_ _12"> </span>opałowego <span class="_ _12"> </span>i  s<span class="_ _1"></span>ukcesywnie <span class="_ _12"> </span>poszerzała <span class="_ _12"> </span>wydania <span class="_ _12"> </span>tego </div><div class="t m0 x3d h10 y448 ff6 fs4 fc2 sc0 ls0 ws0">produktu <span class="_ _7"></span>o <span class="_ _7"> </span>kolejne <span class="_ _7"> </span>swoj<span class="_ _0"></span><span class="ff8">e <span class="_ _7"></span>bazy <span class="_ _7"> </span>magazynow<span class="_ _0"></span>e. <span class="_ _7"></span>Obecnie <span class="_ _7"></span>olej <span class="_ _7"> </span>opałow<span class="_ _0"></span>y <span class="_ _7"> </span>oferowany <span class="_ _7"> </span>jest <span class="_ _7"> </span>przez <span class="_ _7"> </span>5 <span class="_ _12"> </span>baz <span class="_ _7"></span>w: <span class="_ _7"> </span>Piotrkowie <span class="_ _7"> </span> <span class="_ _12"> </span>Trybunals<span class="_ _1"></span>kim, </span></div><div class="t m0 x3d h10 y449 ff8 fs4 fc2 sc0 ls0 ws0">Gutkowie, <span class="_ _14"> </span>Bolesławcu, <span class="_ _14"> </span>Czechowicach<span class="ff6">-</span>Dziedzicach <span class="_ _14"> </span>i <span class="_ _14"> </span>Szczecinie. <span class="_ _14"> </span>Innym <span class="_ _14"> </span>działaniem <span class="_ _14"> </span>była <span class="_ _14"> </span>i<span class="_ _0"></span>ntensyfikacja <span class="_ _14"> </span>sprzedaży <span class="_ _14"> </span>przez <span class="_ _14"> </span>Grupę </div><div class="t m0 x3d h10 y96a ff8 fs4 fc2 sc0 ls0 ws0">Emitenta <span class="_ _15"> </span>benzyn. <span class="_ _15"> </span>Dzięki <span class="_ _19"> </span>tym <span class="_ _19"> </span>kierunkom <span class="_ _15"> </span>ro<span class="_ _0"></span>zwoju <span class="_ _15"> </span>cz<span class="_ _0"></span>ęściowo <span class="_ _23"> </span>eroz<span class="_ _0"></span>ja <span class="_ _15"> </span>wyniku <span class="_ _15"> </span>z<span class="_ _0"></span> <span class="_ _15"> </span>tytułu <span class="_ _19"> </span>obrotu <span class="_ _15"> </span>olejem <span class="_ _15"> </span>napędowym <span class="_ _19"> </span>została </div><div class="t m0 x3d h10 y475 ff8 fs4 fc2 sc0 ls0 ws0">skompensowana dodatkowym wynikiem EBITDA osiągniętym poprzez obrót benzynami i ole<span class="_ _1"></span>jem opałowym.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3c h4b y96b ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Realizowanie <span class="_ _12"> </span>dostaw <span class="_ _7"> </span>paliw <span class="_ _12"> </span>ciekłych <span class="_ _12"> </span>do <span class="_ _12"> </span>Ukrainy, <span class="_ _7"> </span>co <span class="_ _12"> </span>pozwoliło <span class="_ _12"> </span>uzyskać <span class="_ _7"> </span>dodatkowe <span class="_ _12"> </span>wolumeny <span class="_ _12"> </span>sprzedaży. <span class="_ _12"> </span>Jedn<span class="_ _1"></span>ak <span class="_ _12"> </span>w <span class="_ _12"> </span>pierwszym </span></span></div><div class="t m0 x3d h10 y96c ff8 fs4 fc2 sc0 ls0 ws0">półroczu 2024 <span class="_ _10"></span>r. wystąpiły <span class="_ _10"></span>blokady przejś<span class="_ _1"></span>ć gran<span class="_ _1"></span>icznych <span class="_ _1"></span>z Ukrai<span class="_ _1"></span>ną, <span class="_ _1"></span>które doprowadziły <span class="_ _10"></span>w<span class="_ _0"></span> p<span class="_ _1"></span>ewnym <span class="_ _1"></span>momen<span class="_ _1"></span>cie <span class="_ _1"></span>do <span class="_ _1"></span>prawie <span class="_ _1"></span>całkowitego </div><div class="t m0 x3d h10 y96d ff6 fs4 fc2 sc0 ls0 ws0">zahamowania <span class="_ _0"></span>od<span class="ff8">biorów <span class="_ _5"></span>paliw <span class="_ _0"></span>autocysternami. <span class="_ _0"></span>Ponadto, <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>2024 <span class="_ _0"></span>r<span class="_ _0"></span>. <span class="_ _0"></span>marża <span class="_ _5"></span>i <span class="_ _0"></span>wolumen <span class="_ _0"></span>s<span class="_ _0"></span>przedaży <span class="_ _0"></span>na <span class="_ _0"></span>tym <span class="_ _5"></span>rynku <span class="_ _0"></span>były <span class="_ _5"></span>ograniczane <span class="_ _0"></span>w </span></div><div class="t m0 x3d h10 y96e ff8 fs4 fc2 sc0 ls0 ws0">konsekwencji wzrostu  dostaw tych produktów z innych kierunków Europy;<span class="ff6"> </span></div><div class="t m0 x3c h4b y96f ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Dostosowywanie <span class="_ _6"></span>łańcuchów <span class="_ _6"></span>dostaw <span class="_ _6"></span>zapewniających <span class="_ _6"></span>elastyczność <span class="_ _6"></span>działania <span class="_ _6"></span><span class="ff6">Gr<span class="_ _0"></span>upy <span class="_ _6"></span>UNIMOT <span class="_ _6"></span> <span class="_ _6"></span></span>, <span class="_ _6"></span>w <span class="_ _7"></span>tym <span class="_ _6"></span>m.in. <span class="_ _6"></span>wynajęcie <span class="_ _6"></span>terminala </span></span></div><div class="t m0 x3d h10 y970 ff8 fs4 fc2 sc0 ls0 ws0">przeładunkowego  paliw  pierwotnie<span class="_ _1"></span>  w  cieśninach  duńskich,  a  następnie  na  terenie  Niemiec,  co  gene<span class="_ _1"></span>ruje  dodatkowe  koszty </div><div class="t m0 x3d h10 y971 ff8 fs4 fc2 sc0 ls0 ws0">działania.<span class="ff6"> </span></div><div class="t m0 x1 h10 y739 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y972 ff8 fs4 fc2 sc0 ls0 ws0">Na wyniki przyszłych okresów wpływ mogą mieć głównie poniższe czynniki:<span class="ff6"> </span></div><div class="t m0 xc6 h4b y973 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wysokość <span class="_ _7"> </span>premii <span class="_ _7"></span>lądowej <span class="_ _7"> </span>(różnicy <span class="_ _7"> </span>pomiędzy <span class="_ _7"> </span>ceną <span class="_ _12"> </span>na <span class="_ _6"></span>lokalnym <span class="_ _7"> </span>rynku <span class="_ _7"></span>a <span class="_ _7"> </span>ceną <span class="_ _12"> </span>w <span class="_ _7"></span>portach <span class="_ _6"></span>dla <span class="_ _7"> </span>o<span class="_ _0"></span>leju <span class="_ _7"></span>napędowego <span class="_ _12"> </span>–<span class="ff6"> <span class="_ _7"> </span>asortymentu </span></span></span></div><div class="t m0 x5c h10 y974 ff8 fs4 fc2 sc0 ls0 ws0">dominującego  w <span class="_ _14"> </span>strukturze <span class="_ _14"> </span>sprzedaży  Grupy. <span class="_ _14"> </span>Wysokość <span class="_ _14"> </span>premii <span class="_ _14"> </span>lądowej  wyznacz<span class="_ _0"></span>a <span class="_ _14"> </span>obszar  możliwej  do <span class="_ _14"> </span>zrealizowania <span class="_ _14"> </span>marży </div><div class="t m0 x5c h10 y975 ff6 fs4 fc2 sc0 ls0 ws0">handlowej <span class="_ _14"> </span>pomniejszonej <span class="_ _13"> </span><span class="ff8">o <span class="_ _13"> </span>koszty <span class="_ _13"> </span>logistyki <span class="_ _13"> </span>(koszty <span class="_ _13"> </span>transportu, <span class="_ _14"> </span>o<span class="_ _0"></span>bsługi <span class="_ _14"> </span>przeładunkowej, <span class="_ _13"> </span>badania <span class="_ _13"> </span>jakości), <span class="_ _13"> </span>koszty <span class="_ _13"> </span>wynajmu </span></div><div class="t m0 x5c h10 y976 ff8 fs4 fc2 sc0 ls0 ws0">pojemności baz pali<span class="_ _1"></span>w, koszty ubezpieczenia nale<span class="_ _1"></span>żności (w związku z p<span class="_ _1"></span>olityką bezpieczeństwa <span class="_ _1"></span>obrotu przyjętą przez G<span class="_ _1"></span>rupę), a ta<span class="_ _0"></span>kże </div><div class="t m0 x5c h10 y977 ff8 fs4 fc2 sc0 ls0 ws0">koszty realizacji obowiązków NC<span class="ff6">W.  </span></div><div class="t m0 x5c h10 y978 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _6"></span>2024 <span class="_ _5"></span>r. <span class="_ _6"></span>występowała <span class="_ _6"></span>siln<span class="_ _1"></span>a <span class="_ _6"></span>erozję <span class="_ _5"></span>premii <span class="_ _6"></span>lądowej, <span class="_ _5"></span>która <span class="_ _6"></span>utrzymywała <span class="_ _6"></span>się <span class="_ _5"></span>na <span class="_ _6"></span>niskich <span class="_ _5"></span>poziomach <span class="_ _6"></span>od <span class="_ _5"></span>drugiej <span class="_ _6"></span>połowy <span class="_ _6"></span>2023 <span class="_ _5"></span>r., <span class="_ _6"></span>co </div><div class="t m0 x5c h10 y979 ff8 fs4 fc2 sc0 ls0 ws0">uniemożliwiło <span class="_ _12"> </span>osiąganie <span class="_ _12"> </span>satysfakcjonujących <span class="_ _12"> </span>wyników  fin<span class="_ _1"></span>ansowych. <span class="_ _12"> </span>Do <span class="_ _12"> </span>dnia <span class="_ _12"> </span>publikacji <span class="_ _12"> </span>niniejszego  sp<span class="_ _1"></span>rawozdania <span class="_ _12"> </span>finansowego </div><div class="t m0 x5c h10 y97a ff8 fs4 fc2 sc0 ls0 ws0">premia  lądowa  nadal  utr<span class="_ _1"></span>zymuje  się  na  niskim  poziomie,  co  ogranicza  możliwości  generowania  założonego  zysku  EBITDA <span class="_ _12"> </span>w </div><div class="t m0 x5c h10 y97b ff8 fs4 fc2 sc0 ls0 ws0">segmencie Paliw ciekłych; <span class="ff6"> </span></div><div class="t m0 x3c h4b y97c ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Dynamika <span class="_ _7"></span>i <span class="_ _7"></span>kierunek <span class="_ _7"> </span>zmian <span class="_ _7"> </span>c<span class="_ _0"></span>en <span class="_ _7"> </span>oleju <span class="_ _7"> </span>napędowego <span class="_ _12"> </span>–<span class="ff6"> <span class="_ _7"> </span></span>duża <span class="_ _7"> </span>dy<span class="_ _0"></span>namika <span class="_ _7"> </span>wzro<span class="_ _0"></span>stu <span class="_ _7"></span>cen <span class="_ _7"></span>wpływa <span class="_ _7"> </span>negatywnie, <span class="_ _7"> </span>z<span class="_ _0"></span> <span class="_ _7"> </span>kolei <span class="_ _7"> </span>duża <span class="_ _7"> </span>dynamika </span></span></div><div class="t m0 x3d h10 y4f8 ff8 fs4 fc2 sc0 ls0 ws0">spadków –<span class="ff6"> pozytywnie; </span></div><div class="t m0 x3c h4b y97d ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Struktura rynku terminowego (contang<span class="_ _1"></span>o/backwardation);<span class="_ _0"></span> </span></span></div><div class="t m0 x3c h4b y97e ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Sytuacja <span class="_ _5"></span>rynkow<span class="_ _0"></span>a <span class="_ _6"></span>i <span class="_ _5"></span>konk<span class="_ _0"></span>urencyjna <span class="_ _6"></span><span class="ff8">–</span> <span class="_ _6"></span><span class="ff8">wzrost <span class="_ _6"></span>konkurencji <span class="_ _5"></span>na <span class="_ _6"></span>rynku <span class="_ _6"></span>może <span class="_ _6"></span>wpłynąć <span class="_ _6"></span>na <span class="_ _5"></span>kształtowanie <span class="_ _6"></span>cen <span class="_ _5"></span>p<span class="_ _0"></span>roduktów <span class="_ _6"></span>oferowanych </span></span></span></div><div class="t m0 x3d h10 y97f ff8 fs4 fc2 sc0 ls0 ws0">przez Grupę Emitenta, np. rozpoczęcie działalności na polski<span class="_ _1"></span>m rynku nowych międzynarodowych koncernów; <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3c h4b y980 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wysokość i ko<span class="_ _0"></span>szt kapitału obroto<span class="_ _0"></span>wego niezbędnego do <span class="_ _0"></span>sfinansowania <span class="_ _0"></span>realizowanych o<span class="_ _0"></span>brotów, który uzależniony j<span class="_ _0"></span>est o<span class="_ _0"></span>d poziomu </span></span></div><div class="t m0 x3d h10 y981 ff6 fs4 fc2 sc0 ls0 ws0">cen paliw na rynkach; </div><div class="t m0 x3c h4b y982 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Warunki przedłużenia posiadanych kred<span class="_ _1"></span>ytów obrotowych;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y4b6 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Zmiany <span class="_ _0"></span>regulacji prawnych, <span class="_ _5"></span>np. <span class="_ _0"></span>now<span class="_ _0"></span>elizacja <span class="_ _0"></span>Ustawy<span class="ls37">  </span><span class="ff8">o <span class="_ _0"></span>biokomponentach i <span class="_ _0"></span>biopaliwach <span class="_ _0"></span>c<span class="_ _0"></span>iekłych <span class="_ _0"></span>wprowadzająca <span class="_ _0"></span>zapisy <span class="_ _0"></span>dyrektywy </span></span></span></div><div class="t m0 x3d h10 y983 ff6 fs4 fc2 sc0 ls0 ws0">UE tzw. REDII; </div><div class="t m0 x3c h4b y984 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Sytuacja <span class="_ _0"></span>popytowa <span class="_ _5"></span>i <span class="_ _5"></span>podażow<span class="_ _0"></span>a <span class="_ _5"></span>w <span class="_ _0"></span>E<span class="_ _0"></span>uropie, <span class="_ _0"></span>a <span class="_ _5"></span>zwłaszcz<span class="_ _0"></span>a <span class="_ _5"></span>w <span class="_ _5"></span>Polsce, <span class="_ _0"></span>na <span class="_ _5"></span>którą <span class="_ _5"></span>wpływ <span class="_ _5"></span>ma <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _5"></span>szczególności <span class="_ _5"></span>trwająca <span class="_ _5"></span>wojna <span class="_ _5"></span>w <span class="_ _5"></span>Ukrainie </span></span></div><div class="t m0 x3d h10 y72c ff8 fs4 fc2 sc0 ls0 ws0">oraz wysokość konsumpcji paliw ciekłych;<span class="ff6"> </span></div><div class="t m0 x3c h4b y985 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Wprowadzenie do <span class="_ _5"></span>oferty <span class="_ _0"></span>paliw <span class="_ _0"></span>n<span class="_ _0"></span>iskoemisyjnych (HV<span class="_ _0"></span>O<span class="_ _0"></span><span class="ls6">100</span><span class="ff8">), <span class="_ _0"></span>paliwa <span class="_ _0"></span>żeglugowego <span class="_ _0"></span>(o<span class="_ _0"></span>ferowanego <span class="_ _0"></span>w <span class="_ _0"></span>dwó<span class="_ _0"></span>ch <span class="_ _0"></span>terminalach <span class="_ _0"></span>własnych <span class="_ _0"></span>w </span></span></span></div><div class="t m0 x3d h10 yc7 ff8 fs4 fc2 sc0 ls0 ws0">Szczecinie i Gdańsku) i lotniczego;<span class="ff6"> </span></div><div class="t m0 x3c h4b y986 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Począwszy <span class="_ _12"> </span>od  1 <span class="_ _12"> </span>lipca  2024 <span class="_ _12"> </span>r. <span class="_ _12"> </span>Grupa  Emiten<span class="_ _1"></span>ta  ma <span class="_ _12"> </span>możliwość  przeładu<span class="_ _1"></span>nku <span class="_ _12"> </span>i  magazynowania <span class="_ _12"> </span>oleju  n<span class="_ _1"></span>apędowego  w <span class="_ _12"> </span>terminalu </span></span></div><div class="t m0 x3d h10 y987 ff8 fs4 fc2 sc0 ls0 ws0">Wilhelmshaven, <span class="_ _5"></span>który <span class="_ _6"></span>zlokalizowany <span class="_ _6"></span>jest <span class="_ _5"></span>w <span class="_ _6"></span>Niemczech. <span class="_ _5"></span>Zgodnie <span class="_ _6"></span>z <span class="_ _6"></span>zawartą <span class="_ _5"></span>umową <span class="_ _6"></span>ze <span class="_ _5"></span>spółką <span class="_ _6"></span>HES <span class="_ _5"></span>Wilhelmshaven <span class="_ _6"></span>Tank <span class="_ _5"></span>Terminal<span class="_ _0"></span> </div><div class="t m0 x3d h10 y988 ff8 fs4 fc2 sc0 ls0 ws0">GmbH <span class="_ _1"></span>(„HES”) <span class="_ _1"></span>zagwarantowana pojemność <span class="_ _10"></span>magazynowa oleju <span class="_ _1"></span>napędowego <span class="_ _10"></span>w<span class="_ _0"></span>ynosi <span class="_ _1"></span>78 <span class="_ _1"></span>tys. <span class="_ _1"></span>m. s<span class="_ _1"></span>ześc. Grup<span class="_ _1"></span>a Emite<span class="_ _1"></span>nta bę<span class="_ _1"></span>dzie mogła<span class="_ _1"></span> </div><div class="t m0 x3d h10 y989 ff8 fs4 fc2 sc0 ls0 ws0">je wyko<span class="_ _0"></span>rzystywać <span class="_ _0"></span>przez <span class="_ _0"></span>18 miesięcy, <span class="_ _0"></span>z <span class="_ _0"></span>mo<span class="_ _0"></span>żliwością <span class="_ _0"></span>przedłużenia na <span class="_ _0"></span>okres <span class="_ _0"></span>kolejnych <span class="_ _0"></span>12 <span class="_ _0"></span>miesięcy. <span class="_ _0"></span>T<span class="_ _0"></span>erminal w <span class="_ _0"></span>Wilhelmshaven <span class="_ _0"></span>daje<span class="_ _0"></span> </div><div class="t m0 x3d h10 y98a ff8 fs4 fc2 sc0 ls0 ws0">dużą elastyczność i możliwość transportowania oleju napędowego z Niemiec koleją i transportem samochodowym do Polski.<span class="ff6"> </span></div><div class="t m0 x3d h10 y98b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h22 y127 ff7 fs4 fc9 sc0 ls0 ws0">LPG </div></div><div class="c x1 y98c w7a h7d"><div class="t m0 xa h14 y310 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x106 y98c w7b h7d"><div class="t m0 x5f h15 y798 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024   </div><div class="t m0 x19 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xf9 y98c w77 h7d"><div class="t m0 x24 h15 y798 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023   </div><div class="t m0 x24 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xfa y98c w6e h7d"><div class="t m0 x5f h15 y798 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x19 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x11 y98c w31 h7d"><div class="t m0 x4f h15 y798 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x4f h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xb9 y98c w78 h7d"><div class="t m0 x75 h15 y798 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2020 </div><div class="t m0 x75 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c xfb y98c w79 h7d"><div class="t m0 x2 hb1 y310 ff12 fs9 fc2 sc0 ls0 ws0">zmiana % </div></div><div class="c x1 y98d w7a h81"><div class="t m0 xa h19 y956 ff8 fs9 fc2 sc0 ls0 ws0">Wolumen sprzeda<span class="_ _1"></span>ży [T]<span class="ff6"> </span></div></div><div class="c x106 y98d w7b h81"><div class="t m0 x17 h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">270 630 </div></div><div class="c xf9 y98d w77 h81"><div class="t m0 xde h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">294 228 </div></div><div class="c xfa y98d w6e h81"><div class="t m0 xfc h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">256 544 </div></div><div class="c x11 y98d w31 h81"><div class="t m0 xb1 h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">221 445 </div></div><div class="c xb9 y98d w78 h81"><div class="t m0 xcb h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">185 271 </div></div><div class="c xfb y98d w79 h81"><div class="t m0 x107 h14 y956 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">8%</span> </div></div><div class="c x1 y6f0 w7a h82"><div class="t m0 xa h19 y98e ff8 fs9 fc2 sc0 ls0 ws0">Przychody ze spr<span class="_ _1"></span>zedaży<span class="ff6"> </span></div></div><div class="c x106 y6f0 w7b h82"><div class="t m0 x17 h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">814 037 </div></div><div class="c xf9 y6f0 w77 h82"><div class="t m0 xde h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">978 170 </div></div><div class="c xfa y6f0 w6e h82"><div class="t m0 x2c h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">1 054 336 </div></div><div class="c x11 y6f0 w31 h82"><div class="t m0 xb1 h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">645 338 </div></div><div class="c xb9 y6f0 w78 h82"><div class="t m0 xcb h19 y98e ff6 fs9 fc2 sc0 ls0 ws0">342 960 </div></div><div class="c xfb y6f0 w79 h82"><div class="t m0 x75 h14 y98e ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">17%</span> </div></div><div class="c x1 y98f w7a h83"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">EBITDA </div></div><div class="c x106 y98f w7b h83"><div class="t m0 x1 h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">14 000 </div></div><div class="c xf9 y98f w77 h83"><div class="t m0 x32 h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">50 358 </div></div><div class="c xfa y98f w6e h83"><div class="t m0 x1 h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">69 179 </div></div><div class="c x11 y98f w31 h83"><div class="t m0 x18 h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">16 863 </div></div><div class="c xb9 y98f w78 h83"><div class="t m0 xa0 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">7 265 </div></div><div class="c xfb y98f w79 h83"><div class="t m0 x75 h14 y1aa ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">72%</span> </div></div></div><div class="pi" ></div></div><div id="pf41" class="pf w0 h0" ><div class="pc pc41 w0 h0"><img class="bi x5 y3c w5 h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">65<span class="ls0"> </span></div></div><div class="c x1 y990 w7a h82"><div class="t m0 xa h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">EBITDA - skorygowana<span class="_ _10"></span> </div></div><div class="c x106 y990 w7b h82"><div class="t m0 x1 h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">12 193 </div></div><div class="c xf9 y990 w77 h82"><div class="t m0 x32 h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">50 358 </div></div><div class="c xfa y990 w6e h82"><div class="t m0 x1 h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">69 179 </div></div><div class="c x11 y990 w31 h82"><div class="t m0 x18 h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">16 863 </div></div><div class="c xb9 y990 w78 h82"><div class="t m0 xa0 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">7 265 </div></div><div class="c xfb y990 w79 h82"><div class="t m0 x75 h14 y197 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">76%</span> </div></div><div class="c x1 y58c w7a h83"><div class="t m0 xa h19 y1aa 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 x106 y58c w7b h83"><div class="t m0 x2d h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">5 816 </div></div><div class="c xf9 y58c w77 h83"><div class="t m0 x32 h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">38 759 </div></div><div class="c xfa y58c w6e h83"><div class="t m0 x1 h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">68 452 </div></div><div class="c x11 y58c w31 h83"><div class="t m0 x18 h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">16 033 </div></div><div class="c xb9 y58c w78 h83"><div class="t m0 xa0 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">6 454 </div></div><div class="c xfb y58c w79 h83"><div class="t m0 x75 h14 y1aa ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">85%</span> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h22 y991 ff7 fs4 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y2c7 ff8 fs4 fc2 sc0 ls0 ws0">Wypracowana <span class="_ _5"></span>EBITDA <span class="_ _5"></span>w <span class="_ _5"></span>2024 <span class="_ _0"></span>r. <span class="_ _5"></span>w <span class="_ _5"></span>segmencie <span class="_ _0"></span>Gaz<span class="_ _0"></span>u <span class="_ _5"></span>LPG <span class="_ _5"></span>wyniosła <span class="_ _5"></span>14 <span class="_ _5"></span>mln <span class="_ _0"></span>PL<span class="_ _0"></span>N, <span class="_ _0"></span>a <span class="_ _5"></span>EBI<span class="_ _0"></span>TDA <span class="_ _0"></span>skorygowana <span class="_ _5"></span>12,2mln <span class="_ _5"></span>PLN. <span class="_ _5"></span>Różnica <span class="_ _5"></span>w <span class="_ _5"></span>poziomach </div><div class="t m0 x1 h10 y6c ff8 fs4 fc2 sc0 ls0 ws0">EBITDA <span class="_ _19"> </span>i <span class="_ _19"> </span>EBIT<span class="_ _0"></span>DA <span class="_ _19"> </span>skorygowana <span class="_ _19"> </span>wynika <span class="_ _19"> </span>z <span class="_ _19"> </span>faktu <span class="_ _18"> </span>przesunięcia <span class="_ _19"> </span>kosztów <span class="_ _19"> </span>w <span class="_ _18"> </span>czasie <span class="_ _19"> </span>oraz <span class="_ _19"> </span>ponoszenia <span class="_ _19"> </span>kosztów<span class="_ _0"></span> <span class="_ _19"> </span>utrzymywania <span class="_ _19"> </span>zapasów </div><div class="t m0 x1 h10 y992 ff8 fs4 fc2 sc0 ls0 ws0">obowiązkowych<span class="ff6 ls5">. <span class="ls0"> </span></span></div><div class="t m0 x1 h10 y687 ff8 fs4 fc2 sc0 ls0 ws0">Na wyniki osiągnięte w 2024 r. w segmencie Gazu LPG wpływ miały głównie poniższe<span class="_ _1"></span> czynniki: <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3c h4b y993 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Nadpodaż <span class="_ _10"></span>gazu <span class="_ _10"></span>LPG <span class="_ _1"></span>w <span class="_ _10"></span>Polsce <span class="_ _10"></span>i <span class="_ _1"></span>związana <span class="_ _10"></span>z <span class="_ _10"></span>tym <span class="_ _1"></span>silna <span class="_ _9"></span>ko<span class="_ _0"></span>nkurencja <span class="_ _10"></span>spowodow<span class="_ _0"></span>ały <span class="_ _10"></span>zmniejszenie <span class="_ _9"></span>marż<span class="_ _0"></span> <span class="_ _10"></span>generowanych <span class="_ _10"></span>przez <span class="_ _1"></span>ten <span class="_ _10"></span>segment. </span></span></div><div class="t m0 x3d h10 y6af ff8 fs4 fc2 sc0 ls0 ws0">Presja <span class="_ _0"></span>nadpodaży <span class="_ _0"></span>zw<span class="_ _0"></span>iększyła <span class="_ _0"></span>się <span class="_ _5"></span>w <span class="_ _0"></span>szczególności <span class="_ _5"></span>w <span class="_ _0"></span>drugim <span class="_ _5"></span>półroczu <span class="_ _0"></span>2024 <span class="_ _0"></span>r, <span class="_ _5"></span>kiedy <span class="_ _0"></span>to<span class="_ _0"></span> <span class="_ _0"></span>krajowi <span class="_ _5"></span>importerzy <span class="_ _0"></span>gazu <span class="_ _0"></span>L<span class="_ _0"></span>PG <span class="_ _0"></span>przygoto<span class="_ _0"></span>wując </div><div class="t m0 x3d h10 y994 ff8 fs4 fc2 sc0 ls0 ws0">się na wejście sankcji na ten produkt pochodzący z Rosji dokonali znacznych zakupów gazu LPG z tego kraju;<span class="ff6"> </span></div><div class="t m0 x3c h4b y995 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Spadek <span class="_ _0"></span>wolumenu <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>gaz<span class="_ _0"></span>u <span class="_ _0"></span>LPG <span class="_ _5"></span>do <span class="_ _0"></span>Ukrainy, <span class="_ _0"></span>w <span class="_ _5"></span>związku <span class="_ _0"></span>z <span class="_ _5"></span>realizacją <span class="_ _0"></span>dostaw <span class="_ _5"></span>do <span class="_ _0"></span>tego <span class="_ _0"></span>kraju <span class="_ _5"></span>pochodzących <span class="_ _5"></span>z <span class="_ _0"></span>innych <span class="_ _0"></span>regionów </span></span></div><div class="t m0 x3d h10 y996 ff8 fs4 fc2 sc0 ls0 ws0">Europy, co w konsekwencji miało wpływ na osiągnięty ni<span class="_ _1"></span>ższy poziom EBITDA przez ten segment w 2024 r.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y516 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y42c ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _6"></span>UNIMOT <span class="_ _5"></span><span class="ff8">intensywnie <span class="_ _6"></span>przygotowywała <span class="_ _6"></span>się <span class="_ _6"></span>do <span class="_ _5"></span>wejścia <span class="_ _6"></span>embarga, <span class="_ _6"></span>m.in. <span class="_ _5"></span>wykorzystując <span class="_ _6"></span>zdobyte <span class="_ _6"></span>kompetencje <span class="_ _5"></span>i <span class="_ _6"></span>dotychczasowe <span class="_ _6"></span>relacje </span></div><div class="t m0 x1 h10 y997 ff8 fs4 fc2 sc0 ls0 ws0">biznesowe z dostawcami zachodnimi. W ramach przygotowań zostały podjęte n<span class="_ _1"></span>astępujące działania:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3c h4b y998 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Grupa UNIMOT <span class="ff8">zawarła ze<span class="_ _1"></span> spółką HES <span class="_ _1"></span>Wilhelmshaven <span class="_ _1"></span>Tank Terminal GmbH <span class="_ _1"></span>(„HES”) umowę na <span class="_ _1"></span>przeładunek i <span class="_ _1"></span>magazynowane gazu </span></span></span></div><div class="t m0 x3d h10 yba ff8 fs4 fc2 sc0 ls0 ws0">LPG. <span class="_ _7"></span>Umowa <span class="_ _7"></span>przewiduje <span class="_ _6"></span>możliwość <span class="_ _7"> </span>magazynowania <span class="_ _7"> </span>gazu <span class="_ _7"></span>LPG <span class="_ _6"></span>o <span class="_ _7"> </span>wolumenie <span class="_ _6"></span>o<span class="_ _0"></span>koło <span class="_ _7"> </span>8 <span class="_ _7"> </span>tys. <span class="_ _7"></span>ton. <span class="_ _7"></span>Umowa <span class="_ _6"></span>została <span class="_ _7"> </span>zawarta <span class="_ _7"> </span>na <span class="_ _7"></span>czas </div><div class="t m0 x3d h10 y756 ff8 fs4 fc2 sc0 ls0 ws0">określony <span class="_ _12"> </span>48 <span class="_ _12"> </span>miesięcy, <span class="_ _12"> </span>począw<span class="_ _0"></span>szy <span class="_ _12"> </span>od <span class="_ _12"> </span>1<span class="ff6">  </span>październ<span class="_ _1"></span>ika <span class="_ _12"> </span>2024 <span class="_ _12"> </span>r. <span class="_ _12"> </span>z <span class="_ _12"> </span>moż<span class="_ _0"></span>liwością <span class="_ _12"> </span>jej <span class="_ _12"> </span>przedłużenia <span class="_ _12"> </span>na <span class="_ _12"> </span>okres <span class="_ _12"> </span>kolejnych <span class="_ _12"> </span>24 <span class="_ _12"> </span>miesięcy.<span class="_ _0"></span> </div><div class="t m0 x3d h10 y999 ff8 fs4 fc2 sc0 ls0 ws0">Magazyny <span class="_ _0"></span>i <span class="_ _5"></span>infrastruktura <span class="_ _5"></span>należące <span class="_ _5"></span>do <span class="_ _0"></span>H<span class="_ _0"></span>ES <span class="_ _0"></span>znajdują <span class="_ _5"></span>się <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>Niemczech. <span class="_ _5"></span>Takie <span class="_ _5"></span>położenie <span class="_ _0"></span>terminala <span class="_ _0"></span>p<span class="_ _0"></span>rzeładunkowego <span class="_ _0"></span>gazu <span class="_ _5"></span>LPG <span class="_ _5"></span>jest </div><div class="t m0 x3d h10 y99a ff6 fs4 fc2 sc0 ls0 ws0">optymalne z punktu widzenia procesu logistycznego dostaw tego produktu; </div><div class="t m0 x3c h4b y141 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Jednym <span class="_ _18"> </span>ze <span class="_ _18"> </span>strategicznych <span class="_ _17"> </span>elementów <span class="_ _18"> </span>budowy <span class="_ _17"> </span>efektywnego <span class="_ _18"> </span>kanału <span class="_ _18"> </span>logistycz<span class="_ _0"></span>nego, <span class="_ _18"> </span>umożliwiającego <span class="_ _18"> </span>import <span class="_ _17"> </span>gazu <span class="_ _18"> </span>LPG <span class="_ _18"> </span>z<span class="_ _0"></span> </span></span></div><div class="t m0 x3d h10 y99b ff8 fs4 fc2 sc0 ls0 ws0">alternatywnych <span class="_ _0"></span>kierunków <span class="_ _5"></span>było <span class="_ _5"></span>podpisanie <span class="_ _0"></span>umowy <span class="_ _5"></span>na <span class="_ _5"></span>czarter <span class="_ _5"></span>gazowca <span class="_ _0"></span>przeznaczo<span class="_ _0"></span>nego <span class="_ _0"></span>do <span class="_ _5"></span>transportu <span class="_ _5"></span>gazu <span class="_ _0"></span>L<span class="_ _0"></span>PG. <span class="_ _0"></span>Umo<span class="_ _0"></span>wa <span class="_ _5"></span>została </div><div class="t m0 x3d h10 y99c ff6 fs4 fc2 sc0 ls0 ws0">zawarta <span class="_ _0"></span>na zasadzie <span class="_ _0"></span>time ch<span class="_ _0"></span><span class="ff8">arter <span class="_ _0"></span>i o<span class="_ _0"></span>bejmuje pełne zarządzanie <span class="_ _0"></span>gazowcem <span class="_ _0"></span>przez <span class="_ _0"></span>okres 12 <span class="_ _0"></span>miesięcy. <span class="_ _0"></span>Gazowiec będzie o<span class="_ _0"></span>perował <span class="_ _0"></span>na </span></div><div class="t m0 x3d h10 y99d ff8 fs4 fc2 sc0 ls0 ws0">Morzu Północnym i Bałtyckim, regularnie d<span class="_ _1"></span>ostarczając gaz LPG do terminala HES w Wilhelmshaven;<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3c h4b y277 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Dodatkowo, <span class="_ _6"></span>Grupa <span class="_ _6"></span>UNIMOT <span class="_ _6"></span><span class="ff8">zawarła <span class="_ _6"></span>umowy <span class="_ _6"></span>na <span class="_ _6"></span>dzierżawy <span class="_ _6"></span>kole<span class="_ _1"></span>jnych <span class="_ _6"></span>wagonów <span class="_ _6"></span>kolejowych <span class="_ _6"></span>do <span class="_ _6"></span>tran<span class="_ _1"></span>sportu <span class="_ _6"></span>LPG <span class="_ _6"></span>zwiększając <span class="_ _6"></span>oraz </span></span></span></div><div class="t m0 x3d h10 y45c ff8 fs4 fc2 sc0 ls0 ws0">zakupiła kolejne autocystern do transportu drogowego LPG<span class="ff6">; </span></div><div class="t m0 x1 h10 y99e ff8 fs4 fc2 sc0 ls0 ws0">Poszerzenie <span class="_ _10"></span> łańcuch<span class="_ _1"></span>a <span class="_ _1"></span>logistycznego <span class="_ _10"></span>wiąże się<span class="_ _1"></span> <span class="_ _1"></span>z <span class="_ _10"></span>p<span class="_ _0"></span><span class="ff6">onoszeniem <span class="_ _10"></span><span class="ff8">stałych <span class="_ _1"></span>kosztów. N<span class="_ _1"></span>ależy <span class="_ _10"></span>zwrócić u<span class="_ _1"></span>wagę <span class="_ _10"></span>również na <span class="_ _10"></span>fakt, <span class="_ _1"></span>że <span class="_ _10"></span>d<span class="_ _0"></span>ziałania <span class="_ _1"></span>konku<span class="_ _1"></span>rencji </span></span></div><div class="t m0 x1 h10 y99f ff8 fs4 fc2 sc0 ls0 ws0">na <span class="_ _12"> </span>rynku <span class="_ _12"> </span>gazy <span class="_ _7"> </span>L<span class="_ _0"></span>PG <span class="_ _12"> </span>ograniczają <span class="_ _12"> </span>możliwość<span class="_ _0"></span><span class="ff6"> <span class="_ _12"> </span></span>osiągania <span class="_ _7"> </span>satysfakcjonujących <span class="_ _12"> </span>marż,<span class="_ _0"></span> <span class="_ _12"> </span>gdyż <span class="_ _12"> </span>niektóre <span class="_ _7"> </span>po<span class="_ _0"></span>dmioty <span class="_ _12"> </span>w<span class="ff6">ykorzyst</span>ują<span class="ff6"> <span class="_ _12"> </span>luki <span class="_ _12"> </span>w <span class="_ _12"> </span>przepisach </span></div><div class="t m0 x1 h10 y9a0 ff6 fs4 fc2 sc0 ls0 ws0">sankcyjnych i import<span class="ff8">ują</span> n-butan z Rosji. </div><div class="t m0 x1 h10 y9a1 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y9a2 w7c h73"><div class="t m0 xa h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">GAZ ZIEMNY </div></div><div class="c x108 y9a2 w7d h73"><div class="t m0 xa h15 y9a3 ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x109 y9a2 w77 h73"><div class="t m0 xa hc y9a3 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10a y9a2 w7d h73"><div class="t m0 xa hc y9a3 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10b y9a2 w7e h73"><div class="t m0 xa hc y9a3 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xb9 y9a2 w7f h73"><div class="t m0 xa hc y9a3 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xfb y9a2 w5f h73"><div class="t m0 xa hc y0 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y9a4 w7c h7d"><div class="t m0 xa h14 y310 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x108 y9a4 w7d h7d"><div class="t m0 x19 h15 y798 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024   </div><div class="t m0 x19 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x109 y9a4 w77 h7d"><div class="t m0 x24 h15 y798 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023   </div><div class="t m0 x24 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x10a y9a4 w7d h7d"><div class="t m0 x19 h15 y798 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x19 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x10b y9a4 w7e h7d"><div class="t m0 x4f h15 y798 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x4f h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xb9 y9a4 w7f h7d"><div class="t m0 x52 h15 y798 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2020 </div><div class="t m0 x52 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c xfb y9a4 w5f h7d"><div class="t m0 x2 hb1 y310 ff12 fs9 fc2 sc0 ls0 ws0">zmiana % </div></div><div class="c x1 y9a5 w7c h81"><div class="t m0 xa h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">Wolumen <span class="ff8">sprzeda<span class="_ _1"></span>ży [GWh]<span class="ff6"> </span></span></div></div><div class="c x108 y9a5 w7d h81"><div class="t m0 x2d h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">2 405 </div></div><div class="c x109 y9a5 w77 h81"><div class="t m0 x102 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">1 167 </div></div><div class="c x10a y9a5 w7d h81"><div class="t m0 x2d h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">1 066 </div></div><div class="c x10b y9a5 w7e h81"><div class="t m0 x38 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">2 507 </div></div><div class="c xb9 y9a5 w7f h81"><div class="t m0 x24 h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">774<span class="ls0"> </span></div></div><div class="c xfb y9a5 w5f h81"><div class="t m0 x75 h14 y956 ffa fs9 fc2 sc0 ls4 ws0">106%<span class="ls0"> </span></div></div><div class="c x1 y9a6 w7c h82"><div class="t m0 xa h19 y1aa ff8 fs9 fc2 sc0 ls0 ws0">Przychody ze spr<span class="_ _1"></span>zedaży<span class="ff6"> </span></div></div><div class="c x108 y9a6 w7d h82"><div class="t m0 xfc h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">623 379 </div></div><div class="c x109 y9a6 w77 h82"><div class="t m0 x1d h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">432 177 </div></div><div class="c x10a y9a6 w7d h82"><div class="t m0 xfc h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">605 194 </div></div><div class="c x10b y9a6 w7e h82"><div class="t m0 x5f h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">552 622 </div></div><div class="c xb9 y9a6 w7f h82"><div class="t m0 x37 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">71 777 </div></div><div class="c xfb y9a6 w5f h82"><div class="t m0 x5e h14 y1aa ffa fs9 fc2 sc0 ls4 ws0">44%<span class="ls0"> </span></div></div><div class="c x1 y9a7 w7c h82"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">EBITDA </div></div><div class="c x108 y9a7 w7d h82"><div class="t m0 x1 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">37 627 </div></div><div class="c x109 y9a7 w77 h82"><div class="t m0 x32 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">39 879 </div></div><div class="c x10a y9a7 w7d h82"><div class="t m0 x1 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">30 340 </div></div><div class="c x10b y9a7 w7e h82"><div class="t m0 x38 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">2 <span class="ls4">282</span> </div></div><div class="c xb9 y9a7 w7f h82"><div class="t m0 x37 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">11 986 </div></div><div class="c xfb y9a7 w5f h82"><div class="t m0 x107 h14 y1aa ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">6%</span> </div></div><div class="c x1 y9a8 w7c h83"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">EBITDA skorygowana<span class="_ _1"></span> </div></div><div class="c x108 y9a8 w7d h83"><div class="t m0 x1 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">39 194 </div></div><div class="c x109 y9a8 w77 h83"><div class="t m0 x32 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">39 879 </div></div><div class="c x10a y9a8 w7d h83"><div class="t m0 x1 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">30 340 </div></div><div class="c x10b y9a8 w7e h83"><div class="t m0 x38 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">2 <span class="ls4">282</span> </div></div><div class="c xb9 y9a8 w7f h83"><div class="t m0 x37 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">11 986 </div></div><div class="c xfb y9a8 w5f h83"><div class="t m0 x107 h14 y1aa ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">2%</span> </div></div><div class="c x1 y9a9 w7c h82"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">Zysk/(st<span class="_ _1"></span>rata) za okres </div></div><div class="c x108 y9a9 w7d h82"><div class="t m0 x1 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">21 638 </div></div><div class="c x109 y9a9 w77 h82"><div class="t m0 x32 h19 y1aa ff6 fs9 fc2 sc0 ls4 ws0">35 865<span class="ls0"> </span></div></div><div class="c x10a y9a9 w7d h82"><div class="t m0 x1 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">19 971 </div></div><div class="c x10b y9a9 w7e h82"><div class="t m0 x18 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">(2 977) </div></div><div class="c xb9 y9a9 w7f h82"><div class="t m0 x12 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">9 637 </div></div><div class="c xfb y9a9 w5f h82"><div class="t m0 x9f h14 y1aa ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">40%</span> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y5e ff8 fs4 fc2 sc0 ls0 ws0">Wypracowana E<span class="_ _1"></span>BITDA w <span class="_ _10"></span>2024 r. <span class="_ _10"></span>w seg<span class="_ _1"></span>mencie <span class="_ _10"></span>Gazu ziemnego <span class="_ _1"></span>wyniosła 37,6 <span class="_ _10"></span>mln PLN, <span class="_ _10"></span>a EBITDA <span class="_ _10"></span>skorygowana  <span class="_ _10"></span>w<span class="_ _0"></span>yniosła 39<span class="_ _10"></span>,2 mln <span class="_ _1"></span>PLN. <span class="_ _1"></span>Ró<span class="_ _0"></span>żnica </div><div class="t m0 x1 h10 y9aa ff8 fs4 fc2 sc0 ls0 ws0">w poziomach EBITDA i EBITDA skorygowana wynika z faktu korekty wyceny księ<span class="_ _1"></span>gowej zapasów i <span class="_ _0"></span>zabezpieczeń.<span class="ff6"> </span></div><div class="t m0 x1 h10 y9ab ff8 fs4 fc2 sc0 ls0 ws0">Na wyniki osiągnięte w 2024 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 x3c h4b y9ac ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Ograniczenie <span class="_ _12"> </span>możliwości  osiągnięcia <span class="_ _12"> </span>dodatkowych  korzyści <span class="_ _12"> </span>spowodowane <span class="_ _12"> </span>zrównaniem <span class="_ _12"> </span>się  przyszłych <span class="_ _12"> </span>cen  w <span class="_ _12"> </span>okresie <span class="_ _12"> </span>letnim  i </span></span></div><div class="t m0 x3d h10 y189 ff6 fs4 fc2 sc0 ls0 ws0">zimowym; </div><div class="t m0 x3c h4b y6ca ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wykorzystanie w handlu gazem ziemnym p<span class="_ _1"></span>ojemności magazynowych;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y9ad ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Zwiększenie <span class="_ _1"></span>się wolumen<span class="_ _1"></span>ów sprzedaży <span class="_ _1"></span>do klien<span class="_ _1"></span>tów końcowych w<span class="_ _1"></span> d<span class="_ _1"></span>ziałalności Unimot <span class="_ _1"></span>Energia <span class="_ _1"></span>i Gaz <span class="_ _10"></span>o<span class="_ _0"></span>raz dalszy <span class="_ _1"></span>rozwój sp<span class="_ _1"></span>rzedaży w </span></span></div><div class="t m0 x3d h10 y9ae ff8 fs4 fc2 sc0 ls0 ws0">ramach tej spółki na kolejne lata. <span class="ff6"> </span></div><div class="t m0 x1 h10 y5ce ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _12"> </span>celu <span class="_ _7"> </span>o<span class="_ _0"></span>ptymalizacji <span class="_ _12"> </span>prowadzenia <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodarczej, <span class="_ _12"> </span>w <span class="_ _12"> </span>tym <span class="_ _7"> </span>o<span class="_ _0"></span>bniżenia <span class="_ _12"> </span>kosztów <span class="_ _12"> </span>działalności <span class="_ _12"> </span>spółek <span class="_ _12"> </span>gazowych, <span class="_ _12"> </span>uproszczeni<span class="_ _0"></span><span class="ff6">a <span class="_ _12"> </span>ic<span class="_ _0"></span>h </span></div><div class="t m0 x1 h10 y9af ff8 fs4 fc2 sc0 ls0 ws0">zarządzaniem, efektywni<span class="_ _1"></span>ejszego wykorzystania majątku, <span class="_ _10"></span>o<span class="_ _0"></span>ptymalnej alokacji <span class="_ _1"></span>środków pie<span class="_ _1"></span>niężnych, zarządy <span class="_ _1"></span>spółek g<span class="_ _1"></span>azowych podjęł<span class="_ _0"></span>y decyzję </div><div class="t m0 x1 h10 y9b0 ff8 fs4 fc2 sc0 ls0 ws0">o połączeniu spółki Blue<span class="_ _1"></span> LNG z UNIMOT System. Spółką przejmującą był Unimot System. Połączenie spółek nastąpiło 1 lipca 2024 <span class="_ _0"></span><span class="ff6 ls14">r.<span class="ls0"> </span></span></div><div class="t m0 x1 h10 y9b1 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf42" class="pf w0 h0" ><div class="pc pc42 w0 h0"><img class="bi x5 y3c w5 h1c" alt="" 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Guwfr7x7ijsCLU2Wth74w0bnB099rBmgbidgWUWCW1Ara41DkDrx5Mv/PHbk/GS+OWi3zrpToynci4pclgkTDLEAkToAw5QahEaPPTIvf/+rTPjpXMXV/jj13/ptb+udz9AsQpsIExvFFTgVTCeuHrUOU9AG1JUb9SDDFotXLE+WlG3kuB9Nl1wOl1muhZG64RsZi6yS+yVXNXGpMZOoqKqg/PkMmLfbwKNSzUamg2rWiCzC6vt7/7B/3Hg6CmWAgTV6D2ZoWqbsq0TKBIH8gEuII+GQd/HBNA0eZMC0dAmapRr48ZkNI7JvBIMIuIMBpYjJxbUfBOzlQnDzY0ablKWqFgZx79438fAULCB11ajE5zDo8dO3X733UvjUvJBVD8qA6QXzEfj5UkVp4fsGweOjHhcpff85ade//O/vvO2Bya1K1u0yYEH7IZGgxjzqpbecPPyOI5qngT5+Ke/9NrX/8anP3OHAsaYtI3zzmdeTSaTAOuJzGpyZlBDgktwAVlLWUAW4BNcnK7tsTxanixPyNSyZC4kU4L3IMHaEp3/Rhf9O51Op9P5lmOgbVsIosYWqxivHnv4oQIR1ibUrqBS0lKPy56MUytCrHEr+u74ctx9sGh4c6SZBgn96PJrfuiHFiZVzr0+JKtTFpJT9Ql5RHZqNd27O1qjnpDUKUBoRTOiu/78fedw7jmkNiRNZpaBc2MkDOc25GftaIAMPTXAQMvl0V27N9Q03xK1ZZ7MNSkL5oxHZT0844zNW86CK1oRgIcYLB98tDpywoU0KPpEFFUBOjGgB2dpzzCc6uupvp7KUibCDxzhEystNAFRtTsxngq1aVINwBhoCGrwQD8EPLj/nrf8Se++/bOa1tfhnAb9vYd2v+M9aJPXFgw4RNKISGD8vW3XzABkmfisCGpKwi6PwZKROE/0ZHUiBnielKXPs2QJwiTUn+nF2AhjOONBCUBo1Wd94ozgSDKivI2Yndvos5mvfPWmWqddh1ogsiClZnZuCDYQGZsxGZHLZHVUeg8FwDAycpQsuUwUiZ2AKe8NWXxKcI6ZmECjUZn5wuCIsyZSNBkM50aTVlwf5L90/Y1VjUkTDKiaGoQYVYG7d98TTUnIYCSUF4VBIUbCDz38oDEsKVS1bdWm8/H0f731P73hD95Ut1pWIZkrioGqmWEymajGlKLPZDQabd58RrtaJvgm0sLi5Lf/tzfcc89xERb2AJqmEaHBoEeGcrxKFIdD7zxCqpvYKtSYVEi8CxrA5gumbwCREVFe5ClBFW0bARBRF/07nU6n0/lHIADlkpyJNmeE7MC7P75jsV7fthtjOmdkFyxbEdwJpmXy7HvaqAcRbAhdf3h1/OEvuxGhgcElynDVlZufc+Wq44KLPDKrUzgFZ8GdUePuj/y1qyclGjChtigYg/nYQrzl3o1109CYnIvOteRCBSolyOAQ0bbnPR9a9IGeAgmnvrZ7sO/U+drLq3Kzn0PUOTfMg0fMZPMZzeWXZjJEiUGUTcabJvX4pgfOXNW5iF5Ar6VBKz1IoN5qnkffd1FCiq2n2TY+5zjCF+7ZqK4fUr8LIU9xHCmAOIUkBTDipNzGlYV21/03v/5/Xf3YF84NGKy2M4p1im1tCl/8+oO/8QZ+9EhKk1WMazYXrJ+CPkmQn1bxkIIThGwtgMP4iZ1iHj9mCKAAJFurAZqWwSSbtrtBCwAm0y41RmZkiSwv+mUVV8fte9//iZRgqWHHTWrVYla4JpTTOh8gAQnUglrlYARQBCWQghIoGaVpAQwe3wHTpvlWRLLV8dhAiY08GSElFPlAlczc8vJk9+4Hc+/NICKAslAEbrv9bud9XhQhtZyhSTWcieNosSyrlVFqQwUhiCNyZW0f/PCnP/ihTy0tNt4Po5IZqvFo3dyspWpuxqewUmSNVouDHh869Mj8lq2xtkF/Qx3k1GL58//21x7ad9Q5blMiIkepniz2izgoopNx25xIukyo8hxG0TkGtGmrLBegbZqx58pR5aR21AoHoaCx0ajMyLyoKeFJon9X69/pdDqdzrdcP2nLqMl6iXFo+Z73ffzpdawBAwUSYtdSFriYtDpLHiE0DksUgnGcjHZ95K+v+8HvH8/mBUgzj2c9/WmveulNu28bVEImVYZGCCa9IDMB937hy+fecntx3YvhCCUiQEC87yA/cJC1qvI28MzYBZF8KF5btzAz98BcduXzn11y1gclg2Q4+bVd65o0A07QcY4RqGBS8mXWP5Bll77kxdOK5yjoAZik1S9+fS6klrT2iMyBpUzOt/l828zCstgsWqDCcvB6pcPXf237j72kTNH8oCv2fwoCEUU4wgy4gdbUZG2NNtz2a7+/buees2fnRiunMssbpNLajHndkaMn3/ORE1s3b/711xY51fBpXM8M55Kkx/1Unc7QA6xsylAzhjJgZgSdVo6c7jI5fRAYtFZ3ngiOQbrWdJJAMChB2QBMV3UkUISRmTZtEufmBpvuumvvBz98wy+86oUptV6yFjKejIf9waRSUGKblrYnghmRPdbjcm2xvDFMjZgMMKMIOr0K1oTAFm28OgHnaoEzUQuxjYNi0Ja156xtJjt33n3Nsy9IarnzBhCTADd++VbhQm3a3TQkTZknkJlSaK0qNVvvwNY0ybNz4t755x86eXwyGGwiylNqRMxRu3D84OzM4MUvvPzSSy5eWlr68g1feeTRI9s2bVpaGjvfr8ftbG9mafUEH1v45Ceu/7l/8+PDvlx60QV/+kd/WDcE6ps6J3Weh1Fp//nP3rtn76NCvVE5IqLcEbTZuGH+l3/pF9bPzwAgKJmxGShtXD/by/mxlp5MXfTvdDqdTucfRQ0U2oo4Nfn6ne3hU2PRQ0NEkSReWVKUM+e3NwsrxbjyxhFxgpbED2JYfGgfVpbKua3rASGCt+LKS222n5ZPDgy1kRLYKI/UM91UhyM33PT0614ATsiEgAJa7j02HyUgwPNMpCqqZ+mby1qeJGy+7FJsXNcDUwsQ4JHtfnAriMuVPnixXHW5hEnTQ9FqtlKHbRdciAy1wyrbekSnceHRg30XlyiNC02QBFLjtGG9P3K8DzPh5Mycti4mbRaPPLK9Kd1Mr4J2E/9PgRBCgnNAipaquUwxrg798dvT/Q9vd0W5fKqmtkTWMLdIAswyS2gPfvCjm19wRfa8qxDrbH4OlZl/XO6HkpnRdAWrGqnBnCU2SlBGemzafy36k01DuBjYCMZsjOktAhiMzQCa7jwBNlpLqEggiBM1JaK6jrGlP3/He1/+gvO3n7VdARg0EZGQTUOrwWwa6NdaXEJgDCgb09r/cfpAoshIbKcHBUBb1arKULUWxGawmKAGMyH2Pnt47yOP/f4MmGnT8tHDS5qkbZPL8qSBpsOYpERCRClyQuMgIALjtl0HH9xzoCjmAdc0LZumVG2cnz1y5NAbfvf3fvInX9Yr0DS2b9+/+Pmf/9VjC9WglzWNzvbmqjBet35T3aze+NWv/9qv/jiAubm57//+F8vpOizV6MSVAR/40MeqcmRijlyMibNMwL0s//FXfu+wWPv86HQZDxmYkJIxm5k92aR/d8l1Op1Op/Nt0KRkqJHcanXvX3zinGWaaTgQK7wPUtSiyM542Ut3POeq1jnAksSxb+DD5rra8eip0U03e4TZGlmESsDFZ57xjKcnazIYmyWCArnCI5ytdOpvv0LHTiW26V5fvVFKX72nF1IrbKTrGu1F8xF5SRnYBrPPe/Wr6n5BIWLSIpaPHt4zvmf3sCwFJSSMrERGjNSHuERPv+TywQXnW6pVYkRDk+XVT39u5tCJfmyUA1kqkuYJBKSXX5vNzjlwRRb6HNEs8/hEUS4deBA7bx+EWhC68+Ip4AgJSISQUeGg9+69/ad+6cA7P7i5rhstx9wg84fzfJzlXrxXRZj4MC4OHLz119+0+LYPZCtaa1oscLq1z+koTwnT3kGUDCmRsiW2IBbZElskO93Rc+0BAKwsSUinDw/z0Axr+wSzwpMBBjYjakENUWOovCcAVdn0evP79h5785vftrCwGhPM0M9nqzKQOVZhZTawEhkbPIC1JpZKUCFjNscqMv1OBCASTpcdKU4cO5qJM0ugVnwQTh6KFB1zaFvv3J133LGwWE0zc9SksPe/++vlmGPjGDlBzIwFpqoKoV5s3OpS08ZaAV9kkzK96U1vLSs2zWLLwq7o5d5ZvXrqf/ml17/qX39P4YJDzKU8/5y5N77hVyfLx5vxEicNdWSfjSY1IA/s2ffI/kUGcoFYS9owGrKarNZQFs4strljR9QvBt55i5r7IlTNIINH4xE8ojMVUzHTqAQwGQGaFOhq/TudTqfT+UcRQmBdRcmHjo++eu8FEzmrpTNHcv4KXzDi88fMuccrrnPfd83hDe5oFhZnsTSH8UCJmw1NOHL3nYYKCRMXlzOHWe5fef644LHoSo7lnq30MPZoEPNJ6Q+eHB84HKfhi4CWqnv3lXGV+rlqGltdF1z3/IQ0Ff3hxef2n/vMRZHgAZ8mYeFDN39qYpMRV244POGblVk6mcW2n8d+vuzsmS/9Hl03pIh+Xc4jyOJo97s++LSq3ZDS+iZtrHTLOG1tdGOE/sDzeuvWA9xCnZMipVyMJLhDx/CFnTi6lHfLfJ+aCCeIglVKQLrrT/9cb7r77HGU0ExcSHlWx7A8PyyZJaEwItF8KPOW5J6Hdr7pbUufuQEiC7wWkvH4sDzdlxY2rcxnpOmDkPCEen8DpqU9a8U9YkwmZA7mYGu7fQHAtHkoABjBCJEo9PpZiG3btsPhTDkJqvLuv3j/g3sOi0AYbauDYggwQQjERgzC9Cd/AxEcq5CymJAJm4CmQ+DTbxA4efKkc85MidVn5j157wSWO19XVYpp3959x44em/7AZArD2//LuwV9Ta7fn0/RMnGkZgqYCGV1rUsLkyz342YCYN/+k7fccpt3PSeFSKZJq8k4xvqcs8/8nd/8xV4uuQOjhk36Bb7rmsufedkFc8M+g3LnQlKXZWXVlmV9441fNwMMIsbUpLiMtOwkkCaGtVWpKWbel+NxzxcMQoKQhBaMhlEzGqZApERGiCnE0NaAee+ffOjYXUGdTqfT6XzLzfct+QvhFm69dbuNDZOFnnt06I9lPMakxKl2bgaXXomX/+Bx7y8ptmxfjlziqJdDg3yEZnzn3evr0cMDiMr6po9J7q78roeHg4V+UTg5b0RXnEI/nzmQlZzVZ5Y23nk0D64VlNxi6W7de9O5kH5DTVq3Oui1Tdw21i2ajrhmy6tfGjfO99BbRRYyGhy0697wme3Ly+dHsbGdymc3NOu3L+Dc4WCxfPTANtf7N/8qYcailsUQCfjSHfldD5eOH+65YH6bbBqbHeylY4Mwc/YF8tLvvq2fr2S9LAhYRqIzjV5VyaH3fxbJao5ARKNogIRgFqGGAG0RgQTrhgZPpvRAgVw1YjHuuYM/9ulnjceDZol12YuWWRoXhnrPgE6UFA4o1+6sdnzG4WLz/vmhBS3f/YnioYe3YDxCtYjQJkJyLfIxhFoUpTG09ESaT6xoeBC4iPB2umqc1gYJ/I2dpUgTJ5UQXWPcqNTghgAHCEJiJDdWG2qaNXiDqycF6WxvSMv1I65IWbFhuOWiD3/qC6OIAGT9MKlOEAIZYGJgA4ygpAqAo0kLVkVMzEZOhUyaJBNKs2aFESCAj+bQQkalJe3lPF8uxzYk7elSPDHSpWJm3dJqprb945+4nlkNEy/+0IHVveXCOIuWt6PJscwFFoPzgf0kWZLYy8KB/XfC+o6GCjy0//712za01K7UK3AaNA5n5oV7P/LKl5Coy8SM2wZO5swGWTa49ru/b9RWrdTB155abZtBbyCWf/Yz19NjkZxy5zex32q6jvOZRMn3cicb27rwmZosGDWx9cRMOYBZYAYYADngAHY+E+/yok/kps900b/T6XQ6nX8MjEwIUVfuuqtpJgFNim02vTPvekH6G88+B8KYm1m3betoUvaCbIx+rtRhkzaZa+7fjwePEOCUYD8pVMgAACAASURBVIS82Hzx0/Mzt7KSW2lSE8dsk2rUo6xq65Ti5IEHESCMQuOB62+MMSQk1cQEDs2gl6/Uq4Y827Bp8zVXNc5R0hxQTouf/JhbXCEjBRKZqBHgIeNRSTLYdumF7JwTodm+WULb7vzE3xDMUqAUyMu4mjjOU1bYGVs2n7Fj3bOu6K1b75W5NmsVRI2lAOxfPLL/bz7uNAKAYwgUINA35pVJQbBuFfCT6QNKuL8+kTW46/ffcdZKOhBHB+fRFnkRMNvQxpidXw/UiuOzvZWnbahfciX97isvf+uv/Mv/+3d/4I9/b93Lr10+dcRpXaQ2n/bVTKfP0dPLeMnAat/Ud/2Nz9I5xyxt0zhhcSgn47Ksv/D5Lx0+dNKAumqL3vB0QP0fGvzFGKbdLVWVmQEikPeemUTEe5+SfvYzn18tSwXFZLt23akhxBCcSK8oVFOM0SwBxsxmMMJ4PDEz78WAI0eOLy4uEq9laWZOKanqFVdc0esxQETTFxoRiHHppRfnuWdhtQii6ZdiiisrK3X97fynqNPpdDqdzrdY5eCgGJWHbt3lJLBTtbYAsVLtewu93vxlF6OfY1jMX3T+YgoZss2N2zTBuoi5EGcOn8B7/2YekGQIEWb+3B07vue5gJyBfma80rNJmvTIXL+noVm6/W5MJhQbv7L6wIc/YylOkJIFghax9VCDX4HOXXYZzj0ncr8P6UF9Nbn5Qx+cW1r2ymOgduYVbChU2iquFvmG512JXg+EykFU/cNH9t56G1vwpJmqElpQL59ZgWy87vnFYA5XPUN2bCOVoiVPmZkp0kS09XHnpz4ty6OYopKarHUi4mnamwbPLvr/97UpbO9vGB5b1K/eNxMhPlfnS6ZVgZJf11C/mWtmzzjrpd9/7X9953k/9cpHTu5559v/47v+/W995A2//cUPvHP5i1/tP7zaS+JCI0JQxKAGhky75k+3ufrmRP8nBk02oKoqs3T55c/o9TKy1Cuy2Zl1Bw4eeeMb3xojNm3cPpkEYDr8/B+76KqSmZk5aXLOmUJby8Qz2XRU4NjtvnfPQw8eADIR+fotd6SUTFUITBAGNBHUYM6zmRHziRMnmZkJBBw/vlRVlRMRkWn0V9Ver3feeecAUE3TRqnCNF2vfMUVz/RemMwsTYdAAFJMJ0+ePHZsuYv+nU6n0+n801ETuA3NDV/HoUOO2lpKcCiScqIl0PE8zy65IPVc5SJdedHJQd5CJJGLREoTrG52cvf7/sodOspNC1Nlqh2f/8p/Ued5boVXlE5ZwCFazm0a+0cO2X27OZXhgYfyux4WplGBBIVFoobLqj+cP+q8Xvf8hn2ChxpX5fID99nBg+vbyiVe6lHtkCdjhQMr5Qvzw3XXPAtGMcWRpQLukS/tOsv1NJQWqwKpSdHlfVg2dsXcK17WOMPTN8+/+Org88w8qwjEJ7Raby58796HddcDQpyAmgABAUjTzarUSJW+ydPO/2SUkopI9Omv+f2nHpHJyGFzQxtORVbXDIcj50op7rvqqh1/9H8uffeLb37r2+943W/jw195wd7llxwNVx2vtj505MRb33fkn71ucsu9fXIUEwS54wRTJgjIwNM6m28OO72l7NqfSRMRrZuf+ZEffkU1WUWqqzrm2cxnP33DV2+8LaQshulWWWakRmr0FIeAy8ura4k8qXPOscBo08aNO848Q1i9sBnlxcxNN91uyGLCzl33OCYvrCmGpjz37LNYTFVhKiKmSiRHjx0ztaZNACaTiYgkVRFJKZmZqs7Nzc3OziaFW2vWo8Da+unZ2cw5UUtEgJmIqCoIo9FodXW1i/6dTqfT6fzTkQBZHd///o/NrU6I64omxDGL6l02Ibfa789cetGIsVzI4NLzTm7qL7E0oIp1JUvLpE2qaGXx3ne8nwD0OYqrwP6Zl85cenHQUCAzm25apKOmyUGzC0t7P/HXKFeXvnrLOUuBoWVhyhBojXrGaFS35dlnrnvhdzWU5wATEenJ6796ZkoZSiFezalxmid1BoI0vu8vu3DdFZeAhJkdMeqUvrxrsFr2PbOFzMwItdm4rgebt+PZzxp5rmfdGS99QewXBLagmbpCyZsOVsdPPzYpr99JVU1MNRAx3aR2ulDTEkyh3aT/k+rD8Mip237/bcuHj+izz171msEF53LKN54MNgrL//L5V+z8GL/yZcXTzqidnx/ZJYvlZYtxrl2aj5O5yWjHqBocfOTgX/0N2kRmmK7GBQIIQgSwGX+TVlo8dvNmmuCNUPR6oHTq5LHX/+xPn71jK1KtamZuZrjhPe/9bC+fn5ndNG22udbWE/SknWr+f62sjM3WSm5ExBI0xK2bNl14wTkiKaZG1Zwb7Lp1N4B77zty8NCJXBxBTYN3/NznXWO6tmGZCJkZEZ06tWAwZlZDXdXOuWk1ERFNZ/2998NBPv111ZJz3mBqiYlCxGA4AGw6SCCi6RsLIcQYu+jf6XQ6nc4/HQJgNFm4695BiuLAGRsSq4lwEolZxvNzjFDADedn2syVDkGoNYwl1kO3KvXG9bPHP/81tHVwFgEzQHxxyfnLoMz3C6UEQ+brth1kvV5qDt95G8YrzcP7NyWYasswNjaMGQPKlmJZbt8o524vmHu6lvrsoQPzSg1agIMgEZwaGRLcKPNy1hk6P4egylwg4tQCHTreLpzqZ7lzzpKySBXaCdrB/Bx6OSMGWO+MzRDhaR2JqsGyzHFdb1XWw0ewtAzVoDGtJTwA0/bval1G+e+JigcPxocfPXnk4EUvvGoMW2Q71SMmN4Df0NvU+/lXPEByHHLei1547Wt+7NR6N3CzyVqQx8ZB9AkeCYZDJ3ByAQIYwiQwOJ3u2SmGb9W4y4gZKSZNccdZm849e8ewn2dZVtdt1dgdt++em9vcNnq64Gdt+PHU3k7TBLPTdxyImFiI183Pb9u6uSicF7BIVbaPHDw2qbB7996qaomnfU01z/1ZZ25PKZIlghGRATBu2ygs3pHZ2hICAojoseifUgIQQlBb+2/AYowghJDyPCci1bU7WmbG9O0+zbvLqtPpdDqdb0HCOW361xmtlm+7fXBscZi0bJtKI0FMo0WLGp952WUs2eyoXleHrTNbNrrMCQOc+4xEWsScuFxcWHfP3rD7ngZRgYHlquKvvWZ/5sbgfm0Z88gisxeyIceVe++pPvNZume3t4YJrZkyO0PqcxuTX7/9jB/83vHGeRspN2AGDh3kW+7z49HYKdix9zCVlBxo1cmx2d61v/zvGuRgx0n7odR77yv37N0iRaqrFgoQKZnjIhtsOecslM3swmSmaeCK887cnoEKySJx7XmVgmVQjg/vvBVV4tgW7NYingJGCgogAqjr8PPk51bY99EPnVth9RPXP/PFL9RrL94/Z7UwJ1dmg23/7tXt85+3pcX2hq2CvOTa9T/7w3v6cUy20EsnmtU8hTKOFny1cMdutPV0bOedd6CxNomQi9c2TLP2tChlMBioKoCUHn96A0BKKcuylNI00QKIMbZtS4SU1r7psc2ADWxEIUUWjEfL9aR63c+8KjWjspnkvYLZnTw5+tu/+XxRDAwAqZIqQcFPbdZ/PC5FJMsy51xVVY6FFXPD3ouufcZ4dMLnFkLLUhw6dGr/wVOf+8KXo7nYNEwKpMsvvfisHZs11cwGpBBaM7BzJ06cVNUQTRhzc3PTyN+2bQhherjatl1ZneRZRmBmAZCiOvGqmIwno9URQMwiIlVVFUURYhgMBhs2bPi2nT7dbr6dTqfT6XzzTVuLPJb+3WT1xNdvWVe1ueGUoZgr8rZwtSgoM13Zu/fAm96yZASLOyCDAyd6IWUJoLUpOp9MDOdpfezmm9c//yJxPktCfrDpuVfdsGl4RknF0orlNCYrdNoHPW5o4z3ven/vgaObYGzMqkokaiHRmPxk+5Yrf+YnDsNmM0YDLtqjX7yh/8jRPtypAeUTx3VLKTkWJnk042f89I9ix5mGDCKIioWFPR/6sCwv9hijqnG5BzmXOLLV1K7ctWvhN37LKo/1+cY2Fo8eJsSUYuPQOABksFasXlpa/vAn5n/lNZI5wKeUGAQiBSuYjJG6KconS/5ev3rXTdfWS3O3LBx8z18/45d/6ou/9+Z439FJ4+glV6z71VfCZetr4GSLLdlqHra85mWfesfbZyrn25QDeeSVXJdzzVYmOlpOYt4Ag1MUXBioretCPJI656aFKMxs0UJAlj3J22maBmCYqep0EWuv15ue/ESPr9Nno9P7gVkyS4PCfe93P/+6F1zzmZtvTqEl7jP5v/rLD8+tmwOglABa207gKa34nkwmqqqnt49om2Z2WGzZtP7qqy4nqvt9qSfR+3w8Xvl/3/mXu+64Jxp7JkdMpK997U/3+vCewQbT07dDKCSt2zrPZwyYm59zziUl5rU+Qqq6srKyvDyanx0AzOQAZfbMjg2HDh1dXh4R9Zo2OuemKwSEeX5+/mlPmwO+TWtbukuq0+l0Op1vdjh7XJnBWvoPsbl/Tz9FAnHGCX5lNFYQC/vQjA4efPiznz/1uRsOf/TTBz7+2WyyMiAHwCt6gYqIPCGP6Glb3Xf/QCmHgcgA2rp13ZWXHGxLhpMIkGSUIWll9TqR9qH9edvWUDJ2ygqw0Qz3lz1vf8FVGPZ5WuPtDE356Nd3clU6V9SgAMqieTADmtJokG257rswGLAKiMWAhw6cvOeenoOYsiGQjEP04H6/oMJGRw/e95GPL33mS0c++ukH//rTo1PHI5L3ooTGTWs4uHQcQ/PoTTtRtR4KqK4dNErgNC3vTt2p9GSjyhCC0xXEQYz73/epyZFT3/OaVw3P3ZFv2HBEEuaHQ5OmB2zNUq6P6Eq1dd365zyzcpmPnEdSRp3ROFNnqbUYp4lTgaQEhoKTCbGerpIn5mkxelU9YWT7hFDPDFqrho8xOudSAq91vVR6XKY1IM/zlNKgl6cYYO3PvObVJIk9DQa9lBQsVVUZYW2LMcJ01fFTOFBt207vRSRNzCxMQjY/29+wYf7MHVuqakWcMLmodvPXd504uUDMZKoxbNmy5epnX1nkLEKAEsGwVpofo9Z1zQQA/Z5MxxV0+ncnohDCsaMnAKiapumxkRCSJRw5cqxpApNM9wkWETODYf369d/O86eL/p1Op9PpfAvTv5mllLDnocn9Dw6AZPDD+SZgrrdeOKtDPcN6NmjLyvLZ5eTKxOdV7RnIRlpOvLZMbJQlJmMlhlSTO+7GoUUqyyiICeqLa376Jw71JXLuWuOWRR2RNB4zlrau1EPm5QxklAcxiBhtqHqnNs2d+/ofq8pyvTIEyNu4f//qV3flZpblbWsVbCbQkCRRShblgh149kWBOFeXQoJR+a73xn0Pea9mIXdF6zwXMxKpqScL9cKcVc+Lel5qLxw3W8cT8nGCECmRGRmvr2ljRT7RIKbxbXfb3r0OkZEcE4hAFAGFQAmxO4+eTKJeRrpjthG9dOwf/N/f9sDSyvN/85c3/OSPzs1uTA8cWh97hzBexaqFeF5aN5jg0u/7vqXhIFA+YX+qL6VDlpSRtKBqWkivYCMGTLFh3TqGJui0a42IxBi99ydPLqQEVTUYADOornW5maZ8IiJQjLHX66mCGabGjwv9BgIoxuiEUwptWznmF1934W/+9q8Ymqoqnc9MiVkMClIjhdET9hH+h2iahoimvfZFRJiryeics8/0ZK9+9b+u6lVmjaYi+aOHjgBCIilGmL38Zf988yYURc6khESMaSseU2rbdjKeTH+dbdu2xRjXipqIADjniGjXrjtiBBMDArCZEIkq7rrzXiavSiIep+ujDPbc5z43fRtHuV30///Yu/NgW6+zvvO/Z631vu8eznQH3avxSpYlj5JtGcu2PEMwhLYdbGiGMBkooBOqE0zSTVMUVZ1OqOpOSKcHmpDuprohFBkIENMMoRnaBmzjGIfBtix5HmRruuOZ9t7v+661nv5jn3ttS6arkUSioO+nbkm6pbrSuevuc873XXsNAAD8eXW/Lq/5OfvPf67d3WulLOuzSe3+ol/WbMm2gm0tFqesHI/1eBnash+T9jbswkx7nYZgOdgQbZmsb1f1E5/Rb71Lq7I0laCguP2yF9/4mrsWbQruUzU21JJ96MJ4sH99TXUcdycyWVeCFIPCfKwbdzxHt98cYupGlVSHOD7wnvfunD0INV4a+1ZdDmEjp6aoemlDe+NL7lgd31mFEKvFJh6cPXvfL/3q8TEP+TCFFBR7j70ryDc2ZmFmmz5cl0ur1UmVExvt4awezr33Ibpmo46P4USOJxd2otjswu6Df/DeoFKVg0kymZX1LlMXs/5fnPnrX/ma5ux+k8I59bPd/sKP/9w7/s4/Orz7fc/61m+O19yUztZr985uLZV+/1PzH/lX53/kX1x7+8uHybxY24fUx3DVgT/nYtncms+uvurKrH+yWDWa6+k3Pi1aULR10dbL6/jf/e53H/3/Ze4ax7xcDg899PA6r+WeUqpeQwgnT54MQaU8eneuSco5m6mWXHIfQ/Si/+y73vjCL7m9H5brvbA6OhZz/cM+d+XDn9HFixfXk/ExxBBCyXm5ODx16oSrvuH1f/nGm67LZai1mgVZshDdLAbbmM/+6jd9YzAd29mutaw/aHe//MHX1XKVi0y6/fbbU0p1/b+Icf2ZbmZvfetbP/uZc2YKIcijPJjC/fefffvbfyelVI6u8wrDMLh727RvetOb6r/HbS2s9QcA4M/9SeDeP/yjHclUZbYa+ulkc2e+GQ/7olpz9rIcLfbVm1KTam3DofqcTLJJVigag0pQiNUXi7P3fOSqWgepXUdR1z3tuc/e+7V3mHzSTDT02VejFx/LpJnIVjnq6Jh0k0kuO37jDR7VTTe10NCNWfn8/fdvWazJD8ex7WbuFkfl6lU+adrV9df2sqBGvauxsw8+mC/t7ZzYWV48bNt2OQ5j9dR0pV/mnFd5VdVU1d5THcYxtIchb0+7JnhfS1OVZJJm1byqK/XSAw9cI+UyqKbLx/tfjkT8Ke22ddPNx1Y5Rv/MZHnaZ6d368VzFz9UPvzzf/eHdeb620/eOn/GVO974Pg77isfe2j7Vc/T182SQvQQq1LxE6NMvrO5o+15XY/0KFWVMZt1692rIQRLsZZSSqnSol/cc889IbzOdLSJZRzzMJSDg/31+1qxUYyxlCHGuLGxEaPKWMIXK/a2bfNy0XVNKcVCDqmp0ote9KIPvv/+/f3hqquu2j08H+Ln/4rHOE+9WCxqrSGaRTOzGEOadNNJK/nV15x++tOf9sB9H+1Hd/ewfiAJnmKcTCe33Lxlptl0WmtWvPxaNPPqkkotpZQU49VXn26aZly5BTOzUqrkFvxP/vj999//wHXXnWzC+oZq61fjhfMXPvaxj8dm272ah2C2GscU29SkW2/diP8eXz7M+gMA8PgUaVSW9xpdg0oOxQZpT+Poy9TvfeRnf/qOd91z3f7+habud3EepmEou/XwYJpHG8J0ci60fRNzXO1P7FJMta9nDpoz5/3UUnIfUzfkSesnD216a22X//Sty7e/bcd3m9EHDxePbV31nd908dTxrDGu9txqn9pu3ND09IdS12v71P4keJqq2zlslrX7Nze0m3e+2FazixYemmm6bDc/vpz+0js3lpcU+p2uTcM4L4f3bR6UcjhRetsN08lXvHZ7f7752bA79d4Opr/y6/Mudrv715bQrw6GWLy1+5rh4Y2NvLu6Y3lsY5x/anO+EfrdrvbBnn64ce2F0BzYGOJBo4eTLlg630ysxqvKOLz9vTq7vy3ba2LfSiXsrMLJXjEMvr3kxfVo1Tb0xtd//Dve+JH51i2rnVn2i81u3Ti45tzHv+G9d7/553/7pT/xvz/j+39g51/+byc/+Z6d+OAHb1lqa3XDfmvWLebzaxfpYgrvvL57/3e+QcPO6RJ328P+ZM5Nv1Ni7HXni1546pqTq7DovfSqubFDK0M3/6mf/83v+r4ffff77t/P08+cXfzab/3BV3/9t18Y0qBJM9t01TIcNGHobPiyV7/UXSWkrLYqVY8l7rotvKZa5qWMMdayamfpVDSpOZgN+s6v/8rNyW5qz+0P92frs01q3Qqla3zV+YWu5HZsmirzIltVG4t59Vhr47lRiaFYyeHy7WHZ61BG7e0O8o0QNodqfe37OAxB28euTTVspfpXv+aVSg/EeRnjxqLOD4usW6RV/5qX3VnMe1M778yaMMzb5bHJsJNqLGkvN+eHfjltw7jK23N96ze+qbNB40JlCCYP5gpbk6f/jb/2997xux8cqvaW3ksf+cxn/8GP/WSM0xQnrbdtTnUMO5ub3i9f99pX2EphVCgmj1Isqlm5Wi/PVhvVtsZlTqvBZoMfr0o1XZQtwmNdDsesPwAAj8/l9QhRZuufmLmpkZpx1P7hO3/2X2y267ULdWP0SQ6dFKWkZiGrQz1lJ4flch5nbs2qFJPF5CEtvA6lrGoqbTdZlEt7cx/GcrA5vv//+rkvfeOr95tSFBsFO7XdvOK5D97/seuygg1Jqq6oICm5heJtbFZ55RZKsAunrj754ueXSVpIWXId2sX77n7oo7cdb88eLBZNrm3TLkvZaMbaz1IXnv+M6a03Kkmt+qRG+f33/NurO/VF5j7NZXvw2eiD91fFjUPvm9KpxHnfbsTNS2VZFIrNqpft+WQxnPMwJi81lBpTX73Mp5+4/xPP/sD72le/vFpdKCipOzpPJVR55NX1Rbh2Nl71N7/nbb/9zuly1S4unFJYxHzY6tJkSO6hltym3qsvLm7rqhss6MJDF33/RB0my9LW0M+6sV/c8eovXd+w26TOFaqPCtGkY8fsr//17/6bP/z3ypglBfO26aL8YP/gF3/xV37tV3591jUXzj/cpNQ0TdRxi15LDl6Cah77W28+8w3f8HWleopm5vVoxc4jFu2sJ9KDZLLYNjpz/an/4m+/5Yf+67+/uziYbxwbi9brjeRRMrdBprp+x+HoL/aIz0D34ubBJAW3KFuvLDJ3mUItFmVNk7Y25lI1hde97nU//N/844f3POdhNpuNvam6hfLCO57ZNpa9yqzrumEll9zkFqRGVoc+u1uMKUR9/9/63l/9N7/xwEOXFGy5GDc2toZSLi76h/Y/863f/f0v/JLbb3/ecz756U+8//13P/jQhVUJ0UpKE7PoZdVNZnsXD77u67+y7eTjlcuO14Lpys0W9nnnG62HMehx3LZM+gMA8LjT/0raeJCH7Bq9dmYKQffdXz/2yRpkVU1VV0onj7KgyXnp3GT28Lwtm7O9g9TWpoRQvZmE2C0vnTZN+jytpRnHaBbHEvbTyiz1ff8H98w+c2F502ajeLy4art5yy0H3kzLMFgJVSZbX57aKboX5VLUpzixNp256ZnaPh1LmEc1kvXl3O+8c37pYNNiKOZestL24GFpXrpLoX7JS+5KalQl07FSm72L+d6PR1f09RyrN6rJbRI3Ho552V1lJ7c/NRzuRz9pOxdWK8W4lboT0c5/+iPXzuJmro0XV1EeR4tD04Xl4sPvePdtL3lxnJVeaZC6sF7lb0WB9P8iL7cQVFZ62jWnXvSc4Tf+7fbYJOVpsaHkg1aL4G0Oo9eN0DRqu2Mb2pid++M/VMxRg+dVnV79cS2e9epXHT9zvcykYOurcyXVougK9rK77jy2Nd/djSklr7mMRaqmLsU4jvniYtlNjlcvuchiVVWQNymG4MOq3PWyO6+5ZsPMo6l6kX3B+TxXIrZaqBbczDwtF6t2MnnjV7/hx37i/8wP7nkpweP6ZE+XV1Nwu3y3s7mtNyRrff/z0US/gpu7Vw9yBXkYssZcJB2dals9BWta29iMUjapa7urrz598XC/ScnMmqbx3Dep3HLLDZLcPV4+oejymaTBFeXN/v5qGErTxdXKjx+zl77kBb/0y79ZvW7OZ8vVqmm6sLFxYjZbrRbveM/73vMnH8x5uHhx99jOyaqxZk022sWql6/65fDSl7zg1lueLWnMuW2uvNjDlcFyfcGl1ke/Vw+X718m/QEA+A/QYi6rQW4eVIKkHDS6b1jVMH72d9/x3BzOT2JT6ySXEspYSrW4Ny33Bn/eD37fa77uDeOxzVLaiafsXoPaOuq+T/7r7/ruyX2HT89pcrhswiq39brDerHtmguHGxdK/p33b914XVbV7qjONu56/sPHjx2efXjV5PWhJCYFV65VqeYYx8lkvw5jGr/k679Zs61aNa3ejaM+8Zk//Kl/9ozc7Bzs7Vh3SXFc+YliaaVFM33g6mPHv/ZriodqClHNwar+q//nho8+OHRxCFpFX6QyzYrVF9N0z0bz5T/yA+2r7nra1txnm9r3JnXepLo8iPuX3v0//E+feesv37i/yqHIirmF2oT93WfU45/9579222v+8vSlt+emrbL1noSisJS1vLoexWV1OvWxP/OW7/jUAw/Yew+uHvuiUe6qJbpPip9aNN7ED4fhYnPu5Xfe9o4f/8fX9atOzVLxD46FM2/+tpu+59u1tamYaghZFmUpNp571WyhueHM9re/+et+4sd+PvcHIYTGYq0+m82HYXC1HlK1dsyjmVktIVoTwzAcWh1f9MLb/tZbvltSCqo+hqPl8UFul7ftlqMtJ5J7qK5ocTqVezm5Hb/lG7/27/+j/3U1jKnb0Ofq36p5tVotmJt5dFm1Wm29E9yP3iSKuXo2qVQFixcvLZZ9b9bkkmO0PLq1ZWtzsjFXGdR0YVzlF7/ozj+++5djTKvFwaxr89BPJv6C5z/Xqwdzybuu7Xt3qy6vZq5G0vmzuylGc8WkXPw//xvfds9HPvgnf3LvZBJTbK1qGarnPBSltLEcqtdm5/jOMAwbW5su3zu4mGKctOOrX3nXf/m333L6dLfqy2SartxgZ0dfU4IUqtY327lUzKNU5SatQm0yNQAAIABJREFUdw8/xtcPa/0BAHi8Meaqkl/5ZmxRIUSrRX3u3/UHpw9XfWyG0OQQi4USrJhWks13Tj3nBTp1Zjh2rW9erY2T9cRVi5NX9aeu1q23nn7e88tsZ/DkaboMaZk6U5BrknV88L13vacxX1mpned5nLz0BfffdubB6XQV2z62OaRsKVvbVwuzzcNgeWt+Xj592pnujV+xt9VeaLRsTL76+K/+692zD8QqlwWP5iGqNY9yXVRMr32pbj51sUsPRZ2P0uLSB3/mX57oc6httbRowqK1IVpwL2PVxmb7ilfpxpvt9NPK5jX1muvG+YlxtrM4dVo333j7V32V+7Qp7RC7g6btYxNqOFbiTXvl6nvO6md/rdldTpTTOn1cxWxJpXwxVXGMs70UNl52x23/4AceftXz7z62+anN+UEzbcd2Y5m2V+G4jqtMzz7z+u1v+arFw+d092dXwT6x0973zOtO/vBfu/nv/pCOn1YwpVjM4uUnCkVZY26adfre7/mm133ly2+6/rjK4dY8mA+Lw0sxuJmapl32fUjNZDZvk2IZzXur/UvufN73f9/3XnvtTptkUs1juPwpsb6mwVSCSlA+urLB5GayIMu1jEH6T9/4+q1pM2tD9BJUzH29Rd2tKIx+9F9av0aqLJuNpmxezdW21T1Lqi5XOHv23JhXFrLXIcqVPVq99voTMrVNkodJl+584W3yUXXpw4HV3ITwpjd9xfFj0yZYMjVNOnnymFmWDW7ZrbqCKy0XfYwqWU2yNtozn3njT/z4P/yWb/qaJhXlVfDiIR8s96vqMJZhlaNNDnaXk9StDvaX++e3N2za9l/52pf+zD/90ec+97oYNZnGMa+kenmR03odlPnRc0A9Gjcbw3oML/+Lx4ZZfwAAniBXvh37UaOVBx/69Cc/eWI1PrufSdk8SGEM3qcwhMmhmvkNz1DY9Hw0l5dMUTIP8tnzn/vK9/36+3b2y3H3qriU71vvNbQ1eIyf/cC9xy+VzUlW00mazHee9bJXDb//ieOHR8eRrA8XSbKoJuTG9zYuHBxcd8vLlWaS22I1n3T5wXPv+83fPRHnuR+q5oOaPqYam31vt0s6KLr+jhevxrBpIaimpIOPfXr/3k+fVnPrXlNU92MtNrZFUaHU5sSZp+vkNXWMQwhB5sGbZApSbLTK89tffr2uOt4PuZ+MFjZtcqlZ7jba6K2t6Y/e9Z7n3P9gPLmVVY5mNP0Ll3Pj8x403UKbju36cvbyu277yWvv/ql/tnfPxw/e8/7Zuf3Wap/CR9PGiZvPPOu7/8qJ22/+wx/874+Hkxduv+rYa15066tfMXnlq3PcSDXVpnj43PGZcreU5KUUH0s8sdX9xP/yQ//uD9//sz/7C7/3e+86sP3ZbL5c7YbYjtm7Sds2dbG8MFHfpHDjmRu+/C+94k1f89rbnvP0sc+TLpmqxeBeTap58LJqmyjLYxmjgkLO43J9ZM5YahgO43RjHMYzN2z/4H/1lh/9hz+2d7CqamThyi26TRPWH2Ow4LWY5zbWvizWF2lFKzUMwcZalEwm7e/vj3npUrCgWiahqvZnrr+qFsm9VnfXM2+5ZaOzZe7VuNVVY/7mN39DyaOCV9O0bXe2NkwPBlvZ0cdRXD4ORw/5Y+5TCjWPz7z1zH/33/7wHS/4kl/8hd+6++6PWhxXuQ/eNGGmNiovtrtgw/4srlzjHc962le/8T9509d++bAcZtPWa5V5iHb5q8f6jNvPnW3rdQyWzWu0Se6XXUoxKHiNj/Wzg/QHAODxJr/JihRMFqWiJIVS9i/uPXTPhz+z6mvbWNjKIY9pXDbjoq2rZJdmG+1zbtPVx3LSmBRKlZRDGCU3tZNm/rKX9r/6Gx8dPzJdubrJQrZ/1eHWfp4uvN+Yfujw7Im3vfPar/hKdbFKaRme+/Iv+/1ffte9n76vKkgK60tQaxjGYdm17Ylj4w2n7K67bKGtmambKNcH7v3Ip8+ePd204fjO2VwXjR20aYjyxXD9blPOXPe0214wsQ31obNSLX/ggx/8WCy7O82z97ZWqZ6f1WU7SnLZw208fdst2p7nNC3SotdGqupilhZS6pqwvbF30w3DalzFeuB1o9n4bLx02C5PLbrB2sO5Ns5+9rSecVS2suSa8sr6YoJZ6wrSaNNDyW+69Y6/80Paz3rvh/X2d33y4x89bMrkS1986/Ne/qlP3PtTP/0LX3bVrc/5K9+mb7+rXL2T1Z3VdGcZta+6E+rl5R9hncgqMo/JTKFK1csr77r9ZS+5/dKl5bvf++/e9rbfvfdDH7u4u7+7d9i0k2PHT06n09d96Wte/oq7brjh9Pa2gkmutktHARuipNWB2uizLhwuD6qsm8zHsY+W59Nj47BIYcNCtNB5LU3X1qpv/sY3XLp44X/8n/9JVK4K6yBOXT177oGtjTNdjKpStVr6lDzXMcSQ3IIpj3ub87Zflsk8HhyM584+qLoMoQZrYh27JsSmbm62y8ViMptZtDr4mRuue82rX/zHd3/o7EPnT5/cvvnGm2655UwwjzEt+iFGvfTOOz7wvruDrNoYFNbbbVf9yqssyKqbFIPLx9mk+Y43v+FNX/2GD3/ogZ/+mR8/f/7ih+796NmHLngNKbTTtn32s5/++tf/pTtf/ILnPvdp02nKJlOVaggueYzx8p/DUfqbBUmL5dgmTZPXPEynXd/nqLw6XG5ef2LvoianHtNXq8+/dgQAAPyZracArZg8KagEmcagplbtXtJ736f9la46plAUR4W83qxXBovzE7r1NrVJQUM/tqGqiYcxDdKGSrNc9X/0x112VeW2S8eP983Z9oGl5aBpON/pxG0vzOoupVSkndJ3D+/Wj3wodEmS1vsgXfIgC7Xk3rLmXXvd6f7EDVWS6kQezp3NH/tYW4OGUVbVSq3lqBBjeLCqm+UXPbOfdvO+9ZD3mhzPPrTx6fvVBp3PilVtUazrFJPFvHMs3foshaaMii6FlZQU4l6woLoxjPrQp3X+gqbRg9lkXsbdmA+1aNR77rR8/i2rYyeS4naJYTQl9Ukdr65Hqes14EWSFo32pajVyd516FqsNB7qWLu7s7U9mg6W4+6iGXbUqL+hlBQm3iytm/fSJQ2nixTD0fk4klXT6HIpVSW/vJN0/Sjm0oXd5c72dMgaiyyobSRJvdpWMg0rb1pLQZc3ph6tXHdP586uHr6wO9/cWfXl4HA5nXW1rpaHl174glvKOHoZJxMvWTFNSw0yPfTQ8uLuoSteKdTVePF5t90cJR89mWXpI595eHSNRVGxLcGK5flCQ779ljPrvbDndlcPnr9YLMljrE0qsS8X2s38jBtvKodD27WSatAD55ebx6brFUrjQhuzPI45NZNa5UEf+MAnUjt1JVfjHtdb50/PV9dce0JS8axQXGZKrlCqLCiP6hqVoksXh2FRzELXdSePqx/Udeuo99XqoJsePdh+/ibeKz9cclfOJaR43wOXmnYaQtf3eRzHrXmnKs/56tOtPaYFcaQ/AACPT5Fcq1SzSitvSxwX1ZsYG48u7e1rzMvTG1XVVaXSqAZZytFyUo3yWLuoPARVpTjGZmUyeVQf61BVa+guuY3WjRquzqsN16LJe4qbpU3e7qfUS1fV3PZ9bn2IVqUsVVmQ4tGaidjLq+JC+fjQhSbIqnuJZYilNiHJVWPpY17Ii2p1v3rZSHF/Nh1UTxy4JnGRcq86k0bP0YLWS7V1dPDg2OcuTUKJIbReXGZWF4pNCWn9IQXlmJdmpcRmX2lQkzQeU7bBTaYUd4O7UqewUYONpiiPrPn5ounv4ejP2JS0ilrmMgnW5apoYyiLUJdSGsau3XQvW/shqOxv5nlVWESlJrfSoDwdotro682kUnBZriquKDUm1dzHGN2Vc06pGXOxEC2Yr1cJheBV0V1mcsVQXVVeQzhaQLQ+mnUctb7j1k0hmAeNo5pGQXIvwWoto4JMMYQmj24WYjja8bpe0+5SrrmUMmnaUBRkRcpR2aT1IbmukHUYxmloLMtLCTGMXq0N6+XzTVUs6jUOGqdpkmpQlUYvTfUmDq4gefWQa9d5KW6W3E1yC7Z+8ll/NL7+mGoOFqvXmCyXsUlNqS6zWi1Ec5flGmOQVEt192DBgslUq5cyxCiLFuwRR53aF/6DSqnBwphrSKG6XApR/apO2lCGsUlpzN5NHkv7k/4AADw+WapatL7S0KhulqCxyWOxzSZLVnIbpJxkUpSvTyR31XEsppziwupCuZHP1UhpfW5fIymvYrSyOIzdXKGV7FzQiVFWVNp+FcJ8DFpFRSlKoahfqmu0PtA/rI8hl7mp2Pqho45DmHVanyBeR0lKzdGMrqQgT7XYWJWXRdt7UaPV412I0sJVilrPsS6ztWraqVmVBsmlpJw0mFpJw5jaeCg/lB9X3VdbpXnVpMpNQxySSsxB3iiGMcikLA2qVWaqE1krWTHJFFRMHO75aK7BNEpBpVFNR38EQStplI9l1VnYGg73m+ZinDZKV2f5crywmbeLt32U0moWl9JMq6Q2lnB0Rk50hVxU1zkd/GgDwNj3TdNofVNvSpK8ZpnZ0WNZKmUsdcx5mE46s8tH+HuUB0mLvUvT6dSabt20pbhFyzm3jVb9smuje65h6q6aS9tMTFeqX7L1AT4qcilGhXxQUopqVKKyiqsmWfRkRTll8zDsr6ZpomRqarHiKqYQvVEJ2XKNHt2stxCiqkrKnvxgWMzbWSl1ErqqIVhTskkKppxz0ybZKF9/9pq0fs9lvfFApdQQgkvVc4pxuTqIKSSfhhAsrDerm1RdWo19dUsppZCkED2vF0Udfe5d+R2vH+4kuV05Nriu1xdJpYwxBrmXYSVXnGw8htcPa/0BAHi8LSZXlRUpqbrciqXYDtKhlGNMsuNZbqpFkuL6kPDUBJOZJ2mi6FJWSlIjtVWq0lA0SXEy1TgqV4XprJONUpZZss41Hh0spFarFNV0TV/jWNfz5TVUeYjFZY1GVwzBOg1SHBVNIUihjhqX6lqtj+23Yim6pGAzdaZOh/1Y5832xHXhQB7rpN2YtNbrwDUpSoNUpKg60Sh1UlSjXJXGlQZpw6UqpSr1skYryzHkjSFIQVUpBxsVNxRScKnxGOrlAooa7ShC8ehnzay+KIWoxqQxqUimhWqycDxOUy/lftakQUm1+kKxaxrFC7FszupUtciDkuRBdf1ncaW2Py9A168Ka7qJquqYY9MqjwpmFmSuWrxWtyKvbRPbpnPPtSqE9vP/G7OtuWReB68eUhuj1To2ySRvkmoZYkpVUVYtNldO6pSqVOVF5lJ1hb39g0mcdrFVVBlLiBZUsgYprU/BWSwPNibz6cZMVZJ7HtVkqZiC3OXNUPoUU87ehcn6o4vBisq8TabcxVTLUFUteFxvoXU1KclHaZSqapI3UvBQLl06b2q2t3dSDO4yKcQk5emklYpns7B+7PaqMtYhhNg0bZVVaVVrDCFqvRhP/x9n9ZRhkJmFEJLlPKYUvI59v+pm09hevorhz45ZfwAAHpdaNLqGVEf1jcrMLfbRQ5eT7XrJUZKOeV1/k19fhnV0fkeQW/WoZelTbKNikEK5/D09uEKtnt1iUPRqRWrWNy9FDVKS0iiZctKBXPKu1qni+hjFo5MC3ZPMx2IxqriCDakWL8Hi+j6CeHlxcfjciTq1evBliZO4jBqkTt6OY2jSqNAPmpv2GrXSZP24Y6pRbopZqpJnT7WPmpR2jHKpHaUiJa1SdZWuelAqZsMQO49mUlBNKuujE13rf8rJS6idGl5gj3rSHKrGrCCFbj3h7+aNVlKQuiqtqnxVuzikNlVLozTkxWbY09jIZrL26DrYHBWtXjlFxxVqPar2YC6rl1egrFe62JWz+f3Ks4L7el+J11rs6K2AsD6P/2ixzvoNiqPqvDKNXUsZmyZJXsvoce61hhC8FrkHk5mtV7yvf6xfGsFNrmExtrPGg7tKVQmy4EFuNbi5WTVZkNa/l/WiKJlH1VisKpiqQo1mJpOr5DqEFKrXZMk8yNYpb7Wsf4MlxPUe/vWNvkGyqhJClKwUl0Iwrd/qqJ7NvNQx2cylWovMw9HoenaXLFiSrLra9dP2ejjscxVvn/cQ5tUt2JjHlKKZSsnrdUSSq1aFID2Wey9IfwAAHmeKqUhFRRqkGhSSmnFVm5CsCbIh1z4F3mZ/pF7RlVKuKaQcdK6Os9DMpdi7alHjnmSkP/CEIv0BAHh81nsuY1Uci2pWNKXkIWRpGLQ6UBm1OWOcHjVuvWrR/qB2rhj6SfDpLCmk9bsHSUNQy61ewBOKSQgAAJ6I9K+SQoyxV1jVuuUWLuz90T/5yYf/79++Zsz9yFE1j9ToYDuMk7E5N9ZzG9Onv+W7znz9G9Q2NSaPaTD1j21BAwDSHwCAPy9xnahBFoqUpYOct0pVtZP3PTz7k4/euNhfRdL/kS51hwstbOjMOm3P88EFxWGQ9RajFOh+gPQHAODJZjSNSRNpfeiGSdtta8tRCpulTsZBWiy0ZKAeYb+zgzZoFbI14zT2NijWpeqoOpVaV3Cx3gcg/QEAeDKlv7QnSZq6gtRIC1cNiuovtvmwHdpRpeUb7iMdWzTXHLST0uY6bYe0cTDRkKbtOviLrQ+KAUD6AwDw5BGkTmpdlmWuNmnlKl1q0uojp5v7rksPl3l3lm+4j0qQXsfH7oQmvdoLq7xZp6qTRqFTmMjNi6rEyUjAE4oTfgAAeFzq+oqu7CoumRpbRI1WJ1ouH/hUffBT0/6w0c0M1CPsNmUIdXuos2bzUl71N1/nJ6+qCtvyeZZGl0sz0h8g/QEAeBK1v5TXfysyKYZlCFUelW1cpLKIsS6a6xmnR6a/DqvKjqSxWLNxQcpqOum4qxsvb5tgqy/whOJhGgCAx82kKIXqqkUxeO1KCmpVTSWqllllm+8jzcZekoagEjSrKdXaNUFqq2QqjVamOcMEkP4AADx5eNAQNMhHFak28g1rbHDt50++/R0PfOjeerC3GQ8YqEc+LoW4urA/2z55WDVMm6e99tXXvfhO6eg+rz3TRbFMCiD9AQB4UiWsqzW1HswmC4VUZSvlbkxxd//33nry//jFpuxHRQbqkeNWizdBox8vzcOzyXBqolc8p2gaPCxNG+7H+qxJw0ABTyDOywUAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAOkPAAAAgPQHAAAA8BdCYggAAHhc3K131SCzWdKy0dlZ3fFBFy5OfbGcDFddzK6tR/yi8IWzby53+VNq2B7c2btYLz7dts8t8oVjM5s1gzxrnJV21ps6O5w0c15dAOkPAMCTqPyDaqtQZVINqlKr4GOVdRpkJQW1D27sMVCPUPJw7dhujAqalTJpD3PrihbkUlAxjYwRQPoDAPCkMkrLULsQGsklkxopKCrNh9pcHLWhuDnsP+JX1Vo//6dmZmZPqXELcXpVc0p9Mc3GS8Mkd8oxJpObgkog/QHSHwCAJ5krC3WCq5qiVCT3oNgMW5uLkycOD8vmfv/I9PcvTH+Z6amV/rs5Ho7DXGEhe6jkedfJghSeYsMAkP4AAPzHo5GiKxa3alGypCJZ0yis5i+781iK+XDYS/kRvyo88vnhKbbSX8qmUENexOTppq3Z1nNvzjEVszbIipJrxjMA8EQzd2cUAAB47GpVripR1dbLfXZLLU2Zx9h5Vj8ql3Fj9qj0f6pv8w11GeughakkTZvDznqbRGmzKmQpSFG8AwA8sZj1BwDgCWJHFT+fhKXCIMlS10kpDXzDfZQSuhhsthXMo1scFIsUr7z74VKVIuMEPKFfpZj1BwDg8ajy4jVWC350Ok2NR1tUoxSrW3UFLtJ5pN5KMW9lQVZlvcylRmqrrEgmGekPkP4AADypElZ+KG+lViFeiVW/PG9dJJcmHFfzKCWoRuly5V9Z2+NHP3VjvQ/wBOP9RwAAHieTzFWrapDq0RZek9vRv3TJM8P0SDWpxKMtD58/D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class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">66<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff8 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="_ _5"></span><span class="ff6">m i </span></div><div class="t m0 x1 h10 y28d ff8 fs4 fc2 sc0 ls0 ws0">Unimot Energia <span class="_ _0"></span>i <span class="_ _0"></span>Gaz, <span class="_ _0"></span>a <span class="_ _0"></span>także <span class="_ _0"></span>zmiany wo<span class="_ _0"></span>lumenów sprzedanego <span class="_ _0"></span>i <span class="_ _0"></span>dystrybuowanego <span class="_ _0"></span>gazu z<span class="_ _0"></span>iemnego. <span class="_ _5"></span><span class="ff6"> <span class="_ _0"></span>Ponadto, <span class="_ _0"></span>Grupa Emitenta <span class="_ _0"></span>dy<span class="_ _0"></span>namiczn<span class="ls7">ie</span> </span></div><div class="t m0 x1 h10 y28e ff6 fs4 fc2 sc0 ls0 ws0">rozbudowuje <span class="ls38">sie</span><span class="ff8">ć</span> <span class="ff8">sprzedaży do klienta biznesowego, co w<span class="_ _0"></span> przyszłości może pozytywnie wpłynąć na wyniki fin<span class="_ _1"></span>ansowe tego segmentu.<span class="ff6"> </span></span></div><div class="t m0 x1 h10 y35c ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y9b2 w7c h73"><div class="t m0 xa h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">ENERGIA ELEKTRY<span class="_ _1"></span>CZNA </div></div><div class="c x108 y9b2 w7d h73"><div class="t m0 xa h15 y1a7 ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x109 y9b2 w77 h73"><div class="t m0 xa hc y1a7 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10a y9b2 w7d h73"><div class="t m0 xa hc y1a7 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10b y9b2 w7e h73"><div class="t m0 xa hc y1a7 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xb9 y9b2 w7f h73"><div class="t m0 xa hc y1a7 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xfb y9b2 w5f h73"><div class="t m0 xa hc y0 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y716 w7c h7d"><div class="t m0 xa h14 y310 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x108 y716 w7d h7d"><div class="t m0 x19 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024   </div><div class="t m0 x19 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x109 y716 w77 h7d"><div class="t m0 x24 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023   </div><div class="t m0 x24 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x10a y716 w7d h7d"><div class="t m0 x19 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x19 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x10b y716 w7e h7d"><div class="t m0 x4f h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x4f h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xb9 y716 w7f h7d"><div class="t m0 x52 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2020 </div><div class="t m0 x52 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c xfb y716 w5f h7d"><div class="t m0 x2 hb1 y310 ff12 fs9 fc2 sc0 ls0 ws0">zmiana % </div></div><div class="c x1 y9b3 w7c h81"><div class="t m0 xa h19 y2bf ff8 fs9 fc2 sc0 ls0 ws0">Wolumen sprzeda<span class="_ _1"></span>ży [GWh]<span class="ff6"> </span></div></div><div class="c x108 y9b3 w7d h81"><div class="t m0 x2d h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">1 657 </div></div><div class="c x109 y9b3 w77 h81"><div class="t m0 x102 h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">3 735 </div></div><div class="c x10a y9b3 w7d h81"><div class="t m0 x2d h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">2 546 </div></div><div class="c x10b y9b3 w7e h81"><div class="t m0 x38 h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">3 145 </div></div><div class="c xb9 y9b3 w7f h81"><div class="t m0 x12 h19 y2bf ff6 fs9 fc2 sc0 ls0 ws0">2 573 </div></div><div class="c xfb y9b3 w5f h81"><div class="t m0 x9f h14 y2bf ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">56%</span> </div></div><div class="c x1 y9b4 w7c h82"><div class="t m0 xa h19 y197 ff8 fs9 fc2 sc0 ls0 ws0">Przychody ze spr<span class="_ _1"></span>zedaży<span class="ff6"> </span></div></div><div class="c x108 y9b4 w7d h82"><div class="t m0 xfc h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">379 794 </div></div><div class="c x109 y9b4 w77 h82"><div class="t m0 x1d h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">396 926 </div></div><div class="c x10a y9b4 w7d h82"><div class="t m0 xfc h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">457 184 </div></div><div class="c x10b y9b4 w7e h82"><div class="t m0 x5f h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">222 971 </div></div><div class="c xb9 y9b4 w7f h82"><div class="t m0 xe h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">120 127 </div></div><div class="c xfb y9b4 w5f h82"><div class="t m0 x107 h14 y197 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">4%</span> </div></div><div class="c x1 y9b5 w7c h83"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">EBITDA  </div></div><div class="c x108 y9b5 w7d h83"><div class="t m0 x1 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">19 268 </div></div><div class="c x109 y9b5 w77 h83"><div class="t m0 x32 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">11 261 </div></div><div class="c x10a y9b5 w7d h83"><div class="t m0 x1 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">25 478 </div></div><div class="c x10b y9b5 w7e h83"><div class="t m0 x18 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">13 950 </div></div><div class="c xb9 y9b5 w7f h83"><div class="t m0 x12 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">5 236 </div></div><div class="c xfb y9b5 w5f h83"><div class="t m0 x5e h14 y1aa ffa fs9 fc2 sc0 ls4 ws0">71%<span class="ls0"> </span></div></div><div class="c x1 y295 w7c h82"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">EBITDA skorygowana<span class="_ _1"></span> </div></div><div class="c x108 y295 w7d h82"><div class="t m0 x1 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">19 268 </div></div><div class="c x109 y295 w77 h82"><div class="t m0 x32 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">11 261 </div></div><div class="c x10a y295 w7d h82"><div class="t m0 x1 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">46 978 </div></div><div class="c x10b y295 w7e h82"><div class="t m0 x18 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">13 950 </div></div><div class="c xb9 y295 w7f h82"><div class="t m0 x12 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">5 236 </div></div><div class="c xfb y295 w5f h82"><div class="t m0 x5e h14 y1aa ffa fs9 fc2 sc0 ls4 ws0">71%<span class="ls0"> </span></div></div><div class="c x1 y9b6 w7c h82"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">Zysk/(st<span class="_ _1"></span>rata) za okres </div></div><div class="c x108 y9b6 w7d h82"><div class="t m0 x1 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">14 060 </div></div><div class="c x109 y9b6 w77 h82"><div class="t m0 x102 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">4 453 </div></div><div class="c x10a y9b6 w7d h82"><div class="t m0 x1 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">24 556 </div></div><div class="c x10b y9b6 w7e h82"><div class="t m0 x18 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">16 244 </div></div><div class="c xb9 y9b6 w7f h82"><div class="t m0 x12 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">4 587 </div></div><div class="c xfb y9b6 w5f h82"><div class="t m0 x75 h14 y1aa ffa fs9 fc2 sc0 ls4 ws0">216%<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y9b7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y9b8 ff8 fs4 fc2 sc0 ls0 ws0">Na wyniki osiągnięte w 2024 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 x3c h4b y4a3 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wykorzystanie <span class="_ _13"> </span>zmienności <span class="_ _13"> </span>cen <span class="_ _23"> </span>na <span class="_ _23"> </span>rynku <span class="_ _13"> </span>t<span class="_ _0"></span>erminowym <span class="_ _13"> </span>energii <span class="_ _23"> </span>elektrycznej <span class="_ _13"> </span>co <span class="_ _23"> </span>pozw<span class="_ _0"></span>oliło <span class="_ _13"> </span>na <span class="_ _23"> </span>wygenerowanie <span class="_ _13"> </span>dodatkowego </span></span></div><div class="t m0 x3d h10 y4a4 ff6 fs4 fc2 sc0 ls0 ws0">przychodu; </div><div class="t m0 x3c h4b y9b9 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">W  trzecim  kwartale  2024  r.  zo<span class="_ _1"></span>stała  wprowadzona  zmiana  warunków  bil<span class="_ _1"></span>ansowania  na  rynku  energii  elektrycznej.  Głównym </span></span></div><div class="t m0 x3d h10 y9ba ff8 fs4 fc2 sc0 ls0 ws0">zadaniem <span class="_ _7"></span>reformy <span class="_ _7"></span>było <span class="_ _7"> </span>wzmocnienie <span class="_ _7"></span>mechanizmów <span class="_ _7"> </span>rynkow<span class="_ _0"></span>ych <span class="_ _6"></span>w<span class="_ _0"></span> <span class="_ _7"></span>taki <span class="_ _7"> </span>sposób, <span class="_ _7"> </span>by <span class="_ _12"> </span>poprzez<span class="_ _1"></span> <span class="_ _7"> </span>odpowiednie <span class="_ _6"></span>sygnały <span class="_ _12"> </span>cenowe <span class="_ _6"></span>(<span class="_ _0"></span>tzn. </div><div class="t m0 x3d h10 y6dc ff6 fs4 fc2 sc0 ls0 ws0">odpowiednio <span class="_ _6"></span>niskie <span class="_ _6"></span>ceny <span class="_ _6"></span>w <span class="_ _6"></span><span class="ff8">momentach <span class="_ _6"></span>nadpodaży <span class="_ _6"></span>energii <span class="_ _6"></span>elektrycz<span class="_ _0"></span>nej <span class="_ _6"></span>i <span class="_ _6"></span>odpowiednio <span class="_ _6"></span>wysokie <span class="_ _6"></span>ceny <span class="_ _6"></span>w <span class="_ _6"></span>momentach <span class="_ _6"></span>niedoboru </span></div><div class="t m0 x3d h10 y9bb ff8 fs4 fc2 sc0 ls0 ws0">energii)  s<span class="_ _1"></span>kłonić  uczestników <span class="_ _12"> </span>rynku  do  zwięks<span class="_ _1"></span>zenia  elas<span class="_ _1"></span>tyczności  i<span class="ff6"> dopasowania  produkcji <span class="_ _12"> </span>lub  poboru  en<span class="_ _1"></span>ergii  ele<span class="_ _1"></span>ktrycznej  do </span></div><div class="t m0 x3d h10 y9bc ff6 fs4 fc2 sc0 ls0 ws0">aktualnych potrzeb kr<span class="_ _1"></span>ajowego systemu elektr<span class="ff8">oenergetycznego. Zmiany te przyczyniły się równie<span class="_ _1"></span>ż do lepszej in<span class="_ _1"></span>tegracji z systemem </span></div><div class="t m0 x3d h10 y9bd ff8 fs4 fc2 sc0 ls0 ws0">odnawialnych  źródeł  energii  elektrycznej  i  ograniczania  liczby  nierynkowych  redukcji  generacji  OZE.  Wprowadzona  reforma </div><div class="t m0 x3d h10 y9be ff8 fs4 fc2 sc0 ls0 ws0">znacząco <span class="_ _1"></span>zwiększyła <span class="_ _10"></span>zmienność <span class="_ _1"></span>cen <span class="_ _10"></span>szczególnie <span class="_ _10"></span>na Rynku <span class="_ _10"></span>Dnia <span class="_ _1"></span>Następnego, <span class="_ _1"></span>co <span class="_ _1"></span>pozwoliło <span class="_ _10"></span>na zajęcie<span class="_ _1"></span> <span class="_ _1"></span>korzystnych<span class="_ _1"></span> <span class="_ _10"></span>poz<span class="_ _0"></span>ycji <span class="_ _1"></span>handlowych </div><div class="t m0 x3d h10 y9bf ff8 fs4 fc2 sc0 ls0 ws0">i w efekcie przyczyniło się do osiągni<span class="_ _1"></span>ęcia lepszych wyników;<span class="ff6"> </span></div><div class="t m0 x3c h4b y9c0 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Uzyskanie dodatkowych przychodów z świadczenia usłu<span class="_ _1"></span>g okołoenergetycznych na rzecz producentów energii elektryczne<span class="_ _1"></span>j;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y9c1 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wystąpienie <span class="_ _12"> </span>ujemnych <span class="_ _12"> </span>cen <span class="_ _12"> </span>w <span class="_ _12"> </span>wielu <span class="_ _12"> </span>godzinach <span class="_ _12"> </span>przyczyniło <span class="_ _12"> </span>się <span class="_ _12"> </span>do <span class="_ _12"> </span>obniżenia <span class="_ _12"> </span>przychodów <span class="_ _12"> </span>obsługiwanych <span class="_ _12"> </span>producentów <span class="_ _12"> </span>energii </span></span></div><div class="t m0 x3d h10 y9c2 ff6 fs4 fc2 sc0 ls0 ws0">odnawialnej (OZE). </div><div class="t m0 x1 h10 y9c3 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y9c4 w7c h7f"><div class="t m0 xa h15 y56d ff5 fs9 fc2 sc0 ls0 ws0">ODNAWIALNE ŹRÓD<span class="_ _1"></span>ŁA ENERGII<span class="_ _1"></span><span class="ff7"> </span></div></div><div class="c x108 y9c4 w7d h7f"><div class="t m0 xa h15 y1a7 ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x109 y9c4 w77 h7f"><div class="t m0 xa hc y1a7 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10a y9c4 w7d h7f"><div class="t m0 xa hc y1a7 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10b y9c4 w7e h7f"><div class="t m0 xa hc y1a7 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xb9 y9c4 w7f h7f"><div class="t m0 xa hc y1a7 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xfb y9c4 w5f h7f"><div class="t m0 xa hc y0 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y9c5 w7c hb4"><div class="t m0 xa h14 y2ef ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x108 y9c5 w7d hb4"><div class="t m0 x19 h15 y9c6 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024   </div><div class="t m0 x19 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x109 y9c5 w77 hb4"><div class="t m0 x24 h15 y9c6 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023   </div><div class="t m0 x24 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x10a y9c5 w7d hb4"><div class="t m0 x19 h15 y9c6 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022    </div><div class="t m0 x19 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x10b y9c5 w7e hb4"><div class="t m0 x4f h15 y9c6 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x4f h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xb9 y9c5 w7f hb4"><div class="t m0 x52 h15 y9c6 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2020 </div><div class="t m0 x52 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c xfb y9c5 w5f hb4"><div class="t m0 x2 hb1 y2ef ff12 fs9 fc2 sc0 ls0 ws0">zmiana % </div></div><div class="c x1 y9c7 w7c h81"><div class="t m0 xa h19 y956 ff8 fs9 fc2 sc0 ls0 ws0">Wolumen sprzeda<span class="_ _1"></span>ży [KWp]<span class="ff6"> </span></div></div><div class="c x108 y9c7 w7d h81"><div class="t m0 x1 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">10 380 </div></div><div class="c x109 y9c7 w77 h81"><div class="t m0 x102 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">3 448 </div></div><div class="c x10a y9c7 w7d h81"><div class="t m0 x2d h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">1 686 </div></div><div class="c x10b y9c7 w7e h81"><div class="t m0 x38 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">4 249 </div></div><div class="c xb9 y9c7 w7f h81"><div class="t m0 x12 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">1 391 </div></div><div class="c xfb y9c7 w5f h81"><div class="t m0 x75 h14 y956 ffa fs9 fc2 sc0 ls4 ws0">201%<span class="ls0"> </span></div></div><div class="c x1 y9c8 w7c h82"><div class="t m0 xa h19 y1aa ff8 fs9 fc2 sc0 ls0 ws0">Przychody ze spr<span class="_ _1"></span>zedaży<span class="ff6"> </span></div></div><div class="c x108 y9c8 w7d h82"><div class="t m0 x1 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">30 821 </div></div><div class="c x109 y9c8 w77 h82"><div class="t m0 x32 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">18 536 </div></div><div class="c x10a y9c8 w7d h82"><div class="t m0 x2d h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">7 769 </div></div><div class="c x10b y9c8 w7e h82"><div class="t m0 x18 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">14 756 </div></div><div class="c xb9 y9c8 w7f h82"><div class="t m0 x12 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">5 018 </div></div><div class="c xfb y9c8 w5f h82"><div class="t m0 x5e h14 y1aa ffa fs9 fc2 sc0 ls4 ws0">66%<span class="ls0"> </span></div></div><div class="c x1 y9c9 w7c h82"><div class="t m0 xa h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">EBITDA </div></div><div class="c x108 y9c9 w7d h82"><div class="t m0 x5 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">(1 076) </div></div><div class="c x109 y9c9 w77 h82"><div class="t m0 x2e h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">(7 043) </div></div><div class="c x10a y9c9 w7d h82"><div class="t m0 x2d h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">1 397 </div></div><div class="c x10b y9c9 w7e h82"><div class="t m0 x18 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">(8 743) </div></div><div class="c xb9 y9c9 w7f h82"><div class="t m0 x4 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">(1 967) </div></div><div class="c xfb y9c9 w5f h82"><div class="t m0 x9f h14 y197 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">85%</span> </div></div><div class="c x1 y1 w7c h83"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">EBITDA skorygowana<span class="_ _1"></span> </div></div><div class="c x108 y1 w7d h83"><div class="t m0 x5 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">(1 076) </div></div><div class="c x109 y1 w77 h83"><div class="t m0 x2e h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">(7 043) </div></div><div class="c x10a y1 w7d h83"><div class="t m0 x2d h19 y1aa ff6 fs9 fc2 sc0 ls4 ws0">1 397<span class="ls0"> </span></div></div><div class="c x10b y1 w7e h83"><div class="t m0 x18 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">(8 743) </div></div><div class="c xb9 y1 w7f h83"><div class="t m0 x4 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">(1 967) </div></div><div class="c xfb y1 w5f h83"><div class="t m0 x9f h14 y1aa ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">85%</span> </div></div><div class="c x1 y676 w7c h82"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">Zysk/(st<span class="_ _1"></span>rata) za okres </div></div><div class="c x108 y676 w7d h82"><div class="t m0 xca h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">-1 442 </div></div><div class="c x109 y676 w77 h82"><div class="t m0 x2e h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">(7 061) </div></div><div class="c x10a y676 w7d h82"><div class="t m0 x5 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">(1 870) </div></div><div class="c x10b y676 w7e h82"><div class="t m0 x18 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">(7 998) </div></div><div class="c xb9 y676 w7f h82"><div class="t m0 x4 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">(2 099) </div></div><div class="c xfb y676 w5f h82"><div class="t m0 x9f h14 y1aa ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">80%</span> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y9ca ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y414 ff8 fs4 fc2 sc0 ls0 ws0">Na wyniki osiągnięte w 2024 r. w segmencie Odnawialne źródła energii wpływ miały głównie poniższe czynn<span class="_ _1"></span>iki: <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3c h4b y9cb ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Zwiększenie wolumenu podpisanych umów do poziomy ponad 10 MW;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y9cc ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Uruchomienie sklepu<span class="_ _1"></span> internetowego do kompleksowej obsługi instalatorów <span class="_ _0"></span><span class="ff6">https://sklep.aviasolar.pl/; </span></span></span></div><div class="t m0 x3c h4b y9cd ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Znaczne zwiększenie aktywności w rynku p<span class="_ _1"></span>rzetargów OZE;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y9ce ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Realizacja pierwszych przemysłowych magazynów energi<span class="_ _1"></span>i o pojemności do 1,3 MWh;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y9cf ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Poszerzenie asortymentu komponentów o konstrukcje<span class="_ _1"></span> montażowe, carprty oraz kompensatory mocy biernej<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y9d0 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Rozwój oferty AVIA SOLAR o alternatywne źródła finans<span class="_ _1"></span>owania, w tym np. leasing;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y9d1 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Rozpoczęcie sprzedaży zagranicznej, n<span class="_ _1"></span>p. Szwajcaria, Cypr. <span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x1 h10 y626 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y9d2 ff8 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 x3c h4b y9d3 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Skuteczny udział w przetargach dla inwestycji<span class="_ _1"></span> przemysłowych;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y9d4 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Budowanie efektu skali i dzięki temu czerpanie<span class="_ _1"></span> efektów ekonomicznych;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y9d5 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Rozwój sprzedaży m.in. poprzez stałe poszerzanie<span class="_ _1"></span> oferty produktowej;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y3f6 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Zwiększenie gamy produkowanych przez Grupę UNIMOT komponentów<span class="ff6">; </span></span></span></div><div class="t m0 x3c h4b y9d6 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Ponowne uruchomienie rządowych programów wsparcia w tym obszarze<span class="ff6">. </span></span></span></div><div class="t m0 x1 h10 yf0 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><span class="d m1" style="border-style:none;position:absolute;left:709.820000px;bottom:501.660000px;width:99.100000px;height:13.670000px;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 h0"><img class="bi x5 y3c 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">67<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y28d ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y9d7 w7c h73"><div class="t m0 xa h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">STACJE PALIW </div></div><div class="c x108 y9d7 w7d h73"><div class="t m0 xa h15 y9a3 ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x109 y9d7 w77 h73"><div class="t m0 xa hc y9a3 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10a y9d7 w7d h73"><div class="t m0 xa hc y9a3 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10b y9d7 w7e h73"><div class="t m0 xa hc y9a3 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xb9 y9d7 w7f h73"><div class="t m0 xa hc y9a3 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xfb y9d7 w5f h73"><div class="t m0 xa hc y0 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y9d8 w7c h72"><div class="t m0 xa h14 y166 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x108 y9d8 w7d h72"><div class="t m0 x56 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024   </div><div class="t m0 x56 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x109 y9d8 w77 h72"><div class="t m0 x24 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023   </div><div class="t m0 x24 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x10a y9d8 w7d h72"><div class="t m0 x19 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x19 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x10b y9d8 w7e h72"><div class="t m0 x4f h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x4f h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xb9 y9d8 w7f h72"><div class="t m0 x52 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2020 </div><div class="t m0 x52 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c xfb y9d8 w5f h72"><div class="t m0 x2 hb1 y166 ff12 fs9 fc2 sc0 ls0 ws0">zmiana % </div></div><div class="c x1 y6d w7c h81"><div class="t m0 xa h19 y956 ff8 fs9 fc2 sc0 ls0 ws0">Wolumen sprzeda<span class="_ _1"></span>ży [m3]<span class="ff6"> </span></div></div><div class="c x108 y6d w7d h81"><div class="t m0 xfc h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">360 123 </div></div><div class="c x109 y6d w77 h81"><div class="t m0 x1d h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">301 031 </div></div><div class="c x10a y6d w7d h81"><div class="t m0 xfc h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">236 338 </div></div><div class="c x10b y6d w7e h81"><div class="t m0 x4 h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">179834<span class="ls0"> </span></div></div><div class="c xb9 y6d w7f h81"><div class="t m0 xb1 h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">107387<span class="ls0"> </span></div></div><div class="c xfb y6d w5f h81"><div class="t m0 x5e h14 y956 ffa fs9 fc2 sc0 ls4 ws0">20%<span class="ls0"> </span></div></div><div class="c x1 y660 w7c h82"><div class="t m0 xa h19 y1aa ff8 fs9 fc2 sc0 ls0 ws0">Przychody ze spr<span class="_ _1"></span>zedaży<span class="ff6"> </span></div></div><div class="c x108 y660 w7d h82"><div class="t m0 xfc h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">810 608 </div></div><div class="c x109 y660 w77 h82"><div class="t m0 x1d h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">635 309 </div></div><div class="c x10a y660 w7d h82"><div class="t m0 xfc h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">500 707 </div></div><div class="c x10b y660 w7e h82"><div class="t m0 x5f h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">214 235 </div></div><div class="c xb9 y660 w7f h82"><div class="t m0 x37 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">69 855 </div></div><div class="c xfb y660 w5f h82"><div class="t m0 x5e h14 y1aa ffa fs9 fc2 sc0 ls4 ws0">28%<span class="ls0"> </span></div></div><div class="c x1 y9d9 w7c h82"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">EBITDA </div></div><div class="c x108 y9d9 w7d h82"><div class="t m0 x1 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">13 563 </div></div><div class="c x109 y9d9 w77 h82"><div class="t m0 x102 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">3 053 </div></div><div class="c x10a y9d9 w7d h82"><div class="t m0 x2d h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">4 081 </div></div><div class="c x10b y9d9 w7e h82"><div class="t m0 x39 h19 y1aa ff6 fs9 fc2 sc0 ls4 ws0">953<span class="ls0"> </span></div></div><div class="c xb9 y9d9 w7f h82"><div class="t m0 x4 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">(2 925) </div></div><div class="c xfb y9d9 w5f h82"><div class="t m0 x75 h14 y1aa ffa fs9 fc2 sc0 ls4 ws0">344%<span class="ls0"> </span></div></div><div class="c x1 y9da w7c h82"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">EBITDA skorygowana<span class="_ _1"></span> </div></div><div class="c x108 y9da w7d h82"><div class="t m0 x1 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">17 395 </div></div><div class="c x109 y9da w77 h82"><div class="t m0 x102 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">6 477 </div></div><div class="c x10a y9da w7d h82"><div class="t m0 x2d h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">4 081 </div></div><div class="c x10b y9da w7e h82"><div class="t m0 x39 h19 y1aa ff6 fs9 fc2 sc0 ls4 ws0">953<span class="ls0"> </span></div></div><div class="c xb9 y9da w7f h82"><div class="t m0 x4 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">(2 925) </div></div><div class="c xfb y9da w5f h82"><div class="t m0 x75 h14 y1aa ffa fs9 fc2 sc0 ls4 ws0">169%<span class="ls0"> </span></div></div><div class="c x1 y3fb w7c h83"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">Zysk/(st<span class="_ _1"></span>rata) za okres </div></div><div class="c x108 y3fb w7d h83"><div class="t m0 x5 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">(9 961) </div></div><div class="c x109 y3fb w77 h83"><div class="t m0 x97 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">(15 658) </div></div><div class="c x10a y3fb w7d h83"><div class="t m0 x5 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">(6 412) </div></div><div class="c x10b y3fb w7e h83"><div class="t m0 x18 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">(4 628) </div></div><div class="c xb9 y3fb w7f h83"><div class="t m0 x4 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">(4 286) </div></div><div class="c xfb y3fb w5f h83"><div class="t m0 x9f h14 y1aa ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">36%</span> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y6f4 ff8 fs4 fc2 sc0 ls0 ws0">Wypracowana EBITDA 2024 r. w segmencie Stacje paliw wyniosła <span class="_ _0"></span>13,6 mln PLN, a EBITDA skorygowana 17,4 mln PLN. Ró<span class="_ _0"></span>żnica w <span class="_ _0"></span><span class="ff6">poz<span class="_ _0"></span>iomach </span></div><div class="t m0 x1 h10 y9db ff8 fs4 fc2 sc0 ls0 ws0">EBITDA i <span class="_ _10"></span>EBITDA skorygowana <span class="_ _10"></span>wynika <span class="_ _1"></span>z faktu<span class="_ _1"></span> <span class="_ _1"></span>korekty <span class="_ _1"></span>kosztów amo<span class="_ _1"></span>rtyzacji i<span class="_ _1"></span>nwestycji <span class="_ _1"></span>na <span class="_ _1"></span>stacjach <span class="_ _1"></span>franczyzowych <span class="_ _1"></span>ujętych <span class="_ _10"></span>księgowo <span class="_ _0"></span><span class="ff6">w k<span class="_ _1"></span>osztach </span></div><div class="t m0 x1 h10 y9b7 ff6 fs4 fc2 sc0 ls0 ws0">operacyjnych. </div><div class="t m0 x1 h10 y9dc ff8 fs4 fc2 sc0 ls0 ws0">Na wyniki osiągnięte w 2024 r. w segmencie Stacje paliw wpływ miały głównie poniższe<span class="_ _1"></span> czynniki:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3c h4b y9dd ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Utrzymująca się wysoka marża detaliczna reali<span class="_ _1"></span>zowana na stacjach wł<span class="_ _0"></span>asnych;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y9de ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wzrost <span class="_ _5"></span>kosztów <span class="_ _5"></span>czynszów <span class="_ _5"></span>o<span class="_ _0"></span>raz <span class="_ _5"></span>kosztów <span class="_ _5"></span>utrzymania <span class="_ _5"></span>stacji <span class="_ _5"></span>paliw <span class="_ _5"></span>spowodow<span class="_ _0"></span>any <span class="_ _5"></span>zwiększonymi <span class="_ _5"></span>obciążeniami <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _5"></span>tytułu <span class="_ _5"></span>wzrostu <span class="_ _5"></span>płac </span></span></div><div class="t m0 x3d h10 y5b8 ff8 fs4 fc2 sc0 ls0 ws0">minimalnych, zakupu energii elektrycznej oraz usług;<span class="ff6"> </span></div><div class="t m0 x3c h4b y9df ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Przyłączenie <span class="_ _1"></span>w 2024 r. <span class="_ _1"></span>kolejnych <span class="_ _1"></span>8 stacji <span class="_ _1"></span>paliw AVIA <span class="_ _1"></span>(na konie<span class="_ _1"></span>c roku <span class="_ _1"></span>2024 sieć <span class="_ _1"></span>AVIA li<span class="_ _1"></span>czyła 138 stacji, w <span class="_ _1"></span>tym 87 <span class="_ _1"></span>stacji franc<span class="ff6">zyzowych </span></span></span></div><div class="t m0 x3d h10 y9e0 ff8 fs4 fc2 sc0 ls0 ws0">i 51 prowadzonych bezpośrednio przez Emitenta);<span class="ff6"> </span></div><div class="t m0 x3c h4b y29d ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wolumen <span class="_ _10"></span>sprzedaży p<span class="_ _1"></span>onad <span class="_ _10"></span>360 <span class="_ _0"></span>mln <span class="_ _1"></span>litrów <span class="_ _10"></span>paliw n<span class="_ _1"></span>a <span class="_ _10"></span>stacjac<span class="_ _0"></span>h AVIA <span class="_ _1"></span>w <span class="_ _10"></span>2024 r. <span class="_ _10"></span>i <span class="_ _1"></span>ambicje <span class="_ _10"></span>utrzymania <span class="_ _1"></span>dynamicznego <span class="_ _10"></span>w<span class="_ _0"></span>zrostu <span class="_ _10"></span>w<span class="_ _0"></span>olumenu </span></span></div><div class="t m0 x3d h10 y73c ff8 fs4 fc2 sc0 ls0 ws0">sprzedaży wraz z rozwojem sieci;  <span class="ff6"> </span></div><div class="t m0 x3c h4b y59a ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Uruchomienie kolejnych marketów SPAR <span class="_ _0"></span>Express na stacjach AVIA (<span class="_ _0"></span>na koniec 2024 <span class="_ _0"></span>r. na stacjach AVIA działało <span class="_ _0"></span>54 supermarketów </span></span></div><div class="t m0 x3d h10 y59b ff8 fs4 fc2 sc0 ls0 ws0">SPAR).  Przychody pozapaliwowe w 2024 r. wyniosły 69,1 mln zł co stanowi wzrost o ponad 29% r/r;<span class="ff6"> </span></div><div class="t m0 x3c h4b y9e1 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wzrost <span class="_ _6"></span>sprzedaży <span class="_ _7"> </span>paliw <span class="_ _7"></span>na <span class="_ _6"></span>karty <span class="_ _7"> </span>floto<span class="_ _0"></span>we <span class="_ _6"></span>AVIA <span class="_ _7"></span>Card <span class="_ _6"></span>dla <span class="_ _7"> </span>klientów <span class="_ _7"></span>biznesowych. <span class="_ _6"></span>Doc<span class="_ _0"></span>elowo <span class="_ _6"></span>oczekiwany <span class="_ _6"></span>przynajmniej <span class="_ _7"></span>20% udział </span></span></div><div class="t m0 x3d h10 y9e2 ff8 fs4 fc2 sc0 ls0 ws0">sprzedaży <span class="_ _0"></span>w <span class="_ _0"></span>ramach <span class="_ _0"></span>programu <span class="_ _5"></span>flotowego <span class="_ _5"></span>w <span class="_ _0"></span>wolumenie <span class="_ _0"></span>całkowitym <span class="_ _0"></span>stacji. <span class="_ _0"></span>Wolumen <span class="_ _0"></span>osiągnięty <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>2024 <span class="_ _0"></span>r. <span class="_ _5"></span>wyniósł <span class="_ _0"></span>ponad <span class="_ _0"></span> <span class="_ _5"></span>32 <span class="_ _0"></span>mln </div><div class="t m0 x3d h10 y9e3 ff8 fs4 fc2 sc0 ls0 ws0">litrów (wzrost o<span class="ff6"> 88% r/r); </span></div><div class="t m0 x3c h4b y9e4 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Uruchomienie programu lojalnościowego Avia Go (100 tys. użytkowników na koniec 2024 r.).<span class="ff6"> </span></span></span></div><div class="t m0 x1 h10 y9e5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y9e6 ff8 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 x3c h4b y57 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Planowane <span class="_ _0"></span>otwieranie <span class="_ _5"></span>kolejnych <span class="_ _0"></span>stacji <span class="_ _5"></span>paliw, <span class="_ _5"></span>w <span class="_ _5"></span>tym <span class="_ _5"></span>automatycznych <span class="_ _0"></span>AVIA <span class="_ _0"></span>Truck <span class="_ _5"></span>oraz <span class="_ _5"></span>stacji <span class="_ _0"></span>z <span class="_ _5"></span>dużym <span class="_ _5"></span>potencjałem <span class="_ _0"></span>sprzedażowym </span></span></div><div class="t m0 x3d h10 y646 ff6 fs4 fc2 sc0 ls0 ws0">paliw; </div><div class="t m0 x3c h4b y1af ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Przeprowadzenie <span class="_ _18"> </span>optymalizacji <span class="_ _17"> </span>procesów <span class="_ _18"> </span>obsługi <span class="_ _17"> </span>klienta <span class="_ _18"> </span>–<span class="ff6"> <span class="_ _17"> </span></span>prowadzone <span class="_ _17"> </span>są <span class="_ _17"> </span>działania <span class="_ _18"> </span>dedykowane <span class="_ _18"> </span>klientom <span class="_ _17"> </span>wrażliwym, </span></span></div><div class="t m0 x3d h10 y9e7 ff8 fs4 fc2 sc0 ls0 ws0">zaplanowano nowe funkcjonalności do kart flotowych AVIA, a także poszerzen<span class="_ _1"></span>ie oferty pozapaliwowej.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y9e8 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y9e9 w7c h7f"><div class="t m0 xa h15 y56d ff7 fs9 fc2 sc0 ls0 ws0">BITUMEN </div></div><div class="c x108 y9e9 w7d h7f"><div class="t m0 xa h15 y1a7 ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x109 y9e9 w77 h7f"><div class="t m0 xa hc y1a7 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10a y9e9 w7d h7f"><div class="t m0 xa hc y1a7 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10b y9e9 w7e h7f"><div class="t m0 xa hc y1a7 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xb9 y9e9 w7f h7f"><div class="t m0 xa hc y1a7 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xfb y9e9 w5f h7f"><div class="t m0 xa hc y0 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y9ea w7c h7d"><div class="t m0 xa h14 y310 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x108 y9ea w7d h7d"><div class="t m0 x56 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024   </div><div class="t m0 x56 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x109 y9ea w77 h7d"><div class="t m0 x24 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023   </div><div class="t m0 x24 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x10a y9ea w7d h7d"><div class="t m0 x19 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x19 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x10b y9ea w7e h7d"><div class="t m0 x4f h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x4f h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xb9 y9ea w7f h7d"><div class="t m0 x52 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2020 </div><div class="t m0 x52 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c xfb y9ea w5f h7d"><div class="t m0 x2 hb1 y310 ff12 fs9 fc2 sc0 ls0 ws0">zmiana % </div></div><div class="c x1 y9cb w7c h81"><div class="t m0 xa h19 y956 ff8 fs9 fc2 sc0 ls0 ws0">Przychody ogółe<span class="_ _1"></span>m<span class="ff6"> </span></div></div><div class="c x108 y9cb w7d h81"><div class="t m0 xa0 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">1 497 436 </div></div><div class="c x109 y9cb w77 h81"><div class="t m0 x1a h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">1 302 444 </div></div><div class="c x10a y9cb w7d h81"><div class="t m0 xfc h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">147 785 </div></div><div class="c x10b y9cb w7e h81"><div class="t m0 x5f h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">106 449 </div></div><div class="c xb9 y9cb w7f h81"><div class="t m0 xe h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">314 322 </div></div><div class="c xfb y9cb w5f h81"><div class="t m0 x5e h14 y956 ffa fs9 fc2 sc0 ls4 ws0">15%<span class="ls0"> </span></div></div><div class="c x1 y9eb w7c h82"><div class="t m0 xa h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">EBITDA </div></div><div class="c x108 y9eb w7d h82"><div class="t m0 xfc h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">152 473 </div></div><div class="c x109 y9eb w77 h82"><div class="t m0 x1d h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">283 257 </div></div><div class="c x10a y9eb w7d h82"><div class="t m0 x2d h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">1 888 </div></div><div class="c x10b y9eb w7e h82"><div class="t m0 x18 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">(1 216) </div></div><div class="c xb9 y9eb w7f h82"><div class="t m0 x1c h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">(666) </div></div><div class="c xfb y9eb w5f h82"><div class="t m0 x9f h14 y197 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">46%</span> </div></div><div class="c x1 y9ec w7c h83"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">EBITDA skorygowana<span class="_ _1"></span> </div></div><div class="c x108 y9ec w7d h83"><div class="t m0 xfc h19 y1aa ff6 fs9 fc2 sc0 ls4 ws0">105<span class="ls0"> </span>307<span class="ls0"> </span></div></div><div class="c x109 y9ec w77 h83"><div class="t m0 x32 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">73 300 </div></div><div class="c x10a y9ec w7d h83"><div class="t m0 x2d h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">1 888 </div></div><div class="c x10b y9ec w7e h83"><div class="t m0 xa0 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">-1 216 </div></div><div class="c xb9 y9ec w7f h83"><div class="t m0 x1c h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">(666) </div></div><div class="c xfb y9ec w5f h83"><div class="t m0 x5e h14 y1aa ffa fs9 fc2 sc0 ls4 ws0">44<span class="ls0">% </span></div></div><div class="c x1 y9ed w7c h82"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">Zysk/(st<span class="_ _1"></span>rata) netto za okre<span class="_ _1"></span>s </div></div><div class="c x108 y9ed w7d h82"><div class="t m0 xfc h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">110 449 </div></div><div class="c x109 y9ed w77 h82"><div class="t m0 x1d h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">239 622 </div></div><div class="c x10a y9ed w7d h82"><div class="t m0 x2d h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">3 011 </div></div><div class="c x10b y9ed w7e h82"><div class="t m0 x18 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">(1 359) </div></div><div class="c xb9 y9ed w7f h82"><div class="t m0 x4 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">(1 197) </div></div><div class="c xfb y9ed w5f h82"><div class="t m0 x9f h14 y1aa ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">54%</span> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y419 ff8 fs4 fc2 sc0 ls0 ws0">Wypracowana EBITDA <span class="_ _10"></span>w 2024 <span class="_ _1"></span>r. w <span class="_ _10"></span>segmencie Bitumen <span class="_ _10"></span>wyniosła 152,5 mln <span class="_ _10"></span>PLN, a <span class="_ _1"></span>EBITDA skorygowana <span class="ff6">105,3 <span class="_ _10"></span><span class="ff8">mln PLN. <span class="_ _1"></span>Różnica w <span class="_ _10"></span>poz<span class="_ _0"></span>iomach </span></span></div><div class="t m0 x1 h10 y188 ff8 fs4 fc2 sc0 ls0 ws0">EBITDA <span class="_ _5"></span>i <span class="_ _0"></span>EBITDA <span class="_ _5"></span>skorygowana <span class="_ _5"></span>wynika <span class="_ _0"></span>z <span class="_ _5"></span>faktu <span class="_ _5"></span>korekty <span class="_ _0"></span>klasyfikacji <span class="_ _5"></span>wyceny <span class="_ _5"></span>instrumentów <span class="_ _0"></span>z<span class="_ _0"></span>abezpieczających<span class="_ _0"></span><span class="ff6"> <span class="_ _5"></span></span>oraz <span class="_ _5"></span>z <span class="_ _5"></span>płatności <span class="_ _0"></span>warunkowej <span class="_ _5"></span>za </div><div class="t m0 x1 h10 y57a ff8 fs4 fc2 sc0 ls0 ws0">2024 r., o której mowa poniżej<span class="ff6">. </span></div><div class="t m0 x1 h10 y288 ff8 fs4 fc2 sc0 ls0 ws0">Zgodnie z <span class="_ _0"></span>umową <span class="_ _0"></span>zawartą <span class="_ _0"></span>7 <span class="_ _0"></span>kwietnia 2023 <span class="_ _0"></span>r., <span class="_ _0"></span>na <span class="_ _0"></span>moc<span class="_ _0"></span>y któ<span class="_ _0"></span>rej Grupa <span class="_ _0"></span>UNIMOT <span class="_ _0"></span>nabyła <span class="_ _0"></span>od <span class="_ _0"></span>ORLEN <span class="_ _0"></span>S.A. 100% <span class="_ _0"></span>udziałów <span class="_ _0"></span>w <span class="_ _0"></span>kapitale zakł<span class="_ _0"></span>ado<span class="_ _5"></span><span class="ff6">wym </span></div><div class="t m0 x1 h10 y9ee ff8 fs4 fc2 sc0 ls0 ws0">w <span class="_ _6"></span>Lotos <span class="_ _6"></span>Terminale<span class="_ _1"></span> <span class="_ _6"></span>S.A. <span class="_ _5"></span>(obecnie: <span class="_ _6"></span>UNIMOT <span class="_ _6"></span>Terminale <span class="_ _5"></span>Sp.<span class="_ _0"></span> <span class="_ _6"></span>z <span class="_ _5"></span>o<span class="_ _0"></span>.o.) <span class="_ _6"></span>i <span class="_ _6"></span>jedn<span class="_ _1"></span>ocześnie <span class="_ _6"></span>przejęła <span class="_ _5"></span>ko<span class="_ _0"></span>ntrolę <span class="_ _6"></span>m.in. <span class="_ _5"></span>nad <span class="_ _6"></span>spółką <span class="_ _6"></span>Uni<span class="_ _5"></span><span class="ff6">-Bitumen <span class="_ _6"></span>Sp. <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _6"></span>o.o. </span></div><div class="t m0 x1 h10 y9ef ff8 fs4 fc2 sc0 ls0 ws0">(obecnie: 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.), <span class="_ _0"></span>Grupa Emitenta <span class="_ _0"></span>jest <span class="_ _0"></span>zobowiązana <span class="_ _6"></span>–<span class="ff6"> </span>po sp<span class="_ _0"></span>ełnieniu w <span class="_ _5"></span>latach <span class="_ _0"></span>2023<span class="ff6">-2032 <span class="_ _0"></span>przez <span class="_ _0"></span>UNIMOT <span class="_ _0"></span>Bitumen <span class="_ _0"></span>Sp. <span class="_ _0"></span>z </span></div><div class="t m0 x1 h10 y9f0 ff8 fs4 fc2 sc0 ls0 ws0">o.o. <span class="_ _0"></span>dwóch <span class="_ _0"></span>warunków jednocześ<span class="_ _0"></span>nie, tj. <span class="_ _0"></span>przekroczenie <span class="_ _0"></span>referencyjnej <span class="_ _0"></span>marży <span class="_ _0"></span>EBIT<span class="_ _0"></span>DA oraz<span class="_ _0"></span> przekrocz<span class="_ _0"></span>enie<span class="_ _1"></span> r<span class="_ _0"></span>eferencyjnego wyn<span class="_ _5"></span><span class="ff6">ik<span class="_ _0"></span>u u<span class="_ _0"></span>stalonego w </span></div><div class="t m0 x1 h10 y9f1 ff8 fs4 fc2 sc0 ls0 ws0">umowie na każdy rok –<span class="ff6"> </span>do dokonywania płatności warunkowej na rzecz sprzedającego. Biorąc powyższe pod uwagę EBITDA Skorygowana w </div><div class="t m0 x1 h10 y774 ff8 fs4 fc2 sc0 ls0 ws0">segmencie Bitumen została pomniejszona o wysokość płatności warunkowej za 2024 rok w kwocie 8,5 mln PLN. <span class="ff6"> </span></div><div class="t m0 x1 h10 y9f2 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff8">Na wyniki osiągnięte w 2024 r. w segmencie Bitumen wpływ miały głównie poniższe czynniki<span class="_ _1"></span>:<span class="_ _0"></span><span class="ff6"> </span></span></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 y3c w5 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">68<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h4b y603 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Aktywny <span class="_ _1"></span>udział <span class="_ _10"></span>w<span class="_ _0"></span> bu<span class="_ _1"></span>dowie <span class="_ _1"></span>sieci <span class="_ _10"></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="_ _10"></span>granicą –<span class="ff6"> <span class="_ _1"></span><span class="ff8">obecność <span class="_ _10"></span>na znaczących <span class="_ _1"></span>dla <span class="_ _1"></span>sieci <span class="_ _10"></span>drogowej kontraktach <span class="_ _10"></span>drogowych;<span class="_ _0"></span><span class="ff6"> </span></span></span></span></span></div><div class="t m0 x3c h4b y9f3 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Istotna rola <span class="_ _0"></span>Unimot <span class="_ _0"></span>Bitumen jako <span class="_ _0"></span>tradera asfaltu <span class="_ _0"></span>dbającego <span class="_ _0"></span>o <span class="_ _0"></span>bilansowanie dostępności <span class="_ _0"></span>produktu na <span class="_ _0"></span>rynku polskim <span class="_ _5"></span>–<span class="ff6"> <span class="_ _0"></span></span>współpraca<span class="_ _0"></span> </span></span></div><div class="t m0 x3d h10 y605 ff8 fs4 fc2 sc0 ls0 ws0">z dostawcami zagranicznymi wpływająca na rosnący udział <span class="ff6">Grupy UNIMOT   w imporcie produktu do Polski;  </span></div><div class="t m0 x3c h4b y9f4 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wykorzystane szanse rynkowe i sprzedaż produktu w oparciu o trading;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y9f5 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Maksymalizacja odbioru produktów od dostawców zew<span class="ff6">n</span>ętrznych w ramach podpisanych umów;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y9f6 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">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 x3c h4b y4ea ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Intensyfikacja sprzedaży produktu w formule stałych cen;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y3f9 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Realizacja  i<span class="_ _1"></span>nwestycji <span class="_ _12"> </span>związanych  ze <span class="_ _12"> </span>zwiększeniem <span class="_ _12"> </span>konkurencyjn<span class="_ _0"></span>ości  <span class="ff6">Grupy <span class="_ _12"> </span>UNIMOT     <span class="_ _12"> </span></span>–<span class="ff6">  </span>rozwój <span class="_ _12"> </span>zakładów  oraz <span class="_ _12"> </span>infrastruktury </span></span></div><div class="t m0 x3d h10 y9f7 ff8 fs4 fc2 sc0 ls0 ws0">magazynowej zapewniający stabilność (wzrost pojemności magazyn<span class="_ _1"></span>owych);<span class="ff6"> </span></div><div class="t m0 x3c h4b y9f8 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Efektywne <span class="_ _0"></span>zarządzanie <span class="_ _0"></span>łańcuchem <span class="_ _0"></span>dostaw <span class="_ _0"></span>dzięki <span class="_ _0"></span>roz<span class="_ _0"></span>winiętym <span class="_ _0"></span>kanałom <span class="_ _0"></span>dystrybucji <span class="_ _0"></span>oraz <span class="_ _0"></span>baz<span class="_ _5"></span><span class="ff6 ls12">om<span class="ls0"> magazynowym <span class="_ _5"></span></span></span>–<span class="ff6"> <span class="_ _0"></span></span>stały <span class="_ _0"></span>monitoring </span></span></div><div class="t m0 x3d h10 y68b ff6 fs4 fc2 sc0 ls0 ws0">rynku oraz szybka reakcja na zmiany popytu; </div><div class="t m0 x3c h4b y9f9 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Optymalizacja  procesu <span class="_ _12"> </span>sprzedaży  w <span class="_ _12"> </span>oparciu  o  wsp<span class="_ _1"></span>ółpracę  z <span class="_ _12"> </span>wielu  d<span class="_ _1"></span>ostawcami  i  doboru<span class="_ _1"></span>  optymalnych <span class="_ _12"> </span>rozwiązań  w  procesie<span class="_ _1"></span> </span></span></div><div class="t m0 x3d h10 y9fa ff6 fs4 fc2 sc0 ls0 ws0">produkcji (optymalizacja receptur); </div><div class="t m0 x3c h4b y9fb ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Realizacja <span class="_ _6"></span>dostaw <span class="_ _7"></span>produktu <span class="_ _6"></span>w <span class="_ _7"> </span>ramach <span class="_ _7"> </span>floty <span class="_ _7"></span>własnej <span class="_ _7"> </span><span class="ff6">- <span class="_ _7"></span></span>optymalizacja <span class="_ _7"></span>kosztów <span class="_ _6"></span>w <span class="_ _7"></span>zakresie <span class="_ _6"></span>obsługi <span class="_ _7"> </span>klientów <span class="_ _7"></span>i<span class="ff6"> dostaw <span class="_ _7"> </span>produktu <span class="_ _6"></span>w </span></span></span></div><div class="t m0 x3d h10 y13a ff8 fs4 fc2 sc0 ls0 ws0">ramach w<span class="_ _0"></span>łasnego taboru <span class="_ _0"></span>autocystern, <span class="_ _0"></span>który <span class="_ _0"></span>wpłynął <span class="_ _0"></span>na umo<span class="_ _0"></span>cnienie <span class="_ _0"></span>pozycji <span class="_ _5"></span><span class="ff6">Grupy U<span class="_ _0"></span>NIMOT <span class="_ _0"></span> <span class="_ _0"></span> <span class="_ _0"></span>jako <span class="_ _0"></span>pewnego i<span class="_ _0"></span> stabilnego <span class="_ _0"></span>dostawcy </span></div><div class="t m0 x3d h10 y9fc ff6 fs4 fc2 sc0 ls0 ws0">na rynku europejskim; </div><div class="t m0 x3c h4b y9fd ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wykorzystanie szans rynkowych wynikających m.in. ze zmienności rynku surowca i kursów walutowych;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y9fe ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Optymalne  w<span class="_ _0"></span>ykorzystanie <span class="_ _14"> </span>zakładów <span class="_ _14"> </span>produkcyjnych <span class="_ _14"> </span>asfaltu <span class="_ _14"> </span>w <span class="_ _14"> </span>J<span class="_ _0"></span>aśle <span class="_ _14"> </span>i <span class="_ _14"> </span>Czechowicach<span class="_ _0"></span><span class="ff6">-<span class="_ _0"></span>Dziedzicach <span class="_ _14"> </span>i <span class="_ _14"> </span>w <span class="_ _14"> </span>zakresie <span class="_ _14"> </span>produkcji <span class="_ _14"> </span>oraz </span></span></span></div><div class="t m0 x3d h10 y9ff ff8 fs4 fc2 sc0 ls0 ws0">dostępności produktów.<span class="ff6"> </span></div><div class="t m0 x1 h10 ya00 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ya01 ff8 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _0"></span>wyniki <span class="_ _5"></span>przyszłych <span class="_ _5"></span>okresów <span class="_ _5"></span>segmentu <span class="_ _5"></span>Bitumen <span class="_ _5"></span>wpływ <span class="_ _5"></span>będzie<span class="ff6"> <span class="_ _5"></span></span>miał<span class="_ _0"></span>o <span class="_ _5"></span>osiągnięcie <span class="_ _0"></span>dalszych <span class="_ _5"></span>synergii <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>ramac<span class="_ _0"></span>h <span class="_ _5"></span>Grupy <span class="_ _0"></span>E<span class="_ _0"></span>mitenta <span class="_ _0"></span>dzi<span class="_ _0"></span>ałalności </div><div class="t m0 x1 h10 y174 ff8 fs4 fc2 sc0 ls0 ws0">spółki <span class="_ _5"></span>Unimot <span class="_ _6"></span>Bitumen<span class="_ _1"></span> <span class="_ _5"></span>sp. <span class="_ _6"></span>z <span class="_ _5"></span>o.o.<span class="ff6 lsf">, <span class="_ _6"></span><span class="ls0"> <span class="_ _5"></span></span></span>poszerzanie <span class="_ _5"></span>łańcucha <span class="_ _6"></span>dostawców<span class="ff6"> <span class="_ _5"></span>oraz <span class="_ _6"></span>w</span>yrównywanie <span class="_ _5"></span>się <span class="_ _5"></span>cen <span class="_ _6"></span>natychmias<span class="_ _1"></span>towych <span class="_ _5"></span>i <span class="_ _6"></span>przyszłych<span class="ff6">, <span class="_ _6"></span>co <span class="_ _5"></span></span>może </div><div class="t m0 x1 h10 ya02 ff8 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 h10 ya03 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h15 ya04 ff7 fs9 fc0 sc0 ls0 ws0">INFRASTRUKTU<span class="_ _1"></span>RA I LOGISTYK<span class="_ _1"></span>A </div><div class="t m0 x1 h10 y75a ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ya05 w80 h7d"><div class="t m0 xa h14 y166 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x23 ya05 w46 h7d"><div class="t m0 xcc h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024   </div><div class="t m0 x25 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0"> 31.12.2024 </div></div><div class="c x10c ya05 w81 h7d"><div class="t m0 x10d h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023    </div><div class="t m0 x10d h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xb2 ya05 w48 h7d"><div class="t m0 x12 hb1 y166 ff12 fs9 fc2 sc0 ls0 ws0">zmiana % </div></div><div class="c x1 ya06 w80 h77"><div class="t m0 xa h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">Praca przewozowa <span class="_ _1"></span>[mln ntk<span class="_ _1"></span>m]* </div></div><div class="c x23 ya06 w46 h77"><div class="t m0 x10e h19 y2a1 ff6 fs9 fc2 sc0 ls4 ws0">905<span class="ls0"> </span></div></div><div class="c x10c ya06 w81 h77"><div class="t m0 x81 h19 y2a1 ff6 fs9 fc2 sc0 ls4 ws0">670<span class="ls0"> </span></div></div><div class="c xb2 ya06 w48 h77"><div class="t m0 x1 h14 y2a1 ffa fs9 fc2 sc0 ls4 ws0">35%<span class="ls0"> </span></div></div><div class="c x1 y4b0 w80 h1d"><div class="t m0 xa h19 y2a8 ff8 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 x10f hb3 y558 ff6 fs18 fc2 sc0 ls0 ws0">3</div><div class="t m0 x49 h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">] </div></div><div class="c x23 y4b0 w46 h1d"><div class="t m0 x5c h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">2 785 </div></div><div class="c x10c y4b0 w81 h1d"><div class="t m0 x110 h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">3 757<span class="ls0"> </span></div></div><div class="c xb2 y4b0 w48 h1d"><div class="t m0 x39 h14 y36 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">26%</span> </div></div><div class="c x1 ya07 w80 h8f"><div class="t m0 xa h19 ya08 ff8 fs9 fc2 sc0 ls0 ws0">Przychody ogółe<span class="_ _1"></span>m<span class="ff6"> </span></div></div><div class="c x23 ya07 w46 h8f"><div class="t m0 x111 h19 ya08 ff6 fs9 fc2 sc0 ls0 ws0">267 501 </div></div><div class="c x10c ya07 w81 h8f"><div class="t m0 x112 h19 ya08 ff6 fs9 fc2 sc0 ls0 ws0">195 854 </div></div><div class="c xb2 ya07 w48 h8f"><div class="t m0 x1 h14 ya08 ffa fs9 fc2 sc0 ls4 ws0">37%<span class="ls0"> </span></div></div><div class="c x1 y925 w80 h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">EBITDA </div></div><div class="c x23 y925 w46 h78"><div class="t m0 x113 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">95 453 </div></div><div class="c x10c y925 w81 h78"><div class="t m0 x112 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">274 942 </div></div><div class="c xb2 y925 w48 h78"><div class="t m0 x39 h14 y16e ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">65%</span> </div></div><div class="c x1 ya09 w80 h1d"><div class="t m0 xa h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">EBITDA skorygowana<span class="_ _1"></span> </div></div><div class="c x23 ya09 w46 h1d"><div class="t m0 x1b h19 y36 ff6 fs9 fc2 sc0 ls20 ws0">                    <span class="ls0">85 146  </span></div></div><div class="c x10c ya09 w81 h1d"><div class="t m0 x8f h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">49 928 </div></div><div class="c xb2 ya09 w48 h1d"><div class="t m0 x1 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">71%<span class="ls0"> </span></div></div><div class="c x1 y368 w80 h78"><div class="t m0 xa h19 y36 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 x23 y368 w46 h78"><div class="t m0 x1b h19 y36 ff6 fs9 fc2 sc0 ls20 ws0">                    <span class="ls0">13 557  </span></div></div><div class="c x10c y368 w81 h78"><div class="t m0 x1 h19 y36 ff6 fs9 fc2 sc0 ls20 ws0">                        <span class="ls0">206 992  </span></div></div><div class="c xb2 y368 w48 h78"><div class="t m0 x39 h14 y36 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">93%</span> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 ya0a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ya0b ff6 fs4 fc2 sc0 ls0 ws0">Wypracowana EBITDA <span class="_ _10"></span>w <span class="ff8">2024 r. <span class="_ _10"></span>w segmen<span class="_ _1"></span>cie Infras<span class="_ _1"></span>truktura i <span class="_ _10"></span>Lo<span class="_ _0"></span>gistyka wyni<span class="_ _1"></span>osła 95,5 <span class="_ _10"></span>mln PLN, <span class="_ _1"></span>a EBITDA <span class="_ _10"></span>skorygowana 85,<span class="ff6">1 </span>mln <span class="_ _10"></span>PL<span class="_ _0"></span>N. Różnica<span class="_ _1"></span> </span></div><div class="t m0 x1 h10 ya0c ff8 fs4 fc2 sc0 ls0 ws0">w poziomach EBITDA i EBITDA skorygowana wynika z faktu ujęcia w EBITDA skorygowana kosztów dług<span class="_ _1"></span>oterminowego najmu lokomotyw. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y747 ff8 fs4 fc2 sc0 ls0 ws0">Wyniki finansowe <span class="_ _0"></span>za <span class="_ _0"></span>2023 <span class="_ _0"></span>r. z<span class="_ _0"></span>awierają rozliczenie <span class="_ _0"></span>transakcji nabycia <span class="_ _0"></span>Unimot <span class="_ _0"></span>Terminale. W <span class="_ _0"></span>zw<span class="_ _0"></span>iązku z <span class="_ _0"></span>tym, <span class="_ _0"></span>EBITDA<span class="_ _0"></span><span class="ff6"> <span class="_ _0"></span>tego <span class="_ _0"></span>segmentu za <span class="_ _0"></span>2023 <span class="_ _0"></span>r. </span></div><div class="t m0 x1 h10 y748 ff8 fs4 fc2 sc0 ls0 ws0">została zwiększona o (+225<span class="ff6"> </span>019 tys. zł).<span class="ff6"> </span></div><div class="t m0 x1 h10 ya0d ff8 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 h10 ya0e ff8 fs4 fc2 sc0 ls0 ws0">Olavion <span class="_ _6"></span>sp. <span class="_ _7"> </span>z <span class="_ _7"></span>o.o. <span class="_ _7"></span>świadczy <span class="_ _6"></span>kolejowe <span class="_ _7"> </span>usługi <span class="_ _6"></span>transportu <span class="_ _7"></span>towarów <span class="_ _7"></span>i <span class="_ _6"></span>usługi <span class="_ _7"></span>organizacji <span class="_ _7"></span>przewozu <span class="_ _7"></span>w <span class="_ _6"></span>kraju <span class="_ _6"></span>i <span class="_ _7"> </span>tranzytowe  –<span class="_ _1"></span><span class="ff6"> <span class="_ _6"></span><span class="ff8">głównie <span class="_ _7"></span>na <span class="_ _7"></span>trakcji </span></span></div><div class="t m0 x1 h10 ya0f ff8 fs4 fc2 sc0 ls0 ws0">elektrycznej, <span class="_ _5"></span>wraz <span class="_ _6"></span>z <span class="_ _6"></span>obsługą <span class="_ _5"></span>ostatniej <span class="_ _6"></span>mili. <span class="_ _5"></span>W <span class="_ _6"></span>strukturze <span class="_ _5"></span>domin<span class="_ _0"></span>ują <span class="_ _6"></span>przewozy <span class="_ _5"></span>w <span class="_ _6"></span>wagonach <span class="_ _5"></span>z<span class="_ _0"></span>apewnionych <span class="_ _5"></span>przez <span class="_ _6"></span>zleceniodawców.<span class="_ _0"></span><span class="ff6"> <span class="_ _6"></span>Podmiot </span></div><div class="t m0 x1 h10 y2d ff8 fs4 fc2 sc0 ls0 ws0">świadczy usługi zarówno <span class="_ _0"></span>dla <span class="ff6">Grupy <span class="_ _0"></span>UNIMOT  <span class="_ _0"></span> <span class="_ _0"></span></span>jak i dla <span class="_ _0"></span>podmiotów zewnętrznych. Na <span class="_ _0"></span>koniec grudnia <span class="_ _0"></span>2024 r. <span class="_ _0"></span>spółka Olavion dysponowała <span class="_ _0"></span>24 </div><div class="t m0 x1 h10 ya10 ff8 fs4 fc2 sc0 ls0 ws0">lokomotywami <span class="_ _5"></span>(21 <span class="_ _5"></span>lokomotyw <span class="_ _5"></span>liniowych <span class="_ _5"></span>i <span class="_ _5"></span>3 <span class="_ _6"></span>lokomotywy <span class="_ _0"></span>spalinowe/manewrowe) <span class="_ _5"></span>i <span class="_ _5"></span>zatrudniała <span class="_ _5"></span>110 <span class="_ _5"></span>pracow<span class="_ _0"></span>ników, <span class="_ _5"></span>w <span class="_ _5"></span>tym <span class="_ _5"></span>69 <span class="_ _6"></span>maszynistów. </div><div class="t m0 x1 h10 ya11 ff8 fs4 fc2 sc0 ls0 ws0">Pod względem <span class="_ _1"></span>przewiezionych ładun<span class="_ _1"></span>ków udział spółki Olavion <span class="_ _10"></span>w<span class="_ _0"></span> rynku wynosi<span class="_ _1"></span>ł 0,8% w 2024 <span class="_ _1"></span>r. i 0,65% w <span class="_ _1"></span>2023 r. Zg<span class="_ _1"></span>odnie z przyjęt<span class="_ _0"></span>ą Strategią </div><div class="t m0 x1 h10 ya12 ff6 fs4 fc2 sc0 ls0 ws0">na <span class="_ _5"></span>lata <span class="_ _5"></span>2024-<span class="ff8">2028 <span class="_ _5"></span>Olavion <span class="_ _6"></span>dywersyfikował <span class="_ _5"></span>portfel <span class="_ _5"></span>klientów, <span class="_ _5"></span>świadcząc <span class="_ _6"></span>usług<span class="_ _1"></span>i <span class="_ _5"></span>zarówno <span class="_ _5"></span>podmioto<span class="_ _0"></span>m <span class="_ _5"></span>z <span class="_ _5"></span>Grupy <span class="_ _5"></span>U<span class="_ _5"></span><span class="ff6">NIMOT</span>. <span class="_ _5"></span>jak <span class="_ _6"></span>i <span class="_ _5"></span>dla <span class="_ _5"></span>podmiotów </span></div><div class="t m0 x1 h10 ya13 ff8 fs4 fc2 sc0 ls0 ws0">zewnętrznych. Istotnym aspektem była<span class="ff6"> </span>wymiana taboru kolejowego użytkowanego przez Olavion. <span class="_ _0"></span>W roku 2024 r. zdane z dzierżawy zo<span class="_ _0"></span>stały </div><div class="t m0 x1 h10 y33 ff8 fs4 fc2 sc0 ls0 ws0">ostatnie  lo<span class="_ _0"></span>komotywy <span class="_ _14"> </span>liniowe  starego <span class="_ _14"> </span>typu  (<span class="_ _0"></span>wyprodukowane <span class="_ _14"> </span>przed  rokiem <span class="_ _14"> </span>2010) <span class="_ _14"> </span>i <span class="_ _14"> </span>włączone <span class="_ _14"> </span>do  eksploatacji<span class="_ _0"></span><span class="ff6"> <span class="_ _14"> </span>4 <span class="_ _14"> </span>lokomo<span class="_ _0"></span>tywy <span class="_ _14"> </span>Dragon, </span></div><div class="t m0 x1 h10 y75e ff8 fs4 fc2 sc0 ls0 ws0">zamówione od NEWAG S.A. W<span class="_ _0"></span> st<span class="_ _0"></span>yczniu 2024 r. <span class="_ _0"></span>Olavion skorzystał <span class="_ _0"></span>z o<span class="_ _0"></span>pcji zamówienia w <span class="_ _0"></span>NEWAG S.A.  <span class="_ _0"></span>kolejnych 8 lokomo<span class="_ _0"></span>tyw, które <span class="_ _0"></span>z<span class="_ _5"></span>ostaną </div><div class="t m0 x1 h10 ya14 ff8 fs4 fc2 sc0 ls0 ws0">włączone do eksploatacji w<span class="_ _0"></span> latach 2025<span class="ff6">-</span>2026, natomiast <span class="_ _0"></span>w grudniu 2024 <span class="_ _0"></span>złożono kolejne zamówienie na 12<span class="_ _0"></span><span class="ff6"> </span>loko<span class="_ _0"></span>motyw Dragon, które będą </div><div class="t m0 x1 h10 ya15 ff8 fs4 fc2 sc0 ls0 ws0">włączane do eksploatacji w latach 2026<span class="ff6">-<span class="ls6">2029.</span> </span></div><div class="t m0 x1 h10 ya16 ff6 fs4 fc2 sc0 ls0 ws0"> </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 y3c w5 h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">69<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff8 fs4 fc2 sc0 ls0 ws0">11 <span class="_ _5"></span>grudnia <span class="_ _5"></span>2024 <span class="_ _6"></span>zarejestrowane <span class="_ _5"></span>zostało <span class="_ _6"></span>w <span class="_ _5"></span>Krajowym <span class="_ _5"></span>Rejestrze <span class="_ _5"></span>Sądowym <span class="_ _6"></span>połączenie <span class="_ _5"></span>UNIMOT <span class="_ _5"></span>T<span class="_ _0"></span>erminale<span class="_ _1"></span> <span class="_ _5"></span>Sp. <span class="_ _6"></span>z <span class="_ _5"></span>o.o. <span class="_ _6"></span>(spółka <span class="_ _5"></span>przejmując<span class="_ _0"></span><span class="ff6">a) <span class="_ _6"></span>z </span></div><div class="t m0 x1 h10 y28d ff8 fs4 fc2 sc0 ls0 ws0">UNIMOT Infrastruktura <span class="_ _0"></span>Sp. z<span class="_ _0"></span> <span class="_ _0"></span>o.o. (<span class="_ _0"></span>spółka <span class="_ _0"></span>przejmowana). <span class="_ _0"></span>Unimot Terminale dysponuje <span class="_ _0"></span>pojemnościami <span class="_ _0"></span>magazynowymi <span class="_ _0"></span>na <span class="_ _0"></span>poziomie <span class="_ _5"></span><span class="ff6 ls6">376<span class="ls0"> tys. </span></span></div><div class="t m0 x1 h10 y28e ff6 fs4 fc2 sc0 ls0 ws0">m3. <span class="_ _12"> </span>Grupa <span class="_ _7"> </span>UNIMOT  <span class="ff8">je<span class="_ _1"></span>st <span class="_ _12"> </span>trzecim <span class="_ _7"> </span>pod <span class="_ _12"> </span>względem <span class="_ _12"> </span>skali <span class="_ _7"> </span>działania <span class="_ _12"> </span>graczem <span class="_ _12"> </span>na <span class="_ _12"> </span>polskim <span class="_ _12"> </span>rynku <span class="_ _7"> </span>magazynowania <span class="_ _12"> </span>i <span class="_ _12"> </span>dystrybucji <span class="_ _7"> </span>paliw <span class="_ _12"> </span>ciekłych. </span></div><div class="t m0 x1 h10 y35c ff8 fs4 fc2 sc0 ls0 ws0">Terminale <span class="_ _6"></span>pali<span class="_ _1"></span>wowe <span class="_ _6"></span>są <span class="_ _6"></span>zlokalizowane <span class="_ _5"></span>w<span class="_ _0"></span>: <span class="_ _6"></span>Czechowicach<span class="ff6">-</span>Dziedzicach, <span class="_ _6"></span>Jaśle, <span class="_ _6"></span>Poznaniu, <span class="_ _5"></span>Bo<span class="_ _0"></span>lesławcu, <span class="_ _6"></span>Szczecinie, <span class="_ _5"></span>Gutkowie, <span class="_ _6"></span>Rypinie,<span class="_ _0"></span><span class="ff6"> <span class="_ _6"></span></span>Gdańsku </div><div class="t m0 x1 h10 y35d ff8 fs4 fc2 sc0 ls0 ws0">oraz  Piotrkowie<span class="_ _1"></span>  Tryb<span class="_ _1"></span>unalskim, <span class="_ _12"> </span>w  którego <span class="_ _12"> </span>skład  wchodzi <span class="_ _12"> </span>również <span class="_ _12"> </span>terminal  LPG. <span class="_ _12"> </span>UNIMOT  Termi<span class="_ _1"></span>nale <span class="_ _12"> </span>działając  jako <span class="_ _12"> </span>niezależny  operat<span class="ff6">o<span class="_ _0"></span>r </span></div><div class="t m0 x1 h10 y3a0 ff8 fs4 fc2 sc0 ls0 ws0">logistyczny <span class="_ _5"></span>świadczy <span class="_ _6"></span>usługi<span class="_ _1"></span> <span class="_ _6"></span>na <span class="_ _5"></span>podstawie <span class="_ _5"></span>wieloletnich <span class="_ _6"></span>umów <span class="_ _5"></span>w <span class="_ _6"></span>zakres<span class="_ _1"></span>ie <span class="_ _5"></span>magazynowania, <span class="_ _6"></span>przeładunku, <span class="_ _5"></span>blendowania <span class="_ _6"></span>z <span class="_ _5"></span>biokomp<span class="_ _0"></span><span class="ff6">o<span class="_ _0"></span>nentami, </span></div><div class="t m0 x1 h10 y50f ff8 fs4 fc2 sc0 ls0 ws0">uszlachetniania paliw dla <span class="_ _0"></span>największych firm <span class="_ _0"></span>paliwowych operujących <span class="_ _0"></span>na polskim <span class="_ _0"></span>rynku oraz <span class="_ _0"></span>produkcji olejów <span class="_ _0"></span>napędowych na cele <span class="_ _6"></span><span class="ff6">grzewcze </span></div><div class="t m0 x1 h10 y510 ff8 fs4 fc2 sc0 ls0 ws0">jak również żeglugowe. Ważną też usługą jes<span class="_ _1"></span>t przechowywanie zapasów obowiązkowych paliw ciekłych.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y511 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y512 ff8 fs4 fc2 sc0 ls0 ws0">RCEkoenergia sp. z o.o. jest sp<span class="_ _1"></span>ółką prowadzącą działalność w obsz<span class="_ _1"></span>arze koncesjonowanym: wytwarza, przes<span class="_ _1"></span>yła i dystrybuuje cie<span class="_ _1"></span>pł<span class="_ _0"></span><span class="ff6">o w postaci </span></div><div class="t m0 x1 h10 y513 ff8 fs4 fc2 sc0 ls0 ws0">wody i pary, wytwarza, dystrybuu<span class="_ _1"></span>je i dokonuje obrotu energią elektryczną oraz dystrybu<span class="_ _1"></span>uje paliwa gazowe. Ponadto, spółk<span class="_ _0"></span>a świadczy usługi </div><div class="t m0 x1 h10 y514 ff8 fs4 fc2 sc0 ls0 ws0">w <span class="_ _0"></span>zakresie <span class="_ _0"></span>odbioru <span class="_ _0"></span>i <span class="_ _0"></span>o<span class="_ _0"></span>czyszczania <span class="_ _0"></span>ścieków <span class="_ _5"></span>przemysłowych <span class="_ _0"></span>i <span class="_ _0"></span>komunalnych, <span class="_ _0"></span>zajmuje <span class="_ _0"></span>się <span class="_ _5"></span>dystrybucją <span class="_ _0"></span>wo<span class="_ _0"></span>dy <span class="_ _0"></span>przemysłowej, <span class="_ _0"></span>głębinowej <span class="_ _6"></span><span class="ff6">i <span class="_ _0"></span>pitnej, </span></div><div class="t m0 x1 h10 y515 ff8 fs4 fc2 sc0 ls0 ws0">produkcją <span class="_ _12"> </span>i  dystrybucją <span class="_ _12"> </span>wody  zmiękczonej <span class="_ _12"> </span>oraz  produkcją <span class="_ _12"> </span>i <span class="_ _12"> </span>dy<span class="_ _0"></span>strybucją <span class="_ _12"> </span>gazów  technicznych. <span class="_ _12"> </span>RCEkoenergia  wytwarza  ciepło  i<span class="_ _1"></span>  e<span class="_ _1"></span>nergię </div><div class="t m0 x1 h10 y516 ff8 fs4 fc2 sc0 ls0 ws0">elektryczną  dysponując  2 <span class="_ _14"> </span>kotłami <span class="_ _14"> </span>węglowymi  OR  32 <span class="_ _14"> </span>z  ukł<span class="_ _0"></span>adem  odpylania <span class="_ _14"> </span>i  oczyszczania <span class="_ _14"> </span>spalin  oraz  turbiną <span class="_ _14"> </span>przeciwprężną  o<span class="_ _0"></span>  mocy </div><div class="t m0 x1 h10 y42c ff8 fs4 fc2 sc0 ls0 ws0">zainstalowanej 0,74 MW. Ponadto posiada własne instalacje PV o mocy 0,65 MW.<span class="ff6"> </span></div><div class="t m0 x1 h10 y517 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y2d4 ff8 fs4 fc2 sc0 ls0 ws0">Na wyniki osiągnięte w 2024 r. w segmencie Infrastruktura i Logistyka wpływ miały głównie poniższe czynni<span class="_ _1"></span>ki:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3c h4b ya17 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Spadkowa <span class="_ _0"></span>tendencja <span class="_ _5"></span>na <span class="_ _0"></span>rynku <span class="_ _5"></span>kolejowych <span class="_ _5"></span>przewozów <span class="_ _0"></span>towarowych <span class="_ _0"></span>(z<span class="_ _0"></span>arówno <span class="_ _0"></span>pod <span class="_ _5"></span>względem <span class="_ _0"></span>masy <span class="_ _5"></span>jak <span class="_ _5"></span>i <span class="_ _0"></span>pracy <span class="_ _5"></span>przewozowej). <span class="_ _0"></span>Pod </span></span></div><div class="t m0 x3d h10 ya18 ff8 fs4 fc2 sc0 ls0 ws0">względem pracy przewozowej rynek spadł o 5,4% r/r;<span class="ff6"> </span></div><div class="t m0 x3c h4b ya19 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Włączenie do eksploatacji własnych lokomotyw Dragon;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b ya1a ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Rozszerzenie działalności przewozów kolejowych na kraje ościenne;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y386 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Na <span class="_ _6"></span>wielkość <span class="_ _7"> </span>przychodów <span class="_ _7"> </span>z <span class="_ _7"> </span>działalności <span class="_ _7"></span>logistycznej <span class="_ _7"></span>wynikających <span class="_ _7"></span>ze <span class="_ _7"></span>świadczenia <span class="_ _7"></span>usług <span class="_ _6"></span>magazynow<span class="_ _0"></span>ania, <span class="_ _6"></span>produkcji <span class="_ _7"></span>i <span class="_ _7"> </span>dystrybucji<span class="_ _0"></span> </span></span></div><div class="t m0 x3d h10 y387 ff8 fs4 fc2 sc0 ls0 ws0">paliw, <span class="_ _7"></span>miały <span class="_ _7"> </span>wpływ <span class="_ _7"> </span>z<span class="_ _0"></span>arówno <span class="_ _7"></span>efektywniejsze <span class="_ _6"></span>w<span class="_ _0"></span>ykorzystanie <span class="_ _7"></span>pojemności <span class="_ _7"> </span>magazynowych, <span class="_ _12"> </span>jak <span class="_ _7"></span>i <span class="_ _7"> </span>zwiększona <span class="_ _6"></span>produkcja <span class="_ _7"> </span>(<span class="_ _0"></span>mieszanie </div><div class="t m0 x3d h10 y388 ff8 fs4 fc2 sc0 ls0 ws0">biokomponentów z<span class="_ _0"></span> paliwami <span class="_ _0"></span>w <span class="_ _0"></span>r<span class="_ _0"></span>amach tz<span class="_ _0"></span>w. <span class="_ _0"></span>bioblendingu, produkcj<span class="_ _0"></span>a o<span class="_ _0"></span>leju napędowego <span class="_ _0"></span>na <span class="_ _0"></span>cele <span class="_ _0"></span>grzewcze <span class="_ _0"></span>jak <span class="_ _0"></span>też <span class="_ _0"></span>produkcja <span class="_ _0"></span>oleju </div><div class="t m0 x3d h10 ya1b ff8 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 h10 ya1c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ya1d ff8 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 x3c h4b ya1e ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">W <span class="_ _7"></span>przypadku <span class="_ _7"> </span>utrzymania <span class="_ _7"> </span>się <span class="_ _12"> </span>trendu <span class="_ _7"> </span>spadku <span class="_ _7"> </span>poziomu <span class="_ _12"> </span>przewozów <span class="_ _7"> </span>przy <span class="_ _7"> </span>wz<span class="_ _0"></span>roście <span class="_ _7"></span>liczby <span class="_ _7"> </span>przewoźników <span class="_ _7"> </span>kolejowyc<span class="_ _0"></span>h <span class="_ _7"></span>możliwe <span class="_ _7"></span>jest </span></span></div><div class="t m0 x3d h10 y3b6 ff8 fs4 fc2 sc0 ls0 ws0">pogorszenie wyników w kolejnych okresach<span class="_ _1"></span>; <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3c h4b ya1f ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wysokie koszty dostępu do infrastruktu<span class="_ _1"></span>ry kolejowej i koszty energii elektrycznej; <span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b ya20 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Determinacja <span class="_ _6"></span>konkurencji <span class="_ _6"></span>do <span class="_ _6"></span>pozyskiwania <span class="_ _6"></span>nowych <span class="_ _6"></span>kontraktów <span class="_ _6"></span>w <span class="_ _6"></span>zakresie <span class="_ _6"></span>przewozów, <span class="_ _6"></span>ograniczająca <span class="_ _6"></span>możliwość <span class="_ _6"></span>rekompen<span class="_ _1"></span>saty </span></span></div><div class="t m0 x3d h10 ya21 ff8 fs4 fc2 sc0 ls0 ws0">wzrostu kosztów działania;<span class="ff6"> </span></div><div class="t m0 x3c h4b y99 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Realizacja umów dot. magazynowania paliw z<span class="_ _0"></span>awierających tzw. klauzulę „take or pay” (czyli <span class="_ _0"></span>„bierz lub płać” polegającą na tym,<span class="_ _5"></span><span class="ff6"> </span>że </span></span></div><div class="t m0 x3d h10 ya22 ff8 fs4 fc2 sc0 ls0 ws0">kontrahent <span class="_ _1"></span>ma <span class="_ _1"></span>wybór <span class="_ _1"></span>jednej <span class="_ _10"></span>z dwóch <span class="_ _1"></span>możliwych <span class="_ _1"></span>dróg <span class="_ _1"></span>postępowania. <span class="_ _10"></span>Moż<span class="_ _0"></span>e <span class="_ _10"></span>albo odebrać <span class="_ _1"></span>paliwo <span class="_ _10"></span>w ustal<span class="_ _1"></span>onej <span class="_ _1"></span>wielkości <span class="_ _1"></span>albo <span class="_ _1"></span>zapłacić </div><div class="t m0 x3d h10 ya23 ff6 fs4 fc2 sc0 ls38 ws0">Gr<span class="ff8 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 x3c h4b ya24 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Poszerzanie oferty produktowej, w tym np. rozwój działalności w zakre<span class="_ _1"></span>sie paliw żeglugowych i lotniczych.<span class="ff6"> </span></span></span></div></div><div class="c x1 ya25 w82 h73"><div class="t m0 xa h15 y547 ff5 fs9 fc2 sc0 ls0 ws0">PALIWA STAŁE<span class="ff7"> </span></div></div><div class="c x114 ya25 w83 h73"><div class="t m0 xa h15 y9a3 ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf ya25 w84 h73"><div class="t m0 xa hc y0 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x115 ya25 w83 h73"><div class="t m0 xa hc y0 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y5ca w82 h7d"><div class="t m0 xa h14 y310 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x114 y5ca w83 h7d"><div class="t m0 xc6 h15 y798 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024   </div><div class="t m0 x25 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0"> 31.12.2024 </div></div><div class="c xf y5ca w84 h7d"><div class="t m0 x116 h15 y798 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023   </div><div class="t m0 xcd h15 y35 ff7 fs9 fc2 sc0 ls0 ws0"> 31.12.2023 </div></div><div class="c x115 y5ca w83 h7d"><div class="t m0 x12 hb1 y310 ff12 fs9 fc2 sc0 ls0 ws0">zmiana % </div></div><div class="c x1 y2a w82 h80"><div class="t m0 xa h19 y25 ff8 fs9 fc2 sc0 ls0 ws0">Wolumen sprzeda<span class="_ _1"></span>ży [Mg]<span class="ff6"> </span></div></div><div class="c x114 y2a w83 h80"><div class="t m0 x21 h19 y25 ff6 fs9 fc2 sc0 ls0 ws0">350 386 </div></div><div class="c xf y2a w84 h80"><div class="t m0 x60 h19 y25 ff6 fs9 fc2 sc0 ls0 ws0">106 414 </div></div><div class="c x115 y2a w83 h80"><div class="t m0 x39 h14 y25 ffa fs9 fc2 sc0 ls4 ws0">229%<span class="ls0"> </span></div></div><div class="c x1 ya26 w82 h78"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">Przychody ze spr<span class="_ _1"></span>zedaży<span class="ff6"> </span></div></div><div class="c x114 ya26 w83 h78"><div class="t m0 x21 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">181 950 </div></div><div class="c xf ya26 w84 h78"><div class="t m0 x8f h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">85 160 </div></div><div class="c x115 ya26 w83 h78"><div class="t m0 x39 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">114%<span class="ls0"> </span></div></div><div class="c x1 ya27 w82 h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">EBITDA </div></div><div class="c x114 ya27 w83 h78"><div class="t m0 x10d h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">-8 647 </div></div><div class="c xf ya27 w84 h78"><div class="t m0 x117 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">7 949 </div></div><div class="c x115 ya27 w83 h78"><div class="t m0 x24 h14 y16e ffa fs9 fc2 sc0 ls0 ws0">-209% </div></div><div class="c x1 ya28 w82 h1d"><div class="t m0 xa h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">EBITDA skorygowana<span class="_ _1"></span> </div></div><div class="c x114 ya28 w83 h1d"><div class="t m0 x118 h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">768<span class="ls0"> </span></div></div><div class="c xf ya28 w84 h1d"><div class="t m0 x117 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">7 949 </div></div><div class="c x115 ya28 w83 h1d"><div class="t m0 x5 h14 y36 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">90%</span> </div></div><div class="c x1 ya29 w82 h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Zysk/(st<span class="_ _1"></span>rata) za okres </div></div><div class="c x114 ya29 w83 h78"><div class="t m0 x38 h19 y16e ff6 fs9 fc2 sc0 ls20 ws0">                     <span class="ls0">(6 668) </span></div></div><div class="c xf ya29 w84 h78"><div class="t m0 x39 h19 y16e ff6 fs9 fc2 sc0 ls20 ws0">                              <span class="ls0">6 394  </span></div></div><div class="c x115 ya29 w83 h78"><div class="t m0 x24 h14 y16e ffa fs9 fc2 sc0 ls0 ws0">-204% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 ya2a ff8 fs4 fc2 sc0 ls0 ws0">Wypracowana <span class="_ _6"></span>EBITDA <span class="_ _6"></span>w<span class="_ _0"></span> <span class="_ _6"></span>2024 <span class="_ _6"></span>r. <span class="_ _6"></span>w<span class="_ _0"></span> <span class="_ _6"></span>segmencie <span class="_ _6"></span>Paliwa <span class="_ _6"></span>Stałe <span class="_ _6"></span>była <span class="_ _7"></span>ujemna <span class="_ _6"></span>i <span class="_ _6"></span>wyniosła <span class="_ _7"></span>8,6 <span class="_ _6"></span>mln <span class="_ _6"></span>PL<span class="_ _0"></span>N, <span class="_ _6"></span>a <span class="_ _6"></span>EBITDA <span class="_ _7"></span>skorygowana <span class="_ _6"></span>była <span class="_ _6"></span>dodatnia <span class="_ _12"> </span><span class="ff6 ls27">i </span></div><div class="t m0 x1 h10 ya2b ff8 fs4 fc2 sc0 ls0 ws0">ukształtowała <span class="_ _0"></span>się <span class="_ _0"></span>na <span class="_ _5"></span>poziomie <span class="_ _0"></span>0,8 <span class="_ _0"></span>mln <span class="_ _5"></span>PLN. <span class="_ _0"></span>Róż<span class="_ _0"></span>nica <span class="_ _0"></span>w <span class="_ _0"></span>poz<span class="_ _0"></span>iomach <span class="_ _0"></span>EBITDA <span class="_ _0"></span>i <span class="_ _5"></span>EBITDA <span class="_ _0"></span>skorygowana <span class="_ _0"></span>wynika <span class="_ _0"></span>z <span class="_ _5"></span>faktu <span class="_ _0"></span>ujęcia <span class="_ _5"></span>w <span class="_ _0"></span>EBIT<span class="_ _0"></span>DA <span class="_ _0"></span>odp<span class="_ _5"></span><span class="ff6">isu <span class="_ _0"></span>na </span></div><div class="t m0 x1 h10 ya2c ff8 fs4 fc2 sc0 ls0 ws0">utratę wartości udziałów UNIMOT Commodities. <span class="ff6"> </span></div><div class="t m0 x1 h10 ya2d ff8 fs4 fc2 sc0 ls0 ws0">Na wyniki osiągnięte w 2024 r. w segmencie paliwa stałe wpływ miały głównie poniższe czynni<span class="_ _1"></span>ki:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3c h4b ya2e ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wykorzystanie <span class="_ _13"> </span>szans <span class="_ _15"> </span>rynkowych <span class="_ _23"> </span>w <span class="_ _23"> </span>zakresie <span class="_ _23"> </span>o<span class="_ _0"></span>brotu <span class="_ _23"> </span>paliwami <span class="_ _23"> </span>stałymi, <span class="_ _23"> </span>w <span class="_ _15"> </span>tym <span class="_ _23"> </span>maksymalizacja <span class="_ _23"> </span>wo<span class="_ _0"></span>lumenu <span class="_ _23"> </span>sprzedaży <span class="_ _13"> </span>w<span class="_ _0"></span>ęgli </span></span></div><div class="t m0 x3d h10 ya2f ff8 fs4 fc2 sc0 ls0 ws0">sortowanych i pozyskanie stabilnego źródła dostaw węgla opałowe<span class="_ _1"></span>go (tzw. groszku) na rynku międzynarodowym;<span class="ff6"> </span></div><div class="t m0 x3c h4b ya30 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Ograniczenie <span class="_ _6"></span>możliwo<span class="_ _0"></span>ści <span class="_ _7"></span>generowania <span class="_ _7"> </span>dodatkowego <span class="_ _7"> </span>z<span class="_ _0"></span>ysku <span class="_ _7"></span>EBITDA <span class="_ _6"></span>z <span class="_ _12"> </span>powodu <span class="_ _7"></span>występującej <span class="_ _6"></span>w<span class="_ _0"></span> <span class="_ _7"> </span>Polsce <span class="_ _7"></span>nadpodaży <span class="_ _7"> </span>paliw <span class="_ _7"> </span>stałych, </span></span></div><div class="t m0 x3d h10 ya31 ff8 fs4 fc2 sc0 ls0 ws0">utrzymującej się <span class="_ _0"></span>od <span class="_ _0"></span>2023 <span class="_ _0"></span>r., <span class="_ _0"></span>a <span class="_ _0"></span>tak<span class="_ _0"></span>że <span class="_ _0"></span>systematycznemu spadkowi <span class="_ _0"></span>zużycia <span class="_ _0"></span>węgla <span class="_ _0"></span>w <span class="_ _0"></span>Polsce, <span class="_ _0"></span>zarówno <span class="_ _0"></span>w<span class="_ _0"></span> energetyce, <span class="_ _0"></span>ciepłow<span class="_ _0"></span>nictwie i </div><div class="t m0 x3d h10 ya32 ff8 fs4 fc2 sc0 ls0 ws0">przemyśle oraz<span class="ff6"> </span>wśród odbiorców indywidualnych; <span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf46" class="pf w0 h0" ><div class="pc pc46 w0 h0"><img class="bi x39 y3c w1c h1c" alt="" src="data:image/png;base64,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ACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAC8reUaczsHAAD8bUW/w08AAAAqUgIAAFDRAQrGpCye1vleAAAAAElFTkSuQmCC"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">70<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h4b y603 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Skuteczne <span class="_ _12"> </span>pozyskiwanie  klientów <span class="_ _12"> </span>wykorzystujących  w <span class="_ _12"> </span>swojej  działalności <span class="_ _12"> </span>paliwa <span class="_ _12"> </span>stałe  z <span class="_ _12"> </span>branż  energetyczne<span class="_ _1"></span>j,  ciep<span class="_ _1"></span>łowniczej  i </span></span></div><div class="t m0 x3d h10 y604 ff8 fs4 fc2 sc0 ls0 ws0">przemysłowej. <span class="ff6"> </span></div><div class="t m0 x1 h10 y421 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y422 ff8 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _23"> </span>wyniki <span class="_ _23"> </span>przyszłych <span class="_ _23"> </span>okresów <span class="_ _13"> </span>wpływ <span class="_ _15"> </span>będzie <span class="_ _13"> </span>mieć <span class="_ _23"> </span>głównie <span class="_ _23"> </span>możliwość <span class="_ _23"> </span>dywersyfikacji <span class="_ _23"> </span>portfela <span class="_ _23"> </span>dostawców, <span class="_ _23"> </span>optymalizacja <span class="_ _23"> </span>procesów </div><div class="t m0 x1 h10 y423 ff8 fs4 fc2 sc0 ls0 ws0">operacyjnych <span class="_ _12"> </span>oraz <span class="_ _12"> </span>kosztów, <span class="_ _12"> </span>budowa <span class="_ _12"> </span>stabiln<span class="_ _1"></span>ych <span class="_ _12"> </span>długoterminowych <span class="_ _12"> </span>relacji <span class="_ _7"> </span>z <span class="_ _12"> </span>kluczowymi <span class="_ _12"> </span>klientami<span class="_ _0"></span><span class="ff6 lsf">, <span class="_ _12"> </span></span>a <span class="_ _12"> </span>także<span class="ff6"> <span class="_ _12"> </span>i</span>ntensyfikacja <span class="_ _12"> </span>działalności <span class="_ _12"> </span>w </div><div class="t m0 x1 h10 y474 ff8 fs4 fc2 sc0 ls0 ws0">zakresie importu węgla dostawami całostatkowymi<span class="ff6">. </span></div><div class="t m0 x1 h22 y3a1 ff7 fs4 fc5 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 ya33 ff7 fs5 fc5 sc0 ls11 ws0">6.2.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">OPIS CZYNNIKÓW I ZDARZEŃ, W TYM O NIETYPOWYM CHARAKTERZE, MAJĄCYCH ISTOTNY </span></span></div><div class="t m0 x84 he y477 ff5 fs5 fc5 sc0 ls0 ws0">WPŁYW NA WYNIKI FINANSOWE <span class="ff7"> </span></div><div class="t m0 x1 h10 ya34 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y53b ff8 fs4 fc2 sc0 ls0 ws0">W 2024 roku nie wystąpiły zdarzenia o nietypowym charakterze, które miałyby istotny wpływ na osiągnięte wyniki finansowe.<span class="ff6"> </span></div><div class="t m0 x3c h44 ya35 ff7 fs5 fc5 sc0 ls11 ws0">6.3.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">WPŁYW KONFLIKTU ZBROJNEGO W UKRAINIE NA DZIAŁALNOŚĆ GRUPY<span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 ya36 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y9fc ff8 fs4 fc2 sc0 ls0 ws0">24 lutego 2022 r. rozpoczęła się zbrojna agr<span class="_ _1"></span>esja Federacji Rosyjskiej na Ukrainę<span class="_ _1"></span>, która –<span class="ff6"> w o<span class="_ _0"></span>pinii Emitenta </span>–<span class="ff6"> </span>w dals<span class="_ _1"></span>zym ciągu wywiera wpływ </div><div class="t m0 x1 h10 ya37 ff8 fs4 fc2 sc0 ls0 ws0">na globalną <span class="_ _0"></span>sytuację <span class="_ _0"></span>gospodarczą <span class="_ _0"></span>i <span class="_ _0"></span>społeczną. <span class="_ _0"></span>Konflikt <span class="_ _0"></span>w <span class="_ _0"></span>Ukrainie wpływa <span class="_ _0"></span>między <span class="_ _0"></span>innymi <span class="_ _0"></span>na tem<span class="_ _0"></span>po <span class="_ _0"></span>wzrostu <span class="_ _0"></span>gospodarczeg<span class="_ _0"></span>o<span class="_ _0"></span>, <span class="_ _0"></span>wysokość stóp </div><div class="t m0 x1 h10 ya38 ff8 fs4 fc2 sc0 ls0 ws0">procentowych, kursów walut i inflacji, ceny surowców energetycznych, czy poziom konsumpcji p<span class="_ _1"></span>aliw. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 ya39 ff8 fs4 fc2 sc0 ls0 ws0">Konsekwencjami <span class="_ _10"></span>wybuchu <span class="_ _1"></span>wojny <span class="_ _1"></span>są <span class="_ _10"></span>przerwane, <span class="_ _1"></span>zakłócone <span class="_ _1"></span>lub <span class="_ _10"></span>zmodyfikowane <span class="_ _1"></span>łańcuchy <span class="_ _10"></span>dostaw, ograniczen<span class="_ _1"></span>ia <span class="_ _10"></span>w<span class="_ _0"></span> <span class="_ _1"></span>zakresie <span class="_ _10"></span>wymiany <span class="_ _10"></span>ha<span class="_ _0"></span>ndl<span class="_ _0"></span><span class="ff6">owej </span></div><div class="t m0 x1 h10 y272 ff8 fs4 fc2 sc0 ls0 ws0">m.in. <span class="_ _0"></span>zw<span class="_ _0"></span>iązane <span class="_ _0"></span>z <span class="_ _5"></span>wprowadzaniem <span class="_ _5"></span>kolejnych <span class="_ _0"></span>pakietów<span class="_ _0"></span> <span class="_ _0"></span>sankcji <span class="_ _5"></span>nakładanych <span class="_ _5"></span>na <span class="_ _5"></span>Rosję <span class="_ _0"></span>o<span class="_ _0"></span>raz <span class="_ _5"></span>wzrost <span class="_ _5"></span>ryzyka <span class="_ _0"></span>geopolitycznego <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>regionie <span class="_ _6"></span><span class="ff6">Europy </span></div><div class="t m0 x1 h10 ya3a ff8 fs4 fc2 sc0 ls0 ws0">Środkowo<span class="ff6">-Wschodniej. </span></div><div class="t m0 x1 h10 ya3b ff8 fs4 fc2 sc0 ls0 ws0">Konflikt <span class="_ _0"></span>w <span class="_ _0"></span>Ukrainie <span class="_ _5"></span>ma <span class="_ _5"></span>bezpośredni <span class="_ _0"></span>lub <span class="_ _0"></span>pośred<span class="_ _0"></span>ni <span class="_ _0"></span>wpływ <span class="_ _0"></span>na<span class="_ _0"></span> <span class="_ _0"></span>prowadzenie <span class="_ _0"></span>działalności <span class="_ _5"></span>gospodarczej <span class="_ _5"></span>przez <span class="_ _0"></span>przedsiębiorstwa <span class="_ _5"></span>w <span class="_ _0"></span>Polsc<span class="_ _5"></span><span class="ff6">e, <span class="_ _5"></span>a <span class="_ _0"></span>tym </span></div><div class="t m0 x1 h10 ya3c ff8 fs4 fc2 sc0 ls0 ws0">samym <span class="_ _5"></span>wywiera <span class="_ _5"></span>on <span class="_ _5"></span>także <span class="_ _5"></span>w<span class="_ _0"></span>pływ <span class="_ _5"></span>na <span class="_ _5"></span>funkcjonowanie <span class="_ _6"></span><span class="ff6">Grupy <span class="_ _0"></span>UNIMOT<span class="_ _0"></span> <span class="_ _5"></span> <span class="_ _5"></span></span>, <span class="_ _6"></span>p<span class="_ _1"></span>oprzez <span class="_ _5"></span>m.in. <span class="_ _5"></span>zmiany <span class="_ _5"></span>warunków <span class="_ _5"></span>i <span class="_ _6"></span>kieru<span class="_ _1"></span>nków <span class="_ _5"></span>dostaw, <span class="_ _5"></span>poziom <span class="_ _5"></span>cen <span class="_ _5"></span>i </div><div class="t m0 x1 h10 y2db ff8 fs4 fc2 sc0 ls0 ws0">dostępność <span class="_ _6"></span>surowców, <span class="_ _5"></span>a <span class="_ _6"></span>tym <span class="_ _6"></span>samym <span class="_ _5"></span>na <span class="_ _6"></span>poziom <span class="_ _6"></span>gen<span class="_ _1"></span>erowanych <span class="_ _5"></span>marż, <span class="_ _6"></span>możliwość <span class="_ _6"></span>pozyskania <span class="_ _5"></span>kapitału, <span class="_ _6"></span>cyberbe<span class="_ _1"></span>zpieczeństwo <span class="_ _6"></span>oraz <span class="_ _6"></span>f<span class="_ _1"></span>izyczn<span class="_ _5"></span><span class="ff6 ls10">e </span></div><div class="t m0 x1 h10 ya3d ff8 fs4 fc2 sc0 ls0 ws0">bezpieczeństwo.<span class="ff6"> </span></div><div class="t m0 x1 h10 ya3e ff8 fs4 fc2 sc0 ls0 ws0">Intensywność w<span class="_ _0"></span>pływu <span class="_ _0"></span>na <span class="_ _0"></span>działalność <span class="_ _5"></span>operacyjną <span class="_ _0"></span>i <span class="_ _0"></span>wyniki <span class="_ _0"></span>finansowe <span class="_ _5"></span>Grupy, <span class="_ _0"></span>w <span class="_ _0"></span>znacznym <span class="_ _5"></span>stopniu zależeć <span class="_ _5"></span>będą <span class="_ _0"></span>od <span class="_ _0"></span>dalszego <span class="_ _0"></span>przebiegu<span class="_ _5"></span><span class="ff6"> <span class="_ _0"></span>wojny </span></div><div class="t m0 x1 h10 ya3f ff8 fs4 fc2 sc0 ls0 ws0">lub <span class="_ _5"></span>jej <span class="_ _6"></span>zakończenia, <span class="_ _5"></span>skutków <span class="_ _5"></span>podtrzymywania <span class="_ _6"></span>lub <span class="_ _0"></span>nakładania <span class="_ _6"></span>kolejnych <span class="_ _5"></span>sankcji <span class="_ _5"></span>na <span class="_ _6"></span>Rosję <span class="_ _5"></span>i <span class="_ _6"></span>Białoruś <span class="_ _5"></span>oraz <span class="_ _6"></span>działań <span class="_ _5"></span>podejmowanych <span class="_ _6"></span><span class="ff6">ze <span class="_ _5"></span>strony </span></div><div class="t m0 x1 h10 ya40 ff8 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 wynikającej ze <span class="_ _1"></span>skutków </div><div class="t m0 x1 h10 ya41 ff6 fs4 fc2 sc0 ls0 ws0">wojny prowadzonej na terytorium Ukrainy.  </div><div class="t m0 x1 h10 ya42 ff6 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT <span class="_ _0"></span><span class="ff8">, <span class="_ _0"></span>mając <span class="_ _0"></span>świadomość zasięgu <span class="_ _0"></span>i <span class="_ _0"></span>skali zagrożeń <span class="_ _0"></span>związanych <span class="_ _0"></span>z <span class="_ _0"></span>trwającą wojną <span class="_ _0"></span>w <span class="_ _0"></span>Ukrainie, na <span class="_ _0"></span>bieżąco <span class="_ _0"></span>monitoruje podejmowane </span></div><div class="t m0 x1 h10 ya43 ff8 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="_ _5"></span>owadzoną </div><div class="t m0 x1 h10 y646 ff6 fs4 fc2 sc0 ls0 ws0">dzia<span class="ff8">łalność. <span class="_ _6"></span></span>Grupa <span class="_ _6"></span>UNIMOT <span class="_ _7"></span><span class="ff8">przygotowana <span class="_ _6"></span>jest <span class="_ _6"></span>na <span class="_ _7"></span>różne <span class="_ _6"></span>scenariusze <span class="_ _6"></span>na <span class="_ _6"></span>rynku <span class="_ _6"></span>paliw <span class="_ _6"></span>i <span class="_ _6"></span>dostosow<span class="_ _0"></span>uje <span class="_ _6"></span>się <span class="_ _6"></span>do <span class="_ _6"></span>wszystkich <span class="_ _6"></span>sankcji <span class="_ _7"></span>krajowych <span class="_ _6"></span>i </span></div><div class="t m0 x1 h10 ya44 ff8 fs4 fc2 sc0 ls0 ws0">międzynarodowych.  Na <span class="_ _12"> </span>bieżąco  podejmowane  są  działania <span class="_ _12"> </span>maj<span class="_ _0"></span>ące  na  ce<span class="_ _1"></span>lu  ograniczenie  p<span class="_ _1"></span>otencjalnych  skutków  wojny  na <span class="_ _12"> </span>działalność </div><div class="t m0 x1 h10 y69a ff8 fs4 fc2 sc0 ls0 ws0">operacyjną, a także utrzymania ciągłości działania infrastru<span class="_ _1"></span>ktury krytycznej. <span class="ff6"> </span></div><div class="t m0 x1 h10 ya45 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ya46 ff8 fs4 fc2 sc0 ls0 ws0">Na  dzień <span class="_ _14"> </span>sporządzenia <span class="_ _14"> </span>niniejszego <span class="_ _14"> </span>sprawozdanie  finanso<span class="_ _0"></span>wego <span class="_ _14"> </span><span class="ff6">Grupa <span class="_ _14"> </span>UNIMOT <span class="_ _14"> </span>posiada <span class="_ _14"> </span>nieistotne <span class="_ _14"> </span></span>–<span class="ff6">  z <span class="_ _14"> </span>punktu <span class="_ _14"> </span>widzenia <span class="_ _14"> </span>prowadzenia </span></div><div class="t m0 x1 h10 y43e ff8 fs4 fc2 sc0 ls0 ws0">działalności <span class="_ _10"></span>–<span class="ff6"> </span>aktywa <span class="_ _10"></span>zlokalizowane <span class="_ _10"></span>na te<span class="_ _1"></span>renie <span class="_ _10"></span>Ukrainy, dl<span class="_ _1"></span>atego <span class="_ _10"></span>też<span class="_ _0"></span> <span class="_ _1"></span>bezpośrednie <span class="_ _10"></span>skutki <span class="_ _10"></span>w<span class="_ _0"></span>ojny <span class="_ _1"></span>na <span class="_ _10"></span>prowadzoną <span class="_ _1"></span>w <span class="_ _10"></span>tym kraju <span class="_ _9"></span>wł<span class="_ _0"></span>asną <span class="_ _10"></span>działalność </div><div class="t m0 x1 h10 ya47 ff8 fs4 fc2 sc0 ls0 ws0">biznesową <span class="_ _5"></span>jest <span class="_ _6"></span>marginalna. <span class="_ _6"></span>Ponadto, <span class="_ _6"></span>w <span class="_ _6"></span>wyniku <span class="_ _5"></span>prowadzonych <span class="_ _6"></span>działań <span class="_ _6"></span>wojennych <span class="_ _6"></span>na <span class="_ _5"></span>t<span class="_ _0"></span>erytorium <span class="_ _6"></span>Ukrainy <span class="_ _5"></span>nie <span class="_ _6"></span>wystąpiły <span class="_ _6"></span>istotne <span class="_ _5"></span>z<span class="_ _0"></span>akłócenia </div><div class="t m0 x1 h10 y5a5 ff8 fs4 fc2 sc0 ls0 ws0">mające wpływ na działalność operacyjną <span class="ff6">Grupy UNIMOT  . </span></div><div class="t m0 x1 h10 ya48 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ya49 ff8 fs4 fc2 sc0 ls0 ws0">W zakre<span class="_ _1"></span>sie <span class="_ _1"></span>oleju <span class="_ _10"></span>napędowego <span class="ff6">Grupa <span class="_ _1"></span>UNIMOT <span class="ff8">podję<span class="_ _1"></span>ła zde<span class="_ _1"></span>cydowane <span class="_ _10"></span>kroki, dzięki <span class="_ _10"></span>którym uniezależniła <span class="_ _1"></span>się <span class="_ _10"></span>od zakupu <span class="_ _10"></span>tego surowca <span class="_ _1"></span>z <span class="_ _1"></span>kie<span class="_ _1"></span>runku </span></span></div><div class="t m0 x1 h10 ya4a ff8 fs4 fc2 sc0 ls0 ws0">wschodniego i <span class="_ _5"></span>posiada <span class="_ _0"></span>pełną <span class="_ _0"></span>zdolność <span class="_ _5"></span>do <span class="_ _0"></span>zaspakajania <span class="_ _0"></span>potrzeb <span class="_ _0"></span>na<span class="_ _0"></span> <span class="_ _0"></span>ten <span class="_ _0"></span>produkt <span class="_ _0"></span>poprzez <span class="_ _5"></span>wykorzystywanie <span class="_ _0"></span>wielu <span class="_ _0"></span>dostawców <span class="_ _5"></span>paliw, <span class="_ _0"></span>kt<span class="_ _5"></span>órzy <span class="_ _0"></span>w </div><div class="t m0 x1 h10 y442 ff8 fs4 fc2 sc0 ls0 ws0">przeważającej większości pochodzą z zagranicy. Było to szczególnie ważne w kontekście wprowadzenia od 5 lutego 2023 r. zakazu importu z </div><div class="t m0 x1 h10 ya4b ff8 fs4 fc2 sc0 ls0 ws0">Rosji  produktów <span class="_ _12"> </span>ropopochodnych,  w  tym<span class="_ _1"></span>  przed<span class="_ _1"></span>e  wszystkim <span class="_ _12"> </span>oleju  napędowego  do <span class="_ _12"> </span>krajów  na <span class="_ _12"> </span>terenie  Unii <span class="_ _12"> </span>Europejskiej.  Dodatkowym </div><div class="t m0 x1 h10 ya4c ff8 fs4 fc2 sc0 ls0 ws0">zabezpieczeniem <span class="_ _9"></span>cią<span class="_ _0"></span>głości <span class="_ _10"></span>do<span class="_ _0"></span>staw <span class="_ _10"></span>było <span class="_ _1"></span>dysponowanie, <span class="_ _9"></span>o<span class="_ _0"></span>d <span class="_ _10"></span>15 <span class="_ _10"></span>kwietnia <span class="_ _10"></span>2022 <span class="_ _1"></span>r., <span class="_ _10"></span>wynajętym, <span class="_ _10"></span>głębokow<span class="_ _0"></span>odnym <span class="_ _10"></span>terminalem <span class="_ _10"></span>paliwowym <span class="_ _1"></span>Gulfhavn </div><div class="t m0 x1 h10 ya4d ff8 fs4 fc2 sc0 ls0 ws0">(Dania) <span class="_ _10"></span>o <span class="_ _1"></span>łącznej <span class="_ _10"></span>pojemności <span class="_ _10"></span>127 tys<span class="_ _1"></span>. <span class="_ _10"></span>m³, <span class="_ _1"></span>który <span class="_ _10"></span>umożliwiał <span class="_ _10"></span>w<span class="_ _0"></span>yładunek <span class="_ _10"></span>oleju <span class="_ _10"></span>napędowego <span class="_ _1"></span>z <span class="_ _10"></span>największych <span class="_ _10"></span>tankow<span class="_ _0"></span>ców <span class="_ _10"></span>przypływającyc<span class="_ _5"></span><span class="ff6">h <span class="_ _10"></span>z <span class="_ _1"></span>innych </span></div><div class="t m0 x1 h10 ya4e ff8 fs4 fc2 sc0 ls0 ws0">kierunków <span class="_ _10"></span>niż <span class="_ _10"></span>Ro<span class="_ _0"></span>sja <span class="_ _10"></span>oraz d<span class="_ _1"></span>alszy <span class="_ _10"></span>tr<span class="_ _0"></span>ansport <span class="_ _10"></span>paliwa <span class="_ _10"></span>do <span class="_ _1"></span>Polski <span class="_ _10"></span>i<span class="_ _0"></span> <span class="_ _10"></span>innych p<span class="_ _1"></span>ortów <span class="_ _10"></span>w b<span class="_ _1"></span>asenie <span class="_ _10"></span>Morza <span class="_ _10"></span>Bał<span class="_ _0"></span>tyckiego. <span class="_ _10"></span>Zarząd <span class="_ _10"></span>U<span class="_ _0"></span>nimot <span class="_ _10"></span>na <span class="_ _1"></span>bieżąco <span class="_ _10"></span>analizował </div><div class="t m0 x1 h10 ya4f ff8 fs4 fc2 sc0 ls0 ws0">efektywność <span class="_ _5"></span>i <span class="_ _5"></span>perspektywy <span class="_ _5"></span>wzrostu <span class="_ _5"></span>biznesu <span class="_ _5"></span>w <span class="_ _6"></span>zakresi<span class="_ _1"></span>e <span class="_ _5"></span>obrotu <span class="_ _5"></span>oleju <span class="_ _5"></span>napędowego <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _5"></span>wykorzystaniem <span class="_ _5"></span>terminala, <span class="_ _5"></span>o <span class="_ _5"></span>którym <span class="_ _5"></span>mo<span class="_ _0"></span>wa <span class="_ _5"></span>powyże<span class="_ _5"></span><span class="ff6">j <span class="_ _5"></span>i<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y41d ff6 fs4 fc2 sc0 ls0 ws0">podj<span class="ff8">ął decyzję o zakończeniu jego wynajęcia z końcem maja 2024 <span class="_ _0"></span>r. Takie rozwiązanie było związane z faktem, że Grupa E<span class="_ _0"></span>mitenta pod<span class="_ _5"></span>pisała </span></div><div class="t m0 x1 h10 ya50 ff8 fs4 fc2 sc0 ls0 ws0">z <span class="_ _5"></span>HES <span class="_ _5"></span>Wilhelmshaven <span class="_ _0"></span>T<span class="_ _0"></span>ank <span class="_ _5"></span>Terminal <span class="_ _5"></span>GmbH <span class="_ _5"></span>(„HES”) <span class="_ _5"></span>umowę <span class="_ _5"></span>związaną <span class="_ _5"></span>z <span class="_ _5"></span>przeładunkiem <span class="_ _5"></span>i <span class="_ _5"></span>magazynowaniem <span class="_ _5"></span>oleju <span class="_ _5"></span>napędowego. <span class="_ _5"></span>Magazyny <span class="_ _5"></span>i </div><div class="t m0 x1 h10 y4e2 ff8 fs4 fc2 sc0 ls0 ws0">infrastruktura na<span class="_ _0"></span>leżące <span class="_ _0"></span>do <span class="_ _0"></span>HES <span class="_ _5"></span>znajdują si<span class="_ _0"></span>ę <span class="_ _0"></span>w <span class="_ _0"></span>Niemczech. <span class="_ _0"></span>Zagwarantowana <span class="_ _5"></span>pojemność <span class="_ _0"></span>magazynowa <span class="_ _0"></span>oleju <span class="_ _0"></span>napędowego <span class="_ _0"></span>w<span class="_ _0"></span>ynosi <span class="_ _0"></span>78 <span class="_ _0"></span>tys. <span class="_ _6"></span>m³. </div><div class="t m0 x1 h10 y496 ff8 fs4 fc2 sc0 ls0 ws0">Strony <span class="_ _10"></span>zawarł<span class="_ _0"></span>y <span class="_ _1"></span>umowę <span class="_ _10"></span>dotyczącą <span class="_ _1"></span>oleju <span class="_ _10"></span>napędowego n<span class="_ _1"></span>a <span class="_ _10"></span>c<span class="_ _0"></span>zas <span class="_ _1"></span>18 <span class="_ _10"></span>miesięcy, począwszy <span class="_ _10"></span>od 1 <span class="_ _10"></span>lipca <span class="_ _10"></span>2024 r. <span class="_ _10"></span>z możliw<span class="_ _1"></span>ością <span class="_ _1"></span>jej <span class="_ _10"></span>przedłuże<span class="_ _0"></span><span class="ff6 ls13">ni<span class="ls0">a na <span class="_ _10"></span>o<span class="_ _0"></span>kres </span></span></div><div class="t m0 x1 h10 ya51 ff8 fs4 fc2 sc0 ls0 ws0">kolejnych <span class="_ _6"></span>12 <span class="_ _7"> </span>miesięcy. <span class="_ _7"></span>Terminal <span class="_ _7"></span>w <span class="_ _7"></span>Wilhelmshaven <span class="_ _6"></span>jest <span class="_ _7"> </span>alternatywą <span class="_ _7"> </span>dla <span class="_ _7"> </span>duńskiego <span class="_ _7"> </span>terminala <span class="_ _6"></span>w <span class="_ _7"> </span>G<span class="_ _0"></span>ulfhavn <span class="_ _6"></span>na <span class="_ _7"></span>olej <span class="_ _7"> </span>napędowy. <span class="_ _7"> </span>Termina<span class="_ _5"></span><span class="ff6">l <span class="_ _6"></span>w<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 ya52 ff8 fs4 fc2 sc0 ls0 ws0">Gulfhavn <span class="_ _0"></span>był <span class="_ _5"></span>idealnym <span class="_ _5"></span>rozwiąz<span class="_ _0"></span>aniem <span class="_ _0"></span>na <span class="_ _5"></span>czas <span class="_ _5"></span>niepewności <span class="_ _5"></span>związany <span class="_ _5"></span>z <span class="_ _5"></span>atakiem <span class="_ _5"></span>Rosji <span class="_ _5"></span>na <span class="_ _5"></span>Ukrainę, <span class="_ _5"></span>jednak <span class="_ _0"></span>t<span class="_ _0"></span>eraz <span class="_ _5"></span>Grupa <span class="_ _5"></span>będzi<span class="_ _5"></span>e <span class="_ _0"></span>wyko<span class="_ _0"></span>rzystywać </div></div></div><div class="pi" ></div></div><div id="pf47" class="pf w0 h0" ><div class="pc pc47 w0 h0"><img class="bi x39 y3c w1c h1c" alt="" 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ACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAC8reUaczsHAAD8bUW/w08AAAAqUgIAAFDRAQrGpCye1vleAAAAAElFTkSuQmCC"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">71<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 fs4 fc2 sc0 ls0 ws0">terminal  w <span class="_ _14"> </span>Wilhelmshaven,  który <span class="_ _14"> </span>daje <span class="_ _14"> </span>większą  elastyczność <span class="_ _14"> </span>i <span class="_ _14"> </span>–<span class="ff6"> <span class="_ _14"> </span>podobnie  jak <span class="_ _14"> </span>w  przypadku <span class="_ _14"> </span>LPG <span class="_ _14"> </span></span>–<span class="ff6"> <span class="_ _14"> </span></span>możliwość  transportowania <span class="_ _14"> </span>oleju </div><div class="t m0 x1 h10 y12c ff8 fs4 fc2 sc0 ls0 ws0">napędowego z Niemiec koleją i transportem samochodowym do Polski.<span class="ff6"> </span></div><div class="t m0 x1 h10 y12d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y12e ff8 fs4 fc2 sc0 ls0 ws0">W zakresie źródeł dostaw <span class="_ _0"></span>gazu LPG, <span class="_ _5"></span><span class="ff6">Grupa UNIMOT <span class="_ _0"></span></span>kontynuowała prace nad <span class="_ _0"></span>przestawieniem logistyki zakupu L<span class="_ _0"></span>PG z <span class="_ _0"></span>kierunku wschodniego </div><div class="t m0 x1 h10 y12f ff8 fs4 fc2 sc0 ls0 ws0">na <span class="_ _10"></span>zachodni. <span class="_ _10"></span>Import <span class="_ _1"></span>gazu <span class="_ _10"></span>LPG, <span class="_ _10"></span>o<span class="_ _0"></span>prócz <span class="_ _10"></span>kierunku <span class="_ _10"></span>wschodniego, <span class="_ _10"></span>realizow<span class="_ _0"></span>any <span class="_ _10"></span>był <span class="_ _10"></span>m.in. <span class="_ _1"></span>ze <span class="_ _10"></span>Szwecji, <span class="_ _10"></span>Wielkiej <span class="_ _10"></span>Brytanii, <span class="_ _10"></span>Holandii <span class="_ _10"></span>i <span class="_ _10"></span>No<span class="_ _5"></span>rwegii. <span class="_ _10"></span>Po<span class="_ _0"></span>wyższe </div><div class="t m0 x1 h10 y130 ff8 fs4 fc2 sc0 ls0 ws0">działania <span class="_ _5"></span><span class="ff6">Grupa <span class="_ _6"></span>UNIMOT <span class="_ _5"></span></span>realizo<span class="_ _0"></span>wała <span class="_ _6"></span>jeszcze <span class="_ _5"></span>przed <span class="_ _5"></span>wprowadzeniem <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _5"></span>grudniu <span class="_ _6"></span>2023 <span class="_ _5"></span>r. <span class="_ _6"></span>kolejnego <span class="_ _5"></span>pakietu <span class="_ _6"></span>unijnych <span class="_ _5"></span>sankcji <span class="_ _5"></span>na <span class="_ _6"></span>Rosję, <span class="_ _5"></span>któ<span class="_ _0"></span>ry </div><div class="t m0 x1 h10 y131 ff8 fs4 fc2 sc0 ls0 ws0">obejmuje import <span class="_ _0"></span>rosyjskiego <span class="_ _0"></span>LPG. Dla <span class="_ _0"></span>tych <span class="_ _0"></span>sankcji <span class="_ _0"></span>przewidziany był <span class="_ _0"></span>roczny <span class="_ _0"></span>okres przejściowy, <span class="_ _0"></span>który zako<span class="_ _0"></span>ńczył się <span class="_ _0"></span>w <span class="_ _0"></span>grudniu 20<span class="_ _5"></span><span class="ff6">24 r.<span class="fc4"> <span class="_ _0"></span></span></span>Według </div><div class="t m0 x1 h10 y132 ff8 fs4 fc2 sc0 ls0 ws0">oceny <span class="_ _14"> </span>Zarządu <span class="_ _14"> </span>Unimot <span class="_ _14"> </span>na <span class="_ _14"> </span>rynkach <span class="_ _14"> </span>światowyc<span class="_ _0"></span>h <span class="_ _14"> </span>występuje <span class="_ _14"> </span>dostępność <span class="_ _14"> </span>tego <span class="_ _14"> </span>produktu, <span class="_ _14"> </span>jednak <span class="_ _14"> </span>zmiana <span class="_ _14"> </span>kierunku <span class="_ _13"> </span>importu <span class="_ _14"> </span>wiąże <span class="_ _14"> </span>się <span class="_ _14"> </span>z </div><div class="t m0 x1 h10 y133 ff8 fs4 fc2 sc0 ls0 ws0">koniecznością <span class="_ _6"></span>zorganizowania <span class="_ _6"></span>nowych <span class="_ _6"></span>rozwiąz<span class="_ _1"></span>ań <span class="_ _6"></span>transportowych. <span class="_ _6"></span><span class="ff6">Grupa <span class="_ _6"></span>UNIMOT <span class="_ _6"></span></span>na <span class="_ _6"></span>bieżąco <span class="_ _6"></span>monitoruje <span class="_ _5"></span>i <span class="_ _6"></span>analizuje <span class="_ _6"></span>scenariusze <span class="_ _6"></span>rozwoju </div><div class="t m0 x1 h10 y134 ff8 fs4 fc2 sc0 ls0 ws0">sytuacji <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _6"></span>tym <span class="_ _5"></span>z<span class="_ _0"></span>akresie <span class="_ _5"></span>i <span class="_ _6"></span>podejmuje <span class="_ _5"></span>o<span class="_ _0"></span>dpowiednie <span class="_ _5"></span>kroki <span class="_ _6"></span>zapewniające <span class="_ _6"></span>minimalizację <span class="_ _5"></span>potencjalnych <span class="_ _6"></span>utraconych <span class="_ _6"></span>korzyści <span class="_ _5"></span>oraz <span class="_ _6"></span>skupi<span class="_ _0"></span>a <span class="_ _6"></span>się <span class="_ _5"></span>na </div><div class="t m0 x1 h10 y135 ff8 fs4 fc2 sc0 ls0 ws0">wykorzystaniu  szans<span class="_ _1"></span>  rynkowych.  W <span class="_ _12"> </span>ramach  prowadzonych  d<span class="_ _1"></span>ziałań  <span class="ff6">Grupa <span class="_ _12"> </span>U<span class="_ _0"></span>NIMOT  </span>dokonała  uzup<span class="_ _1"></span>ełnienia  swojego <span class="_ _12"> </span>taboru  o  cysterny </div><div class="t m0 x1 h10 y136 ff8 fs4 fc2 sc0 ls0 ws0">kolejowe. <span class="_ _6"></span>W <span class="_ _6"></span>związku <span class="_ _6"></span>z <span class="_ _6"></span>przewid<span class="_ _1"></span>ywaną <span class="_ _6"></span>sytuacją <span class="_ _6"></span>na <span class="_ _5"></span>rynku <span class="_ _6"></span>gazu <span class="_ _6"></span>LPG <span class="_ _6"></span>po <span class="_ _6"></span>grudniu <span class="_ _6"></span>2024 <span class="_ _5"></span>r., <span class="_ _12"> </span><span class="ff6">Grupa <span class="_ _5"></span>UN<span class="_ _0"></span>IMOT <span class="_ _6"></span></span>zawarła <span class="_ _6"></span>ze <span class="_ _6"></span>spółką <span class="_ _6"></span>HES <span class="_ _5"></span>umow<span class="_ _0"></span>ę <span class="_ _6"></span>na </div><div class="t m0 x1 h10 y137 ff8 fs4 fc2 sc0 ls0 ws0">przeładunek <span class="_ _0"></span>i <span class="_ _6"></span>magazynowane <span class="_ _0"></span>gazu <span class="_ _5"></span>L<span class="_ _0"></span>PG. <span class="_ _5"></span>Umowa <span class="_ _5"></span>przewiduje <span class="_ _5"></span>możliwość <span class="_ _5"></span>przeładunku <span class="_ _5"></span>i <span class="_ _5"></span>magazynowania <span class="_ _5"></span>gazu <span class="_ _5"></span>L<span class="_ _0"></span>PG <span class="_ _5"></span>o <span class="_ _5"></span>wolumenie <span class="_ _5"></span>około <span class="_ _5"></span>8 <span class="_ _6"></span>tys.<span class="ff6"> </span></div><div class="t m0 x1 h10 y138 ff8 fs4 fc2 sc0 ls0 ws0">ton. <span class="_ _5"></span>Umow<span class="_ _0"></span>a <span class="_ _5"></span>została <span class="_ _6"></span>zawarta <span class="_ _5"></span>na <span class="_ _5"></span>czas <span class="_ _6"></span>określony <span class="_ _5"></span>48 <span class="_ _5"></span>miesięcy, <span class="_ _6"></span>począwszy <span class="_ _5"></span>od <span class="_ _5"></span>1 <span class="_ _6"></span>października <span class="_ _5"></span>2024 <span class="_ _5"></span>r. <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _5"></span>moż<span class="_ _5"></span>liwością <span class="_ _6"></span>jej <span class="_ _5"></span>przedłużenia <span class="_ _5"></span>na <span class="_ _6"></span>okres </div><div class="t m0 x1 h10 y139 ff8 fs4 fc2 sc0 ls0 ws0">kolejnych <span class="_ _5"></span>24 <span class="_ _5"></span>miesięcy. <span class="_ _5"></span>Magazyny <span class="_ _6"></span>i <span class="_ _0"></span>infrastruktura <span class="_ _5"></span>należące <span class="_ _5"></span>do <span class="_ _5"></span>HE<span class="_ _0"></span>S <span class="_ _5"></span>znajdują <span class="_ _5"></span>się <span class="_ _5"></span>w <span class="_ _5"></span>Niemczech. <span class="_ _5"></span>T<span class="_ _0"></span>akie <span class="_ _5"></span>położenie <span class="_ _5"></span>terminala <span class="_ _5"></span>przeładu<span class="_ _5"></span><span class="ff6">nkowego </span></div><div class="t m0 x1 h10 y13a ff6 fs4 fc2 sc0 ls0 ws0">gazu <span class="_ _14"> </span>LPG <span class="_ _14"> </span>jest <span class="_ _14"> </span>optymalne <span class="_ _14"> </span>z <span class="_ _14"> </span>punktu <span class="_ _14"> </span>widzenia <span class="_ _14"> </span>procesu <span class="_ _14"> </span>logistycznego <span class="_ _14"> </span>dostaw <span class="_ _14"> </span>tego <span class="_ _14"> </span>produktu, <span class="_ _14"> </span>w<span class="_ _0"></span> <span class="_ _23"> </span><span class="ff8">szczególności <span class="_ _14"> </span>w <span class="_ _14"> </span>sytuacji, <span class="_ _14"> </span>gdy <span class="_ _14"> </span>zac<span class="_ _0"></span>znie </span></div><div class="t m0 x1 h10 y13b ff8 fs4 fc2 sc0 ls0 ws0">obowiązywać embargo na import gazu LPG z Rosji do UE.<span class="ff6"> </span></div><div class="t m0 x1 h10 y13c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y13d ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _1"></span>UNIMOT <span class="ff8">zaangażowała się <span class="_ _10"></span>w<span class="_ _0"></span> zasp<span class="_ _1"></span>akajanie potrzeb<span class="_ _1"></span> gospodarki <span class="_ _1"></span>ukraińskiej <span class="_ _1"></span>i ludności <span class="_ _1"></span>Ukrainy w <span class="_ _1"></span>zakresie p<span class="_ _1"></span>aliw zaraz <span class="_ _1"></span>po <span class="_ _1"></span>wybuchu <span class="_ _1"></span>wojny </span></div><div class="t m0 x1 h10 y13e ff8 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="_ _10"></span>na<span class="_ _0"></span>pędowego i <span class="_ _10"></span>gazu LPG n<span class="_ _1"></span>a te<span class="_ _1"></span>rytorium tego <span class="_ _10"></span>kraju.<span class="_ _0"></span> Dostawy <span class="_ _10"></span>paliw zarówno d<span class="_ _1"></span>o Ukrai<span class="_ _1"></span>ny <span class="_ _1"></span>jak i <span class="_ _10"></span>na<span class="_ _0"></span> p<span class="_ _1"></span>ot<span class="_ _0"></span><span class="ff6">rzeby krajowe </span></div><div class="t m0 x1 h10 y13f ff8 fs4 fc2 sc0 ls0 ws0">są <span class="_ _6"></span>realizowane <span class="_ _6"></span>przez <span class="_ _6"></span>wspólny <span class="_ _5"></span>łańcuch <span class="_ _6"></span>logistyczny, <span class="_ _6"></span>co <span class="_ _6"></span>w <span class="_ _6"></span>konsekwencji <span class="_ _5"></span>pow<span class="_ _0"></span>oduje, <span class="_ _6"></span>że <span class="_ _6"></span>precyzyjne <span class="_ _5"></span>oszacowanie <span class="_ _6"></span>wpływu <span class="_ _6"></span>sprzedaży <span class="_ _6"></span>pali<span class="_ _0"></span><span class="ff6">w <span class="_ _6"></span>na </span></div><div class="t m0 x1 h10 y140 ff8 fs4 fc2 sc0 ls0 ws0">rynek <span class="_ _10"></span>u<span class="_ _0"></span>kraiński <span class="_ _1"></span>na <span class="_ _1"></span>wyniki finansowe <span class="ff6">Gru<span class="_ _1"></span>py UN<span class="_ _1"></span>IMOT  <span class="_ _10"></span> <span class="ff8">jest ni<span class="_ _1"></span>emożliwe. Ponadto, <span class="_ _1"></span>jest <span class="_ _10"></span>w<span class="_ _0"></span>ysoce p<span class="_ _1"></span>rawdopodobne, <span class="_ _1"></span>że <span class="_ _1"></span>wolumen p<span class="_ _1"></span>aliw <span class="_ _1"></span>dostarczany </span></span></div><div class="t m0 x1 h10 y141 ff8 fs4 fc2 sc0 ls0 ws0">do <span class="_ _7"> </span>Ukrainy <span class="_ _12"> </span>mógłby <span class="_ _7"> </span>być <span class="_ _12"> </span>alokowany <span class="_ _7"> </span>na <span class="_ _12"> </span>rynek <span class="_ _7"></span>krajow<span class="_ _0"></span>y <span class="_ _7"> </span>i <span class="_ _12"> </span>tym <span class="_ _12"> </span>samym <span class="_ _7"> </span>mógłby <span class="_ _12"> </span>generować <span class="_ _7"> </span>dodatkowy <span class="_ _12"> </span>wynik <span class="_ _7"> </span>finansowy. <span class="_ _12"> </span>Dostawy <span class="_ _7"> </span>paliw <span class="_ _12"> </span>na </div><div class="t m0 x1 h10 y142 ff8 fs4 fc2 sc0 ls0 ws0">terytorium <span class="_ _7"></span>Ukrainy <span class="_ _12"> </span>są <span class="_ _7"> </span>realizowane <span class="_ _12"> </span>między <span class="_ _7"></span>innymi <span class="_ _7"> </span>prz<span class="_ _0"></span>y <span class="_ _12"> </span>wykorzystaniu <span class="_ _12"> </span>posiadan<span class="_ _1"></span>ych <span class="_ _12"> </span>przez <span class="_ _7"> </span>Grupę <span class="_ _12"> </span>Unimot <span class="_ _7"> </span>terminali <span class="_ _12"> </span>magazynowych <span class="_ _7"> </span>oleju </div><div class="t m0 x1 h10 y143 ff8 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 h10 y144 ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _1"></span>UNIMOT <span class="ff8">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 h10 y145 ff8 fs4 fc2 sc0 ls0 ws0">gazowa,  stacje  regazyfikacji  LNG),  zewnętrznej  infrastruktury,  na  Towarowej  Giełdzie  Energii  oraz  z  zagranicą.  Rynek  gazu  zie<span class="_ _5"></span><span class="ff6">mnego </span></div><div class="t m0 x1 h10 y146 ff6 fs4 fc2 sc0 ls0 ws0">d<span class="ff8">ostosowywał <span class="_ _10"></span>się <span class="_ _1"></span>do <span class="_ _10"></span>warunków, <span class="_ _1"></span>które <span class="_ _10"></span>powstały <span class="_ _10"></span>po <span class="_ _1"></span>wybuchu <span class="_ _10"></span>wojn<span class="_ _0"></span>y <span class="_ _10"></span>w <span class="_ _1"></span>Ukrainie, <span class="_ _10"></span>jednak <span class="_ _10"></span>dal<span class="_ _0"></span>sze <span class="_ _10"></span>działania <span class="_ _1"></span>wojenne <span class="_ _10"></span>mogą <span class="_ _10"></span>w<span class="_ _0"></span>pływać <span class="_ _10"></span>na <span class="_ _1"></span>zmie<span class="_ _5"></span>nność </span></div><div class="t m0 x1 h10 y147 ff6 fs4 fc2 sc0 ls0 ws0">cen na rynku gazu ziemnego.  </div><div class="t m0 x1 h10 y148 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y149 ff6 fs4 fc2 sc0 ls0 ws0">Przed <span class="_ _6"></span>wybuche<span class="_ _1"></span>m <span class="_ _6"></span>wojny <span class="_ _6"></span>na <span class="_ _5"></span>teryt<span class="_ _0"></span>orium <span class="_ _6"></span>Ukrainy <span class="_ _6"></span>Grupa <span class="_ _5"></span>U<span class="_ _0"></span>NIMOT <span class="_ _6"></span><span class="ff8">rozwijała <span class="_ _6"></span>sieć <span class="_ _5"></span>stacji <span class="_ _6"></span>paliw <span class="_ _6"></span>AVIA, <span class="_ _5"></span>k<span class="_ _0"></span>tóra <span class="_ _6"></span>liczyła <span class="_ _6"></span>14 <span class="_ _5"></span>placówek <span class="_ _6"></span>franczyzowych. </span></div><div class="t m0 x1 h10 y14a ff8 fs4 fc2 sc0 ls0 ws0">Konflikt zbrojny miał bezpośredni wpływ na ich funkcjonowanie. Był on przyczyną <span class="_ _1"></span>czasowego wyłączeni<span class="_ _1"></span>a niektórych stacji z obsł<span class="_ _0"></span>ugi klientów </div><div class="t m0 x1 h10 y14b ff8 fs4 fc2 sc0 ls0 ws0">i sprzedaży pal<span class="_ _0"></span>iw. Stacje <span class="_ _0"></span>borykały się <span class="_ _0"></span>z pr<span class="_ _0"></span>zerwami w <span class="_ _0"></span>dostawach <span class="_ _0"></span>paliw o<span class="_ _0"></span>raz energii <span class="_ _0"></span>elektrycznej, a ta<span class="_ _0"></span>kże wymagały <span class="_ _0"></span>remontów po <span class="_ _0"></span>działaniach </div><div class="t m0 x1 h10 y14c ff6 fs4 fc2 sc0 ls0 ws0">zbrojnych.  </div><div class="t m0 x1 h10 y14d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y14e ff8 fs4 fc2 sc0 ls0 ws0">Trwająca <span class="_ _6"></span>wojna <span class="_ _6"></span>na <span class="_ _5"></span>terytorium <span class="_ _6"></span>Ukrainy <span class="_ _6"></span>miała <span class="_ _5"></span>pośredni <span class="_ _6"></span>wpływ <span class="_ _6"></span>na <span class="_ _6"></span>pozostałe <span class="_ _6"></span>seg<span class="_ _1"></span>menty <span class="_ _6"></span>działalności <span class="_ _6"></span><span class="ff6">Grupy <span class="_ _6"></span>UNIMOT <span class="_ _6"></span> <span class="_ _6"></span>, <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _6"></span>tym <span class="_ _6"></span>na <span class="_ _5"></span>seg<span class="_ _0"></span>menty: </span></div><div class="t m0 x1 h10 y14f ff8 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="_ _5"></span><span class="ff6">wania paliw, o </span></div><div class="t m0 x1 h10 y150 ff8 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 prowadzenia biznesu w </div><div class="t m0 x1 h10 y151 ff6 fs4 fc2 sc0 ls0 ws0">Polsce.    </div><div class="t m0 x1 h10 y152 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y153 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _10"></span>zależności <span class="_ _10"></span>o<span class="_ _0"></span>d <span class="_ _10"></span>dalszego <span class="_ _10"></span>przebiegu <span class="_ _10"></span>wo<span class="_ _0"></span>jny <span class="_ _10"></span>w <span class="_ _1"></span>Ukrainie<span class="_ _1"></span>, <span class="ff6">Grupa <span class="_ _9"></span>UNIM<span class="_ _0"></span>OT <span class="_ _1"></span>- <span class="_ _10"></span><span class="ff8">na <span class="_ _10"></span>bieżąco <span class="_ _1"></span><span class="ff6">- <span class="_ _10"></span><span class="ff8">będzie <span class="_ _10"></span>dokonywać an<span class="_ _1"></span>aliz <span class="_ _10"></span>i <span class="_ _10"></span>podejmować <span class="_ _1"></span>stosowne <span class="_ _10"></span>decyzje </span></span></span></span></div><div class="t m0 x1 hd y154 ff8 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 h10 ya53 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 ya54 ff7 fs5 fc5 sc0 ls11 ws0">6.4.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff7">OPIS <span class="ff5">ISTOTNYCH CZYNNIKÓW RYZYKA I</span> <span class="ff5">ZAGROŻEŃ </span>  </span></span></div><div class="t m0 x1 h11 ya55 ff5 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="ff7 ls39">  <span class="ls0"> </span></span></div><div class="t m0 x1 h10 ye8 ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 h10 ya56 ff8 fs4 fc2 sc0 ls0 ws0">Zarządzanie <span class="_ _10"></span>ryzykiem <span class="_ _10"></span>w <span class="_ _10"></span>Gr<span class="_ _0"></span>upie <span class="_ _10"></span>kapitałowej <span class="_ _1"></span>UNIMOT <span class="_ _10"></span>odbywa <span class="_ _10"></span>się <span class="_ _10"></span>na poziomie <span class="_ _9"></span>o<span class="_ _0"></span>peracyjnym <span class="_ _10"></span>w <span class="_ _10"></span>ramach <span class="_ _1"></span>poszczególnych <span class="_ _10"></span>segmentów <span class="_ _10"></span>działal<span class="_ _5"></span>ności </div><div class="t m0 x1 h10 ya57 ff8 fs4 fc2 sc0 ls0 ws0">Grupy <span class="_ _10"></span>przez zarządzających <span class="_ _10"></span>nimi menadżerów/kierowników <span class="_ _10"></span>i <span class="_ _1"></span>przez zarządy <span class="_ _10"></span>spółek <span class="_ _1"></span>zależnych, <span class="_ _10"></span>a także <span class="_ _10"></span>na poziomie <span class="_ _10"></span>strategicznym <span class="_ _1"></span>Gr<span class="_ _0"></span><span class="ff6">upy, przez </span></div><div class="t m0 x1 h10 ya58 ff8 fs4 fc2 sc0 ls0 ws0">Zarząd <span class="_ _12"> </span>Spółki. <span class="_ _12"> </span>Wykorzystując <span class="_ _12"> </span>pro<span class="_ _0"></span>cesowe <span class="_ _12"> </span>podejście <span class="_ _12"> </span>do <span class="_ _12"> </span>zarządzania <span class="_ _12"> </span>ryzykiem,  można <span class="_ _12"> </span>efektywnie <span class="_ _12"> </span>i <span class="_ _12"> </span>optymalne <span class="_ _12"> </span>z <span class="_ _12"> </span>punktu <span class="_ _12"> </span>widzenia<span class="_ _0"></span> <span class="_ _12"> </span>Grup<span class="_ _5"></span><span class="ff6 ls8">y </span></div><div class="t m0 x1 h10 ya59 ff8 fs4 fc2 sc0 ls0 ws0">zarządzać <span class="_ _5"></span>istotnym <span class="_ _0"></span>ryzykiem <span class="_ _5"></span>biznesowym. <span class="_ _0"></span>Monitorowanie <span class="_ _5"></span>ryzyka <span class="_ _0"></span>odbywa <span class="_ _5"></span>się <span class="_ _5"></span>zaś <span class="_ _0"></span>w <span class="_ _5"></span>ramach <span class="_ _5"></span>regularnych <span class="_ _0"></span>spotkań <span class="_ _0"></span>o<span class="_ _0"></span>peracyjnych,<span class="_ _0"></span><span class="ff6"> <span class="_ _5"></span></span>na <span class="_ _5"></span>których </div><div class="t m0 x1 h10 ya5a ff8 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 h10 ya5b ff8 fs4 fc2 sc0 ls0 ws0">działania mitygujące. <span class="ff6"> </span></div><div class="t m0 x1 h10 ya5c ff8 fs4 fc2 sc0 ls0 ws0">W okresie sprawozdawczym w Grup<span class="_ _1"></span>ie Unimot zarządzanie ryzykami skupiało się na poniższych kategoriach:<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 y3c wd h1c" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA/0AAAXpCAIAAACryu+AAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdebRkV3Um+G/vfc69N4Y35JypVAoNaBYCCUmYQSDssrEpjClXuYyxjY0xlO1yeWq7PdBlY5ruMkXTLttUNaZNYUab0YDNZEAIBEJKpWalpJRSmcpUzplvjIg7nXP2rj/ipRAu1eplFWjRXve3Yq1UxnvxFO/Gvbm+c+4++5CZodPpdDqdTgcAEBFdYiigBEdRENe+ogqNwASOgAzIAZl+AUqAAB6g6Wt9dyA7ne86rjsEnU6n0+l0HmMgMGAAEQA+nRUYMLCHAiDAA37tSSigAE9fTwB1R7HT+W5E3Xx/p9PpdDqdx9SwDCADKX1LiFeDATAYA4BOxwYAA6JGsOm3G2B8ehDQ6XS63N/pdDqdTue7UgCmyYBPp/o1BgKQAP3vXsPTh37rU51Op8v9nU6n0+l0vluZIREiYNOpfGgCEmCArBXxp+kw4HR5/+MiPmmX+zud71pdfX+n0+l0Op3HRfcAzqZVPJohkRqRgdCuxXlSVAASuQinYAI5kAPYpsMBA5S63N/pdLm/0+l0Op3Od7UAFZggQ5ImYlSBVAT5NDK0DJ7AZ5xSYvHDGYUzwAAjAJwQFMi6w9jpdLm/0+l0Op3OdzUBBI01uRoOHd/5H/5UyknjUDnNEg9bGFetl4V+n847+wWv+JF8y/ZsOCCDERRIQIJ2ub/T6XJ/p9PpdDqd72pmFkCe2DVl88WvTz78uS1RPat3mifMNYisY6Ew17vktWfODjYDOQIgIMAICYjolg52Ol3u73Q6nU6n892NhFoEB2Bl+cY//4tLmrCpLRvEEupgMwDgV+Ha2cEFP/BDcA6hQd9Nm3gK4GDc5f5Op8v9nU6n0+l0vtslmFlD7WCycvLR/bkaIwhizFRhsdUAGVHbP2sDnr4NhcaiaBgC5AAZsm7Trk6ny/2dTqfT6XT+f8CMzYTorjt2ZYUPGAc0qz6cGKYoutyAqDiq8czrnoV+0xRywhUEDIBs2sbTDNAuX3Q634W6/v2dTqfT6XynTSbIEvxsAwQgx3GPiGZbdNwIBIgAAzkQgQlgwBBtqjLOUTMoxRlxY6BJGAqSoSCowvibu2gRJj4OMkB5keJ6ZFioVtb3HubqstjLGj2Fcj7vORXg9I5cAAIQgBFgQA/oB4hiIUcOVGlx3z47fqKejFMujXDpOJGQycbx0bJfbL3y6rmtmxGhDicLRGC7AROEHhYEW0dAsfbe6hwtMDsBxmhmbdKjYaMZGHl3YvzjBYBQOqxCc6Q5TRwJzEFIyfkErrFvgK2G/gRogQKTvlWwHrQPkBoYBpB5nN6gDQRFMAQGEXIyThHiVaOZiQgAKLVMCYgAGTyQA6A0buo6H8ypgtgnIJkJkWorTJoaolxYQozkOKUkLCEGT+wlhyFWtcuLqh33+nm0xsgYzuAJjqdvChWQAnwLKWAWx04INL1UXIIwQNYCqaGBaSzYkCKUQFk0Jo+UIFDhAKW2pqznzUAEsMZYOgdAgB4MUIACiEBIGok5ITE4pZBNDwGQ2paz4eltKwCDKXjtakpATCkIDUEwiiG1SupYCODpz1WGMqKmvBLyAGsiRgaGKoxgrON21MsKXpuYV1rbFvsxDMjpCzhgWltn02egCcyYTOrBsACgqizc5f5Op9PpdJ5aWkbOElweAUPrcQrJo1kXk4uMwjfABDYCO8hmI6864VBSFLM+iopkDPZQMS2INdUkazvkeoDBBk7gCAwMCFZ7LiAoterRAuvm1jLAHNNSXW4oGKqIAQmgHM41KlIs1nXqu5JbQPsYOENhlsXaKQAFGQSRBCRkJE2T6jLMrk/sRWGCCWlmqT+eOO4laNv3BAhBDInQAALkDaiNy0PXkswDeQRcVxL0j5ZsLaknNSIVUjOQGkFAQoSoSBq1bXsuAwnI1HGAKYGhHsrTJMn/IPenkEqGCPfIiAwKMAMGM8SYfMagAAQCDBngYSBLIDKQKpkgJlMl72Bm0MhsKbH3rgmBnTBxiEkgDPXMTV3neQFNcJI0gqMRR4UZCzsGyMCUCNoCSs7D2BrSaMkoGySwggiglIQwYeFkBadYlz4vTLlV5owJoAQNLbMjZjVoMp9RWdf9PhPab8392rQti4j3TUgiZKYiYprY1janYCff3JPOYNMHlAkGNVPhLCYzKDlRM7NEBEspF08GRAJRlFKjinMEYfIpKYCgxp6VyGCmKWMGQDACaPpBGa19WiCAjNLpZ5gMAELUzHMIJgIiIjo9vO9yf6fT6XQ6TxlDA3NksrYFLiGcOkoPPuwWx4BT1sYHHVDpxCyfrV3RahPLJdRbX3hNyIvAA+Z8jLE9chQPHlxHnEKZvHovPhkSgyVlzp52ltt+NpqEPFMhJqSgJGhC1cscSsUN98C3QANpkw+JKGsdtD8mWTp7ff/p5wWUfchEdRv7cv9BOni0V9aIAaJgNoBUkPhOG194xbOyM8+qKVfToRrFJtxyq4+GcYVkWL/u8GCyfQQYVnNyRv2Gg2P/omefQJpBr6cEE0i3t9c/2hgwYEaBGhCEDBUhA4o2IQQUbiQ6s38JKHHO5gmQIZeVyIMiOrSAQ8qiIRoK//gw2cYmWfCu2Pfw0ePHljM3F2hiZqGxIstF0tXXXAgooyUY4GEOwP33H1laGdVtcC53eY+ZYqiJ9TlXnR8bZBmUsbI6uXf3nhDgfM+5TEQ01pdfduGwT3VZ9zKJybOAHILagUPH9+0/0svXwTJCYrSgUMfm2hc8S2vkkojJEt1+z4NlRDJPBErBEVLfz+b8zIvOhjaAVXUr2eCePYfHozoX33eSSDnP60mZkq7fMHP+07cSEqEFiJDBGIpWjUAh4as37uoN5vqD2bIsyYwp9nIaDooLLtjxzSBNANC0Icu8AnWdnBcRKNA0eOTAyb379o2r0jnHzM96xqVnbJovMjiCKaIF7z1BY0zOeQDjsr3z7j3BpIk2mJm1qBSne2QbG0CPy+prWR+J0+kozwwFIGzPufqiGOE8YKaqcvpOxWO6+rtOp9PpdL6zRuABSBQgwIA2LF+/6943vrU4uuDzooQ5qlM7qp1Ukotm/dY2bNl4hOqX/Pl/9Fdf7omQUNTlvr/fufNNf7K5iQVHHdDqZCVT84mNpcrdmT//k8/4vd8BERKULAg5JTZCRlaP9v/1p29/w9u3Vo23Nriy9imyzTZOQvFQ7i94wy9c/brNxDkCz+aKk4t3vulPT37p65vqGMMEGSUCGWeJs8iffvHFv7X9HJmrBrNONVLV4uY7P/K6f7vZMF5emRnOhSYcn4vnLsIIxwacJ5mtGZec++LP/+Vcz+WaUCl83uX+J0FhgK2VeBnIQwkJUFKmBKYCAV/+6pdu+vz3/Zc/cmwBKuxgcDbdRZlBCUyAgeixEhIv3pGflO1/fdf7PvGJzy0t1NmsiPgYdLS6eub2LV/8wie2bB4YmNYGr4Dhd3//LbfdfmcIkdirGmBMadvWjX//uY9vWCcwrJbNu9793re+9U99NhTuhaCqWmT0o694yVve8vsQhiNHiAlsINANX7n5rW/9s9WVZMjIQBRAcTDwn/67j11w9joKgoA24Cd/6ucnLWoVYaEUhLDcrj736ss//v53zgwdkHr9fhnk/3nHO7/4ha+sLI5zysbNyPecKmZnZp7znCs/+IE/I2Mm9y29p5jU8P6/+tQf/6f/vLhQhUDeexGIRGj18pe95D/80Ztm+49NoisAn7k2aYiWFWLAjTfteff7Pnjo0SMP7NnTNJGcH4/K2blhrKtLLjrvuhc9/8d/7F9dfOHmFHi8NF63bsiO2hi88zfvvO1nf/6XmtYr98XliCoWn+DD/+YMvkaejj6MbNpBK77wBc/9wPv+hD1UjZnkia6vLvd3Op1Op/Od1YD7SoiIGZTbzGq6894d9+/bSJqcXwzVBtGZVCW4EfKJ80UkHq22Pp24+86Nz7usJssJaSBnXXje8WDbVuthW9VSty74qFlCIhrnUu68C+MJZvpIyVSiIFMDLGZKVbX091+9YHmyrSk9moRJmbUKm20zL7NpbtOzX3BV0yuKxqOMcFW969alm3duP37qHMmaMI5iBjglp8zKTzvvgv62HfB5QArc9tvxiU99+uLDp562Yf5YXfbb5Kt49WI7qwB4eZm8uhxu3z0Pjr9ww+Cfv1hJyRFJV+TzZBRQA5TBOaCQBAcYo3VUiKEaLd/49aN/+HtjDde/7ldf+Mu/kF36DAwHamBFBoAoCifRDEoQnJ5KjimJ871ekcyPxsloMGoDAMe5728YVzozP1CA4YCEtf2ZoW5m1HDbSr/fS5Yyx3U9OnT4xNycpAiYOZex65EMwHOT2lRdnuejavljn/rCJZdf/uqf/pEyNX04YYRoKmRwJxfGxHNmPYBACRTr5ZUN64Y2LetxSK1FFK1ZnViQkXqGZr2sDa43KGIMZq3zhSLt3ffo8iQV/W3estzNaBZ6WT4qq5t37b71jkeufObZnqaVaGtag6l+6KOfXB2nJhbEfZcNJpOVzAcgLq5WEEDXaumBZAQ1BovP8dm/3/nu93zs9tvvnTRNUkvJw/ocXW+4PinVUR5+dPWBd3/0Lz/48Re96Pm//JpXXX3NhQkIwbz3VYjsncKzm5tMmKjfy0i1AthA9vhiHUqPFf0HeIKRKSExgoDHZZsMKUIIzBpTcuL/wfnTDbU7nU6n0/nOyiBiBEPDuoqArNl/+40+C2M3OdxfOTYcrwyagKBoY9a0RaM+hLiyfXbu/ltvCYIVdlWGR3PHzz5fLtpR9n2FOlpDWdI8pKxNWau+Xn5gDxaWkIXgklfKARJGhmQtHj1y9FOf39pUVRYqH+peG/LWsjb5eCIt9571NLn6wkcETT/H3MCk/voX/m7h1LHZng9pElxb+7rxdeXblSKcHIR/9nOvwfr5xrujsCPU2mhh7403bHB29NjDmgXidgaWWSS0AbW61jgArR9Pvvgn70jGS+KXi37rpDsxnsy5pMhhkTDJEAsQoQ84QKlFaPDQI/f++7fNjJfOXVzhT1z/5df+pt79AMUqsIEwvUVQgVfB+Nblos55AtqQonqjHmTQauGK9dGKupUE77PpCtPputK1JFonZDNzkV1ir+SqNiY1dhIVVR2cJ5cR+34TaFyq0dBsWNUCmV1Ybd/wh//HgaOnWAoQVKP3ZIaqbcq2TqBIHMgHuIA8GgZ9HxNA09hNCkRDm6hRro0bk9E4JvNKMIiIMxhYjpxYUPNNzFYmDDc3arhJWaJiZRz/8v0fB0PBBl5bfk5wDo8eO3X73XcvjUvJB1H9qAyQXjAfjZcnVZwesm8eODLicZXe+1effv0v/ubO2x6Y1K5s0SYHHrAbGg1izKtaesPNy+M4qnkS5BOf+fJrX/9bn/nsHQoYY9I2zjufeTWZTAKsJzKryZlBDQkuwQVkLWUBWYBPcHG6nsfyaHmyPCFTy5K5kEwJ3oMEa8ty/jtd7u90Op1O5zuLgbZtIYgaW6xivHrs4YcKRFibULuCSklLPS57Mk6tCLHGrei748tx98Gi4c2RZhok9KPLr/mRH1mYVDn3+pCsTllITtUn5BHZqdV07+5ojXpCUqcAoRXNiO76i/efw7nnkNqQNJlZBs6NkTCc25CftaMBMvTUAAMtl0d37d5Q03xL1JZ5MtekLJgzHpX18IwzNm85C65oRQAeYrB88NHqyAkX0qDoE1FUBejEgB6cpT3DcKqvp/p6KkuZCD9whE+stNAERNXuxHgy1KYxNQBjoCGowQP9EPDg/nve+qe9+/bPalpfh3Ma9Pce2v3O96JNXlsw4BBJIyKB8Q/2VjMDkGXisyKoKQm7PAZLRuI80ROVhxjgeVKWPs+SJQiTUH+mF2MjjOGMByUAoVWf9YkzgiPJiPI2YnZuo89mvvq1m2qd9hhqgciClJrZuSHYQGRsxmRELpPVUek9FADDyMhRsuQyUSR2Aqa8N2TxKcE5ZmICjUZl5guDI86aSNFkMJwbTVpxfZD/8vU3VjUmTTCgamoQYlQF7t59TzQlIYORUF4UBoUYCT/08IPGsKRQ1bZVm87E0//1tv/0xj98c91qWYVkrigGqmaGyWSiGlOKPpPRaLR58xntapngm0gLi5Pf/d/eeM89x0VY2ANomkaEBoMeGcrxKlEcDr3zCKluYqtQY1Ih8S5oAJsvmL4JREZEeZGnBFW0bQRARF3u73Q6nU7nqSYA5ZKciTZnhOzAez6xY7Fe37YbYzpnZBcsWxHcCaZl8ux72qgHEWwIXX94dfyRr7gRoYHBJcpw1ZWbn3PlquOCizwyq1M4BWfBnVHj7o/+jasnJRowobYoGIP52EK85d6NddPQmJyLzrXkQgUqJcjgENG25z0fWvSBngIJp76+e7Dv1Pnay6tys59D1Dk3zINHzGTzGc3ll2YyRIlBlE3Gmyb1+KYHzlzVuYheQK+lQSs9SKDeap5H33dRQoqtp9k2Puc4whfv2aiuH1K/SyBPchApgDiFJAUw4qTcxpWFdtf9N7/+f139+BfPDRistjOKdYptbQpf+saDv/VGfvRISpNVjGs2F6yfgj5Bip8W75CCE4RsLX3D+Fv7wjx+wBBAAUi2VvozrX5JNm1ugxYATKY9aYzMyBJZXvTLKq6O2/d94JMpwVLDjpvUqsWscE0op+U9QAISqAW1ysEIoAhKIAUlUDJK07oXPL7ZpU3DrYhkq+OxgRIbeTJCSijygSqZueXlye7dD+bem0FEAGWhCNx2+93O+7woQmo5Q5NqOBPH0WJZViuj1IYKQhBH5MraPvSRz3zow59eWmy8H0YlM1Tj0bq5WUvV3IxPYaXIGq0WBz0+dOiR+S1bY22D/oY6yKnF8hf/7W88tO+oc9ymRESOUj1Z7BdxUEQn47Y5kXSZUOU5jKJzDGjTVlkuQNs0Y8+Vo8pJ7agVDkJBY6NRmZF5UVPCE+T+rr6/0+l0Op3vrH7SllGT9RLj0PI97//E0+tYAwYKJMSupSxwMWl1ljxCaByWKATjOBnt+ujfXPfDPziezQuQZh7PevrTXvXSm3bfNqiETKoMjRBMekFmAu794lfOveX24roXwxFKRICAeN9BfuAga1XlbeCZsQsi+VC8tm5hZu6BuezK5z+75KwPSgbJcPLru9Y1aQacoOMcI1DBpOTLrH8gyy59yYunVc5R0AMwSatf+sZcSC1p7RGZA0uZnG/z+baZhWWxWbRAheXg9UqHr//69p94SZmi+UFX4P8kBCKKcIQZcAOtqcnaGm247Tf+YN3OPWfPzo1WTmWWN0iltRnzuiNHT773oye2bt78m68tcqrh07ieGc4lSY/7qTqdmwdY2ZShZgxlwMwIOi0YOd1QcvogMGit1jwRHIN0rb8kgWBQgrIBmK7kSKAIIzNt2iTOzQ023XXX3g995IZfetULU2q9ZC1kPBkP+4NJpaDENi1nTwQzInusneXa6nhjmBoxGWBGEXR62asJgS3aeHUCztUCZ6IWYhsHxaAta89Z20x27rz7mmdfkNRy5w0gJgFu/MqtwoXatJFpSJoyTyAzpdBaVWq23oGtaZJn58S96y8+fPL4ZDDYRJSn1IiYo3bh+MHZmcGLX3j5pZdcvLS09JUbvvrIo0e2bdq0tDR2vl+P29nezNLqCT628KlPXv8L/+Ynh3259KIL/uyP/6huCNQ3dU7qPA+j0v7zn79vz95HhXqjckREuSNos3HD/K/+yi+tn58BQFAyYzNQ2rh+tpfzY907mbrc3+l0Op3OU68GCm1FnJp848728Kmx6KEhokgSrywpypnz25uFlWJceeOIOEFL4gcxLD60DytL5dzW9YAQwVtx5aU220/LJweG2kgJbJRH6pluqsORG256+nUvACdkQkABLfcem48SEOB5JlIV1bP0zWUtTxI2X3YpNq7rgakFCPDIdj+4FcTlSh+8WK66XMKk6aFoNVupw7YLLkSG2mGVbT2i07jw6MG+i0uUxoUmSAKpcdqw3h853oeZcHJmTlsXkzaLRx7Z3pRupldBuyn/J0EIIcE5IEVL1VymGFeH/uQd6f6Ht7uiXD5VU1sia5hbJAFmmSW0Bz/0sc0vuCJ73lWIdTY/h8rMPy70Q8nMaLpkVY3UYM4SGyUoIz024b+W+8mmCVwMbARjNsb05gAMxmYATXeYAButxVMkEMSJmhJRXcfY0l+8830vf8H528/argAMmohIyKaJ1WA2TfNr3SwhMAaUjWnt/zh9IFFkJLbTIwKgrWpVZahaC2IzWExQg5kQe589vPeRx35/Bsy0afno4SVN0rbJZXnSQNMxTFIiIaIUOaFxEBCBcduugw/uOVAU84BrmpZNU6o2zs8eOXLojW/4/Z/+6Zf1CjSN7dv3L37xF3/92EI16GVNo7O9uSqM163fVDerN37tG7/x6z8JYG5u7gd/8MVyuvxKNTpxZcAHP/zxqhyZmCMXY+IsE3Avy3/yld8/LNY+PzpdvUMGJqRkzGZmTzTd311ynU6n0+l8pzUpGWokt1rd+5efPGeZZhoOxArvgxS1KLIzXvbSHc+5qnUOsCRx7Bv4sLmudjx6anTTzR5htkYWoRJw8ZlnPOPpyZoMxmaJoECu8AhnK536u6/SsVOJbbqhV2+U0tfu6YXUChvpukZ70XxEXlIGtsHs8179qrpfUIiYtIjlo4f3jO/ZPSxLQQkJIyuRESP1IS7R0y+5fHDB+ZZqlRjR0GR59TOfnzl0oh8b5UCWiqR5AgHp5ddms3MOXJGFPkc0yzw+UZRLBx7EztsHoRaE7rx4EjhCAhIhZFQ46L17b/+ZXznwrg9trutGyzE3yPzhPB9nuRfvVREmPoyLAwdv/c03L779g9mK1poWC5xu5HM6x1PCtFMQJUNKpGyJLYhFtsQWyU4371x7AAArSxLS6cPDPDTD2k7ArPBkgIHNiFpQQ9QYKu8JQFU2vd78vr3H3vKWty8srMYEM/Tz2aoMZI5VWJkNrETGBg9grV+lElTImM2xiky/EwGIhNPVRooTx45m4swSqBUfhJOHIkXHHNrWO3fnHXcsLFbTwBw1KewD7/lGOebYOEZOEDNjgamqQqgXG7e61LSxVsAX2aRMb37z28qKTbPYsrArerl3Vq+e+l9+5fWv+tffV7jgEHMpzz9n7k1v/PXJ8vFmvMRJQx3ZZ6NJDcgDe/Y9sn+RgVwg1pI2jIasJqs1lIUzi23u2BH1i4F33qLmvghVM8jg0XgEj+hMxVTMNCoBTEaAJgW6+v5Op9PpdJ56IQTWVZR86Pjoa/deMJGzWjpzJOev8AUjPn/MnHu84jr3A9cc3uCOZmFxFktzGA+UuNnQhCN332mokDBxcTlzmOX+leePCx6LruRY7tlKD2OPBjGflP7gyfGBw3GavAhoqbp3XxlXqZ+rprHVdcF1z09IU9EfXnxu/7nPXBQJHvBpEhY+fPOnJzYZceWGwxO+WZmlk1ls+3ns58vOnvnS79N1Q4ro1+U8giyOdr/7Q0+r2g0prW/Sxkq3jNPWRjdG6A89r7duPcAt1DkpUsrFSII7dAxf3ImjS3m3rvfJiXCCKFilBKS7/uwv9Ka7zx5HCc3EhZRndQzL88OSWRIKIxLNhzJvSe55aOeb37702RsgssBrCRmPT8rTnWdh02p8Rpo+CAnfUuNvwLSiZ62mR4zJhMzBHGxtSy8AmPYJBQAjGCEShV4/C7Ft23Y4nCknQVXe85cfeHDPYREIo211UAwBJgiB2IhBmP7kbyKCYxVSFhMyYRPQdPx7+g0CJ0+edM6ZKbH6zLwn753Acufrqkox7du779jRY9MfmExheMd/eY+gr8n1+/MpWiaO1EwBE6GsrnVpYZLlftxMAOzbf/KWW27zruekEMk0aTUZx1ifc/aZv/fbv9zLJXdg1LBJv8D3XHP5My+7YG7YZ1DuXEjqsqys2rKsb7zxG2aAQcSYmhSXkZadBNLEsLYqNcXM+3I87vmCQUgQktCC0TBqRsMUiJTICDGFGNoaMO/9E48buyuo0+l0Op3vrPm+JX8h3MKtt263sWGy0HOPDv2xjMeYlDjVzs3g0ivx8h8+7v0lxZbty5FLHPVyaJCP0IzvvHt9PXp4AFFZ3/Qxyd2V3/PwcLDQLwon543oilPo5zMHspKz+szSxjuP5sG1gpJbLN2te286F9JvqEnrVge9tonbxrpF0xHXbHn1S+PG+R56q8hCRoODdt0bP7t9efn8KDa2U/nshmb99gWcOxwslo8e2OZ6/+ZfJcxY1LIYIgFfviO/6+HS8cM9F8xvk01js4O9dGwQZs6+QF76vbf185WslwUBy0h0ptGrKjn0gc8hWc0RiGgUDZAQzCLUEKAtIpBg3bjgiZQeKJCrRizGPXfwxz/zrPF40CyxLnvRMkvjwlDvGdCJksIB5dqd1Y7POFxs3j8/tKDlez5ZPPTwFoxHqBYR2kRIrkU+hlCLojSGlp5I84kVDQ8CFxHeTleK09oIgb+5fRRp4qQSomuMG5Ua3BDgAEFIjOTGakNNswZvcPWkIJ3tDWm5fsQVKSs2DLdc9JFPf3EUEYCsHybVCUIgA0wMbIARlFQBcDRpwaqIidnIqZBJk2RCadasMAIE8NEcWsiotKS9nOfL5diGpD1diidGulTMrFtazdS2f+KT1zOrYeLFHzqwurdcGGfR8nY0OZa5wGJwPrCfJEsSe1k4sP9OWN/RUIGH9t+/ftuGltqVegVOg8bhzLxw78de+RISdZmYcdvAyZzZIMsG137vD4zaqpU6+NpTq20z6A3E8s999np6LI9T7vwm9ltN13E+kyj5Xu5kY1sXPlOTBaMmtp6YKQcwC8wAAyAHHMDOZ+JdXvSJ3PSZLvd3Op1Op/OUY2RCiLpy111NMwloUmyz6Q151wvS33j2ORDG3My6bVtHk7IXZGP0c6UOm7TJXHP/fjx4hACnBEsXKLAAACAASURBVCPkxeaLn56fuZWV3EqTmjhmm1SjHmVVW6cUJw88iABhFBoPXH9jjCEhqSYmcGgGvXylXjXk2YZNm6+5qnGOkuaAclr81Mfd4goZKZDIRI0ADxmPSpLBtksvZOecCM32zRLaducn/5ZglgKlQF7G1cRxnrLCztiy+Ywd6551RW/deq/MtVmrIGosBWD/4pH9f/sJpxEAHEOgAIG+OaNMCoJ1y36fSB9Qwv31iazBXX/wzrNW0oE4OjiPtsiLgNmGNsbs/HqgVhyf7a08bUP9kivpDa+8/G2/9i//7zf80J/8/rqXX7t86ojTukhtPm2hmU6fo6fX7ZKB1b6t7/qbn6VzjlnapnHC4lBOxmVZf/ELXz586KQBddUWveHpdPo/NfKLMUwbWaoqMwNEIO89M4mI9z4l/dxnv7BalgqKyXbtulNDiCE4kV5RqKYYo1kCjJnNYITxeGJm3osBR44cX1xcJF4L0sycUlLVK664otdjgIimLzQiEOPSSy/Oc8/CahFE0y/FFFdWVur6qfynqNPpdDqdzndS5eCgGJWHbt3lJLBTtbYAsVLtewu93vxlF6OfY1jMX3T+YgoZss2N2zTBuoi5EGcOn8D7/nYekGQIEWb+3B07vu+5gJyBfma80rNJmvTIXL+noVm6/W5MJhQbv7L6wEc+aylOkJIFghax9VCDX4HOXXYZzj0ncr8P6UF9Nbn5wx+aW1r2ymOgduYVbChU2iquFvmG512JXg+EykFU/cNH9t56G1vwpJmqElpQL59ZgWy87vnFYA5XPUN2bCOVoiVPmZkp0kS09XHnpz8jy6OYopKarPUd4mnUm6bOLvf/j7UpbO9vGB5b1K/dNxMhPlfnS6ZVgZJf11C/mWtmzzjrpT947X9913k/88pHTu551zv+47v//e989I2/+6UPvmv5S1/rP7zaS+JCI0JQxKAGhky740/3svr25P5vTZlsQFVVZunyy5/R62VkqVdkszPrDhw88qY3vS1GbNq4fTIJwHTs+T930VUlMzNz0uScM4W2lolnsumQwLHbfe+ehx48AGQi8o1b7kgpmaoQmCAMaCKowZxnMyPmEydOMjMTCDh+fKmqKiciItPcr6q9Xu+8884BoJqmPVGFabpA+Yornum9MJlZmo5/AKSYTp48eezYcpf7O51Op9P5J6ImcBuaG76BQ4cctbWU4FAk5URLoON5nl1yQeq5ykW68qKTg7yFSCIXiZQmWN3s5O73/7U7dJSbFqbKVDs+/5X/os7z3AqvKJ2ygEO0nNs09o8csvt2cyrDAw/ldz0sTKMCCQqLRA2XVX84f9R5ve75DfsEDzWuyuUH7rODB9e3lUu81KPaIU/GCgdWyhfmh+uueRaMYoojSwXcI1/edZbraSgtVgVSk6LL+7Bs7Iq5V7yscYanb55/8dXB55l5VhGIT2i13lz43r0P664HhDgBNQECApCmO1KpkSp9myec/8koJRWR6DNf9/tPPSKTkcPmhjaciqyuGQ5HzpVS3HfVVTv++P9c+t4X3/y2d9zxut/FR776gr3LLzkarjpebX3oyIm3vf/IP3vd5JZ7++QoJghyxwmmTBCQgaflNd8ednrT2LU/kyYiWjc/82M/+opqsopUV3XMs5nPfeaGr914W0hZDNP9sMxIjdToSY7/lpdX1+J4UuecY4HRpo0bd5x5hrB6YTPKi5mbbrrdkMWEnbvucUxeWFMMTXnu2WexmKrCVERMlUiOHjtmak2bAEwmExFJqiKSUjIzVZ2bm5udnU0Kt9aaR4G1BdOzs5lzopaIADMRUVUQRqPR6upql/s7nU6n0/knIgGyOr7/Ax+fW50Q1xVNiGMW1btsQm6135+59KIRY7mQwaXnndzUX2JpQBXrSpaWSZtU0crive/8AAHocxRXgf0zL5259OKgoUBmNt2ZSEdNk4NmF5b2fvJvUK4ufe2Wc5YCQ8vClCHQGvWM0ahuy7PPXPfC72kozwEmItKT13/tzJQylEK8mlPjNE/qDARpfN9fduG6Ky4BCTM7YtQpfWXXYLXse2YLmZkRarNxXQ82b8eznzXyXM+6M176gtgvCGxBM3WFkjcdrI6ffmxSXr+TqpqYaiBiug3tdGWmJZhCu+n+J9SH4ZFTt/3B25cPH9Fnn73qNYMLzuWUbzwZbBSW/+Xzr9j5cX7ly4qnnVE7Pz+ySxbLyxbjXLs0Hydzk9GOUTU4+MjBv/5btInMMF1+CwQQhAhgM/42ra547LbNNL4boej1QOnUyWOv//mfPXvHVqRa1czczHDDe9/3uV4+PzO7adpXc62DJ+gJ+9L8f1pZGZutVdqIiCVoiFs3bbrwgnNEUkyNqjk32HXrbgD33nfk4KETuTiCmgbv+LnPu8Z0bVcyETIzIjp1asFgzKyGuqqdc9MiIiKazvd774eDfPrrqiXnvMHUEhOFiMFwANh0hEBE0zcWQogxdrm/0+l0Op1/IgTAaLJw172DFMWBMzYkVhPhJBKzjOfnGKGAG87PtJkrHYJQaxhLrIduVeqN62ePf+HraOvgLAJmgPjikvOXQZnvF0oJhszXbTvIer3UHL7zNoxXmof3b0ow1ZZhbGwYMwaULcWy3L5Rzt1eMPd0LfLZQwfmlRq0AAdBIjg1MiS4UeblrDN0fg5BlblAxKkFOnS8XTjVz3LnnCVlkSq0E7SD+Tn0ckYMsN4ZmyHC0/IRVYNlmeO63qqsh49gaRmqQWNai3cApm3e1bqA8j8SFQ8ejA8/evLIwYteeNUYtsh2qkdMbgC/obep94uveIDkOOS8F73w2tf8xKn1buBmk7Ugj42D6BM8EgyHTuDkAgQwhElgcDrdnlMM36lBlxEzUkya4o6zNp179o5hP8+yrK7bqrE7bt89N7e5bfR0nc/a2OPJvZ2mCWan7zUQMbEQr5uf37Z1c1E4L2CRqmwfOXhsUmH37r1V1RJPW5hqnvuzztyeUiRLBCMiA2DctlFYvCOztWUDBBDRY7k/pQQghKC29t+AxRhBCCHleU5Eqmv3ssyM6ak+zbvLqtPpdDqdb3e8OW361xmtlm+7fXBscZi0bJtKI0FMo0WLGp952WUs2eyoXleHrTNbNrrMCQOc+4xEWsScuFxcWHfP3rD7ngZRgYHlquKvvWZ/5sbgfm0Z88gisxeyIceVe++pPvs5ume3t4YJrZkyO0PqcxuTX7/9jB/+/vHGeRspN2AGDh3kW+7z49HYKdix9zCVlBxo1cmx2d61v/rvGuRgx0n7odR77yv37N0iRaqrFgoQKZnjIhtsOecslM3swmSmaeCK887cnoEKySJx7XmVgmVQjg/vvBVV4tgW7NbynQJGCgogAqjr5/PE51bY97EPn1th9ZPXP/PFL9RrL94/Z7UwJ1dmg23/7tXt85+3pcX2hq2CvOTa9T//o3v6cUy20EsnmtU8hTKOFny1cMdutPV0YOedd6CxNomQi9c2TIP2tBZlMBioKoCUHn96A0BKKcuylNI0zgKIMbZtS4SU1r7pse1+DWxEIUUWjEfL9aR63c+9KjWjspnkvYLZnTw5+ru//UJRDAwAqZIqQcFPbr5/PC5FJMsy51xVVY6FFXPD3ouufcZ4dMLnFkLLUhw6dGr/wVOf/+JXornYNEwKpMsvvfisHZs11cwGpBBaM7BzJ06cVNUQTRhzc3PTvN+2bQhherjatl1ZneRZRmBmAZCiOvGqmIwno9URQMwiIlVVFUURYhgMBhs2bHjKTp9uv95Op9PpdL7Npo1EHov+brJ64hu3rKva3HDKUMwVeVu4WhSUma7s3XvgzW9dMoLFHZDBgRO9kLIE0NrknE8mhvO0Pnbzzeuff5E4nyUhP9j03Ktu2DQ8o6RiacVyGpMVOu13Hje08Z53f6D3wNFNMDZmVSUStZBoTH6yfcuVP/dTh2GzGaMBF+3RL93Qf+RoH+7UgPKJ47qllBwLkzya8TN+9sex40xDBhFExcLCng9/RJYXe4xR1bjcg5xLHNlqalfu2rXwW79jlcf6fGMbi0cPE2JKsXFoHAAyWCtWLy0tf+ST87/2Gskc4FNKDAKRghVMxkjd5OQTxX6vX7vrpmvrpblbFg6+92+e8as/86Xff0u87+ikcfSSK9b9+ivhsvU1cLLFlmw1D1te87JPv/MdM5XzbcqBPPJKrsu5ZisTHS0nMW+AwSkKLgzU1nUhHkmdc9P6E2a2aCEgy57g7TRNAzDMVHW6arXX601PfqLH1+az0elNvyyZpUHhvv97n3/dC6757M03p9AS95n8X//VR+bWzQFQSgCtbRvwpJZ4TyYTVdXT20S0TTM7LLZsWn/1VZcT1f2+1JPofT4er/y/7/qrXXfcE409kyMm0te+9md7fXjPYIPp6RshFJLWbZ3nMwbMzc8555IS81rXIFVdWVlZXh7Nzw4AZnKAMntmx4ZDh44uL4+Iek0bnXPTVQHCPD8//7SnzQFP0XqW7pLqdDqdTufbmsweV12wFv1DbO7f00+RQJxxgl8ZjRXEwj40o4MHH/7cF059/obDH/vMgU98LpusDMgB8IpeoCIiT8gjetpW990/UMphIDKAtm5dd+UlB9uS4SQCJBllSFpZvU6kfWh/3rY1lIydsgJsNMP9Zc/bX3AVhn2e1nU7Q1M++o2dXJXOFTUogLJoHsyApjQaZFuu+x4MBqwCYjHgoQMn77mn5yCmbAgk4xA9uN8vqLDR0YP3ffQTS5/98pGPfebBv/nM6NTxiOS9KKFx09INLh3H0Dx6005UrYcCqmsHjRI4TUu6U3cqPdGQMoTgdAVxEOP+9396cuTU973mVcNzd+QbNhyRhPnh0KTpAVuzlOsjulJtXbf+Oc+sXOYj55GUUWc0ztRZai3GadxUICmBoeBkQqynK+OJeVqAXlXfMqz9lkTPDFqrgI8xOudSAq81uFR6XKA1IM/zlNKgl6cYYO3PvebVJIk9DQa9lBQsVVUZYW0fMcJ0mfGTOFBt207vQiRNzCxMQjY/29+wYf7MHVuqakWcMLmodvM3dp04uUDMZKoxbNmy5epnX1nkLEKAEsGwVo4fo9Z1zQQA/Z5MBxV0+ncnohDCsaMnAKiapumxkRCSJRw5cqxpApNMdwIWETODYf369U/l+dPl/k6n0+l0vlPR38xSStjz0OT+BwdAMvjhfBMw11svnNWhnmE9G7RlZfnscnJl4vOq9gxkIy0nXlsmNsoSk7ESQ6rJHXfj0CKVZRTEBPXFNT/7U4f6Ejl3rXHLoo5IGo8ZS1tX6iHzcgYyyoMYRIw2VL1Tm+bOff1PVGW5XhkC5G3cv3/1a7tyM8vytrUKNhNoSJIoJYtywQ48+6JAnKtLIcGofPf74r6HvFezkLuidZ6LGYnU1JOFemHOqudFPS+1F46breMJ+ThBiJTIjIzX17SxIp9oENP4trtt716HyEiOCUQgioBCoITYnUdPJFEvI90x24heOvYP/u9vf2Bp5fm//asbfvrH52Y3pgcOrY+9QxivYtVCPC+tG0xw6Q/8wNJwECifsD/Vl9IhS8pIWlA1LZ5XsBEDptiwbh1DE3Tao0ZEYoze+5MnF1KCqhoMgBlU13raTCM+EREoxtjr9VTBDFPjxyV+AwEUY3TCKYW2rRzzi6+78Ld/99cMTVWVzmemxCwGBamRwuhbdgr+x2iahoimPfVFRJiryeics8/0ZK9+9b+u6lVmjaYi+aOHjgBCIilGmL38Zf988yYURc6khESMaeMdU2rbdjKeTH+dbdu2xRjXapmIADjniGjXrjtiBBMDArCZEIkq7rrzXiavSiIep8uiDPbc5z73v7F358G6ZWd933/PWmvv/Q5nunOPtwd1a+yW1EItqTWDEZhIMhKEwUwCCohNxUbYCaEoquLYVCU2jjMQjJNQCZjCAwYswmDCEAmQhCxkBkmtbs1DSz3d8Uzv++6911pP/njPvZK6lVTR3VBy6fupW9331q1z7znr7nPOd+93DeUv8RaX7gcA4C8k+nVlqs+5f/kL7e5eK2VZn01q9xf9smZLthVsa7E4beV4rMfL0Jb9mLS3YRdn2us0BMvBhmjLZH27qh//tH7nnVqVpakEBcXtl77oplffs2hTcJ+qsaGW7EMXxoP9G2qq47g7kcm6EqQYFOZj3bjr2brz1hBTN6qkOsTxoXe/Z+fcQajx8ti36nIIGzk1RdVLG9qbXnzX6vjOKoRYLTbx4Ny5B37l14+PeciHKaSg2HvsXUG+sTELM9v04fpcWq1OqpzYaA9n9XDuvQ/RNRt1fAwncjy5sBPFZhd3H/6j9wSVqhxMksmsrJeVunje/4WZv+4Vr27O7TcpnFc/2+0v/uQvvP3v/ZPDe9/7zG//1njtzelcvW7v3NZS6Q8/Of+xf3Phx/7VdXe+bJjMi7V9SH0Mpw782ZfK5tZ8ds2pq8/7k8Wq0VxPu+mWaEHR1jlbr8zdf9e73nX098vcNY55uRweeeTRdVvLPaVUvYYQTp48GYJKefxyXJOUczZTLbnkPoboRf/Z97zhBV92Zz8s14tfdbQD5vqHffZohz+nS5curR/DxxBDCCXn5eLw9OkTrvr61/3Vm26+Ppeh1moWZMlCdLMYbGM+++vf8s3BdGxnu9ayfqfd/co7X1fLVS4y6c4770wp1fVfEeP6M93M3vKWt3zm0+fNFEKQR3kwhQcfPPe2t/1eSqkcndkVhmFw97Zp3/jGN9a/xKUszO8HAOAv9jbg/j/+kx3JVGW2GvrpZHNnvhkP+6Jac/ayHC321ZtSk2ptw6H6nEyySVYoGoNKUIjVF4tz9334VK2D1K6LqOtuec6z9n7j7SafNBMNffbV6MXHMmkmslWOOtoO3WSSy47fdKNHddNNLTR0Y1a+8OCDWxZr8sNxbLuZu8VRuXqVT5p2dcN1vSyoUe9q7NzDD+fLezsndpaXDtu2XY7DWD01XemXOedVXlU1VbX3VIdxDO1hyNvTrgne19JUJZmkWTWv6kq9/NBD10q5DKrpyjb+VwoR/x/htnXzrcdWOUb/9GR5xmdnduul85c+WD70i3//R3X2hjtP3j5/+lTvfej42x8oH31k+5XP1TfMkkL0EKtS8ROjTL6zuaPteV2P9ChVlTGbdevlqiEES7GWUkqp0qJf3HfffSG81nS0cGUc8zCUg4P99StasVGMsZQhxrixsRGjyljCF8r1tm3zctF1TSnFQg6pqdILX/jCD7zvwf394dSpU7uHF0L83Ld4gk+oF4tFrTVEs2hmFmNIk246aSW/5tozT3vaLQ898JF+dHcP67uR4CnGyXRy261bZppNp7VmxSvXoplXl1RqKaWkGK+55kzTNOPKLZiZlVIlt+B/9qfve/DBh66//mQT1mdQW78aL164+NGPfiw22+7VPASz1Tim2KYm3X77RvxLvHx43g8AwJNQpFFZ3mt0DSo5FBukPY2jL1O/9+Gf/9m73nnf9fv7F5u638V5mIah7NbDg2kebQjTyfnQ9k3McbU/scsx1b6ePWjOXvDTS8l9TN2QJ62fPLTp7bVd/vO3LN/21h3fbUYfPFw6tnXqu7/l0unjWWNc7bnVPrXduKHpmQ+mrtf26f1J8DRVt3PYLGv3725sN+9+ka1mlyw8MtN02W5+bDn9lXdsLC8r9Dtdm4ZxXg4f2Dwo5XCi9NYbp5Oves32/nzzM2F36r0dTH/tN+dd7Hb3ryuhXx0MsXhrDzTDoxsbeXd11/LYxjj/5OZ8I/S7Xe2DPe1w47qLoTmwMcSDRo8mXbR0oZlYjafKOLztPTq3vy3ba2LfSiXsrMLJXjEMvr3k4nq8aht6w+s+9l1v+PB867bVziz7pWa3bhxce/5j3/See9/0i7/7kp/635/+gz+086//t5OfePdOfPgDty21tbpxvzXrFvP5dYt0KYV33NC977tfr2HnTIm77WF/Muem3ykx9rr7hS84fe3JVVj0XnrV3NihlaGb/8wv/vb3/MCPv+u9D+7n6afPLX7jd/7oa7/xOy8OadCkmW26ahkOmjB0NnzFq17irhJSVluVqscSd90WXlMt81LGGGtZtbN0OprUHMwGffc3fvXmZDe15/eHB7P12Sa1boXSNb7q/GJXcjs2TZV5ka2qjcW8eqy18dyoxFCs5HDliLDsdSij9nYH+UYIm0O1vvZ9HIag7WPXpRq2Uv3rX/cKpYfivIxxY1Hnh0XWLdKqf/VL7y7mvamdd2ZNGObt8thk2Ek1lrSXmwtDv5y2YVzl7bm+/Zvf2NmgcaEyBJMHc4WtydP+1t/4B2///Q8MVXtL76UPf/oz/+gnfjrGaYqT1ts2pzqGnc1N75evfc3LbaUwKhSTRykW1axcrZdnq41qW+Myp9Vgs8GPV6WaLskW4YnOguN5PwAAT8KVaQhRZutfmLmpkZpx1P7hO37+X2226ykLdWP0SQ6dFKWkZiGrQz1tJ4flch5nbs2qFJPF5CEtvA6lrGoqbTdZlMt7cx/GcrA5vu//+oUvf8Or9ptSFBsFO73dvPw5Dz/40euzgg1Jqq6oICm5heJtbFZ55RZKsIunrzn5oueVSVpIWXId2qUH7n3kI3ccb88dLBZNrm3TLkvZaMbaz1IXnvf06e03KUmt+qRG+X33/ftrOvVF5j7NZXvw2eiD96fixqH3TelU4rxvN+Lm5bIsCsVm1cv2fLIYznsYk5caSo2pr17m048/+PFnvf+97ateVq0uFJTUHe2eEqo8cnV9Aa6djVf+7e976+++Y7pctYuLpxUWMR+2ujwZknuoJbep9+qLS9s6daMFXXzkku+fqMNkWdoa+lk39ou7XvXl6zN0m9S5QvVRIZp07Jj9zb/5vX/7R/9BGbOkYN42XZQf7B/88i//2m/82m/OuubihUeblJqmiTpu0WvJwUtQzWN/+61nv+mbvqFUT9HMvB5N1HnMXJ31I/QgmSy2jc7ecPq/+Ltv/pH/+h/uLg7mG8fGovU0I3mUzG2Qqa5fazj6jz3mM9C9uHkwScEtytYTisxdplCLRVnTpK2NuVRN4bWvfe2P/jf/9NE9z3mYzWZjb6puobzgrme0jWWvMuu6bljJJTe5BamR1aHP7hZjClE/+He+/9f/3W899MhlBVsuxo2NraGUS4v+kf1Pf/v3/uALvuzOO5/77E986uPve9+9Dz9ycVVCtJLSxCx6WXWT2d6lg2/4xq9uO/l49TjjtWC6eoKFfc5uRuthDHoS5ynT/QAAPLnuv9o1HuQhu0avnZlC0AMP1o9+ogZZVVPVldLJoyxockE6P5k9Om/L5mzvILW1KSFUbyYhdsvLZ0yTPk9racYxmsWxhP20Mkt93//RfbNPX1zevNkoHi+u2m7edtuBN9MyDFZClcnWx6N2iu5FuRT1KU6sTWdvfoa2z8QS5lGNZH05/3vvmF8+2LQYirmXrLQ9eFial+5yqF/24nuSGlXJdKzUZu9Svv9j0RV9/XTVG9XkNokbj8a87E7Zye1PDof70U/azsXVSjFupe5EtAuf+vB1s7iZa+PFVZTH0eLQdGG5+NDb33XHi18UZ6VXGqQurGf2W1Gg+7/A5RaCykq3XHv6hc8efuvfb49NUp4WG0o+aLUI3uYwet0ITaO2O7ahjdn5P/1jxRw1eF7V6TUf0+KZr3rl8bM3yEwKtj4cV1Itiq5gL73n7mNb893dmFLymstYpGrqUozjmC8tlt3kePWSiyxWVQV5k2IIPqzKPS+9+9prN8w8mqoX2eftxnO1YKuFasHNzNNysWonkzd87et/4qf+z/zwnpcSPK438XR5NQW3K6c3m9t6BbLWJzwfPeJXcHP36kGuIA9D1piLpKMNbKunYE1rG5tRyiZ1bXfNNWcuHe43KZlZ0zSe+yaV2267UZK7xyv7EV3ZfjS4orzZ318NQ2m6uFr58WP2khc//1d+9ber1835bLlaNU0XNjZOzGar1eLt737vu//sAzkPly7tHts5WTXWrMlGu1j18lW/HF7y4uffftuzJI05t83Viz1cHSzX5x1bffSxerhywjLdDwDAX3aIuawGuXlQCZJy0Oi+YVXD+Jnff/tzcrgwiU2tk1xKKGMp1eLetNwf/Lk//AOv/obXj8c2S2knnrJ7DWrrqAc+8W+/53snDxw+LafJ4bIJq9zW6w/rpbZrLh5uXCz59963ddP1WVW7ozrbuOd5jx4/dnju0VWT11uQmBRcuValmmMcJ5P9Ooxp/LJv/FbNtmrVtHo3jvr4p//4Z/7F03Ozc7C3Y91lxXHlJ4qllRbN9KFrjh3/+q8rHqopRDUHq/pv/p8bP/Lw0MUhaBV9kco0K1ZfTNN9G81X/tgPta+855atuc82te9N6rxJdXkQ9y+/63/4nz79ll+9aX+VQ5EVcwu1Cfu7T6/HP/Mvf+OOV//V6UvuzE1bZet1CEVhKWu5uh7HZXU69bE/++bv+uRDD9l7Dq4Z+6JR7qoluk+Kn1403sQPheFSc/5ld9/x9p/8p9f3q07NUvGPjoWzb/qOm7/vO7W1qZhqCFkWZSk2nnvVbKG58ez2d77pG37qJ34x9wchhMZirT6bzYdhcLUeUrV2zKOZWS0hWhPDMBxaHV/4gjv+zpu/V1IKqj6GoynxQW5X1umWo2UmknuormhxOpV7Obkdv+2bv/4f/pP/dTWMqdvQZ9Pfqnm1Wi2Ym3l0WbVabb30249eHoq5ejapVAWLly4vln1v1uSSY7Q8urVla3OyMVcZ1HRhXOUXvfDuP733V2NMq8XBrGvz0E8m/vznPcerB3PJu67te3erLq9mrkbShXO7KUZzxaRc/D//W99x34c/8Gd/dv9kElNsrWoZquc8FKW0sRyq12bn+M4wDBtbmy7fO7iUYpy046tecc9/+XfffOZMt+rLZJquHlNnR19TghSq1sfXuVTMo1TlJq2XCz/BLBBEEgAAIABJREFU64f5/QAAPKkSc1XJr34ntqgQotWiPvfv/KMzh6s+NkNocojFQglWTCvJ5junn/18nT47HLvON6/Rxsl64tTi5Kn+9DW6/fYzz31eme0MnjxNlyEtU2cKck2yjg++9853N+YrK7XzPI+Tlzz/wTvOPjydrmLbxzaHlC1la/tqYbZ5GCxvzS/Ip7ec7d7wVXtb7cVGy8bkq4/9+r/dPfdQrHJZ8GgeolrzKNclxfSal+jW05e69EjUhSgtLn/g5/71iT6H2lZLiyYsWhuiBfcyVm1sti9/pW661c7cUjavrddeP85PjLOdxekzuvWmO7/ma9ynTWmH2B00bR+bUMOxEm/eK9fcd04//xvN7nKinNbd4ypmSxLlC6mKY5ztpbDx0rvu+Ec/9Ogrn3fvsc1Pbs4Pmmk7thvLtL0Kx3VcZXruGTdsf9vXLB49r3s/swr28Z32gWdcf/JH/8atf/9HdPyMginFYhav3E4oyhpz06zT93/ft7z2q1928w3HVQ635sF8WBxejsHN1DTtsu9DaiazeZsUy2jeW+1ffPdzf/AHvv+663baJJNqHsOVT4n1cQymElSC8tHRDCY3kwVZrmUM0n/6htdtTZtZG6KXoGLu6zXpbkVh9KM/aX2NVFk2G03ZvJqrbat7llRdrnDu3Pkxryxkr0OUK3u0et0NJ2RqmyQPky7d/YI75KPq0ocDq7kJ4Y1v/Krjx6ZNsGRqmnTy5DGzLBvcslt1BVdaLvoYVbKaZG20Zzzjpp/6yX/8bd/ydU0qyqvgxUM+WO5X1WEswypHmxzsLiepWx3sL/cvbG/YtO2/+jUv+bl//uPPec71MWoyjWNeSfXK3Kb19Cfzo5uAejRuNob1GF75jSeG5/0AADwVrn4v9qNAKw8/8qlPfOLEanxWP5OyeZDCGLxPYQiTQzXzG5+usOn56CleMkXJPMhnz3vOK977m+/d2S/H3aviUr5vvdfQ1uAxfub99x+/XDYnWU0naTLfeeZLXzn84cePHx5tPrLeSiTJopqQG9/buHhwcP1tL1OaSW6L1XzS5YfPv/e3f/9EnOd+qJoPavqYamz2vd0u6aDohrtetBrDpoWgmpIOPvqp/fs/dUbN7XtNUd2PtdjYFkWFUpsTZ5+mk9fWMQ4hBJkHb5IpSLHRKs/vfNkNOnW8H3I/GS1s2uRys9xttNFbW9OfvPPdz37w4XhyK6scPcv0z5/Cjc+5y3QLbTq268vZy+6546evu/dn/sXefR87ePf7Zuf3W6t9Ch9JGyduPfvM7/1rJ+689Y9/+L8/Hk5evPPUsVe/8PZXvXzyilfluJFqqk3x8NmdMuVuKclLKT6WeGKr+6n/5Uf+wx+/7+d//pf+4A/eeWD7s9l8udoNsR2zd5O2bepieXGivknhprM3fuVfefkbv+41dzz7aWOfJ10yVYvBvZpU8+Bl1TZRlscyRgWFnMfleoOcsdQwHMbpxjiMZ2/c/uH/6s0//o9/Yu9gVdXIwtVzcpsmrN/HYMFrMc9trH1ZrE/LilZqGIKNtSiZTNrf3x/z0qVgQbVMQlXtz95wqhbJvVZ31zNuu22js2Xu1bjVVWP+pjd9U8mjglfTtG13tjZMDwdb2dH7UVw+Dkd3+GPuUwo1j8+4/ex/99/+6F3P/7Jf/qXfuffej1gcV7kP3jRhpjYqL7a7YMP+LK5c413PvOVr3/CfvPHrv3JYDrNp67XKPES78tVjvZ3tZ7ex9ToGy+Y12iT3yy6lGBS8xif62UH3AwDwpHrfZEUKJotSUZJCKfuX9h6570OfXvW1bSxs5ZDHNC6bcdHWVbLLs4322XfommM5aUwKpUrKIYySm9pJM3/pS/pf/62PjB+erlzdZCHbP3W4tZ+nC+83ph88PHfire+47qu+Wl2sUlqG57zsK/7wV995/6ceqAqSwvqY0xqGcVh2bXvi2HjjabvnHltoa2bqJsr1ofs//Klz5840bTi+cy7XRWMHbRqifDHcsNuUs9ffcsfzJ7ahPnRWquX3f+ADH41ld6d51t7WKtULs7psR0kue7SNZ+64TdvznKZFWvTaSFVdzNJCSl0Ttjf2br5xWI2rWA+8bjQbn4mXD9vl6UU3WHs418a5z5zR04+yVpZcU66sLySYta4gjTY9lPzm2+/6ez+i/az3fEhve+cnPvaRw6ZMvvxFtz/3ZZ/8+P0/87O/9BWnbn/2X/sOfec95ZqdrO6cpjvLqH3VnVCvzPoI6z5WkXlMZgpVql5ecc+dL33xnZcvL9/1nv/w1rf+/v0f/Oil3f3dvcOmnRw7fnI6nb72y1/9spffc+ONZ7a3FUxytV06qtcQJa0O1EafdeFweVBl3WQ+jn20PJ8eG4dFChsWooXOa2m6tlZ96ze//vKli//j//zPonJVWNdw6uq58w9tbZztYlSVqtXSp+S5jiGG5BZMedzbnLf9skzm8eBgPH/uYdVlCDVYE+vYNSE2dXOzXS4Wk9nMotXBz954/atf9aI/vfeD5x65cObk9q033XzbbWeDeYxp0Q8x6iV33/X+994bZNXGoLBeX7vqV15lQVbdpBhcPs4mzXe96fVv/NrXf+iDD/3sz/3khQuXPnj/R849ctFrSKGdtu2znvW0173ur9z9ouc/5zm3TKcpm0xVqiG45DHGK/8OR91vFiQtlmObNE1e8zCddn2fo/LqcLl5w4m9S5qcfkJfrT73eBEAAPDns374Z8XkSUElyDQGNbVq97Le817tr3TqmEJRHBXyenVeGSzOT+j2O9QmBQ392IaqJh7GNEgbKs1y1f/Jn3bZVZXbLh0/3jfn2oeWloOm4UKnE3e8IKu7nFKRdkrfPbpbP/zB0CVJWi98dMmDLNSSe8uad+31Z/oTN1ZJqhN5OH8uf/SjbQ0aRllVK7WWo0KM4eGqbpZf+Ix+2s371kPea3I898jGpx5UG3QhK1a1RbGuO0wW886xdPszFZoyKroUVlJSiHvBgurGMOqDn9KFi5pGD2aTeRl3Yz7UolHvudPyebetjp1IitslhtGU1Cd1XF2PU9fzvoskLRrtS1Grk73r0LVYaTzUsXZ3Z2t7NB0sx91FM+yoUX9jKSlMvFlaN++lyxrOFCmGo91wJKum0eVSqkp+Zeno+j7MpYu7y53t6ZA1FllQ20iSerWtZBpW3rSWgq6sRD2are6ezp9bPXpxd765s+rLweFyOutqXS0PL7/g+beVcfQyTiZesmKalhpkeuSR5aXdQ1e8mqer8dJz77g1Sj56MsvShz/96Ogai6JiW4IVy/OFhnznbWfXi1/P764evnCpWJLHWJtUYl8utpv56TfdXA6Htmsl1aCHLiw3j03XE5PGhTZmeRxzaia1yoPe//6Pp3bqSq7GPa7Xyp+Zr6697oSk4lmhuMyUXKFUWVAe1TUqRZcvDcOimIWu604eVz+o69ZF76vVQTc9uqv93FW7V3+45K6cS0jxgYcuN+00hK7v8ziOW/NOVZ7zNWdae0Lz4Oh+AACehCK5VqlmlVbeljguqjcxNh5d2tvXmJdnNqqqq0qlUQ2ylKPlpBrlsXZReQiqSnGMzcpk8qg+1qGq1tBddhutGzVck1cbrkWT9xQ3S5u83U+pl07V3PZ9bn2IVqUsVVmQ4tFUidjLq+JC+fjQhSbIqnuJZYilNiHJVWPpY17Ii2p1v2bZSHF/Nh1UTxy4JnGRcq86k0bP0YLW07N1tMfg2OcuTUKJIbReXGZWF4pNCWn9LgXlmJdmpcRmX2lQkzQeU7bBTaYUd4O7UqewUYONpiiPTPX5gt3v4ejf2JS0ilrmMgnW5apoYyiLUJdSGsau3XQvW/shqOxv5nlVWESlJrfSoDwdotro69WjUnBZriquKDUm1dzHGN2Vc06pGXOxEC2YrycHheBV0V1mcsVQXVVeQziaN7TehXUctT7F1k0hmAeNo5pGQXIvwWoto4JMMYQmj24WYjha4rqex+5SrrmUMmnaUBRkRcpR2aT1friukHUYxmloLMtLCTGMXq0N6ynzTVUs6jUOGqdpkmpQlUYvTfUmDq4gefWQa9d5KW6W3E1yC7a+7Vm/N75+n2oOFqvXmCyXsUlNqS6zWi1Ec5flGmOQVEt192DBgslUq5cyxCiLFuwxu5ra5/9EpdRgYcw1pFBdLoWoflUnbSjD2KQ0Zu8mTyT86X4AAJ6ELFUtWl9paFQ3S9DY5LHYZpMlK7kNUk4yKcrXO4+76jgWU05xYXWh3MjnaqS03qKvkZRXMVpZHMZurtBKdj7oxCgrKm2/CmE+Bq2iohSlUNQv1TVab9wf1tuNy9xUbH3HUcchzDqtdwqvoySl5uhZrqQgT7XYWJWXRdt7UaPV412I0sJVilrPsS6ztWraqVmVBsmlpJw0mFpJw5jaeCg/lB9X3VdbpXnVpMpNQxySSsxB3iiGMcikLA2qVWaqE1krWTHJFFRM7OP5eK7BNEpBpVFNR/8EQStplI9l1VnYGg73m+ZSnDZK12T5cry4mbeLt32U0moWl9JMq6Q2lnC0I050hVxU1y0d/GjS/9j3TdNofRZvSpK8ZpnZ0T1ZKmUsdcx5mE46sytb9XuUB0mLvcvT6dSabh20pbhFyzm3jVb9smuje65h6q6aS9tMTFeTX7L1dj0qcilGhXxQUopqVKKyiqsmWfRkRTll8zDsr6ZpomRqarHiKqYQvVEJ2XKNHt2stxCiqkrKnvxgWMzbWSl1ErqqIVhTskkKppxz0ybZKF9/9pq0frVlvdhApdQQgkvVc4pxuTqIKSSfhhAsrFenm1RdWo19dUsppZCkED2v50Idfe5d/YjXd3aS3K7uEFzX04qkUsYYg9zLsJIrTjaewPXD/H4AAJ5UiMlVZUVKqi63Yim2g3Qo5RiT7HiWm2qRpLjeDDw1wWTmSZooupSVktRIbZWqNBRNUpxMNY7KVWE662SjlGWWrHONR9sIqdUqRTVd09c41vWT8hqqPMTiskajK4ZgnQYpjoqmEKRQR41Lda3W2/NbsRRdUrCZOlOnw36s82Z74rp4II910m5MWut14JoUpUEqUlSdaJQ6KapRrkrjSoO04VKVUpV6WaOV5RjyxhCkoKqUg42KGwopuNR4DPVK/kSNdlSgePyNZlZflEJUY9KYVCTTQjVZOB6nqZdyP2vSoKRafaHYNY3ixVg2Z3WqWuRBSfKguv63uJran1Of66vCmm6iqjrm2LTKo4KZBZmrFq/Vrchr28S26dxzrQqh/dw/Y7Y1l8zr4NVDamO0WscmmeRNUi1DTKkqyqrF5uqmnFKVqrzIXKqusLd/MInTLraKKmMJ0YJK1iCl9Z43i+XBxmQ+3ZipSnLPo5osFVOQu7wZSp9iytm7MFm/dzFYUZm3yZS7mGoZqqoFj+s1s64mJfkojVJVTfJGCh7K5csXTM329k6KwV0mhZikPJ20UvFsFtb33F5VxjqEEJumrbIqrWqNIUSt5+Dp/2dnnjIMMrMQQrKcx5SC17HvV91sGtsrRy78+fG8HwCAJ64Wja4h1VF9ozJzi3300OVku15ylKRjXtff4dcnXh3t1hHkVj1qWfoU26gYpFCufEMPrlCrZ7cYFL1akZr18UpRg5SkNEqmnHQgl7yrdaq43jHxaFNA9yTzsViMKq5gQ6rFS7C4PncgXplQHD67f06tHnxZ4iQuowapk7fjGJo0KvSD5qa9Rq00Wd/rmGqUm2KWquTZU+2jJqUdo1xqR6lISatUXaWrHpSK2TDEzqOZFFSTynqXRNf6Zzl5CbVTwwX2uNvMoWrMClLo1o/63bzRSgpSV6VVla9qF4fUpmpplIa82Ax7GhvZTNYeHfiao6LVq3vmuEKtR8kezGX1ysST9QQXu7oHv1+9UXBfryXxWosdvQgQ1vvuH83RWb80cZScVx9g11LGpkmS1zJ6nHutIQSvRe7BZGbrWe7rH+tLI7jJNSzGdtZ4cFepKkEWPMitBjc3qyYL0vpjWc+FknlUjcWqgqkq1GhmMrlKrkNIoXpNlsyDbN3xVsv6Aywhrhftr8/sDZJVlRCiZKW4FIJp/SJH9WzmpY7JZi7VWmQejkbXs7tkwZJk1dWub7XXw2GfTXj7nDswr27BxjymFM1USl5PH5JctSoE6Ymcb0H3AwDwZDpMRSoq0iDVoJDUjKvahGRNkA259inw6vpj9YqulHJNIeWg83WchWYuxd5Vixr3JKP7gacU3Q8AwJOwXmQZq+JYVLOiKSUPIUvDoNWByqjNGeP0uHHrVYv2B7VzxdBPgk9nSSGtXzdIGoJaju4CnlI8gQAA4El3f5UUYoy9wqrWLbdwce9P/tlPP/p//+61Y+5HNqZ5rEYH22GcjM35sZ7fmD7tzd9z9htfr7apMXlMg6l/YvMYAND9AAD8hYjrPg2yUKQsHeS8VaqqnXzg0dmffeSmxf4q0v2Pdbk7XGhhQ2fWaXueDy4qDoOstxilQPQDdD8AAF9URtOYNJHWW2yYtN22thylsFnqZBykxUJLBuox9js7aINWIVszTmNvg2Jdqo6qU6l1BRfTfAC6HwCAL5rul/YkSVNXkBpp4apBUf2lNh+2QzuqtHy3faxji+bag3ZS2lyn7ZA2DiYa0rRd136x9bYwAOh+AAC+SASpk1qXZZmrTVq5SpeatPrwmeaB69OjZd6d47vt4/qj1/GxO6FJr/biKm/WqeqkUegUJnLzoiqxDxLwlGI/HwAAnri6Pocru4pLpsYWUaPViZbLhz5ZH/7ktD9sdCsD9Ri7TRlC3R7qrNm8nFf9rdf7yVNVYVs+z9LocmlG9wN0PwAAXyzhL+X1/4pMimEZQpVHZRsXqSxirIvmBsbpsd2vw6qyI2ks1mxclLKaTjru6sYrSyVY2ws8pbiTBgDgyTEpSqG6alEMXruSglpVU4mqZVZZ1/tYs7GXpCGoBM1qSrV2TZDaKplKo5VpzjABdD8AAF8kPGgIGuSjilQb+YY1Nrj28yfe9vaHPnh/PdjbjAcM1GPvlUJcXdyfbZ88rBqmzS2vedX1L7pbOjq0a890ScyOAuh+AAC+ePrV1ZpaD2aThUKqspVyN6a4u/8Hbzn5f/xyU/ajIgP12HGrxZug0Y+X5tHZZDg90cufXTQNHpamDfdjfdakYaCApxBb4wIAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAgO4HAAAAQPcDAAAA+I9BYggAAHji3K131SCzWdKy0blZ3fFBFy9NfbGcDKcuZdfWY94ofP5zN5e7/Etq2B7e2btULz3Nts8v8sVjM5s1gzxrnJV21ps6O5w0c64ugO4HAOCLJfuDaqtQZVINqlKr4GOVdRpkJQW1D2/sMVCPUfJw3dhujAqalTJpD3PrihbkUlAxjYwRQPcDAPDFY5SWoXYhNJJLJjVSUFSaD7W5NGpDcXPYf8xb1Vo/95dmZmZfUuMW4vRUc1p9Mc3Gy8Mkd8oxJpObgkqg+wG6HwCALyZX5+cEVzVFqUjuQbEZtjYXJ08cHpbN/f6x3e+f3/0y05dW9+/meDgOc4WF7JGS510nC1L4EhsGgO4HAOA/Eo0UXbG4VYuSJRXJmkZhNX/p3cdSzIfDXsqPeavw2JuHL7HZ/VI2hRryIiZPN2/Ntp5za46pmLVBVpRcM24AgKeauTujAADAE1SrclWJqrae5bNbamnKPMbOs/pRuYwbs8d1/5f6ut5Ql7EOWphK0rQ57Ky3SZQ2q0KWghTFs3/gqcXzfgAAngp2lPDzSVgqDJIsdZ2U0sB328cpoYvBZlvBPLrFQbFI8errHi5VKTJOwFP6VYrn/QAAPGFVXrzGasGP9qKp8WhNapRidauuwGk5j9VbKeatLMiqrJe51EhtlRXJJKP7AbofAIAvnn6VH8pbqVWIV0vVrzyxLpJLEzaneZwSVKN0JfGvTunxo1+6Mc0HeIrxyiMAAE+GSeaqVTVI9WjNrsnt6Ddd8swwPVZNKvFomcPnPoEMUji6XaJRgKf4qxXP+wEAeOL5KhWXyYOq5Gbukstc8Sj9XUmFgXrcwJlbKFee68cqq5LkUSUcjVfHKAFPKe6lAQB44sJ6/xlJwRVcpiqN8iKv5lVBpo6J6l9g4FSl/spz/VlUsqNJPpXBAf5i8LwfAAAA+FK43QYAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAID/t107qGEYiIEoOpZCpIxKIVRKJExKpVBcCj2kUuJ9D8IcrK/VAuh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAEAQ2geWAAAScElEQVT3AwAAuh8AAND9AACA7gcAAHQ/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+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAOD/tiT12A0BsI7+HC4/4Eattqr3fgAAmE/3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAAPdSSdoMAAAwOvq99wMAwHy6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AAAAAACYopJ0tyEAFjr9VS4/cO0bZYbTV/XPBwAAFqD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAAAACAJKnutgIAAMzmnw8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAAL/Znq+3FQAAYDbv/QAAoPsBAID7+wJuGre0APQnwgAAAABJRU5ErkJggg=="/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">72<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h4b y603 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Ryzyka operacyjne (mogące mieć wpływ na ciągłość działalności G<span class="_ _1"></span>rupy);<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y9f3 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Ryzyka strategiczno-inwestycyjne; </span></span></div><div class="t m0 x3c h4b ya5d ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Ryzyka prawno-regulacyjne; </span></span></div><div class="t m0 x3c h4b ya5e ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Ryzyka finansowe; </span></span></div><div class="t m0 x3c h4b y58f ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Ryzyka środowiskowe;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y4e9 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Ryzyka <span class="_ _1"></span>społeczne <span class="_ _10"></span>(w szczególności <span class="_ _10"></span>związane <span class="_ _1"></span>z <span class="_ _10"></span>utratą<span class="_ _0"></span> <span class="_ _1"></span>zdrowia <span class="_ _10"></span>i życia <span class="_ _1"></span>ludzkiego, <span class="_ _10"></span>są one <span class="_ _10"></span>nieakceptowalne <span class="_ _1"></span>i <span class="_ _1"></span>priorytetowo <span class="_ _10"></span>traktow<span class="_ _0"></span>a<span class="_ _0"></span><span class="ff6">ne); </span></span></span></div><div class="t m0 x3c h4b ya5f ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Ryzyka w obszarze ładu korporacyjnego.<span class="ff6"> </span></span></span></div><div class="t m0 x1 h10 ya60 ff8 fs4 fc2 sc0 ls0 ws0">Opisane <span class="_ _5"></span>w <span class="_ _6"></span>poniższej <span class="_ _0"></span>tabeli <span class="_ _6"></span>czynniki <span class="_ _5"></span>ryzyka <span class="_ _6"></span>i <span class="_ _5"></span>zagrożenia <span class="_ _5"></span>w <span class="_ _6"></span>pre<span class="_ _1"></span>zentowanym <span class="_ _5"></span>okresie <span class="_ _5"></span>sprawozdawczym, <span class="_ _6"></span>zostały <span class="_ _0"></span>zebrane <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _5"></span>ramach <span class="_ _6"></span>cykl<span class="_ _0"></span><span class="ff6">icznej </span></div><div class="t m0 x1 h10 ya61 ff8 fs4 fc2 sc0 ls0 ws0">oceny, <span class="_ _6"></span>wykonanej <span class="_ _6"></span>przez <span class="_ _6"></span>opiekunów <span class="_ _6"></span>merytorycznych <span class="_ _6"></span>poszczególnych <span class="_ _6"></span>obszarów <span class="_ _6"></span>i <span class="_ _6"></span>są <span class="_ _6"></span>to <span class="_ _6"></span>najistotniejsze <span class="_ _6"></span>czynniki <span class="_ _6"></span>z <span class="_ _6"></span>uwzględnieniem <span class="_ _6"></span>in<span class="_ _6"></span><span class="ff6">teresu </span></div><div class="t m0 x1 h10 ya62 ff6 fs4 fc2 sc0 ls0 ws0">Grupy <span class="_ _6"></span>U<span class="_ _0"></span>NIMOT <span class="_ _7"> </span> <span class="_ _12"> </span><span class="ff8">. <span class="_ _7"></span>Dodatkowe <span class="_ _7"></span>czynniki <span class="_ _6"></span>ryzy<span class="_ _0"></span>ka, <span class="_ _7"> </span>które <span class="_ _7"> </span>nie <span class="_ _7"> </span>są <span class="_ _7"> </span>z<span class="_ _0"></span>nane <span class="_ _7"></span>lub <span class="_ _7"></span>które <span class="_ _7"> </span>obecnie <span class="_ _7"> </span>nie <span class="_ _7"> </span>są <span class="_ _12"> </span>uznawane <span class="_ _7"></span>za <span class="_ _7"> </span>istotne <span class="_ _7"> </span>mogą <span class="_ _12"> </span>mieć <span class="_ _6"></span>również <span class="_ _7"> </span>w </span></div><div class="t m0 x1 h10 ya63 ff8 fs4 fc2 sc0 ls0 ws0">przyszłości  wpływ <span class="_ _12"> </span>na  działalność,  wyni<span class="_ _1"></span>ki  i <span class="_ _12"> </span>sytuację  finansową  G<span class="_ _1"></span>rupy,  i <span class="_ _12"> </span>w  sytuacji  materi<span class="_ _1"></span>alizacji  potencjalnych <span class="_ _12"> </span>zagroż<span class="_ _0"></span>eń  po<span class="_ _0"></span>djęte  będ<span class="_ _1"></span>ą </div><div class="t m0 x1 h10 ya64 ff8 fs4 fc2 sc0 ls0 ws0">adekwatne działania związane z ryzykiem.<span class="ff6"> </span></div><div class="t m0 x1 h10 y4d4 ff8 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 h10 ya65 ff8 fs4 fc2 sc0 ls0 ws0">Poniżej <span class="_ _6"></span>przedstawiono <span class="_ _6"></span>tabelę <span class="_ _6"></span>z <span class="_ _6"></span>w<span class="_ _0"></span>ykazaniem <span class="_ _6"></span>najistotniejszych <span class="_ _6"></span>czynników <span class="_ _6"></span>ryzyka <span class="_ _6"></span>z<span class="_ _0"></span>identyfikowanych <span class="_ _6"></span>w <span class="_ _6"></span>Grupie <span class="_ _6"></span>Kapitałowej <span class="_ _6"></span>wraz <span class="_ _6"></span>z <span class="_ _6"></span>op<span class="_ _5"></span><span class="ff6">isem, </span></div><div class="t m0 x1 h10 ya66 ff8 fs4 fc2 sc0 ls0 ws0">reakcją na ryzyko i <span class="_ _1"></span>oceną poziomu <span class="_ _1"></span>tych ryzyk w zakresie<span class="_ _1"></span> możliwego wpływu na Emite<span class="_ _1"></span>nta i Grupę<span class="_ _1"></span>. <span class="_ _0"></span><span class="ff6">Trendy zmian poziomu ryzyka w 20<span class="_ _1"></span>24 roku </span></div><div class="t m0 x1 h22 ya67 ff6 fs4 fc2 sc0 ls0 ws0">w odniesieniu do 2023 roku <span class="ff8">zostały oznaczone graficznie w tabe<span class="_ _1"></span>li za pomocą strzałek, gdzie: <span class="ff7">(<span class="ff5">↖</span>)<span class="ff6"> oznacza wzrost poziomu ryzyka w stosun<span class="_ _1"></span>ku </span></span></span></div><div class="t m0 x1 h22 y4a6 ff6 fs4 fc2 sc0 ls0 ws0">do  p<span class="_ _1"></span>oprzedniego <span class="_ _12"> </span>okresu,<span class="_ _0"></span><span class="ff7">  (<span class="_ _1"></span><span class="ff5">↔<span class="ff7">)<span class="ff6">brak  istotn<span class="_ _1"></span>ych  zmian <span class="_ _12"> </span>(ryzyko  stabilne), <span class="_ _12"> </span>a  <span class="ff7">(<span class="ff5">↙</span>)</span>  <span class="ff8">sp<span class="_ _1"></span>adek  p<span class="_ _1"></span>oziomu  ryzyka <span class="_ _12"> </span>względem  wcześn<span class="ff6">iejszego <span class="_ _12"> </span>okresu </span></span></span></span></span></span></div><div class="t m0 x1 h10 y4a7 ff6 fs4 fc2 sc0 ls0 ws0">raportowego. </div><div class="t m0 x1 h10 ya68 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ya69 w85 hb5"><div class="t m0 x3f h22 ya6a ff7 fs4 fc8 sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x119 ya69 w86 hb5"><div class="t m0 x3f h22 ya6a ff7 fs4 fc8 sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x57 ya69 w87 hb5"><div class="t m0 x3f h22 ya6a ff7 fs4 fc8 sc0 ls0 ws0">POZIOM </div><div class="t m0 x3f h22 y556 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 y8fe w1e h54"><div class="t m0 x3f h22 y556 ff7 fs4 fc2 sc0 ls0 ws0">RYZYKA OPERACYJNE </div></div><div class="c x1 ya6b w85 hb6"><div class="t m0 x3f h22 ya6c ff5 fs4 fc2 sc0 ls0 ws0">Ryzyko wystąpienia awarii (in<span class="_ _1"></span>stalacji i/lub infrastruktury)<span class="_ _0"></span><span class="ff7"> </span></div><div class="t m0 x3f h22 ya6d ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 ya6e ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _0"></span>związane <span class="_ _0"></span>jest <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>awariami <span class="_ _0"></span>urządzeń, <span class="_ _0"></span>maszyn <span class="_ _5"></span>i <span class="_ _0"></span>infrastruktury<span class="_ _0"></span> </div><div class="t m0 x3f h10 ya6f ff8 fs4 fc2 sc0 ls0 ws0">z <span class="_ _5"></span>której <span class="_ _0"></span>korzysta <span class="_ _5"></span>Grupa. <span class="_ _0"></span>Działalność <span class="_ _5"></span>związana <span class="_ _5"></span>z <span class="_ _0"></span>magazynowaniem, </div><div class="t m0 x3f h10 y8e3 ff8 fs4 fc2 sc0 ls0 ws0">przeładunkiem <span class="_ _0"></span>i <span class="_ _5"></span>transportem <span class="_ _5"></span>paliw <span class="_ _5"></span>płynnych <span class="_ _0"></span>i <span class="_ _5"></span>gazowych <span class="_ _5"></span>związana </div><div class="t m0 x3f h10 ya70 ff8 fs4 fc2 sc0 ls0 ws0">jest <span class="_ _22"> </span>z <span class="_ _22"> </span>ryzykiem <span class="_ _22"> </span>awarii<span class="_ _0"></span> <span class="_ _22"> </span>rozlew<span class="_ _0"></span>ni <span class="_ _22"> </span>gazu, <span class="_ _22"> </span>stacji, <span class="_ _22"> </span>r<span class="_ _0"></span>urociągów, </div><div class="t m0 x3f h10 ya71 ff6 fs4 fc2 sc0 ls0 ws0">magaz<span class="ff8">ynów, <span class="_ _5"></span>jak <span class="_ _5"></span>i <span class="_ _5"></span>środków <span class="_ _5"></span>transportu <span class="_ _5"></span>oraz <span class="_ _5"></span>cystern. <span class="_ _5"></span>W <span class="_ _5"></span>transporcie </span></div><div class="t m0 x3f h10 ya72 ff6 fs4 fc2 sc0 ls0 ws0">kolejowym <span class="_ _20"> </span>ryzyko <span class="_ _17"> </span>o<span class="_ _0"></span>bejmuje <span class="_ _17"> </span>awarie <span class="_ _20"> </span>lokomotyw, <span class="_ _20"> </span>wykolejenia, </div><div class="t m0 x3f h10 ya73 ff8 fs4 fc2 sc0 ls0 ws0">kolizje <span class="_ _5"></span>oraz <span class="_ _5"></span>wycieki <span class="_ _5"></span>paliw <span class="_ _5"></span>podczas <span class="_ _5"></span>przewozu. <span class="_ _6"></span>Ryzyko <span class="_ _5"></span>to <span class="_ _0"></span>o<span class="_ _0"></span>dnosi <span class="_ _5"></span>się </div><div class="t m0 x3f h10 ya74 ff8 fs4 fc2 sc0 ls0 ws0">również do awarii przemysłowych związanych z<span class="_ _1"></span> niekontrolowanym </div><div class="t m0 x3f h10 ya75 ff6 fs4 fc2 sc0 ls0 ws0">i <span class="_ _27"> </span>ni<span class="_ _1"></span>eplanowa<span class="ff8">nym <span class="_ _27"> </span>uwolnieni<span class="_ _1"></span>em <span class="_ _27"> </span>substan<span class="_ _1"></span>cji <span class="_ _27"> </span>towarzyszących </span></div><div class="t m0 x3f h10 ya76 ff8 fs4 fc2 sc0 ls0 ws0">procesom <span class="_ _15"> </span>produkcyjnym, <span class="_ _15"> </span>a <span class="_ _19"> </span>także <span class="_ _19"> </span>zakłóceń <span class="_ _15"> </span>w <span class="_ _19"> </span>funkcjonowaniu </div><div class="t m0 x3f h10 ya77 ff8 fs4 fc2 sc0 ls0 ws0">systemów <span class="_ _1b"> </span>IT, <span class="_ _1b"> </span>służących <span class="_ _1b"> </span>sterow<span class="_ _0"></span>aniu <span class="_ _4"> </span>p<span class="_ _0"></span>rodukcją. <span class="_ _1b"> </span>Awarie <span class="_ _1b"> </span>lub </div><div class="t m0 x3f h10 ya78 ff8 fs4 fc2 sc0 ls0 ws0">zniszczenie <span class="_ _1c"> </span>zakładów <span class="_ _1c"> </span>przemys<span class="_ _1"></span>łowych <span class="_ _1c"> </span>lub <span class="_ _1c"> </span>i<span class="_ _1"></span>nfrastruktury </div><div class="t m0 x3f h10 ya79 ff8 fs4 fc2 sc0 ls0 ws0">magazynowej <span class="_ _13"> </span>mo<span class="_ _0"></span>gą <span class="_ _13"> </span>w<span class="_ _0"></span>ystąpić <span class="_ _13"> </span>na <span class="_ _23"> </span>skutek <span class="_ _13"> </span>zużycia <span class="_ _23"> </span>inf<span class="_ _0"></span><span class="ff6">rastruktury, </span></div><div class="t m0 x3f h10 ya7a ff8 fs4 fc2 sc0 ls0 ws0">błędów <span class="_ _27"> </span>operacyjnych<span class="_ _1"></span>, <span class="_ _27"> </span>aktów<span class="_ _1"></span> <span class="_ _27"> </span>wandali<span class="_ _1"></span>zmu, <span class="_ _27"> </span>nie<span class="_ _1"></span>korzystnych </div><div class="t m0 x3f h10 ya7b ff8 fs4 fc2 sc0 ls0 ws0">warunków <span class="_ _1c"> </span>pogodowych, <span class="_ _1c"> </span>katastrof <span class="_ _36"> </span>naturalnych, <span class="_ _36"> </span>ataków </div><div class="t m0 x3f h10 ya7c ff8 fs4 fc2 sc0 ls0 ws0">terrorystycznych <span class="_ _1f"> </span>i <span class="_ _37"> </span>cybernetycznych <span class="_ _1f"> </span>oraz <span class="_ _37"> </span>innych <span class="_ _1f"> </span>zdarzeń </div><div class="t m0 x3f h10 ya7d ff8 fs4 fc2 sc0 ls0 ws0">wynikających <span class="_ _0"></span>z <span class="_ _5"></span>siły <span class="_ _5"></span>wyższej. <span class="_ _0"></span>W <span class="_ _5"></span>odniesieniu <span class="_ _0"></span>do <span class="_ _5"></span>środków <span class="_ _0"></span>transportu </div><div class="t m0 x3f h10 ya7e ff8 fs4 fc2 sc0 ls0 ws0">należy <span class="_ _5"></span>ró<span class="_ _0"></span>wnież <span class="_ _6"></span>uwzględnić <span class="_ _6"></span>ryzyko <span class="_ _5"></span>aw<span class="_ _0"></span>arii <span class="_ _6"></span>lokomotyw. <span class="_ _6"></span>Awaria <span class="_ _5"></span>tych </div><div class="t m0 x3f h10 ya7f ff8 fs4 fc2 sc0 ls0 ws0">urządzeń <span class="_ _0"></span>i <span class="_ _6"></span>infras<span class="_ _1"></span>truktury <span class="_ _5"></span>niesie <span class="_ _5"></span>ze <span class="_ _5"></span>sobą <span class="_ _5"></span>wysokie <span class="_ _5"></span>ryzyko <span class="_ _5"></span>wybuchu <span class="_ _5"></span>i </div><div class="t m0 x3f h10 ya80 ff8 fs4 fc2 sc0 ls0 ws0">zapłonu, <span class="_ _5"></span>które <span class="_ _5"></span>stanowi <span class="_ _5"></span>zagrożenie <span class="_ _5"></span>dla <span class="_ _5"></span>z<span class="_ _0"></span>drowia <span class="_ _5"></span>i <span class="_ _5"></span>życia <span class="_ _6"></span>ludzkiego, <span class="_ _0"></span>a </div><div class="t m0 x3f h10 ya81 ff8 fs4 fc2 sc0 ls0 ws0">także <span class="_ _7"></span>zniszczenia <span class="_ _7"></span>lub <span class="_ _7"> </span>uszkodzeni<span class="_ _0"></span>a <span class="_ _7"> </span>mienia. <span class="_ _7"> </span>Awaria <span class="_ _7"> </span>l<span class="_ _0"></span>ub <span class="_ _7"></span>zniszczenie </div><div class="t m0 x3f h10 ya82 ff6 fs4 fc2 sc0 ls0 ws0">infrastruktur<span class="ff8">y <span class="_ _14"> </span>własnej <span class="_ _13"> </span>oraz <span class="_ _13"> </span>zewnętrznej <span class="_ _14"> </span>mo<span class="_ _0"></span>że <span class="_ _13"> </span>zakłócić <span class="_ _14"> </span>c<span class="_ _0"></span>iągłość </span></div><div class="t m0 x3f h10 ya83 ff8 fs4 fc2 sc0 ls0 ws0">produkcji, <span class="_ _7"> </span>świadcze<span class="_ _0"></span>nia <span class="_ _12"> </span>usług, <span class="_ _12"> </span>realizacji <span class="_ _12"> </span>dostaw <span class="_ _12"> </span>i <span class="_ _12"> </span>sprzedaży <span class="_ _12"> </span>paliw </div><div class="t m0 x3f h10 y1f7 ff8 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="_ _0"></span>usunięcia <span class="_ _0"></span>lub <span class="_ _0"></span>o<span class="_ _0"></span>dtworzenia <span class="_ _0"></span>infrastruktury. </div><div class="t m0 x3f h10 ya84 ff8 fs4 fc2 sc0 ls0 ws0">Taka <span class="_ _4"> </span>sytuacja <span class="_ _4"> </span>miałaby <span class="_ _4"> </span>wpływ <span class="_ _4"> </span>na <span class="_ _1b"> </span>konieczność <span class="_ _4"> </span>wstrzymania </div><div class="t m0 x3f h10 ya85 ff8 fs4 fc2 sc0 ls0 ws0">świadczenia <span class="_ _f"> </span>usług <span class="_ _1a"> </span>lub <span class="_ _1a"> </span>czasowego <span class="_ _1a"> </span>obniżenia <span class="_ _f"> </span>wolumenów </div><div class="t m0 x3f h10 ya6a ff8 fs4 fc2 sc0 ls0 ws0">sprzedawanych <span class="_ _3"> </span>pal<span class="_ _0"></span>iw <span class="_ _4"> </span>czy <span class="_ _4"> </span>bitumenów. <span class="_ _4"> </span>Skutkiem <span class="_ _4"> </span>awarii <span class="_ _4"> </span>lub </div><div class="t m0 x3f h10 y556 ff8 fs4 fc2 sc0 ls0 ws0">zniszczenia <span class="_ _34"> </span>mie<span class="_ _0"></span>nia <span class="_ _28"> </span>jest <span class="_ _28"> </span>również <span class="_ _28"> </span>narażenie <span class="_ _28"> </span>Grupy <span class="_ _28"> </span>na </div></div><div class="c x119 ya6b w86 hb6"><div class="t m0 x43 h4b ya86 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">wdrożenie <span class="_ _21"> </span>procedur <span class="_ _11"> </span>i <span class="_ _11"> </span>kontroli </span></span></div><div class="t m0 x39 h10 ya87 ff8 fs4 fc2 sc0 ls0 ws0">zawiązanych <span class="_ _4"> </span>z <span class="_ _1b"> </span>pracą <span class="_ _4"> </span>z <span class="_ _1b"> </span>substancjami </div><div class="t m0 x39 h10 ya88 ff8 fs4 fc2 sc0 ls0 ws0">łatwopalnymi, <span class="_ _38"> </span>ścisłe <span class="_ _38"> </span>przestrzeganie </div><div class="t m0 x39 h10 ya89 ff8 fs4 fc2 sc0 ls0 ws0">przepisów PPOŻ;<span class="ff6"> </span></div><div class="t m0 x43 h4b ya8a ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">opracowanie <span class="_ _39"> </span>dokumentów </span></span></div><div class="t m0 x39 h10 y8e2 ff8 fs4 fc2 sc0 ls0 ws0">identyfikujących <span class="_ _3a"> </span>zagrożenie <span class="_ _3a"> </span>i </div><div class="t m0 x39 h10 ya8b ff8 fs4 fc2 sc0 ls0 ws0">określających <span class="_ _10"></span>ryzyko powstania <span class="_ _10"></span>wybuchu, </div><div class="t m0 x39 h10 ya8c ff8 fs4 fc2 sc0 ls0 ws0">a <span class="_ _c"> </span>także <span class="_ _c"> </span>odpowiedn<span class="_ _1"></span>ich <span class="_ _c"> </span>instr<span class="_ _1"></span>ukcji </div><div class="t m0 x39 h10 ya8d ff8 fs4 fc2 sc0 ls0 ws0">bezpieczeństwa;<span class="ff6"> </span></div><div class="t m0 x43 h4b ya8e ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">utrzymywanie <span class="_ _3b"> </span>dobrego <span class="_ _3b"> </span>stanu </span></span></div><div class="t m0 x39 h10 ya8f ff8 fs4 fc2 sc0 ls0 ws0">technicznego <span class="_ _19"> </span>urządzeń <span class="_ _18"> </span>i <span class="_ _18"> </span>infrastruktury </div><div class="t m0 x39 h10 ya90 ff6 fs4 fc2 sc0 ls0 ws0">technicznej, <span class="_ _3c"> </span>inwestycje <span class="_ _3c"> </span>w <span class="_ _c"> </span>nowe </div><div class="t m0 x39 h10 ya91 ff6 fs4 fc2 sc0 ls0 ws0">technologie <span class="_ _3d"> </span>a <span class="_ _3d"> </span>w <span class="_ _3e"> </span>przypadku </div><div class="t m0 x39 h10 ya92 ff8 fs4 fc2 sc0 ls0 ws0">Elektrociepłowni <span class="_ _1e"> </span>korzystanie <span class="_ _1e"> </span>z <span class="_ _1e"> </span>dwóch </div><div class="t m0 x39 h10 ya93 ff8 fs4 fc2 sc0 ls0 ws0">układów pracujących zamiennie;<span class="ff6"> </span></div><div class="t m0 x43 h4b ya94 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">dokonywanie <span class="_ _1e"> </span>regularnych <span class="_ _3"> </span>prze<span class="_ _0"></span>glądów, </span></span></div><div class="t m0 x39 h10 ya95 ff8 fs4 fc2 sc0 ls0 ws0">konserwacji <span class="_ _34"> </span>i <span class="_ _28"> </span>remontów <span class="_ _34"> </span>aktywó<span class="_ _0"></span>w </div><div class="t m0 x39 h10 ya96 ff8 fs4 fc2 sc0 ls0 ws0">znajdujących się w posiadaniu Grupy;<span class="ff6"> </span></div><div class="t m0 x43 h4b ya97 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">monitoring <span class="_ _25"> </span>i <span class="_ _25"> </span>s<span class="_ _1"></span>ystem <span class="_ _25"> </span>czujników </span></span></div><div class="t m0 x39 h10 ya98 ff8 fs4 fc2 sc0 ls0 ws0">pozwalających <span class="_ _23"> </span>ograniczyć <span class="_ _23"> </span>do <span class="_ _23"> </span>minimum </div><div class="t m0 x39 h10 ya99 ff8 fs4 fc2 sc0 ls0 ws0">zagrożenie wybuchem;<span class="ff6"> </span></div><div class="t m0 x43 h4b ya9a ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">wdrażanie <span class="_ _f"> </span>odpowiednich <span class="_ _f"> </span>programów </span></span></div><div class="t m0 x39 h10 ya9b ff8 fs4 fc2 sc0 ls0 ws0">szkoleń <span class="_ _35"> </span>praco<span class="_ _0"></span>wników <span class="_ _1d"> </span>i <span class="_ _1d"> </span>zatrudnianie </div><div class="t m0 x39 h10 ya9c ff8 fs4 fc2 sc0 ls0 ws0">doświadczonych <span class="_ _3f"> </span>i <span class="_ _3f"> </span>odpowiednio </div><div class="t m0 x39 h10 ya9d ff8 fs4 fc2 sc0 ls0 ws0">przeszkolonych pracowników;<span class="ff6"> </span></div><div class="t m0 x43 h4b ya9e ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">korzystanie <span class="_ _18"> </span>z<span class="_ _0"></span> <span class="_ _17"> </span>usług <span class="_ _17"> </span>i <span class="_ _17"> </span>z <span class="_ _17"> </span>infrastruktury </span></span></div><div class="t m0 x39 h10 ya9f ff8 fs4 fc2 sc0 ls0 ws0">zewnętrznej <span class="_ _7"> </span>renomowanych <span class="_ _12"> </span>podmiotów </div><div class="t m0 x39 h10 yaa0 ff8 fs4 fc2 sc0 ls0 ws0">dysponujących <span class="_ _40"> </span>stosownymi </div><div class="t m0 x39 h10 y16b ff6 fs4 fc2 sc0 ls0 ws0">pozwoleniami, <span class="_ _3f"> </span>koncesjami <span class="_ _3f"> </span>oraz </div></div><div class="c x57 ya6b w87 hb6"><div class="t m0 x3f h22 ya79 ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x3f h22 ya7a ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↔</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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">73<span class="ls0"> </span></div></div><div class="c x1 yaa1 w85 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x119 yaa1 w86 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x57 yaa1 w87 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">POZIOM </div><div class="t m0 x3f h22 yaa3 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 yaa4 w85 hb8"><div class="t m0 x3f h10 yaa5 ff8 fs4 fc2 sc0 ls0 ws0">odpowiedzialność <span class="_ _4"> </span>odszkodowawczą <span class="_ _4"> </span>w <span class="_ _1b"> </span>związku <span class="_ _4"> </span>ze <span class="_ _1b"> </span>szkodami </div><div class="t m0 x3f h10 yaa6 ff8 fs4 fc2 sc0 ls0 ws0">osobowymi lub<span class="_ _1"></span> majątko<span class="_ _1"></span>wymi. N<span class="_ _1"></span>a <span class="_ _10"></span>materializację ryzyka <span class="_ _10"></span>maj<span class="_ _0"></span>ą <span class="_ _1"></span>wpływ </div><div class="t m0 x3f h10 yaa7 ff8 fs4 fc2 sc0 ls0 ws0">także <span class="_ _12"> </span>kompetencje  osób <span class="_ _12"> </span>odpowiedzialnych <span class="_ _12"> </span>za  u<span class="_ _1"></span>trzymanie <span class="_ _12"> </span>ruchu </div><div class="t m0 x3f h10 yaa8 ff8 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _1a"> </span>postanowienia <span class="_ _1a"> </span>wynikające <span class="_ _1a"> </span>z <span class="_ _1f"> </span>umów <span class="_ _1a"> </span>z <span class="_ _1a"> </span>podmiotami </div><div class="t m0 x3f h10 yaa9 ff8 fs4 fc2 sc0 ls0 ws0">zewnętrznymi.<span class="ff6"> </span></div></div><div class="c x119 yaa4 w86 hb8"><div class="t m0 x39 h10 yaa5 ff8 fs4 fc2 sc0 ls0 ws0">doświadczeniem <span class="_ _6"></span>rynkowym, <span class="_ _12"> </span>stosującymi </div><div class="t m0 x39 h10 yaa6 ff8 fs4 fc2 sc0 ls0 ws0">standardy w zakresie bezpieczeństwa;<span class="ff6"> </span></div><div class="t m0 x43 h4b yaaa ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">w <span class="_ _27"> </span>zakresie <span class="_ _27"> </span>transportu <span class="_ _37"> </span>dod<span class="_ _0"></span>atkowo: </span></span></div><div class="t m0 x39 h10 yaab ff8 fs4 fc2 sc0 ls0 ws0">opieranie <span class="_ _27"> </span>transportu <span class="_ _34"> </span>o <span class="_ _34"> </span>posiadaną, </div><div class="t m0 x39 h10 yaac ff8 fs4 fc2 sc0 ls0 ws0">własną,  n<span class="_ _1"></span>owoczesną <span class="_ _12"> </span>flotę  transportową </div><div class="t m0 x39 h10 yaad ff8 fs4 fc2 sc0 ls0 ws0">spełniającą <span class="_ _41"> </span>najwyższe <span class="_ _41"> </span>standardy </div><div class="t m0 x39 h10 yaae ff8 fs4 fc2 sc0 ls0 ws0">bezpieczeństwa, <span class="_ _2c"> </span>w <span class="_ _2c"> </span>tym <span class="_ _2c"> </span>realizację </div><div class="t m0 x39 h10 yaaf ff8 fs4 fc2 sc0 ls0 ws0">procedur <span class="_ _42"> </span>Systemu <span class="_ _42"> </span>Zarządzania </div><div class="t m0 x39 h10 yab0 ff8 fs4 fc2 sc0 ls0 ws0">Bezpieczeństwem Kolejowym;<span class="ff6"> </span></div><div class="t m0 x43 h4b yab1 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">w <span class="_ _13"> </span>z<span class="_ _0"></span>akresie <span class="_ _13"> </span>sieci <span class="_ _13"> </span>gazowych <span class="_ _23"> </span>dodatkowo: </span></span></div><div class="t m0 x39 h10 yab2 ff8 fs4 fc2 sc0 ls0 ws0">dobór <span class="_ _34"> </span>odpowiednich <span class="_ _27"> </span>materiał<span class="_ _0"></span>ów <span class="_ _34"> </span>i </div><div class="t m0 x39 h10 yab3 ff6 fs4 fc2 sc0 ls0 ws0">realizacja <span class="_ _14"> </span>prac <span class="_ _14"> </span>z<span class="_ _0"></span>godnie <span class="_ _14"> </span>z <span class="_ _14"> </span>wymaganiami </div><div class="t m0 x39 h10 yab4 ff8 fs4 fc2 sc0 ls0 ws0">instytucji <span class="_ _27"> </span>nadzorujących, <span class="_ _27"> </span>stosowanie </div><div class="t m0 x39 h10 yab5 ff8 fs4 fc2 sc0 ls0 ws0">instalacji zabezpieczających;<span class="ff6"> </span></div><div class="t m0 x43 h4b yab6 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">regularne <span class="_ _28"> </span>przeglądy <span class="_ _28"> </span>i <span class="_ _28"> </span>dia<span class="_ _0"></span>gnostyka </span></span></div><div class="t m0 x39 h10 yab7 ff8 fs4 fc2 sc0 ls0 ws0">techniczna, <span class="_ _25"> </span>stosowanie <span class="_ _25"> </span>systemów </div><div class="t m0 x39 h10 yab8 ff8 fs4 fc2 sc0 ls0 ws0">wizyjnych, <span class="_ _25"> </span>łączności <span class="_ _43"> </span>wewnętrzne<span class="_ _1"></span>j, </div><div class="t m0 x39 h10 yab9 ff8 fs4 fc2 sc0 ls0 ws0">szybkiego <span class="_ _0"></span>powiadamiania, <span class="_ _0"></span>ścisła <span class="_ _5"></span>kontrola </div><div class="t m0 x39 h10 yaba ff6 fs4 fc2 sc0 ls0 ws0">procesu <span class="_ _44"> </span>technologicznego <span class="_ _44"> </span>i </div><div class="t m0 x39 h10 yabb ff8 fs4 fc2 sc0 ls0 ws0">logistycznego; <span class="_ _15"> </span>stosowanie <span class="_ _19"> </span>szczególnych </div><div class="t m0 x39 h10 yabc ff8 fs4 fc2 sc0 ls0 ws0">procedur i planów awaryjnych;<span class="ff6"> </span></div><div class="t m0 x43 h4b yabd ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">zabezpieczenia fizyczne in<span class="_ _1"></span>frastruktury; </span></span></div><div class="t m0 x43 h4b yabe ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">posiadanie <span class="_ _34"> </span>stosownych <span class="_ _28"> </span>ube<span class="_ _0"></span>zpieczeń </span></span></div><div class="t m0 x39 h10 ya6a ff8 fs4 fc2 sc0 ls0 ws0">majątkowych <span class="_ _7"></span>oraz <span class="_ _6"></span>o<span class="_ _0"></span>d <span class="_ _6"></span>o<span class="_ _0"></span>dpowiedzialności </div><div class="t m0 x39 h10 y556 ff6 fs4 fc2 sc0 ls0 ws0">cywilnej. </div></div><div class="c x1 y7f3 w85 hb9"><div class="t m0 x3f h22 yabf ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko szarej strefy </div><div class="t m0 x3f h22 yac0 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 yac1 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _6"></span>z<span class="_ _0"></span>wiązane <span class="_ _6"></span>jest <span class="_ _6"></span>z<span class="_ _0"></span> <span class="_ _7"></span>działalnością <span class="_ _6"></span>nieuczciwych <span class="_ _7"></span>podmiotów <span class="_ _7"></span>na </div><div class="t m0 x3f h10 yac2 ff8 fs4 fc2 sc0 ls0 ws0">rynku pal<span class="_ _0"></span>iw, <span class="_ _0"></span>które <span class="_ _0"></span>mo<span class="_ _0"></span>że <span class="_ _0"></span>polegać <span class="_ _0"></span>na <span class="_ _0"></span>w<span class="_ _0"></span>prowadzaniu <span class="_ _0"></span>na <span class="_ _0"></span>rynek <span class="_ _0"></span>paliw<span class="_ _0"></span> </div><div class="t m0 x3f h10 yac3 ff8 fs4 fc2 sc0 ls0 ws0">bez <span class="_ _3"> </span>uiszczenia <span class="_ _4"> </span>należnych <span class="_ _4"> </span>podatkó<span class="_ _0"></span>w <span class="_ _4"> </span>i <span class="_ _3"> </span>o<span class="_ _0"></span>płat <span class="_ _3"> </span>(<span class="_ _0"></span>VAT, <span class="_ _3"> </span>akcyz<span class="_ _0"></span>a), </div><div class="t m0 x3f h10 yac4 ff8 fs4 fc2 sc0 ls0 ws0">fałszowaniu <span class="_ _2c"> </span>jako<span class="_ _0"></span>ści <span class="_ _36"> </span>paliw <span class="_ _2c"> </span>poprzez <span class="_ _36"> </span>używanie <span class="_ _2c"> </span>ta<span class="_ _0"></span>ńszych </div><div class="t m0 x3f h10 yac5 ff8 fs4 fc2 sc0 ls0 ws0">komponentów <span class="_ _13"> </span>oraz <span class="_ _13"> </span>brak <span class="_ _13"> </span>rejestracji <span class="_ _13"> </span>działalności <span class="_ _13"> </span>lub <span class="_ _13"> </span>naruszaniu<span class="_ _0"></span> </div><div class="t m0 x3f h10 y1e6 ff8 fs4 fc2 sc0 ls0 ws0">przepisów o koncesjach i raportowaniu transakcji.<span class="ff6"> </span></div><div class="t m0 x3f h10 yac6 ff8 fs4 fc2 sc0 ls0 ws0">Pomimo obowiązujących sankcji <span class="_ _10"></span>i<span class="_ _0"></span> zakazów importu p<span class="_ _1"></span>aliw oraz gazu </div><div class="t m0 x3f h10 yac7 ff8 fs4 fc2 sc0 ls0 ws0">z <span class="_ _14"> </span>Rosji  i <span class="_ _14"> </span>Białorusi, <span class="_ _14"> </span>niektóre <span class="_ _14"> </span>podmioty  próbują <span class="_ _14"> </span>omijać <span class="_ _14"> </span>regulacje </div><div class="t m0 x3f h10 yac8 ff6 fs4 fc2 sc0 ls0 ws0">poprzez: </div><div class="t m0 x3f h10 y802 ff8 fs4 fc2 sc0 ls0 ws0">Fałszowanie <span class="_ _12"> </span>pochodzenia <span class="_ _12"> </span>paliwa  –<span class="_ _1"></span><span class="ff6"> <span class="_ _12"> </span><span class="ff8">deklarowanie <span class="_ _12"> </span>surowców <span class="_ _12"> </span>jako </span></span></div><div class="t m0 x3f h10 y1ec ff8 fs4 fc2 sc0 ls0 ws0">pochodzących z innych krajów (np. Turcji, Kazachstanu).<span class="ff6"> </span></div><div class="t m0 x3f h10 y800 ff8 fs4 fc2 sc0 ls0 ws0">Przerzuty <span class="_ _5"></span>przez <span class="_ _6"></span>państwa <span class="_ _5"></span>trzecie <span class="_ _6"></span>–<span class="ff6"> <span class="_ _5"></span>sprowadzanie <span class="_ _6"></span>paliw <span class="_ _5"></span>przez <span class="_ _6"></span>kraje </span></div><div class="t m0 x3f h10 yac9 ff8 fs4 fc2 sc0 ls0 ws0">spoza UE, aby ukryć ich prawdziwe źródło.<span class="ff6"> </span></div><div class="t m0 x3f h10 yaca ff8 fs4 fc2 sc0 ls0 ws0">Handel <span class="_ _23"> </span>dokumentami <span class="_ _15"> </span>poprzez <span class="_ _15"> </span>posługiwanie <span class="_ _15"> </span>się <span class="_ _15"> </span>sfałszowanymi </div><div class="t m0 x3f h10 yacb ff6 fs4 fc2 sc0 ls0 ws0">certyfikatami i fakturami. </div><div class="t m0 x3f h10 y21e ff8 fs4 fc2 sc0 ls0 ws0">Istnienie <span class="_ _0"></span>szarej <span class="_ _5"></span>strefy <span class="_ _5"></span>zmniejsza <span class="_ _5"></span>konkurencyjność <span class="_ _5"></span>na <span class="_ _0"></span>rynku <span class="_ _5"></span>i <span class="_ _5"></span>popyt </div><div class="t m0 x3f h10 yacc ff8 fs4 fc2 sc0 ls0 ws0">na <span class="_ _12"> </span>produkty <span class="_ _12"> </span>Grupy, <span class="_ _12"> </span>powo<span class="_ _0"></span>duje <span class="_ _12"> </span>uzyskanie <span class="_ _12"> </span>niższej <span class="_ _12"> </span>premii <span class="_ _12"> </span>lądowej, </div><div class="t m0 x3f h10 yabe ff8 fs4 fc2 sc0 ls0 ws0">marż lub wolumenów.<span class="ff6"> </span></div><div class="t m0 x3f h10 ya6a ff8 fs4 fc2 sc0 ls0 ws0">Współpraca <span class="_ _19"> </span>z <span class="_ _19"> </span>nielegalnymi <span class="_ _19"> </span>dostawcami <span class="_ _19"> </span>grozi <span class="_ _19"> </span>konsekwencjami </div><div class="t m0 x3f h10 y556 ff6 fs4 fc2 sc0 ls0 ws0">prawnymi i reputacyjnymi. </div></div><div class="c x119 y7f3 w86 hb9"><div class="t m0 x43 h4b y24 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">ścisłe egzekwowanie przepisów;<span class="ff6"> </span></span></span></div><div class="t m0 x43 h4b yacd ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">stosowanie <span class="_ _4"> </span>odpowiednich <span class="_ _4"> </span>procedur <span class="_ _3"> </span>i<span class="_ _0"></span> </span></span></div><div class="t m0 x39 h10 yace ff8 fs4 fc2 sc0 ls0 ws0">weryfikacja <span class="_ _17"> </span>kontrahentów <span class="_ _17"> </span>Gru<span class="_ _0"></span>py, <span class="_ _17"> </span>pod </div><div class="t m0 x39 h10 yacf ff8 fs4 fc2 sc0 ls0 ws0">kątem pochodzenia towaru, a także ryzyk </div><div class="t m0 x39 h10 yad0 ff8 fs4 fc2 sc0 ls0 ws0">związanych <span class="_ _7"> </span>z <span class="_ _12"> </span>zaang<span class="_ _1"></span>ażowaniem <span class="_ _7"> </span>Emitenta </div><div class="t m0 x39 h10 yad1 ff8 fs4 fc2 sc0 ls0 ws0">lub <span class="_ _13"> </span>podmiotów<span class="_ _0"></span> <span class="_ _23"> </span>z <span class="_ _23"> </span>Grupy <span class="_ _23"> </span>w <span class="_ _23"> </span>nieuczciwe </div><div class="t m0 x39 h10 yad2 ff8 fs4 fc2 sc0 ls0 ws0">praktyki <span class="_ _2a"> </span>rynkowe <span class="_ _35"> </span>związane <span class="_ _35"> </span>m.in. <span class="_ _35"> </span>z </div><div class="t m0 x39 h10 yad3 ff8 fs4 fc2 sc0 ls0 ws0">wyłudzaniem <span class="_ _14"> </span>VAT <span class="_ _13"> </span>cz<span class="_ _0"></span>y <span class="_ _13"> </span>też <span class="_ _14"> </span>naruszeniem </div><div class="t m0 x39 h10 yad4 ff6 fs4 fc2 sc0 ls0 ws0">obo<span class="ff8">wiązującego embarga;</span> </div><div class="t m0 x43 h4b yad5 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">uwzględnianie <span class="_ _35"> </span>ewentualnego <span class="_ _1d"> </span>wpływu </span></span></div><div class="t m0 x39 h10 yad6 ff8 fs4 fc2 sc0 ls0 ws0">dodatkowych <span class="_ _35"> </span>kosztó<span class="_ _0"></span>w <span class="_ _1d"> </span>związanych <span class="_ _35"> </span>z </div><div class="t m0 x39 h10 yad7 ff8 fs4 fc2 sc0 ls0 ws0">opłatami <span class="_ _45"> </span>od <span class="_ _45"> </span>koncesji <span class="_ _45"> </span>lub </div><div class="t m0 x39 h10 yad8 ff6 fs4 fc2 sc0 ls0 ws0">zabezpieczeniem <span class="_ _1"></span>ryzyka solid<span class="_ _1"></span>arnego VAT-</div><div class="t m0 x39 h10 yad9 ff8 fs4 fc2 sc0 ls0 ws0">u <span class="_ _46"> </span>w <span class="_ _46"> </span>prowadzonej <span class="_ _46"> </span>działalności </div><div class="t m0 x39 h10 yada ff6 fs4 fc2 sc0 ls0 ws0">gospodarczej i prognozach finansowych. </div></div><div class="c x57 y7f3 w87 hb9"><div class="t m0 x3f h22 yac8 ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x3f h22 y802 ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↔</span>) </div></div><div class="c x1 yadb w85 hba"><div class="t m0 x3f h22 yadc ff5 fs4 fc2 sc0 ls0 ws0">Ryzyko zakłóceń w łańcuchu dostaw<span class="ff7"> </span></div><div class="t m0 x3f h22 yadd ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 yade ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _7"></span>związane <span class="_ _7"></span>jest <span class="_ _7"></span>z <span class="_ _7"> </span>skomplikowaną <span class="_ _12"> </span>logistyką, <span class="_ _6"></span>która <span class="_ _7"> </span>obejmuje </div><div class="t m0 x3f h10 y2ab ff8 fs4 fc2 sc0 ls0 ws0">transport <span class="_ _7"></span>surowców, <span class="_ _12"> </span>towarów <span class="_ _7"> </span>ich <span class="_ _7"> </span>magaz<span class="_ _0"></span>ynowanie <span class="_ _7"> </span>i <span class="_ _12"> </span>dystrybucje. </div></div><div class="c x119 yadb w86 hba"><div class="t m0 x43 h4b yadc ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">monitorowanie <span class="_ _24"> </span>przebiegu <span class="_ _38"> </span>realizacji </span></span></div><div class="t m0 x39 h10 yadd ff6 fs4 fc2 sc0 ls0 ws0">dostawy; </div><div class="t m0 x43 h4b ya6a ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">stosowanie us<span class="_ _1"></span>talonych procedur d<span class="_ _1"></span>ostawy </span></span></div><div class="t m0 x39 h10 y556 ff8 fs4 fc2 sc0 ls0 ws0">i dystrybucji produktów;<span class="ff6"> </span></div></div><div class="c x57 yadb w87 hba"><div class="t m0 x3f h22 yadd ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x3f h22 yade ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↔</span>) </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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">74<span class="ls0"> </span></div></div><div class="c x1 yaa1 w85 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x119 yaa1 w86 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x57 yaa1 w87 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">POZIOM </div><div class="t m0 x3f h22 yaa3 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 yadf w85 hbb"><div class="t m0 x3f h10 yae0 ff8 fs4 fc2 sc0 ls0 ws0">Opóźnienia <span class="_ _17"> </span>w <span class="_ _20"> </span>powyższym <span class="_ _20"> </span>zakresie <span class="_ _17"> </span>mo<span class="_ _0"></span>gą <span class="_ _17"> </span>być <span class="_ _20"> </span>spowodow<span class="_ _0"></span>ane </div><div class="t m0 x3f h10 yae1 ff8 fs4 fc2 sc0 ls0 ws0">problemami <span class="_ _12"> </span>w <span class="_ _12"> </span>dostawach  su<span class="_ _1"></span>rowców<span class="_ _0"></span> <span class="_ _12"> </span>i <span class="_ _12"> </span>towarów  przez <span class="_ _12"> </span>podmiot<span class="_ _1"></span>y </div><div class="t m0 x3f h10 yae2 ff8 fs4 fc2 sc0 ls0 ws0">trzecie, <span class="_ _7"></span>awariami <span class="_ _7"> </span>infrastruktury <span class="_ _7"></span>(np. <span class="_ _7"></span>uszkodzenie <span class="_ _7"></span>gazociągów <span class="_ _7"> </span>lub </div><div class="t m0 x3f h10 yae3 ff6 fs4 fc2 sc0 ls0 ws0">cystern), <span class="_ _13"> </span>warunkami <span class="_ _13"> </span>atmosferycznymi, <span class="_ _13"> </span>zato<span class="_ _0"></span>rami <span class="_ _13"> </span>w <span class="_ _13"> </span>terminalach </div><div class="t m0 x3f h10 yae4 ff8 fs4 fc2 sc0 ls0 ws0">przeładunkowych, <span class="_ _2c"> </span>zmia<span class="ff6">nami<span class="_ _0"></span> <span class="_ _2c"> </span>regulacyjnymi <span class="_ _36"> </span>i <span class="_ _2c"> </span>kontrolami </span></div><div class="t m0 x3f h10 yae5 ff8 fs4 fc2 sc0 ls0 ws0">urzędowymi. <span class="_ _12"> </span>W <span class="_ _12"> </span>przypadku <span class="_ _12"> </span>braku <span class="_ _12"> </span>dostępności <span class="_ _12"> </span>surowców, <span class="_ _12"> </span>ryzyko </div><div class="t m0 x3f h10 yae6 ff8 fs4 fc2 sc0 ls0 ws0">związane jest z kosztownymi przestojami.<span class="ff6"> </span></div></div><div class="c x119 yadf w86 hbb"><div class="t m0 x43 h4b yae7 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">korzystanie <span class="_ _47"> </span>ze <span class="_ _47"> </span>sprawdzonych </span></span></div><div class="t m0 x39 h10 yaa5 ff8 fs4 fc2 sc0 ls0 ws0">przewoźników, <span class="_ _1"></span>w <span class="_ _1"></span>przypadku <span class="_ _10"></span>korzystania <span class="_ _10"></span>z </div><div class="t m0 x39 h10 yaa6 ff8 fs4 fc2 sc0 ls0 ws0">usług <span class="_ _48"> </span>podwykonawców, <span class="_ _48"> </span>i <span class="_ _48"> </span>ich </div><div class="t m0 x39 h10 yaa7 ff6 fs4 fc2 sc0 ls0 ws0">dywersyfikacja <span class="_ _49"> </span>zabezpieczenie </div><div class="t m0 x39 h10 yaa8 ff8 fs4 fc2 sc0 ls0 ws0">kontraktowe <span class="_ _2e"> </span>odpowiedzialności <span class="_ _2e"> </span>za </div><div class="t m0 x39 h10 yaa9 ff8 fs4 fc2 sc0 ls0 ws0">opóźnienia, <span class="_ _2a"> </span>czy <span class="_ _35"> </span>to <span class="_ _35"> </span>z <span class="_ _35"> </span>zewn<span class="_ _0"></span>ętrznymi </div><div class="t m0 x39 h10 yae8 ff8 fs4 fc2 sc0 ls0 ws0">przewoźnikami, czy też z korzystającymi z </div><div class="t m0 x39 h10 yae9 ff8 fs4 fc2 sc0 ls0 ws0">usługi transportowej;<span class="ff6"> </span></div><div class="t m0 x43 h4b yaaf ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">szkolenia <span class="_ _4a"> </span>własnych <span class="_ _4a"> </span>pracowników </span></span></div><div class="t m0 x39 h10 yab0 ff8 fs4 fc2 sc0 ls0 ws0">flotowych <span class="_ _1f"> </span>i <span class="_ _1a"> </span>maszynistów, <span class="_ _1f"> </span>a <span class="_ _1a"> </span>także </div><div class="t m0 x39 h10 yaea ff8 fs4 fc2 sc0 ls0 ws0">dyspozytorów, <span class="_ _37"> </span>na <span class="_ _37"> </span>wypadek <span class="_ _1f"> </span>aw<span class="_ _0"></span>arii, </div><div class="t m0 x39 h10 yaeb ff8 fs4 fc2 sc0 ls0 ws0">wypadków i przestojów;<span class="ff6"> </span></div><div class="t m0 x43 h4b yab3 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">stosowanie <span class="_ _4b"> </span>planów <span class="_ _4b"> </span><span class="ff6">awaryjnych, </span></span></span></div><div class="t m0 x39 h10 yaec ff6 fs4 fc2 sc0 ls0 ws0">reagowanie <span class="_ _27"> </span>na <span class="_ _34"> </span>skutki <span class="_ _34"> </span>awarii <span class="_ _27"> </span>lub </div><div class="t m0 x39 h10 yaed ff8 fs4 fc2 sc0 ls0 ws0">wypadków;<span class="ff6"> </span></div><div class="t m0 x43 h4b yab6 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">optymalizacja  gospodarki  magazynowej, </span></span></div><div class="t m0 x39 h10 yab7 ff8 fs4 fc2 sc0 ls0 ws0">większa <span class="_ _11"> </span>pojemność <span class="_ _11"> </span>magazynowa, </div><div class="t m0 x39 h10 yab8 ff8 fs4 fc2 sc0 ls0 ws0">poszukiwanie <span class="_ _2e"> </span>nowych <span class="_ _4c"> </span>dostawców, </div><div class="t m0 x39 h10 yab9 ff8 fs4 fc2 sc0 ls0 ws0">zamówienia z większym wyprzedzeniem;<span class="ff6"> </span></div><div class="t m0 x43 h4b yaee ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">współpraca z operatorem logistycznym w </span></span></div><div class="t m0 x39 h10 yaef ff8 fs4 fc2 sc0 ls0 ws0">zakresie  możliwości <span class="_ _14"> </span>pozyskania <span class="_ _14"> </span>nowych </div><div class="t m0 x39 h10 yaf0 ff6 fs4 fc2 sc0 ls0 ws0">cystern (wymiana taboru na nowszy); </div><div class="t m0 x43 h4b yaf1 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">dzierżawa/zakup <span class="_ _2e"> </span>własnych <span class="_ _2e"> </span>cystern </span></span></div><div class="t m0 x39 h10 yabe ff8 fs4 fc2 sc0 ls0 ws0">kolejowych <span class="_ _5"></span>w <span class="_ _5"></span>celu <span class="_ _0"></span>uniezależnienia <span class="_ _0"></span>się <span class="_ _5"></span>od </div><div class="t m0 x39 h10 ya6a ff8 fs4 fc2 sc0 ls0 ws0">dostępności <span class="_ _6"></span>cystern <span class="_ _6"></span>zapewnianych <span class="_ _6"></span>przez </div><div class="t m0 x39 h10 y556 ff6 fs4 fc2 sc0 ls0 ws0">operatora logistycznego. </div></div><div class="c x1 y6c9 w85 hbc"><div class="t m0 x3f h22 yaf2 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko spowolnienia gospodarc<span class="_ _1"></span>zego (nawet recesji)<span class="_ _0"></span> </div><div class="t m0 x3f h22 yaf3 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 y78c ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _4d"> </span>związane <span class="_ _4d"> </span>jes<span class="_ _1"></span>t <span class="_ _4d"> </span>z <span class="_ _4d"> </span>wystąpieniem <span class="_ _4d"> </span>kryzysu </div><div class="t m0 x3f h10 yaf4 ff8 fs4 fc2 sc0 ls0 ws0">makroekonomicznego,  któ<span class="_ _0"></span>ry   <span class="_ _14"> </span>może <span class="_ _14"> </span>prowadzić <span class="_ _14"> </span>do  spowo<span class="_ _0"></span>lnienia </div><div class="t m0 x3f h10 yaf5 ff8 fs4 fc2 sc0 ls0 ws0">gospodarczego a nawet do recesji na rynkach światowych. Te będ<span class="_ _1"></span>ą </div><div class="t m0 x3f h10 yaf6 ff8 fs4 fc2 sc0 ls0 ws0">miały bezpośredni <span class="_ _10"></span>w<span class="_ _0"></span>pływ na p<span class="_ _1"></span>ogorszenie <span class="_ _1"></span>się sytuacji ekonomicznej </div><div class="t m0 x3f h10 yaf7 ff6 fs4 fc2 sc0 ls0 ws0">w <span class="_ _5"></span>Europie. <span class="_ _5"></span>Spowolnienie <span class="_ _5"></span>g<span class="ff8">o<span class="_ _0"></span>spodarcze <span class="_ _5"></span>może <span class="_ _6"></span>prowadzić <span class="_ _0"></span>do <span class="_ _6"></span>sp<span class="_ _1"></span>adku </span></div><div class="t m0 x3f h10 yaf8 ff8 fs4 fc2 sc0 ls0 ws0">popytu <span class="_ _17"> </span>na <span class="_ _20"> </span>tow<span class="_ _0"></span>ary <span class="_ _20"> </span>i <span class="_ _17"> </span>produkty<span class="_ _0"></span> <span class="_ _20"> </span>oferowane <span class="_ _20"> </span>przez <span class="_ _17"> </span>Grupę <span class="_ _20"> </span>i <span class="_ _20"> </span>w </div><div class="t m0 x3f h10 yaf9 ff8 fs4 fc2 sc0 ls0 ws0">konsekwencji <span class="_ _14"> </span>do <span class="_ _13"> </span>znacznego <span class="_ _14"> </span>zmniejszenia <span class="_ _14"> </span>wo<span class="_ _0"></span>lumenu <span class="_ _14"> </span>obrotów <span class="_ _13"> </span>i </div><div class="t m0 x3f h10 y80c ff8 fs4 fc2 sc0 ls0 ws0">przychodów.<span class="ff6"> </span></div></div><div class="c x119 y6c9 w86 hbc"><div class="t m0 x43 h4b yafa ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">dywersyfikacja <span class="_ _2a"> </span>ź<span class="_ _0"></span>ródeł <span class="_ _35"> </span>przychodów <span class="_ _35"> </span>z </span></span></div><div class="t m0 x39 h10 yafb ff8 fs4 fc2 sc0 ls0 ws0">uwzględnieniem zmieniającej się sytuacją </div><div class="t m0 x39 h10 yafc ff6 fs4 fc2 sc0 ls0 ws0">rynkowej i makroekonomicznych; </div><div class="t m0 x43 h4b yaed ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">analiza <span class="_ _2c"> </span>i <span class="_ _2c"> </span>prognozowanie <span class="_ _2c"> </span>trendów </span></span></div><div class="t m0 x39 h10 yafd ff6 fs4 fc2 sc0 ls0 ws0">rynkowych <span class="_ _23"> </span>i <span class="_ _23"> </span>ekonomicznych, <span class="_ _23"> </span>regularne </div><div class="t m0 x39 h10 yafe ff8 fs4 fc2 sc0 ls0 ws0">przeglądy  i <span class="_ _12"> </span>dostosowywanie  planów  do </div><div class="t m0 x39 h10 y25d ff8 fs4 fc2 sc0 ls0 ws0">zmieniającej się sytuacji;<span class="ff6"> </span></div><div class="t m0 x43 h4b yab9 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">konkurowanie <span class="_ _5"></span>na <span class="_ _6"></span>rynku <span class="_ _5"></span>również <span class="_ _6"></span>poprzez </span></span></div><div class="t m0 x39 h10 yaba ff8 fs4 fc2 sc0 ls0 ws0">oferowanie <span class="_ _36"> </span>atrakcyjnych <span class="_ _2c"> </span>warunków </div><div class="t m0 x39 h10 yabb ff8 fs4 fc2 sc0 ls0 ws0">współpracy, <span class="_ _23"> </span>w<span class="_ _0"></span> <span class="_ _23"> </span>tym <span class="_ _23"> </span>poprzez <span class="_ _15"> </span>udzielanie </div><div class="t m0 x39 h10 y80a ff8 fs4 fc2 sc0 ls0 ws0">kredytów kupieckich;<span class="ff6"> </span></div><div class="t m0 x43 h4b yabd ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">poszukiwanie <span class="_ _10"></span>dodatkowych rynków <span class="_ _10"></span>zbytu </span></span></div><div class="t m0 x39 h10 y2a5 ff6 fs4 fc2 sc0 ls0 ws0">poza granicami kraju; </div><div class="t m0 x43 h4b ya6a ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">wzmacnianie <span class="_ _6"></span>działalności <span class="_ _7"></span>tradingowej <span class="_ _7"> </span>za </span></span></div><div class="t m0 x39 h10 y556 ff8 fs4 fc2 sc0 ls0 ws0">granicą.<span class="ff6"> </span></div></div><div class="c x57 y6c9 w87 hbc"><div class="t m0 x3f h22 yaf5 ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x3f h22 yaf6 ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↔</span>) </div></div><div class="c x1 y498 w85 hbd"><div class="t m0 x3f h22 ya80 ff5 fs4 fc2 sc0 ls0 ws0">Ryzyko uzależnienia od terminali, baz i ko<span class="_ _1"></span>ntrahentów<span class="ff7"> </span></div><div class="t m0 x3f h22 ya81 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 ya82 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko wynika z <span class="_ _0"></span>nadmiernej zależności od <span class="_ _0"></span>kluczowych dostawców, </div><div class="t m0 x3f h10 y84b ff8 fs4 fc2 sc0 ls0 ws0">terminali lub <span class="_ _5"></span>baz, <span class="_ _0"></span>to <span class="_ _5"></span>może <span class="_ _0"></span>prowadzić <span class="_ _0"></span>do <span class="_ _0"></span>problemów <span class="_ _0"></span>o<span class="_ _0"></span>peracyjnych </div><div class="t m0 x3f h10 y1f7 ff8 fs4 fc2 sc0 ls0 ws0">w <span class="_ _20"> </span>przypadku <span class="_ _17"> </span>ich <span class="_ _20"> </span>awarii <span class="_ _20"> </span>lub <span class="_ _1e"> </span>przerwania <span class="_ _17"> </span>współpracy. <span class="_ _20"> </span>Ryzyko </div><div class="t m0 x3f h10 ya84 ff8 fs4 fc2 sc0 ls0 ws0">związane <span class="_ _12"> </span>jest <span class="_ _12"> </span>z  k<span class="_ _10"></span>o<span class="_ _0"></span>rzystaniem <span class="_ _12"> </span>z <span class="_ _12"> </span>zewnętrznych <span class="_ _12"> </span>terminali <span class="_ _12"> </span>oraz <span class="_ _12"> </span>baz </div><div class="t m0 x3f h10 ya85 ff8 fs4 fc2 sc0 ls0 ws0">przeładunkowych. <span class="_ _6"></span>Dobór <span class="_ _5"></span>tych <span class="_ _6"></span>terminali <span class="_ _5"></span>i <span class="_ _6"></span>baz <span class="_ _6"></span>de<span class="_ _1"></span>terminowany <span class="_ _6"></span>jest </div><div class="t m0 x3f h10 yaff ff8 fs4 fc2 sc0 ls0 ws0">lokalizacją <span class="_ _3"> </span>i <span class="_ _3"> </span>optymalizacją <span class="_ _3"> </span>kosztów <span class="_ _3"> </span>transportu <span class="_ _3"> </span>tow<span class="_ _0"></span>arów <span class="_ _3"> </span>do </div><div class="t m0 x3f h10 y556 ff8 fs4 fc2 sc0 ls0 ws0">odbiorców <span class="_ _12"> </span>oraz <span class="_ _7"> </span>o<span class="_ _0"></span>graniczeniami <span class="_ _7"> </span>wo<span class="_ _0"></span>lumenowymi. <span class="_ _12"> </span>Wypowied<span class="_ _1"></span>zenia </div></div><div class="c x119 y498 w86 hbd"><div class="t m0 x43 h4b yb00 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">podejmowanie <span class="_ _6"></span>działań <span class="_ _12"> </span>zmierzających <span class="_ _7"></span>do </span></span></div><div class="t m0 x39 h10 yb01 ff6 fs4 fc2 sc0 ls0 ws0">dywersyfikacji baz oraz terminali; </div><div class="t m0 x43 h4b yb02 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">wykorzystanie własnych baz i terminali;<span class="ff6"> </span></span></span></div><div class="t m0 x43 h4b yb03 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">utrzymanie <span class="_ _2e"> </span>b<span class="_ _0"></span>ezpiecznych <span class="_ _4c"> </span>zapasów </span></span></div><div class="t m0 x39 h10 yb04 ff8 fs4 fc2 sc0 ls0 ws0">magazynowych <span class="_ _18"> </span>surowców <span class="_ _18"> </span>niezbędnych </div><div class="t m0 x39 h10 yb05 ff6 fs4 fc2 sc0 ls0 ws0">do produkcji i obrotu; </div><div class="t m0 x43 h4b yb06 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">możliwość  zapewnienia <span class="_ _14"> </span>dostaw <span class="_ _14"> </span>z  w<span class="_ _0"></span>ielu </span></span></div><div class="t m0 x39 h10 yb07 ff8 fs4 fc2 sc0 ls0 ws0">źródeł;<span class="ff6"> </span></div></div><div class="c x57 y498 w87 hbd"><div class="t m0 x3f h22 y1f7 ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI (↖<span class="ff7">) </span></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 y3c wd h1c" alt="" src="data:image/png;base64,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class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">75<span class="ls0"> </span></div></div><div class="c x1 yaa1 w85 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x119 yaa1 w86 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x57 yaa1 w87 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">POZIOM </div><div class="t m0 x3f h22 yaa3 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 y167 w85 hbe"><div class="t m0 x3f h10 y80a ff8 fs4 fc2 sc0 ls0 ws0">lub <span class="_ _23"> </span>nieprzedłużenie <span class="_ _15"> </span>umów <span class="_ _15"> </span>o <span class="_ _15"> </span>współpracę <span class="_ _23"> </span>z <span class="_ _15"> </span>tymi <span class="_ _15"> </span>operatorami, </div><div class="t m0 x3f h10 yb08 ff8 fs4 fc2 sc0 ls0 ws0">mogłoby <span class="_ _5"></span>wpłynąć <span class="_ _5"></span>na <span class="_ _5"></span>ograniczenie <span class="_ _5"></span>wolumenów <span class="_ _5"></span>sprzedaży <span class="_ _5"></span>i <span class="_ _5"></span>wzrost </div><div class="t m0 x3f h10 y7fd ff8 fs4 fc2 sc0 ls0 ws0">kosztów transportu.<span class="ff6"> </span></div></div><div class="c x119 y167 w86 hbe"><div class="t m0 x43 h4b yaf0 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">zabezpieczenie <span class="_ _2a"> </span>ko<span class="_ _0"></span>ntraktowe <span class="_ _35"> </span>realizacji </span></span></div><div class="t m0 x39 h10 yabd ff8 fs4 fc2 sc0 ls0 ws0">dostaw <span class="_ _5"></span>i <span class="_ _5"></span>odbioru <span class="_ _5"></span>usług <span class="_ _5"></span>lub <span class="_ _6"></span>produktów <span class="_ _5"></span>w </div><div class="t m0 x39 h10 y2a5 ff8 fs4 fc2 sc0 ls0 ws0">ramach zawartych umów;<span class="ff6"> </span></div><div class="t m0 x43 h4b ya6a ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">rozbudowa <span class="_ _21"> </span>własnej <span class="_ _21"> </span>infrastrukt<span class="_ _1"></span>ury </span></span></div><div class="t m0 x39 h10 y556 ff6 fs4 fc2 sc0 ls0 ws0">logistycznej. </div></div><div class="c x1 yb09 w85 hbf"><div class="t m0 x3f h22 y527 ff5 fs4 fc2 sc0 ls0 ws0">Ryzyko wprowadzenia do obrotu p<span class="_ _1"></span>roduktów niewłaściwej jakości<span class="ff7"> </span></div><div class="t m0 x3f h22 y528 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 y529 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _3"> </span>z<span class="_ _0"></span>wiązane <span class="_ _3"> </span>jest <span class="_ _4"> </span>z <span class="_ _4"> </span>wystąpieniem <span class="_ _3"> </span>w <span class="_ _4"> </span>łańcuchu <span class="_ _3"> </span>dostaw<span class="_ _0"></span> </div><div class="t m0 x3f h10 yb0a ff8 fs4 fc2 sc0 ls0 ws0">produktów niespełniających norm jakościowych i prawnych.<span class="ff6"> </span></div><div class="t m0 x3f h10 yb0b ff8 fs4 fc2 sc0 ls0 ws0">Działalność <span class="_ _1d"> </span>związana <span class="_ _1d"> </span>z <span class="_ _1d"> </span>w<span class="_ _0"></span>yrobem <span class="_ _35"> </span>produktów <span class="_ _f"> </span>asfaltowyc<span class="_ _1"></span>h, </div><div class="t m0 x3f h10 yb0c ff8 fs4 fc2 sc0 ls0 ws0">magazynowaniem <span class="_ _13"> </span>paliw, <span class="_ _13"> </span>a <span class="_ _13"> </span>także <span class="_ _13"> </span>jego <span class="_ _23"> </span>przewozem <span class="_ _13"> </span>i <span class="_ _13"> </span>sprzedażą, </div><div class="t m0 x3f h10 y52d ff8 fs4 fc2 sc0 ls0 ws0">wymaga <span class="_ _13"> </span>kontroli <span class="_ _13"> </span>ich <span class="_ _13"> </span>pochodzenia, <span class="_ _13"> </span>jakości <span class="_ _13"> </span>oraz <span class="_ _13"> </span>wł<span class="_ _0"></span>aściwości, <span class="_ _14"> </span>w </div><div class="t m0 x3f h10 y126 ff8 fs4 fc2 sc0 ls0 ws0">szczególności <span class="_ _0"></span>w <span class="_ _0"></span>mo<span class="_ _0"></span>mencie <span class="_ _0"></span>wprowadzenia <span class="_ _0"></span>ich <span class="_ _5"></span>do <span class="_ _0"></span>obrotu. <span class="_ _5"></span>Niektóre </div><div class="t m0 x3f h10 y52e ff8 fs4 fc2 sc0 ls0 ws0">z <span class="_ _1b"> </span>wyrobów <span class="_ _1b"> </span>czy <span class="_ _1b"> </span>produktów <span class="_ _1b"> </span>wymagają <span class="_ _22"> </span>również <span class="_ _4"> </span>właściwego </div><div class="t m0 x3f h10 y52f ff8 fs4 fc2 sc0 ls0 ws0">oznaczenia w<span class="_ _1"></span> <span class="_ _1"></span>ramach <span class="_ _10"></span>o<span class="_ _0"></span>bowiązujących <span class="_ _1"></span>przepisów <span class="_ _10"></span>prawa. Nie <span class="_ _10"></span>można </div><div class="t m0 x3f h10 y530 ff8 fs4 fc2 sc0 ls0 ws0">jednak <span class="_ _5"></span>wykluczyć <span class="_ _6"></span>sytuacji, <span class="_ _5"></span>w <span class="_ _6"></span>której <span class="_ _5"></span>z <span class="_ _6"></span>uwagi <span class="_ _5"></span>na <span class="_ _6"></span>błąd <span class="_ _5"></span>ludzki <span class="_ _6"></span>lub <span class="_ _5"></span>też </div><div class="t m0 x3f h10 yb0d ff8 fs4 fc2 sc0 ls0 ws0">zaburzenia <span class="_ _6"></span>w <span class="_ _6"></span>łańcuc<span class="_ _0"></span>hu <span class="_ _6"></span>dostaw <span class="_ _7"> </span>doszłoby <span class="_ _7"></span>do <span class="_ _6"></span>dostarczenia <span class="_ _6"></span>wyrob<span class="_ _0"></span>u </div><div class="t m0 x3f h10 yb0e ff6 fs4 fc2 sc0 ls0 ws0">lub <span class="_ _10"></span>prod<span class="_ _0"></span>uktu <span class="_ _1"></span>niezgodnego <span class="_ _1"></span>z norm<span class="_ _1"></span>ami lu<span class="_ _1"></span>b <span class="_ _1"></span>oczekiwaniami <span class="_ _1"></span>klienta, <span class="_ _10"></span>c<span class="_ _0"></span>o </div><div class="t m0 x3f h10 yb0f ff8 fs4 fc2 sc0 ls0 ws0">może <span class="_ _20"> </span>narazić <span class="_ _20"> </span>Grupę <span class="_ _20"> </span>na <span class="_ _1e"> </span>straty <span class="_ _20"> </span>finansowe <span class="_ _20"> </span>wynikające <span class="_ _20"> </span>z <span class="_ _1e"> </span>kar </div><div class="t m0 x3f h10 yb10 ff8 fs4 fc2 sc0 ls0 ws0">umownych <span class="_ _17"> </span>lub <span class="_ _20"> </span>kar <span class="_ _20"> </span>administracyjnych <span class="_ _20"> </span>lub <span class="_ _17"> </span>t<span class="_ _0"></span>eż <span class="_ _20"> </span>rezygnację <span class="_ _17"> </span>ze<span class="_ _0"></span> </div><div class="t m0 x3f h10 yb11 ff8 fs4 fc2 sc0 ls0 ws0">współpracy przez kontrahentów.<span class="ff6"> </span></div></div><div class="c x119 yb09 w86 hbf"><div class="t m0 x43 h4b y22 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">stosowanie <span class="_ _4"> </span> <span class="_ _22"> </span>proced<span class="_ _1"></span>ur <span class="_ _1b"> </span>i <span class="_ _1b"> </span>standardów </span></span></div><div class="t m0 x39 h10 yb12 ff8 fs4 fc2 sc0 ls0 ws0">jakościowych, <span class="_ _20"> </span>które <span class="_ _17"> </span>pozwalają <span class="_ _20"> </span>spełnić </div><div class="t m0 x39 h10 yb13 ff8 fs4 fc2 sc0 ls0 ws0">wymogi <span class="_ _1b"> </span>prawa, <span class="_ _1b"> </span>a <span class="_ _1b"> </span>także <span class="_ _1b"> </span>ustalone <span class="_ _1b"> </span>z </div><div class="t m0 x39 h10 yb14 ff8 fs4 fc2 sc0 ls0 ws0">klientami <span class="_ _4e"> </span>warunki <span class="_ _4e"> </span>jak<span class="_ _0"></span>ościowe </div><div class="t m0 x39 h10 ye2 ff8 fs4 fc2 sc0 ls0 ws0">sprzedawanych produktów;<span class="ff6"> </span></div><div class="t m0 x43 h4b y64e ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">kontrola <span class="_ _b"> </span>jako<span class="_ _0"></span>ści <span class="_ _4f"> </span>przyjmowania, </span></span></div><div class="t m0 x39 h10 yb15 ff6 fs4 fc2 sc0 ls0 ws0">magazynowania <span class="_ _12"> </span>i <span class="_ _12"> </span>dystrybucji <span class="_ _12"> </span>paliw  oraz </div><div class="t m0 x39 h10 y914 ff8 fs4 fc2 sc0 ls0 ws0">stosowanie <span class="_ _17"> </span>systemów <span class="_ _20"> </span>badania <span class="_ _20"> </span>jakości </div><div class="t m0 x39 h10 yb16 ff8 fs4 fc2 sc0 ls0 ws0">produktów  oraz <span class="_ _14"> </span>procedur  związanych  z </div><div class="t m0 x39 h10 yb17 ff8 fs4 fc2 sc0 ls0 ws0">zapewnieniem <span class="_ _3c"> </span>zgodności <span class="_ _3c"> </span>oznaczeń </div><div class="t m0 x39 h10 y7ef ff8 fs4 fc2 sc0 ls0 ws0">produktów <span class="_ _6"></span>wprowadzanych <span class="_ _7"> </span>do <span class="_ _12"> </span>obrotu <span class="_ _6"></span>z </div><div class="t m0 x39 h10 yb18 ff8 fs4 fc2 sc0 ls0 ws0">obowiązującymi przepisami prawa;<span class="ff6"> </span></div><div class="t m0 x43 h4b y41d ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">projektowanie <span class="_ _35"> </span>nowyc<span class="_ _0"></span>h <span class="_ _1d"> </span>technologii <span class="_ _1d"> </span>i </span></span></div><div class="t m0 x39 h10 y41e ff8 fs4 fc2 sc0 ls0 ws0">modyfikacja wyrobów;<span class="ff6"> </span></div><div class="t m0 x43 h4b yb19 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">stosowanie <span class="_ _19"> </span>procedur <span class="_ _18"> </span>reklamacyjnych <span class="_ _18"> </span>i </span></span></div><div class="t m0 x39 h10 y5d0 ff8 fs4 fc2 sc0 ls0 ws0">warunków <span class="_ _15"> </span>handlowych <span class="_ _15"> </span>ograniczających </div><div class="t m0 x39 h10 yb1a ff8 fs4 fc2 sc0 ls0 ws0">odpowiedzialność <span class="ff6">Grupy UNIMOT  ; </span></div><div class="t m0 x43 h4b yb1b ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">eksploatacja <span class="_ _0"></span>instalacji <span class="_ _0"></span>i <span class="_ _5"></span>urządzeń<span class="_ _0"></span> <span class="_ _0"></span>z<span class="_ _0"></span>godnie </span></span></div><div class="t m0 x39 h10 yb1c ff8 fs4 fc2 sc0 ls0 ws0">z obowiązującymi przepisami;<span class="ff6"> </span></div><div class="t m0 x43 h4b yb1d ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">szkolenia, <span class="_ _12"> </span>konferencje  dla <span class="_ _12"> </span>pracow<span class="_ _0"></span>ników </span></span></div><div class="t m0 x39 h10 yb1e ff8 fs4 fc2 sc0 ls0 ws0">odpowiedzialnych <span class="_ _f"> </span>z<span class="_ _0"></span>a <span class="_ _1a"> </span>produkcję <span class="_ _1a"> </span>lub </div><div class="t m0 x39 h10 yb1f ff8 fs4 fc2 sc0 ls0 ws0">infrastrukturę;<span class="ff6"> </span></div><div class="t m0 x43 h4b yb20 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">prowadzenie <span class="_ _28"> </span>na <span class="_ _2c"> </span>bieżąco <span class="_ _28"> </span>audytów </span></span></div><div class="t m0 x39 h10 yb21 ff8 fs4 fc2 sc0 ls0 ws0">wewnętrznych i zewnętrznych<span class="_ _1"></span>.<span class="ff6"> </span></div></div><div class="c x57 yb09 w87 hbf"><div class="t m0 x3f h22 y126 ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x3f h22 y52e ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↔</span>) </div></div><div class="c x1 y57e w85 hc0"><div class="t m0 x3f h22 yb22 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko wzrostu konkurencji </div><div class="t m0 x3f h22 yb23 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 yb24 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _5"></span>zw<span class="_ _0"></span>iązane <span class="_ _5"></span>jest <span class="_ _5"></span>z <span class="_ _6"></span>pojawien<span class="_ _1"></span>iem <span class="_ _6"></span>się<span class="_ _1"></span> <span class="_ _5"></span>na <span class="_ _6"></span>polskim <span class="_ _5"></span>rynku <span class="_ _5"></span>nowych </div><div class="t m0 x3f h10 yb25 ff8 fs4 fc2 sc0 ls0 ws0">międzynarodowych <span class="_ _37"> </span>koncernów <span class="_ _37"> </span>lub <span class="_ _1f"> </span>zmianami <span class="_ _37"> </span>zac<span class="_ _0"></span>howania </div><div class="t m0 x3f h10 yb26 ff8 fs4 fc2 sc0 ls0 ws0">podmiotów <span class="_ _1a"> </span>działających <span class="_ _1a"> </span>w <span class="_ _1a"> </span>Polsce <span class="_ _1a"> </span>w <span class="_ _1a"> </span>branży <span class="_ _1a"> </span>paliwowo<span class="_ _0"></span><span class="ff6">-</span></div><div class="t m0 x3f h10 yb27 ff8 fs4 fc2 sc0 ls0 ws0">energetycznej, a także ekspansją koncernów międzynarodowych.<span class="ff6"> </span></div><div class="t m0 x3f h10 yb28 ff8 fs4 fc2 sc0 ls0 ws0">Powyższe  zjawisko <span class="_ _14"> </span>może  prowadzić  do <span class="_ _14"> </span>utraty  udziały  w <span class="_ _14"> </span>rynku, </div><div class="t m0 x3f h10 yb29 ff8 fs4 fc2 sc0 ls0 ws0">spadku <span class="_ _23"> </span>marż<span class="_ _0"></span> <span class="_ _15"> </span>i <span class="_ _15"> </span>obniżenia <span class="_ _23"> </span>re<span class="_ _0"></span>ntowności <span class="_ _15"> </span>w <span class="_ _19"> </span>dalszej <span class="_ _23"> </span>cz<span class="_ _0"></span>ęści <span class="_ _23"> </span>utraty </div><div class="t m0 x3f h10 yb2a ff8 fs4 fc2 sc0 ls0 ws0">klientów. <span class="_ _4"> </span>Wzrost <span class="_ _4"> </span>konkurencji <span class="_ _4"> </span>na <span class="_ _4"> </span>rynk<span class="_ _0"></span>u <span class="_ _4"> </span>może <span class="_ _4"> </span>wpłynąć <span class="_ _4"> </span>n<span class="_ _0"></span>a </div><div class="t m0 x3f h10 yb2b ff8 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 x119 y57e w86 hc0"><div class="t m0 x43 h4b yb2c ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">stosowanie <span class="_ _20"> </span>polityki <span class="_ _20"> </span>konkurowania <span class="_ _20"> </span>nie </span></span></div><div class="t m0 x39 h10 yb2d ff8 fs4 fc2 sc0 ls0 ws0">tylko <span class="_ _6"></span>ceną, <span class="_ _6"></span>ale <span class="_ _6"></span>mo<span class="_ _0"></span>żliwością <span class="_ _6"></span>zapewnienia </div><div class="t m0 x39 h10 yb2e ff8 fs4 fc2 sc0 ls0 ws0">terminowości i ciągłości dostaw;<span class="ff6"> </span></div><div class="t m0 x43 h4b yaea ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">budowanie <span class="_ _4"> </span>bezpośred<span class="_ _0"></span>nich <span class="_ _1b"> </span>i <span class="_ _1b"> </span>trwał<span class="_ _0"></span>ych </span></span></div><div class="t m0 x39 h10 yaeb ff6 fs4 fc2 sc0 ls0 ws0">relacji <span class="_ _5"></span>z <span class="_ _5"></span>odbiorcami <span class="_ _5"></span>indywidualnymi <span class="_ _5"></span>oraz </div><div class="t m0 x39 h10 yb2f ff6 fs4 fc2 sc0 ls0 ws0">hurtowymi; </div><div class="t m0 x43 h4b yab4 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">prowadzenie <span class="_ _0"></span>bezpiecznej, <span class="_ _5"></span>ale <span class="_ _5"></span>atr<span class="_ _0"></span>akcyjnej </span></span></div><div class="t m0 x39 h10 yb30 ff8 fs4 fc2 sc0 ls0 ws0">polityki <span class="_ _13"> </span>udzielania <span class="_ _14"> </span>kredytów <span class="_ _13"> </span>kupieckich </div><div class="t m0 x39 h10 yb31 ff6 fs4 fc2 sc0 ls0 ws0">odbiorcom; </div><div class="t m0 x43 h4b yb32 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">budowanie  własnej <span class="_ _14"> </span>sieci <span class="_ _14"> </span>AVIA <span class="_ _14"> </span>i <span class="_ _14"> </span>rozwój </span></span></div><div class="t m0 x39 h10 yb33 ff6 fs4 fc2 sc0 ls0 ws0">brandu <span class="_ _5"></span>o<span class="_ _0"></span>raz <span class="_ _6"></span>marki <span class="_ _5"></span>w <span class="_ _6"></span>Polsce, <span class="_ _6"></span>w <span class="_ _6"></span>tym <span class="_ _5"></span>przy </div><div class="t m0 x39 h10 y801 ff8 fs4 fc2 sc0 ls0 ws0">współudziale <span class="_ _13"> </span>par<span class="_ _0"></span>tnerów <span class="_ _23"> </span>w <span class="_ _23"> </span>Polsce <span class="_ _23"> </span>i <span class="_ _23"> </span>z<span class="_ _0"></span>a </div><div class="t m0 x39 h10 yb34 ff8 fs4 fc2 sc0 ls0 ws0">granicą;<span class="ff6"> </span></div><div class="t m0 x43 h4b y7f9 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">budowanie <span class="_ _37"> </span>przewagi <span class="_ _27"> </span>konkurencyjnej </span></span></div><div class="t m0 x39 h10 yb35 ff8 fs4 fc2 sc0 ls0 ws0">poprzez  przejęcie  innych  podmiotów <span class="_ _14"> </span>w </div><div class="t m0 x39 h10 yabd ff8 fs4 fc2 sc0 ls0 ws0">branży;<span class="ff6"> </span></div><div class="t m0 x43 h4b yabe ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">stosowanie <span class="_ _f"> </span>w <span class="_ _1a"> </span>przejętych <span class="_ _1a"> </span>bi<span class="_ _0"></span>znesach </span></span></div><div class="t m0 x39 h10 ya6a ff6 fs4 fc2 sc0 ls0 ws0">ustalonych <span class="_ _18"> </span>zasad <span class="_ _17"> </span>polityki <span class="_ _18"> </span>han<span class="_ _0"></span>dlowej <span class="_ _17"> </span>i </div><div class="t m0 x39 h10 y556 ff6 fs4 fc2 sc0 ls0 ws0">komunikacji z klientami; </div></div><div class="c x57 y57e w87 hc0"><div class="t m0 x3f h22 yb36 ff7 fs4 fc2 sc0 ls0 ws0">WYSOKI (<span class="ff5">↖</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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">76<span class="ls0"> </span></div></div><div class="c x1 yaa1 w85 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x119 yaa1 w86 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x57 yaa1 w87 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">POZIOM </div><div class="t m0 x3f h22 yaa3 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKA </div></div><div class="c x119 yb37 w86 hc1"><div class="t m0 x43 h4b yabe ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">bieżąca <span class="_ _4d"> </span>analiza <span class="_ _48"> </span>konkurencji <span class="_ _4d"> </span>i </span></span></div><div class="t m0 x39 h10 ya6a ff6 fs4 fc2 sc0 ls0 ws0">dostosowanie <span class="_ _22"> </span>strategii <span class="_ _22"> </span>do <span class="_ _2a"> </span>zmian <span class="_ _22"> </span>w </div><div class="t m0 x39 h10 y556 ff6 fs4 fc2 sc0 ls0 ws0">otoczeniu rynkowym. </div></div><div class="c x1 y973 w85 hc2"><div class="t m0 x3f h22 yb38 ff5 fs4 fc2 sc0 ls0 ws0">Ryzyko wzrostu kosztów operacyjnych<span class="ff7"> </span></div><div class="t m0 x3f h22 yb39 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 yb3a ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko związane je<span class="_ _1"></span>st z wahan<span class="_ _1"></span>iem cen <span class="_ _1"></span>surowców i nośn<span class="_ _1"></span>ików energii </div><div class="t m0 x3f h10 yb3b ff8 fs4 fc2 sc0 ls0 ws0">wywołanym <span class="_ _15"> </span>sytuacją <span class="_ _19"> </span>geopolityczną <span class="_ _15"> </span>na <span class="_ _15"> </span>świecie, <span class="_ _15"> </span>wz<span class="_ _0"></span>rostem <span class="_ _15"> </span>cen </div><div class="t m0 x3f h10 yb33 ff8 fs4 fc2 sc0 ls0 ws0">materiałów <span class="_ _0"></span>i <span class="_ _0"></span>usług, <span class="_ _5"></span>w <span class="_ _0"></span>tym <span class="_ _5"></span>usług <span class="_ _5"></span>transportowych <span class="_ _0"></span>i <span class="_ _0"></span>magazynow<span class="_ _0"></span>ych, </div><div class="t m0 x3f h10 y801 ff8 fs4 fc2 sc0 ls0 ws0">a <span class="_ _6"></span>także <span class="_ _7"> </span>wyż<span class="_ _0"></span>szą <span class="_ _6"></span>presją <span class="_ _7"></span>płacową <span class="_ _6"></span>i <span class="_ _7"></span>wzrostem <span class="_ _7"></span>kosztów <span class="_ _6"></span>zatrudnienia. </div><div class="t m0 x3f h10 yb34 ff8 fs4 fc2 sc0 ls0 ws0">Mogą one<span class="ff6"> <span class="_ _0"></span></span>negatywnie wpływać na wyniki Grupy, niedoszacowanie </div><div class="t m0 x3f h10 yb3c ff8 fs4 fc2 sc0 ls0 ws0">kosztów <span class="_ _0"></span>i <span class="_ _5"></span>nakładów <span class="_ _0"></span>finansowych <span class="_ _0"></span>na <span class="_ _5"></span>etapie <span class="_ _0"></span>planowanie <span class="_ _5"></span>budżetów, </div><div class="t m0 x3f h10 yb3d ff8 fs4 fc2 sc0 ls0 ws0">projektów <span class="_ _15"> </span>i <span class="_ _15"> </span>inwestycji, <span class="_ _15"> </span>a <span class="_ _15"> </span>takż<span class="_ _0"></span>e <span class="_ _15"> </span>brak <span class="_ _15"> </span>możliwości <span class="_ _15"> </span>przeniesienia </div><div class="t m0 x3f h10 yb3e ff8 fs4 fc2 sc0 ls0 ws0">wzrostu kosztów na klienta końcowego.<span class="ff6"> </span></div><div class="t m0 x3f h10 yb3f ff8 fs4 fc2 sc0 ls0 ws0">Wzrost <span class="_ _5"></span>c<span class="_ _0"></span>en <span class="_ _5"></span>paliw <span class="_ _6"></span>może <span class="_ _5"></span>mieć <span class="_ _6"></span>również <span class="_ _5"></span>wpływ <span class="_ _6"></span>na <span class="_ _5"></span>kształtowanie <span class="_ _6"></span>się </div><div class="t m0 x3f h10 yb40 ff8 fs4 fc2 sc0 ls0 ws0">kosztu  wytworzenia  p<span class="_ _1"></span>roduktu,  a  także <span class="_ _12"> </span>ostateczną  marżę  na <span class="_ _12"> </span>ich </div><div class="t m0 x3f h10 y562 ff8 fs4 fc2 sc0 ls0 ws0">sprzedaży.<span class="ff6"> </span></div></div><div class="c x119 y973 w86 hc2"><div class="t m0 x43 h4b yab4 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">prowadzenie  zrównoważonej <span class="_ _14"> </span>polityki  w </span></span></div><div class="t m0 x39 h10 yb30 ff6 fs4 fc2 sc0 ls0 ws0">obszarze <span class="_ _4d"> </span>kosztowym <span class="_ _4d"> </span>(w <span class="_ _4d"> </span>tym </div><div class="t m0 x39 h10 yb41 ff8 fs4 fc2 sc0 ls0 ws0">dywersyfikacja <span class="_ _50"> </span>dostawców <span class="_ _50"> </span>i </div><div class="t m0 x39 h10 yb42 ff8 fs4 fc2 sc0 ls0 ws0">usługodawców);<span class="ff6"> </span></div><div class="t m0 x43 h4b yb33 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">dokonywanie <span class="_ _17"> </span>bieżącej <span class="_ _17"> </span>analizy <span class="_ _17"> </span>rynku <span class="_ _17"> </span>i </span></span></div><div class="t m0 x39 h10 y801 ff8 fs4 fc2 sc0 ls0 ws0">budżetowanie, <span class="_ _7"> </span>uwzględniające <span class="_ _12"> </span>prognozy </div><div class="t m0 x39 h10 yb34 ff6 fs4 fc2 sc0 ls0 ws0">zmian sytuacji makroekonomicznej; </div><div class="t m0 x43 h4b yb43 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">kształtowanie <span class="_ _45"> </span>cen <span class="_ _45"> </span>pro<span class="_ _1"></span>duktów, </span></span></div><div class="t m0 x39 h10 yb44 ff6 fs4 fc2 sc0 ls0 ws0">adekwatnie <span class="_ _35"> </span>do <span class="_ _35"> </span>sytuacji <span class="_ _35"> </span>rynk<span class="_ _0"></span>u <span class="_ _35"> </span>oraz </div><div class="t m0 x39 h10 yb45 ff8 fs4 fc2 sc0 ls0 ws0">wzrostu <span class="_ _10"></span>kosztów <span class="_ _1"></span>działalności <span class="_ _10"></span>operacyjnej;<span class="ff6"> </span></div><div class="t m0 x43 h4b yb46 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">stosowanie  w <span class="_ _12"> </span>kontraktach  postanowień </span></span></div><div class="t m0 x39 h10 ya6a ff8 fs4 fc2 sc0 ls0 ws0">pozwalających <span class="_ _3"> </span>na <span class="_ _4"> </span>korektę <span class="_ _3"> </span>stawek <span class="_ _3"> </span>w<span class="_ _0"></span> </div><div class="t m0 x39 h10 y556 ff6 fs4 fc2 sc0 ls0 ws0">przypadku zmian makroekonomicznych. </div></div><div class="c x57 y973 w87 hc2"><div class="t m0 x3f h22 yb47 ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x3f h22 yb48 ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↔</span>) </div></div><div class="c x1 y986 w85 hc3"><div class="t m0 x3f h22 yb49 ff5 fs4 fc2 sc0 ls0 ws0">Ryzyko zmienności cen w działalności<span class="ff7"> </span></div><div class="t m0 x3f h22 yb4a ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 y879 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko  związane  jest <span class="_ _14"> </span>ze  zmiennością  cen  towarów <span class="_ _14"> </span>surowców  i </div><div class="t m0 x3f h10 yb4b ff8 fs4 fc2 sc0 ls0 ws0">usług, <span class="_ _1e"> </span>b<span class="_ _0"></span>ędących <span class="_ _3"> </span>przedmiotem <span class="_ _3"> </span>działalności <span class="_ _3"> </span>handlowej <span class="_ _4"> </span><span class="ff6">Grupy </span></div><div class="t m0 x3f h10 yb4c ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _19"> </span> <span class="_ _19"> </span><span class="ff8">: <span class="_ _19"> </span>paliwa <span class="_ _19"> </span>płynne, <span class="_ _15"> </span>st<span class="_ _0"></span>ałe, <span class="_ _19"> </span>gazowe, <span class="_ _19"> </span>bitumeny, <span class="_ _19"> </span>energia </span></div><div class="t m0 x3f h10 yb4d ff8 fs4 fc2 sc0 ls0 ws0">elektryczna <span class="_ _0"></span>oraz <span class="_ _5"></span>usługi <span class="_ _0"></span>zw<span class="_ _0"></span>iązane <span class="_ _0"></span>z <span class="_ _5"></span>przewozem <span class="_ _5"></span>i <span class="_ _0"></span>magaz<span class="_ _0"></span>ynowaniem </div><div class="t m0 x3f h10 yb4e ff8 fs4 fc2 sc0 ls0 ws0">paliw <span class="_ _0"></span>ciekłych. <span class="_ _5"></span>Na <span class="_ _5"></span>powyższe <span class="_ _5"></span>wpływa <span class="_ _5"></span>sytuacja <span class="_ _5"></span>makroekonomiczna, </div><div class="t m0 x3f h10 y6ed ff8 fs4 fc2 sc0 ls0 ws0">która <span class="_ _13"> </span>ma <span class="_ _23"> </span>przełożenie <span class="_ _23"> </span>na <span class="_ _23"> </span>popyt <span class="_ _23"> </span>i <span class="_ _13"> </span>podaż. <span class="_ _23"> </span>Is<span class="_ _0"></span>totnym <span class="_ _13"> </span>elemente<span class="_ _0"></span>m </div><div class="t m0 x3f h10 yb4f ff8 fs4 fc2 sc0 ls0 ws0">wpływającym <span class="_ _14"> </span>na <span class="_ _14"> </span>zachowanie <span class="_ _14"> </span>się <span class="_ _14"> </span>cen <span class="_ _14"> </span>tych <span class="_ _14"> </span>towarów <span class="_ _14"> </span>są <span class="_ _14"> </span>decyzje </div><div class="t m0 x3f h10 yb50 ff8 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="_ _0"></span>UE <span class="_ _0"></span>oraz<span class="_ _0"></span> <span class="_ _0"></span>światowym. <span class="_ _0"></span>Zmiana </div><div class="t m0 x3f h10 yb51 ff8 fs4 fc2 sc0 ls0 ws0">cen <span class="_ _7"></span>towarów <span class="_ _12"> </span>na <span class="_ _6"></span>rynkach <span class="_ _7"> </span>świato<span class="_ _0"></span>wych, <span class="_ _12"> </span>ma <span class="_ _7"> </span>wpływ<span class="_ _0"></span> <span class="_ _7"> </span>na <span class="_ _7"> </span>moż<span class="_ _0"></span>liwe <span class="_ _7"></span>do </div><div class="t m0 x3f h10 yb52 ff8 fs4 fc2 sc0 ls0 ws0">osiągnięcia na rynku polskim mar<span class="_ _0"></span>że. Ponadto <span class="_ _0"></span>istotne znaczenie ma </div><div class="t m0 x3f h10 yb53 ff8 fs4 fc2 sc0 ls0 ws0">sytuacja <span class="_ _37"> </span>geopolityczna, <span class="_ _37"> </span>która <span class="_ _37"> </span>ma <span class="_ _37"> </span>wpływ <span class="_ _27"> </span>na <span class="_ _37"> </span>podaż <span class="_ _37"> </span>i </div><div class="t m0 x3f h10 yb54 ff8 fs4 fc2 sc0 ls0 ws0">nieprzewidywalność <span class="_ _0"></span>kosztów <span class="_ _5"></span>zakupów, <span class="_ _5"></span>powodującym <span class="_ _5"></span>trudności <span class="_ _0"></span>w </div><div class="t m0 x3f h10 yb55 ff8 fs4 fc2 sc0 ls0 ws0">długoterminowym <span class="_ _14"> </span>planowaniu <span class="_ _14"> </span>budżetu. <span class="_ _14"> </span>W<span class="_ _0"></span> <span class="_ _14"> </span>związku <span class="_ _13"> </span>z <span class="_ _14"> </span>czym <span class="_ _13"> </span>ic<span class="_ _1"></span>h </div><div class="t m0 x3f h10 yb56 ff8 fs4 fc2 sc0 ls0 ws0">obrót <span class="_ _6"></span>może <span class="_ _6"></span>generować <span class="_ _7"></span>stratę. <span class="_ _6"></span>Dodatkowo, <span class="_ _6"></span>kształtowanie <span class="_ _6"></span>się <span class="_ _6"></span>cen </div><div class="t m0 x3f h10 yb57 ff8 fs4 fc2 sc0 ls0 ws0">paliw <span class="_ _3"> </span>może <span class="_ _1e"> </span>wpłynąć <span class="_ _3"> </span>również <span class="_ _3"> </span>na <span class="_ _3"> </span>wzrost <span class="_ _3"> </span>kosztów <span class="_ _1e"> </span>z <span class="_ _4"> </span>tytułu </div><div class="t m0 x3f h10 y8c2 ff8 fs4 fc2 sc0 ls0 ws0">magazynowania i utrzymywania zapasu obowiązkowego.<span class="ff6"> </span></div></div><div class="c x119 y986 w86 hc3"><div class="t m0 x43 h4b yb58 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">dokonywanie b<span class="_ _1"></span>ieżącej analizy <span class="_ _1"></span>rynku i <span class="_ _1"></span>cen, </span></span></div><div class="t m0 x39 h10 yb59 ff8 fs4 fc2 sc0 ls0 ws0">które pozw<span class="_ _0"></span>ala o<span class="_ _0"></span>dpowiednio reagować <span class="_ _0"></span>na </div><div class="t m0 x39 h10 yb5a ff8 fs4 fc2 sc0 ls0 ws0">zmiany, <span class="_ _f"> </span>posiadanie <span class="_ _f"> </span>własnej<span class="_ _0"></span> <span class="_ _f"> </span>polityki </div><div class="t m0 x39 h10 yb5b ff6 fs4 fc2 sc0 ls0 ws0">ryzyka; </div><div class="t m0 x43 h4b yb5c ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">stosowanie <span class="_ _27"> </span>transakcji <span class="_ _27"> </span>hedgingowych </span></span></div><div class="t m0 x39 h10 yb5d ff8 fs4 fc2 sc0 ls0 ws0">celem <span class="_ _35"> </span>zabezpieczenia <span class="_ _2a"> </span>zakupó<span class="_ _0"></span>w <span class="_ _35"> </span>oraz </div><div class="t m0 x39 h10 yb5e ff8 fs4 fc2 sc0 ls0 ws0">sprzedaży, <span class="_ _5"></span>z <span class="_ _5"></span>wykorzystaniem <span class="_ _5"></span>kontraktów </div><div class="t m0 x39 h10 yb5f ff6 fs4 fc2 sc0 ls0 ws0">terminowych; </div><div class="t m0 x43 h4b yb17 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">dywersyfikacją kontraktów na <span class="_ _0"></span>dostawy w </span></span></div><div class="t m0 x39 h10 y7ef ff8 fs4 fc2 sc0 ls0 ws0">formule SPOT i ceną stałą;<span class="ff6"> </span></div><div class="t m0 x43 h4b yb60 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">stosowanie instrumentów <span class="_ _0"></span>pochodnych w </span></span></div><div class="t m0 x39 h10 y41d ff8 fs4 fc2 sc0 ls0 ws0">postaci swapów towarowych;<span class="ff6"> </span></div><div class="t m0 x43 h4b yb61 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">w <span class="_ _0"></span>przypadku <span class="_ _0"></span>towaró<span class="_ _0"></span>w <span class="_ _0"></span>o <span class="_ _5"></span>szybkiej <span class="_ _0"></span>rotacji <span class="_ _5"></span><span class="ff6">- </span></span></span></div><div class="t m0 x39 h10 yb62 ff8 fs4 fc2 sc0 ls0 ws0">przenoszenie formuł <span class="_ _1"></span>cenowych na kli<span class="_ _1"></span>enta </div><div class="t m0 x39 h10 y25d ff8 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _1"></span>ustalanie <span class="_ _10"></span>cen <span class="_ _10"></span>k<span class="_ _0"></span>upna <span class="_ _10"></span>i sprzedaży <span class="_ _1"></span>w <span class="_ _10"></span>jak </div><div class="t m0 x39 h10 yb63 ff8 fs4 fc2 sc0 ls0 ws0">najkrótszym odstępie czasowym;<span class="ff6"> </span></div><div class="t m0 x43 h4b yaba ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">dostosowywanie <span class="_ _13"> </span>strategii <span class="_ _13"> </span>sprzedaży <span class="_ _13"> </span>do </span></span></div><div class="t m0 x39 h10 yabb ff6 fs4 fc2 sc0 ls0 ws0">zmian <span class="_ _2a"> </span>rynkowyc<span class="_ _0"></span>h <span class="_ _2a"> </span>(np. <span class="_ _35"> </span>poszukiwanie </div><div class="t m0 x39 h10 yabc ff6 fs4 fc2 sc0 ls0 ws0">nowych opcji eksportowych); </div><div class="t m0 x43 h4b yb64 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">kary <span class="_ _f"> </span>umowne <span class="_ _f"> </span>(w<span class="_ _0"></span>eryfikacja <span class="_ _f"> </span>kondycji </span></span></div><div class="t m0 x39 h10 yb65 ff8 fs4 fc2 sc0 ls0 ws0">finansowej kontrahentów);<span class="ff6"> </span></div><div class="t m0 x43 h4b ya6a ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">rozszerzenie <span class="_ _2e"> </span>odpowiedzialności <span class="_ _2e"> </span>na </span></span></div><div class="t m0 x39 h10 y556 ff8 fs4 fc2 sc0 ls0 ws0">zasadach ogólnych.<span class="ff6"> </span></div></div><div class="c x57 y986 w87 hc3"><div class="t m0 x3f h22 yb4f ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x3f h22 yb50 ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↔</span>) </div></div><div class="c x1 yb0a w1e h54"><div class="t m0 x3f h22 y556 ff7 fs4 fc2 sc0 ls0 ws0">RYZYKA STRATEGICZNO - INWESTYCYJNE </div></div><div class="c x1 yb66 w85 hc4"><div class="t m0 x3f h22 yb67 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko inwestycyjne </div><div class="t m0 x3f h22 yb68 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 yb69 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _1e"> </span>jest <span class="_ _1e"> </span>związane <span class="_ _1e"> </span>z<span class="_ _0"></span> <span class="_ _1e"> </span>dywersyfikacją <span class="_ _1e"> </span>działalności <span class="_ _1e"> </span>Grupy <span class="_ _1e"> </span>i </div><div class="t m0 x3f h10 yb6a ff8 fs4 fc2 sc0 ls0 ws0">akwizycjami <span class="_ _18"> </span>podmiotów <span class="_ _18"> </span>lub <span class="_ _18"> </span>tworzeniem <span class="_ _18"> </span>nowych <span class="_ _18"> </span>podmiotów. </div><div class="t m0 x3f h10 yb6b ff8 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _5"></span>podejmuje <span class="_ _5"></span>działania <span class="_ _6"></span>mające <span class="_ _5"></span>na <span class="_ _6"></span>celu <span class="_ _0"></span>uzyskanie <span class="_ _6"></span>zakładanych </div><div class="t m0 x3f h10 yb6c ff8 fs4 fc2 sc0 ls0 ws0">efektów <span class="_ _14"> </span>finansowych <span class="_ _14"> </span>i <span class="_ _14"> </span>gospodarczych. <span class="_ _14"> </span>Ryzyko<span class="_ _0"></span> <span class="_ _14"> </span>może <span class="_ _14"> </span>wynikać <span class="_ _14"> </span>z </div><div class="t m0 x3f h10 yb6d ff6 fs4 fc2 sc0 ls0 ws0">niedoszacowania <span class="_ _23"> </span>kosz<span class="ff8">tów <span class="_ _15"> </span>inwestycji. <span class="_ _13"> </span>Po<span class="_ _0"></span>mimo <span class="_ _23"> </span>podjęcia <span class="_ _23"> </span>działań </span></div><div class="t m0 x3f h10 yb6e ff8 fs4 fc2 sc0 ls0 ws0">zarządczych <span class="_ _2a"> </span>i <span class="_ _22"> </span>organizacyjnych, <span class="_ _2a"> </span>może <span class="_ _22"> </span>w<span class="_ _0"></span>ystąpić <span class="_ _22"> </span>trudność <span class="_ _2a"> </span>z </div><div class="t m0 x3f h10 yb6f ff8 fs4 fc2 sc0 ls0 ws0">efektywnej <span class="_ _14"> </span>integracji <span class="_ _13"> </span>nowych <span class="_ _13"> </span>aktywów, <span class="_ _13"> </span>zasobów <span class="_ _14"> </span>ludzkich <span class="_ _13"> </span>oraz </div><div class="t m0 x3f h10 y56d ff8 fs4 fc2 sc0 ls0 ws0">procesów ope<span class="_ _1"></span>racyjnych, <span class="_ _1"></span>co może <span class="_ _1"></span>wpłynąć <span class="_ _1"></span>na <span class="_ _1"></span>osiąganie ni<span class="_ _1"></span>ższych n<span class="_ _1"></span>iż </div></div><div class="c x119 yb66 w86 hc4"><div class="t m0 x43 h4b yb70 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">prowadzenie <span class="_ _f"> </span>badania <span class="_ _1d"> </span>d<span class="_ _0"></span>ue <span class="_ _f"> </span>diligence </span></span></div><div class="t m0 x39 h10 yb71 ff8 fs4 fc2 sc0 ls0 ws0">nabywanych aktywów lub projektów;<span class="ff6"> </span></div><div class="t m0 x43 h4b yb72 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">zabezpieczenia <span class="_ _22"> </span>umów <span class="_ _22"> </span>zawieranych <span class="_ _22"> </span>z </span></span></div><div class="t m0 x39 h10 yb73 ff6 fs4 fc2 sc0 ls0 ws0">partnerami, <span class="_ _23"> </span>c<span class="_ _0"></span>elem <span class="_ _23"> </span>z<span class="_ _0"></span>mniejszenia <span class="_ _15"> </span>ryzyka </div><div class="t m0 x39 h10 yb74 ff6 fs4 fc2 sc0 ls0 ws0">niepowodzenia finansowego inwes<span class="_ _1"></span>tycji w </div><div class="t m0 x39 h10 yb75 ff6 fs4 fc2 sc0 ls0 ws0">postaci <span class="_ _21"> </span>kar <span class="_ _21"> </span>umownych, <span class="_ _21"> </span>prawa </div><div class="t m0 x39 h10 yb76 ff8 fs4 fc2 sc0 ls0 ws0">odstąpienia od <span class="_ _1"></span>zawartych umów czy opcji<span class="_ _1"></span> </div><div class="t m0 x39 h10 yadd ff8 fs4 fc2 sc0 ls0 ws0">wyjścia na określonych warunkach;<span class="ff6"> </span></div><div class="t m0 x43 h4b yaff ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">wsparcie <span class="_ _1d"> </span>ze <span class="_ _f"> </span>strony <span class="_ _1d"> </span>doświadcz<span class="_ _0"></span>onych </span></span></div><div class="t m0 x39 h10 y556 ff8 fs4 fc2 sc0 ls0 ws0">ekspertów zewnętrznych;<span class="ff6"> </span></div></div><div class="c x57 yb66 w87 hc4"><div class="t m0 x3f h22 yb6b ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x3f h22 yb6c ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↔</span>) </div></div></div><div class="pi" ></div></div><div id="pf4d" class="pf w0 h0" ><div class="pc pc4d w0 h0"><img class="bi x5 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">77<span class="ls0"> </span></div></div><div class="c x1 yaa1 w85 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x119 yaa1 w86 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x57 yaa1 w87 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">POZIOM </div><div class="t m0 x3f h22 yaa3 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 y6b5 w85 hc5"><div class="t m0 x3f h10 yafc ff8 fs4 fc2 sc0 ls0 ws0">zakładane  wyników  fin<span class="_ _1"></span>ansowych  oraz  konie<span class="_ _1"></span>czność  dokonywania </div><div class="t m0 x3f h10 yb77 ff8 fs4 fc2 sc0 ls0 ws0">odpisów <span class="_ _6"></span>aktuali<span class="_ _1"></span>zujących <span class="_ _6"></span>wartość <span class="_ _6"></span>nabywanych <span class="_ _6"></span>ud<span class="_ _1"></span>ziałów <span class="_ _6"></span>i <span class="_ _6"></span>akcji, <span class="_ _5"></span>co </div><div class="t m0 x3f h10 yb78 ff8 fs4 fc2 sc0 ls0 ws0">może <span class="_ _1e"> </span>mieć <span class="_ _1e"> </span>bezpośred<span class="_ _1"></span>ni <span class="_ _20"> </span>w<span class="_ _0"></span>pływ <span class="_ _1e"> </span>na <span class="_ _1e"> </span>wynik <span class="_ _20"> </span>Grupy. <span class="_ _1e"> </span>Realizacja </div><div class="t m0 x3f h10 yb79 ff8 fs4 fc2 sc0 ls0 ws0">inwestycji <span class="_ _10"></span>zazwyczaj <span class="_ _1"></span>związana <span class="_ _10"></span>jest <span class="_ _10"></span>z <span class="_ _1"></span>zaangażowaniem <span class="_ _10"></span>dodatkowych </div><div class="t m0 x3f h10 yb7a ff8 fs4 fc2 sc0 ls0 ws0">środków pieniężnych (własnych i obcych) na realizację projektu, co<span class="_ _0"></span> </div><div class="t m0 x3f h10 yb7b ff8 fs4 fc2 sc0 ls0 ws0">może <span class="_ _15"> </span>mieć <span class="_ _15"> </span>wpływ <span class="_ _15"> </span>na <span class="_ _15"> </span>płynność <span class="_ _15"> </span>finansową <span class="_ _15"> </span>Grupy. <span class="_ _15"> </span>Czynnikiem </div><div class="t m0 x3f h10 yb7c ff8 fs4 fc2 sc0 ls0 ws0">niepewności <span class="_ _6"></span>w <span class="_ _6"></span>podejmowanych <span class="_ _5"></span>inwestycjach <span class="_ _6"></span>jest <span class="_ _6"></span>również <span class="_ _6"></span>wpływ </div><div class="t m0 x3f h10 y7a9 ff8 fs4 fc2 sc0 ls0 ws0">przepisów <span class="_ _22"> </span>krajowych <span class="_ _2a"> </span>i <span class="_ _22"> </span>UE<span class="_ _0"></span>, <span class="_ _22"> </span>oraz <span class="_ _2a"> </span>oczekiwanie <span class="_ _22"> </span>na <span class="_ _2a"> </span>decyzje </div><div class="t m0 x3f h10 y85c ff6 fs4 fc2 sc0 ls0 ws0">administracyjne. </div></div><div class="c x119 y6b5 w86 hc5"><div class="t m0 x43 h4b yb7d ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">dywersyfikacja <span class="_ _1d"> </span>projektów <span class="_ _f"> </span>z <span class="_ _1d"> </span>różnych </span></span></div><div class="t m0 x39 h10 yb7e ff8 fs4 fc2 sc0 ls0 ws0">obszarów działania Grupy;<span class="ff6"> </span></div><div class="t m0 x43 h4b yb7f ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">zaangażowanie <span class="_ _37"> </span>doświadczo<span class="_ _0"></span>nej <span class="_ _37"> </span>kadry </span></span></div><div class="t m0 x39 h10 yb80 ff8 fs4 fc2 sc0 ls0 ws0">zarządzającej <span class="_ _17"> </span>i <span class="_ _17"> </span>specjalistów <span class="_ _17"> </span>z <span class="_ _20"> </span>zakresu </div><div class="t m0 x39 h10 yb81 ff8 fs4 fc2 sc0 ls0 ws0">integracji <span class="_ _24"> </span>aktywów <span class="_ _24"> </span>i <span class="_ _24"> </span>optymizacji </div><div class="t m0 x39 h10 yb82 ff8 fs4 fc2 sc0 ls0 ws0">procesów;<span class="ff6"> </span></div><div class="t m0 x43 h4b yaee ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">zarządzanie <span class="_ _1d"> </span>płynnością <span class="_ _35"> </span>na<span class="_ _0"></span> <span class="_ _1d"> </span>pozio<span class="_ _0"></span>mie </span></span></div><div class="t m0 x39 h10 y7f9 ff6 fs4 fc2 sc0 ls0 ws0">Grupy, celem <span class="_ _0"></span>zapewnienia <span class="_ _0"></span>odpowiednich </div><div class="t m0 x39 h10 yb35 ff8 fs4 fc2 sc0 ls0 ws0">poziomów <span class="_ _3b"> </span>wskaźników <span class="_ _3b"> </span>przed </div><div class="t m0 x39 h10 yb64 ff8 fs4 fc2 sc0 ls0 ws0">zaciągnięciem <span class="_ _1e"> </span>kolejnych <span class="_ _1e"> </span>istotnych <span class="_ _1e"> </span>dla </div><div class="t m0 x39 h10 yb65 ff8 fs4 fc2 sc0 ls0 ws0">Grupy zobowiązań;<span class="ff6"> </span></div><div class="t m0 x43 h4b yb83 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">stały <span class="_ _22"> </span>monitoring <span class="_ _2a"> </span>procesu <span class="_ _22"> </span>nabywania </span></span></div><div class="t m0 x39 h10 yb21 ff8 fs4 fc2 sc0 ls0 ws0">aktywów lub realizacji projektów.<span class="ff6"> </span></div></div><div class="c x1 y60c w1e h2c"><div class="t m0 x3f h22 yb21 ff7 fs4 fc2 sc0 ls0 ws0">RYZYKA PRAWNO-REGULACYJNE </div></div><div class="c x1 y95f w85 hc0"><div class="t m0 x3f h22 yb84 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko cen transferowych </div><div class="t m0 x3f h22 yb85 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 yb86 ff6 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _23"> </span><span class="ff8">związane <span class="_ _23"> </span>jest <span class="_ _23"> </span>z <span class="_ _15"> </span>transakcjami <span class="_ _23"> </span>dokonywanymi <span class="_ _23"> </span>pomiędzy </span></div><div class="t m0 x3f h10 yb87 ff8 fs4 fc2 sc0 ls0 ws0">spółkami z Grupy l<span class="_ _1"></span>ub innymi podmiotami powiązanymi. Pozwala to<span class="_ _1"></span> </div><div class="t m0 x3f h10 yb88 ff8 fs4 fc2 sc0 ls0 ws0">na <span class="_ _0"></span>efektywne <span class="_ _0"></span>wykorzystanie <span class="_ _0"></span>kompetencji <span class="_ _0"></span>i <span class="_ _0"></span>majątk<span class="_ _0"></span>u <span class="_ _0"></span>należącego <span class="_ _5"></span>do </div><div class="t m0 x3f h10 ya12 ff8 fs4 fc2 sc0 ls0 ws0">poszczególnych <span class="_ _1b"> </span>spółek. <span class="_ _22"> </span>W <span class="_ _22"> </span>zakres<span class="_ _1"></span>ie <span class="_ _22"> </span>dokonywania <span class="_ _1b"> </span>transakcji </div><div class="t m0 x3f h10 ya13 ff8 fs4 fc2 sc0 ls0 ws0">pomiędzy <span class="_ _3"> </span>tymi <span class="_ _3"> </span>podmio<span class="_ _0"></span>tami <span class="_ _3"> </span>o<span class="_ _0"></span>bowiązują <span class="_ _3"> </span>szczególne <span class="_ _3"> </span>przepisy<span class="_ _0"></span> </div><div class="t m0 x3f h10 y33 ff8 fs4 fc2 sc0 ls0 ws0">podatkowe, <span class="_ _6"></span>w <span class="_ _5"></span>tym <span class="_ _6"></span>dotyczące <span class="_ _6"></span>stosowania <span class="_ _6"></span>cen <span class="_ _5"></span>transferowych <span class="_ _6"></span>oraz </div><div class="t m0 x3f h10 yb89 ff8 fs4 fc2 sc0 ls0 ws0">innych  istotnych  warunków,  tj.  wymogów  dokume<span class="_ _1"></span>ntacyjnych.  Z </div><div class="t m0 x3f h10 ya14 ff8 fs4 fc2 sc0 ls0 ws0">uwagi <span class="_ _14"> </span>na <span class="_ _14"> </span>niejednoznaczność <span class="_ _13"> </span>przepisów, <span class="_ _14"> </span>istnieje <span class="_ _14"> </span>ryzyko <span class="_ _14"> </span>błędnej </div><div class="t m0 x3f h10 ya15 ff8 fs4 fc2 sc0 ls0 ws0">interpretacji co może skutkować zakwesti<span class="ff6">onowaniem przez organy </span></div><div class="t m0 x3f h10 yb8a ff8 fs4 fc2 sc0 ls0 ws0">podatkowe <span class="_ _6"></span>lub <span class="_ _6"></span>organy <span class="_ _5"></span>ko<span class="_ _0"></span>ntroli <span class="_ _6"></span>skarbowej <span class="_ _6"></span>przyjętej <span class="_ _6"></span>dokumentacji </div><div class="t m0 x3f h10 yb8b ff8 fs4 fc2 sc0 ls0 ws0">dotyczącej <span class="_ _35"> </span>cen <span class="_ _35"> </span>transferowych. <span class="_ _35"> </span>Powyższe <span class="_ _35"> </span>może <span class="_ _35"> </span>skutkować </div><div class="t m0 x3f h10 yb8c ff8 fs4 fc2 sc0 ls0 ws0">nałożeniem <span class="_ _5"></span>na <span class="_ _5"></span>spółki <span class="_ _5"></span>z <span class="_ _6"></span>Gru<span class="_ _1"></span>py <span class="_ _5"></span>wyższyc<span class="_ _0"></span>h <span class="_ _5"></span>niż <span class="_ _5"></span>zakładane <span class="_ _5"></span>zobowiązań </div><div class="t m0 x3f h10 yb8d ff8 fs4 fc2 sc0 ls0 ws0">podatkowych <span class="_ _1d"> </span>i <span class="_ _1d"> </span>odpowiedzialności <span class="_ _1d"> </span>karno<span class="ff6">-skarbowej. <span class="_ _1d"> </span>Ryzyko<span class="_ _0"></span> </span></div><div class="t m0 x3f h10 y262 ff8 fs4 fc2 sc0 ls0 ws0">związane <span class="_ _6"></span>jest <span class="_ _6"></span>również <span class="_ _7"></span>z <span class="_ _6"></span>brakiem <span class="_ _6"></span>mo<span class="_ _0"></span>żliwości <span class="_ _6"></span>wskazania <span class="_ _6"></span>właściwej </div><div class="t m0 x3f h10 yb8e ff8 fs4 fc2 sc0 ls0 ws0">ceny <span class="_ _12"> </span>w <span class="_ _12"> </span>przypadku<span class="_ _1"></span> <span class="_ _12"> </span>gdy <span class="_ _7"> </span>transakcj<span class="_ _0"></span>a <span class="_ _12"> </span>dokonana <span class="_ _12"> </span>między <span class="_ _7"> </span>podmiotami </div><div class="t m0 x3f h10 yb8f ff8 fs4 fc2 sc0 ls0 ws0">powiązanymi <span class="_ _1e"> </span>Grupy <span class="_ _1e"> </span>nie <span class="_ _3"> </span>ma <span class="_ _1e"> </span>o<span class="_ _0"></span>dzwierciedlenia <span class="_ _1e"> </span>w <span class="_ _3"> </span>podobnych </div><div class="t m0 x3f h10 y164 ff6 fs4 fc2 sc0 ls0 ws0">transakcjach zawieranych na rynku. </div></div><div class="c x119 y95f w86 hc0"><div class="t m0 x43 h4b yb90 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">współpraca <span class="_ _45"> </span>z <span class="_ _45"> </span>d<span class="_ _1"></span>oświadczonymi </span></span></div><div class="t m0 x39 h10 yb91 ff6 fs4 fc2 sc0 ls0 ws0">kancelariami <span class="_ _1e"> </span>i <span class="_ _1e"> </span>doradcami <span class="_ _3"> </span>w <span class="_ _1e"> </span>zakresie </div><div class="t m0 x39 h10 yb92 ff6 fs4 fc2 sc0 ls0 ws0">tworzenia <span class="_ _51"> </span>dokumentacji <span class="_ _51"> </span>cen </div><div class="t m0 x39 h10 yb93 ff6 fs4 fc2 sc0 ls0 ws0">transferowych; </div><div class="t m0 x43 h4b yafa ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">organizowanie <span class="_ _35"> </span>działalności <span class="_ _1d"> </span>Grupy <span class="_ _1d"> </span>w </span></span></div><div class="t m0 x39 h10 yafb ff8 fs4 fc2 sc0 ls0 ws0">sposób <span class="_ _7"></span>efektywny <span class="_ _7"></span>i <span class="_ _7"></span>optymalny <span class="_ _7"> </span>z<span class="_ _0"></span> <span class="_ _7"> </span>punktu </div><div class="t m0 x39 h10 yb60 ff8 fs4 fc2 sc0 ls0 ws0">widzenia <span class="_ _2c"> </span>konieczności <span class="_ _28"> </span>dokonywania </div><div class="t m0 x39 h10 y41d ff8 fs4 fc2 sc0 ls0 ws0">transakcji <span class="_ _4d"> </span>p<span class="_ _1"></span>omiędzy <span class="_ _4d"> </span>podmiotami </div><div class="t m0 x39 h10 y41e ff8 fs4 fc2 sc0 ls0 ws0">powiązanymi;<span class="ff6"> </span></div><div class="t m0 x43 h4b ya14 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">stosowanie <span class="_ _25"> </span>warunków <span class="_ _25"> </span>rynkowyc<span class="_ _0"></span>h </span></span></div><div class="t m0 x39 h10 ya15 ff8 fs4 fc2 sc0 ls0 ws0">poprzez <span class="_ _52"> </span>analizy <span class="_ _52"> </span>porównawcze </div><div class="t m0 x39 h10 yb8a ff8 fs4 fc2 sc0 ls0 ws0">dostarczane <span class="_ _6"></span>przez <span class="_ _7"> </span>podmioty <span class="_ _7"></span>zewnętrzne </div><div class="t m0 x39 h10 yb8b ff6 fs4 fc2 sc0 ls0 ws0">w <span class="_ _46"> </span>transakcjach <span class="_ _4a"> </span>z <span class="_ _46"> </span>podmiotami </div><div class="t m0 x39 h10 yb8c ff8 fs4 fc2 sc0 ls0 ws0">powiązanymi <span class="_ _50"> </span>i <span class="_ _50"> </span>odpowied<span class="_ _1"></span>nie </div><div class="t m0 x39 h10 yb8d ff6 fs4 fc2 sc0 ls0 ws0">dokumentowanie tych transakcji; </div><div class="t m0 x43 h4b yb94 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">analizy rynkowości;<span class="ff6"> </span></span></span></div><div class="t m0 x43 h4b y2a5 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">polisy ubezpieczeniowe; </span></span></div><div class="t m0 x43 h4b ya6a ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">opracowanie <span class="_ _18"> </span>dokumentacji <span class="_ _17"> </span>wymaganej </span></span></div><div class="t m0 x39 h10 y556 ff6 fs4 fc2 sc0 ls0 ws0">przez przepisy prawa podatkowego. </div></div><div class="c x57 y95f w87 hc0"><div class="t m0 x3f h22 ycc ff7 fs4 fc2 sc0 ls0 ws0">WYSOKI </div><div class="t m0 x3f h22 yb95 ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↔</span>) </div></div><div class="c x1 y57e w85 hc6"><div class="t m0 x3f h22 yb96 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko legislacyjne </div><div class="t m0 x3f h22 yb97 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 yb98 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko związane jest <span class="_ _0"></span>z brakiem stabilności systemu podatkowego i<span class="_ _0"></span> </div><div class="t m0 x3f h10 yb99 ff8 fs4 fc2 sc0 ls0 ws0">prawnego <span class="_ _5"></span>i <span class="_ _6"></span>jest <span class="_ _5"></span>kluczowym <span class="_ _6"></span>zagrożeniem, <span class="_ _5"></span>które <span class="_ _5"></span>może <span class="_ _6"></span>wpływać <span class="_ _6"></span>n<span class="_ _10"></span>a </div><div class="t m0 x3f h10 yb9a ff8 fs4 fc2 sc0 ls0 ws0">wyniki <span class="_ _13"> </span>finansowe <span class="_ _13"> </span>i <span class="_ _23"> </span>długoterminow<span class="_ _0"></span>ą <span class="_ _13"> </span>strategię <span class="_ _13"> </span>roz<span class="_ _0"></span>woju. <span class="_ _23"> </span>Zmiany </div><div class="t m0 x3f h10 yb9b ff8 fs4 fc2 sc0 ls0 ws0">przepisów <span class="_ _0"></span>lub <span class="_ _0"></span>ich <span class="_ _5"></span>niespójność <span class="_ _5"></span>w <span class="_ _5"></span> <span class="_ _5"></span>ich <span class="_ _0"></span>interpretacji <span class="_ _5"></span>i <span class="_ _0"></span>niepewność <span class="_ _5"></span>co </div><div class="t m0 x3f h10 yb47 ff6 fs4 fc2 sc0 ls0 ws0">do <span class="_ _6"></span><span class="ff8">przyszłych <span class="_ _5"></span>regulacji, <span class="_ _6"></span>mogą <span class="_ _6"></span>generować <span class="_ _5"></span>konieczność <span class="_ _6"></span>ponoszenia </span></div><div class="t m0 x3f h10 yb48 ff8 fs4 fc2 sc0 ls0 ws0">dodatkowych <span class="_ _12"> </span>kosztów <span class="_ _12"> </span>dostosowania <span class="_ _12"> </span>działalności <span class="_ _12"> </span>lub <span class="_ _12"> </span>ponoszenie </div><div class="t m0 x3f h10 yb9c ff8 fs4 fc2 sc0 ls0 ws0">wyższych <span class="_ _1a"> </span>kosztów <span class="_ _1a"> </span>obciążeń <span class="_ _f"> </span>podatkowyc<span class="_ _0"></span>h <span class="_ _f"> </span>z<span class="_ _0"></span>wiązanych <span class="_ _1a"> </span>ze </div><div class="t m0 x3f h10 yb9d ff8 fs4 fc2 sc0 ls0 ws0">spełnieniem <span class="_ _6"></span>nowych <span class="_ _6"></span>wymogów <span class="_ _6"></span>prawnych. <span class="_ _6"></span>Skutki <span class="_ _6"></span>wejścia <span class="_ _6"></span>w <span class="_ _7"></span>życie </div><div class="t m0 x3f h10 y212 ff8 fs4 fc2 sc0 ls0 ws0">nowych <span class="_ _7"> </span>przepisów <span class="_ _12"> </span>mogą <span class="_ _12"> </span>wpłynąć <span class="_ _12"> </span>na <span class="_ _7"> </span>wyniki <span class="_ _12"> </span>finansowe <span class="_ _12"> </span>Grupy, <span class="_ _7"> </span>a </div><div class="t m0 x3f h10 yb9e ff8 fs4 fc2 sc0 ls0 ws0">nawet na zmianę polityki dywidendy.<span class="ff6"> </span></div></div><div class="c x119 y57e w86 hc6"><div class="t m0 x43 h4b yab2 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">doradztwo <span class="_ _41"> </span>doświadczonych <span class="_ _4d"> </span>firm </span></span></div><div class="t m0 x39 h10 yab3 ff8 fs4 fc2 sc0 ls0 ws0">podatkowych oraz doradców prawnych;<span class="ff6"> </span></div><div class="t m0 x43 h4b yb38 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">monitoring <span class="_ _1b"> </span>istotnych <span class="_ _22"> </span>dla <span class="_ _22"> </span>działalności </span></span></div><div class="t m0 x39 h10 yb39 ff6 fs4 fc2 sc0 ls0 ws0">Grupy <span class="_ _3"> </span>zmian <span class="_ _4"> </span>w <span class="_ _4"> </span>przepisach <span class="_ _4"> </span>prawa <span class="_ _4"> </span>i </div><div class="t m0 x39 h10 yb3a ff8 fs4 fc2 sc0 ls0 ws0">podejmowanie <span class="_ _6"></span>z <span class="_ _6"></span>wyprzedzeniem <span class="_ _7"></span>działań </div><div class="t m0 x39 h10 yb32 ff8 fs4 fc2 sc0 ls0 ws0">zmierzających <span class="_ _3e"> </span>do <span class="_ _3d"> </span>dostosowania </div><div class="t m0 x39 h10 yb33 ff8 fs4 fc2 sc0 ls0 ws0">działalności <span class="_ _6"></span>Gru<span class="_ _1"></span>py <span class="_ _6"></span>do <span class="_ _5"></span>tych <span class="_ _6"></span>zmian, <span class="_ _6"></span>w <span class="_ _5"></span>tym </div><div class="t m0 x39 h10 y801 ff6 fs4 fc2 sc0 ls0 ws0">wprowadzenia <span class="_ _2c"> </span>zmian <span class="_ _28"> </span>o<span class="_ _0"></span>dpowiednich </div><div class="t m0 x39 h10 yb34 ff6 fs4 fc2 sc0 ls0 ws0">organizacyjnych; </div><div class="t m0 x43 h4b y7f9 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">weryfikacja <span class="_ _24"> </span>prawidłowo<span class="_ _0"></span>ści <span class="_ _24"> </span>z<span class="_ _0"></span>apisów </span></span></div><div class="t m0 x39 h10 yb35 ff8 fs4 fc2 sc0 ls0 ws0">księgowych <span class="_ _2c"> </span>przez <span class="_ _2c"> </span>wyspecjalizowaną </div><div class="t m0 x39 h10 yb64 ff8 fs4 fc2 sc0 ls0 ws0">kadrę pracowników Grupy;<span class="ff6"> </span></div><div class="t m0 x43 h4b yb9f ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">uczestnictwo <span class="_ _4e"> </span>w <span class="_ _4e"> </span>organizacjach </span></span></div><div class="t m0 x39 h10 ya6a ff8 fs4 fc2 sc0 ls0 ws0">branżowych, <span class="_ _3c"> </span>biorących <span class="_ _24"> </span>udział <span class="_ _3c"> </span>w </div><div class="t m0 x39 h10 y556 ff8 fs4 fc2 sc0 ls0 ws0">konsultacjach projektów przepisów;<span class="ff6"> </span></div></div><div class="c x57 y57e w87 hc6"><div class="t m0 x3f h22 yb9b ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x3f h22 yb47 ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↔</span>) </div></div></div><div class="pi" ></div></div><div id="pf4e" class="pf w0 h0" ><div class="pc pc4e w0 h0"><img class="bi x5 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">78<span class="ls0"> </span></div></div><div class="c x1 yaa1 w85 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x119 yaa1 w86 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x57 yaa1 w87 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">POZIOM </div><div class="t m0 x3f h22 yaa3 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKA </div></div><div class="c x119 yba0 w86 hba"><div class="t m0 x43 h4b yabd ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">udział <span class="_ _4"> </span>pracowników <span class="_ _4"> </span>w <span class="_ _4"> </span>szko<span class="_ _0"></span>leniach <span class="_ _4"> </span>i </span></span></div><div class="t m0 x39 h10 y2a5 ff8 fs4 fc2 sc0 ls0 ws0">webinariach <span class="_ _4a"> </span>obejmujących <span class="_ _4a"> </span>swym </div><div class="t m0 x39 h10 yade ff6 fs4 fc2 sc0 ls0 ws0">zakresem przepisy podatkowe; </div><div class="t m0 x43 h4b y556 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">rozwój polityki Compliance.<span class="ff6"> </span></span></span></div></div><div class="c x1 yba1 w85 hc7"><div class="t m0 x3f h22 yba2 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko koncesji </div><div class="t m0 x3f h22 yba3 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 yb22 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _19"> </span>związane <span class="_ _15"> </span>jest <span class="_ _19"> </span>z <span class="_ _19"> </span>tym, <span class="_ _15"> </span>ż<span class="_ _0"></span>e <span class="_ _19"> </span>spółki <span class="_ _15"> </span>działające <span class="_ _19"> </span>w <span class="_ _19"> </span>sektorze </div><div class="t m0 x3f h10 yb23 ff8 fs4 fc2 sc0 ls0 ws0">paliwowym, <span class="_ _18"> </span>energetycznym <span class="_ _18"> </span>i <span class="_ _17"> </span>transportowym <span class="_ _18"> </span>zobowiązane <span class="_ _18"> </span>są </div><div class="t m0 x3f h10 yb24 ff8 fs4 fc2 sc0 ls0 ws0">uzyskać <span class="_ _6"></span>o<span class="_ _0"></span>dpowiednie <span class="_ _6"></span>licencje <span class="_ _6"></span>i <span class="_ _7"></span>koncesje, <span class="_ _7"></span>Grupa <span class="_ _6"></span>moż<span class="_ _0"></span>e <span class="_ _6"></span>liczyć <span class="_ _7"> </span>się <span class="_ _6"></span>z </div><div class="t m0 x3f h10 yb25 ff8 fs4 fc2 sc0 ls0 ws0">możliwością <span class="_ _5"></span>cofnięcia, <span class="_ _0"></span>wygaśnięcia <span class="_ _5"></span>lub <span class="_ _5"></span>naruszenia <span class="_ _0"></span>waru<span class="_ _0"></span>nków <span class="_ _5"></span>tych </div><div class="t m0 x3f h10 yba4 ff8 fs4 fc2 sc0 ls0 ws0">uprawnień, <span class="_ _2a"> </span>co<span class="_ _0"></span> <span class="_ _35"> </span>może <span class="_ _35"> </span>skutkować <span class="_ _2a"> </span>karami <span class="_ _35"> </span>finansowymi <span class="_ _35"> </span>lub </div><div class="t m0 x3f h10 yba5 ff8 fs4 fc2 sc0 ls0 ws0">uniemożliwić prowadzenia działalności.<span class="ff6"> </span></div><div class="t m0 x3f h10 yba6 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _4"> </span>to <span class="_ _3"> </span>może <span class="_ _4"> </span>wystąpić <span class="_ _4"> </span>w <span class="_ _3"> </span>szczególności <span class="_ _4"> </span>w <span class="_ _4"> </span>przypadkach </div><div class="t m0 x3f h10 y898 ff8 fs4 fc2 sc0 ls0 ws0">naruszenia <span class="_ _6"></span>warunków <span class="_ _6"></span>wydanych <span class="_ _6"></span>koncesji, <span class="_ _6"></span>w <span class="_ _6"></span>tym <span class="_ _6"></span>w <span class="_ _6"></span>szczególności </div><div class="t m0 x3f h10 y25f ff8 fs4 fc2 sc0 ls0 ws0">bezpieczeństwa lub zasad uczciwego obrotu.<span class="ff6"> </span></div><div class="t m0 x3f h10 yb2b ff8 fs4 fc2 sc0 ls0 ws0">Niewłaściwe <span class="_ _0"></span>procedury z<span class="_ _0"></span>arządcze <span class="_ _0"></span>mogą <span class="_ _5"></span>doprowadzić <span class="_ _0"></span>do <span class="_ _0"></span>błędnego </div><div class="t m0 x3f h10 y240 ff8 fs4 fc2 sc0 ls0 ws0">złożenia wniosku lub złożenie go z opóźnieniem.<span class="ff6"> </span></div></div><div class="c x119 yba1 w86 hc7"><div class="t m0 x43 h4b yba7 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">dobór kadry kierowniczej oraz <span class="_ _0"></span>doradców, </span></span></div><div class="t m0 x39 h10 yb2c ff8 fs4 fc2 sc0 ls0 ws0">mających <span class="_ _6"></span>doświadczenie <span class="_ _6"></span>w <span class="_ _7"></span>prowadzeniu </div><div class="t m0 x39 h10 yba8 ff8 fs4 fc2 sc0 ls0 ws0">działalności <span class="_ _3e"> </span>objętej <span class="_ _3e"> </span>koncesjami, </div><div class="t m0 x39 h10 yb2e ff8 fs4 fc2 sc0 ls0 ws0">posiadanymi przez spółki z Grupy;<span class="ff6"> </span></div><div class="t m0 x43 h4b yaea ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">monitoring <span class="_ _25"> </span>ważności <span class="_ _21"> </span>posiadanych </span></span></div><div class="t m0 x39 h10 yaeb ff8 fs4 fc2 sc0 ls0 ws0">koncesji własnych i odbiorców;<span class="ff6"> </span></div><div class="t m0 x43 h4b yab3 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">przestrzeganie <span class="_ _1b"> </span>przez <span class="_ _1b"> </span>spółki <span class="_ _22"> </span>z <span class="_ _1b"> </span>Grupy </span></span></div><div class="t m0 x39 h10 yab4 ff8 fs4 fc2 sc0 ls0 ws0">warunków <span class="_ _36"> </span>udzielonych <span class="_ _36"> </span>koncesji <span class="_ _36"> </span>i </div><div class="t m0 x39 h10 yb30 ff8 fs4 fc2 sc0 ls0 ws0">pozwoleń;<span class="ff6"> </span></div><div class="t m0 x43 h4b yb3a ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">udział <span class="_ _4"> </span>pracowników <span class="_ _4"> </span>w <span class="_ _4"> </span>szko<span class="_ _0"></span>leniach <span class="_ _4"> </span>i </span></span></div><div class="t m0 x39 h10 yab7 ff8 fs4 fc2 sc0 ls0 ws0">webinariach <span class="_ _4a"> </span>obejmujących <span class="_ _4a"> </span>swym </div><div class="t m0 x39 h10 yab8 ff6 fs4 fc2 sc0 ls0 ws0">zakresem regulacje koncesyjne; </div><div class="t m0 x43 h4b yba9 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">procedury <span class="_ _4c"> </span>wewnętrzne <span class="_ _43"> </span>regulujące </span></span></div><div class="t m0 x39 h10 yaee ff8 fs4 fc2 sc0 ls0 ws0">obowiązki <span class="_ _1a"> </span>pracowników <span class="_ _1a"> </span>w <span class="_ _1a"> </span>zakresie </div><div class="t m0 x39 h10 y7f9 ff8 fs4 fc2 sc0 ls0 ws0">dbałości <span class="_ _17"> </span>o <span class="_ _20"> </span>utrzymywanie <span class="_ _17"> </span>niezbędnych </div><div class="t m0 x39 h10 yb35 ff8 fs4 fc2 sc0 ls0 ws0">zabezpieczeń;<span class="ff6"> </span></div><div class="t m0 x43 h4b yacc ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">eksploatacja, <span class="_ _1e"> </span>przeglądy <span class="_ _1e"> </span>i <span class="_ _1e"> </span>konserwacja </span></span></div><div class="t m0 x39 h10 yb9f ff8 fs4 fc2 sc0 ls0 ws0">instalacji, <span class="_ _6"></span>urządzeń <span class="_ _6"></span>i <span class="_ _6"></span>obiektów <span class="_ _6"></span>zgo<span class="_ _0"></span>dnie <span class="_ _6"></span>z </div><div class="t m0 x39 h10 ya6a ff6 fs4 fc2 sc0 ls0 ws0">regulacjami <span class="_ _1e"> </span>prawnymi, <span class="_ _20"> </span>dy<span class="_ _0"></span>rektywami <span class="_ _1e"> </span>i </div><div class="t m0 x39 h10 y556 ff8 fs4 fc2 sc0 ls0 ws0">regulacjami wewnętrznymi.<span class="ff6"> </span></div></div><div class="c x57 yba1 w87 hc7"><div class="t m0 x3f h22 yb41 ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x3f h22 yafe ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↔</span>) </div></div><div class="c x1 ybaa w85 hc8"><div class="t m0 x3f h22 ybab ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko prawnego regulowania cen </div><div class="t m0 x3f h22 ybac ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 ybad ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _17"> </span>związane <span class="_ _20"> </span>jest <span class="_ _17"> </span>z <span class="_ _17"> </span>wprow<span class="_ _0"></span>adzeniem <span class="_ _17"> </span>przez <span class="_ _17"> </span>ustawodawcę </div><div class="t m0 x3f h10 ybae ff8 fs4 fc2 sc0 ls0 ws0">przepisów  prawnych  ograniczających  ceny  energii  elektrycznej  i </div><div class="t m0 x3f h10 ybaf ff8 fs4 fc2 sc0 ls0 ws0">gazu <span class="_ _13"> </span>ziemnego. <span class="_ _13"> </span>Interwencje <span class="_ _13"> </span>rządowe <span class="_ _23"> </span>mające <span class="_ _13"> </span>na <span class="_ _13"> </span>celu <span class="_ _13"> </span>ochron<span class="_ _0"></span>ę </div><div class="t m0 x3f h10 ybb0 ff8 fs4 fc2 sc0 ls0 ws0">konsumentów <span class="_ _7"> </span>przed <span class="_ _7"></span>gwałtownymi <span class="_ _12"> </span>wzrostami <span class="_ _7"></span>cen, <span class="_ _7"></span>mogą <span class="_ _7"> </span>obniżyć </div><div class="t m0 x3f h10 ybb1 ff8 fs4 fc2 sc0 ls0 ws0">rentowność spółek ener<span class="ff6">getycznych w grupie. </span></div></div><div class="c x119 ybaa w86 hc8"><div class="t m0 x43 h4b y34 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">ocena <span class="_ _3f"> </span>wpływu <span class="_ _3f"> </span>wprowadzanych </span></span></div><div class="t m0 x39 h10 ybb2 ff8 fs4 fc2 sc0 ls0 ws0">przepisów <span class="_ _22"> </span>na <span class="_ _1b"> </span>G<span class="_ _0"></span>rupę <span class="_ _22"> </span>–współpraca <span class="_ _22"> </span>z </div><div class="t m0 x39 h10 ybb3 ff8 fs4 fc2 sc0 ls0 ws0">doświadczonymi <span class="_ _b"> </span>kancelariami <span class="_ _b"> </span>i </div><div class="t m0 x39 h10 ybb4 ff8 fs4 fc2 sc0 ls0 ws0">doradcami <span class="_ _1"></span>specjalizującymi <span class="_ _10"></span>si<span class="_ _0"></span>ę <span class="_ _1"></span>w zakres<span class="_ _1"></span>ie </div><div class="t m0 x39 h10 yaba ff6 fs4 fc2 sc0 ls0 ws0">prawa energetycznego;  </div><div class="t m0 x43 h4b y7f9 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">monitorowanie <span class="_ _14"> </span>możliwych <span class="_ _13"> </span>nowelizacji <span class="_ _14"> </span>i </span></span></div><div class="t m0 x39 h10 yaf0 ff8 fs4 fc2 sc0 ls0 ws0">podejmowanie <span class="_ _46"> </span>działań <span class="_ _46"> </span>mo<span class="_ _0"></span>gących </div><div class="t m0 x39 h10 yabd ff8 fs4 fc2 sc0 ls0 ws0">zminimalizować <span class="_ _2e"> </span>negatywny <span class="_ _2e"> </span>wpływ </div><div class="t m0 x39 h10 y2a5 ff8 fs4 fc2 sc0 ls0 ws0">przepisów na działalność Grupy;<span class="ff6"> </span></div><div class="t m0 x43 h4b ya6a ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">dostosowanie <span class="_ _15"> </span>strategii <span class="_ _19"> </span>handlow<span class="_ _0"></span>ych <span class="_ _19"> </span>do </span></span></div><div class="t m0 x39 h10 y556 ff6 fs4 fc2 sc0 ls0 ws0">przewidywanych zmian regulacyjnych. </div></div><div class="c x57 ybaa w87 hc8"><div class="t m0 x3f h22 ybae ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI (↖<span class="ff7">) </span></div></div><div class="c x1 ybb5 w1e h54"><div class="t m0 x3f h22 y556 ff7 fs4 fc2 sc0 ls0 ws0">RYZYKA FINANSOWE </div></div><div class="c x1 ybb6 w85 hc9"><div class="t m0 x3f h22 ybb7 ff5 fs4 fc2 sc0 ls0 ws0">Ryzyko zmiany stóp procentowych<span class="ff7"> </span></div><div class="t m0 x3f h22 ybb8 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 yb67 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _1b"> </span>związane <span class="_ _1b"> </span>jest <span class="_ _1b"> </span>ze <span class="_ _1b"> </span>zmianą <span class="_ _4"> </span>stóp <span class="_ _1b"> </span>procentowyc<span class="_ _0"></span>h <span class="_ _1b"> </span>oraz </div><div class="t m0 x3f h10 yb68 ff8 fs4 fc2 sc0 ls0 ws0">korzystaniem <span class="_ _7"> </span>przez <span class="_ _12"> </span>G<span class="_ _0"></span>rupę <span class="_ _12"> </span>z <span class="_ _12"> </span>obcych <span class="_ _12"> </span>źródeł <span class="_ _7"> </span>finansowania, <span class="_ _12"> </span>w <span class="_ _12"> </span>tym </div><div class="t m0 x3f h10 yb69 ff8 fs4 fc2 sc0 ls0 ws0">kredytów <span class="_ _13"> </span>bankowych <span class="_ _13"> </span>oraz <span class="_ _13"> </span>leasingu <span class="_ _14"> </span>o<span class="_ _0"></span>partych <span class="_ _13"> </span>o <span class="_ _13"> </span>zmienne <span class="_ _13"> </span>stopy </div><div class="t m0 x3f h10 yb6a ff8 fs4 fc2 sc0 ls0 ws0">procentowe. W <span class="_ _0"></span>konsekwencji <span class="_ _0"></span>możliwy <span class="_ _0"></span>jest <span class="_ _0"></span>wzrost <span class="_ _0"></span>kosztów<span class="_ _0"></span> o<span class="_ _0"></span>bsługi </div><div class="t m0 x3f h10 yb6b ff8 fs4 fc2 sc0 ls0 ws0">zadłużenia <span class="_ _c"> </span>oraz <span class="_ _c"> </span>pogorszenie <span class="_ _c"> </span>efektywności <span class="_ _c"> </span>finansowej </div><div class="t m0 x3f h10 yb6c ff8 fs4 fc2 sc0 ls0 ws0">przedsięwzięć, <span class="_ _19"> </span>a <span class="_ _19"> </span>także<span class="_ _0"></span><span class="ff6"> <span class="_ _19"> </span></span>ograniczenie <span class="_ _19"> </span>dostępności <span class="_ _19"> </span>finansowania </div><div class="t m0 x3f h10 yb6d ff8 fs4 fc2 sc0 ls0 ws0">bieżącej <span class="_ _35"> </span>działalności, <span class="_ _35"> </span>inwestycji <span class="_ _35"> </span>oraz <span class="_ _35"> </span>zawierania <span class="_ _2a"> </span>transakcji </div><div class="t m0 x3f h10 yb6e ff8 fs4 fc2 sc0 ls0 ws0">hedgingowych ze źródeł obcych.<span class="ff6"> </span></div></div><div class="c x119 ybb6 w86 hc9"><div class="t m0 x43 h4b ybb9 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">kontrolowanie <span class="_ _5"></span>ryzyka <span class="_ _6"></span>stopy <span class="_ _5"></span>procentowej </span></span></div><div class="t m0 x39 h10 ybba ff8 fs4 fc2 sc0 ls0 ws0">poprzez <span class="_ _6"></span>system <span class="_ _6"></span>limitów <span class="_ _6"></span>odnoszących <span class="_ _6"></span>się </div><div class="t m0 x39 h10 ybbb ff6 fs4 fc2 sc0 ls0 ws0">do <span class="_ _17"> </span>maksymalnej <span class="_ _18"> </span>potencjalnej <span class="_ _18"> </span>straty <span class="_ _17"> </span>z </div><div class="t m0 x39 h10 ybbc ff8 fs4 fc2 sc0 ls0 ws0">tytułu <span class="_ _4"> </span>z<span class="_ _0"></span>mian <span class="_ _1b"> </span>stóp <span class="_ _4"> </span>proc<span class="_ _0"></span>entowych, <span class="_ _1b"> </span>w </div><div class="t m0 x39 h10 yb70 ff8 fs4 fc2 sc0 ls0 ws0">efekcie <span class="_ _10"></span>końcowym przekładając <span class="_ _10"></span>ryzyko na<span class="_ _1"></span> </div><div class="t m0 x39 h10 yb71 ff8 fs4 fc2 sc0 ls0 ws0">cenę finalną produktów; <span class="ff6"> </span></div><div class="t m0 x43 h4b yb72 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">bieżący <span class="_ _6"></span>monitoring <span class="_ _7"> </span>stóp <span class="_ _7"> </span>procentow<span class="_ _0"></span>ych <span class="_ _6"></span>i </span></span></div><div class="t m0 x39 h10 yb73 ff8 fs4 fc2 sc0 ls0 ws0">ekspozycji na stopę procentową;<span class="ff6"> </span></div><div class="t m0 x43 h4b ya83 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">dla <span class="_ _53"> </span>transakcji <span class="_ _53"> </span>o <span class="_ _53"> </span>cha<span class="_ _0"></span>rakterze </span></span></div><div class="t m0 x39 h10 ybbd ff8 fs4 fc2 sc0 ls0 ws0">długoterminowym <span class="_ _3c"> </span>gdzie <span class="_ _3c"> </span>nie <span class="_ _3c"> </span>ma </div><div class="t m0 x39 h10 ybbe ff8 fs4 fc2 sc0 ls0 ws0">możliwości <span class="_ _0"></span>bezpośrednie<span class="_ _1"></span>go <span class="_ _0"></span>przeniesienia </div><div class="t m0 x39 h10 ya85 ff8 fs4 fc2 sc0 ls0 ws0">kosztów <span class="_ _1a"> </span>na <span class="_ _f"> </span>ostatecznego <span class="_ _f"> </span>odbiorcę, </div><div class="t m0 x39 h10 yaff ff6 fs4 fc2 sc0 ls0 ws0">korzystanie <span class="_ _12"> </span>z <span class="_ _12"> </span>finansowania <span class="_ _12"> </span>w  oparciu <span class="_ _12"> </span>o </div><div class="t m0 x39 h10 y556 ff8 fs4 fc2 sc0 ls0 ws0">stałą <span class="_ _36"> </span>stopę <span class="_ _36"> </span>o<span class="_ _0"></span>procentowania <span class="_ _36"> </span>oraz </div></div><div class="c x57 ybb6 w87 hc9"><div class="t m0 x3f h22 yb69 ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x3f h22 yb6a ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↔</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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">79<span class="ls0"> </span></div></div><div class="c x1 yaa1 w85 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x119 yaa1 w86 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x57 yaa1 w87 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">POZIOM </div><div class="t m0 x3f h22 yaa3 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKA </div></div><div class="c x119 ybbf w86 hca"><div class="t m0 x39 h10 yabe ff8 fs4 fc2 sc0 ls0 ws0">instrumentów <span class="_ _54"> </span>pochodnych </div><div class="t m0 x39 h10 ya6a ff8 fs4 fc2 sc0 ls0 ws0">zabezpieczających <span class="_ _12"> </span>przed  ryzykiem <span class="_ _12"> </span>stopy </div><div class="t m0 x39 h10 y556 ff6 fs4 fc2 sc0 ls0 ws0">procentowej IRS. </div></div><div class="c x1 ybc0 w85 hcb"><div class="t m0 x3f h22 ybc1 ff5 fs4 fc2 sc0 ls0 ws0">Ryzyko utraty płynności fin<span class="_ _1"></span>ansowej<span class="_ _0"></span><span class="ff7"> </span></div><div class="t m0 x3f h22 ybc2 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 yaae ff6 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _12"> </span><span class="ff8">związane <span class="_ _6"></span>jest <span class="_ _7"> </span>z <span class="_ _12"> </span>korzystaniem <span class="_ _6"></span>z <span class="_ _12"> </span>zewnętrznych <span class="_ _7"></span>bankowych </span></div><div class="t m0 x3f h10 yaaf ff8 fs4 fc2 sc0 ls0 ws0">źródeł <span class="_ _1b"> </span>finansowania <span class="_ _1b"> </span>i <span class="_ _22"> </span>zaangażowaniem <span class="_ _1b"> </span>znacznych <span class="_ _1b"> </span>środków </div><div class="t m0 x3f h10 yab0 ff8 fs4 fc2 sc0 ls0 ws0">obrotowych <span class="_ _10"></span>przez <span class="_ _1"></span>spółki <span class="_ _10"></span>z <span class="_ _10"></span>Grupy. <span class="_ _1"></span>Grupa <span class="_ _10"></span>narażona <span class="_ _10"></span>jest n<span class="_ _1"></span>a <span class="_ _10"></span>możliwość </div><div class="t m0 x3f h10 yaea ff8 fs4 fc2 sc0 ls0 ws0">utraty  płynności  wpływającej  na  brak  możliwości  sfinan<span class="_ _1"></span>sowania </div><div class="t m0 x3f h10 yaeb ff8 fs4 fc2 sc0 ls0 ws0">potrzeb <span class="_ _35"> </span>kapitałowych <span class="_ _35"> </span>i <span class="_ _35"> </span>o<span class="_ _0"></span>brotowych, <span class="_ _2a"> </span>w<span class="_ _0"></span>ywiązywania <span class="_ _35"> </span>się <span class="_ _2a"> </span>z </div><div class="t m0 x3f h10 ybc3 ff8 fs4 fc2 sc0 ls0 ws0">zaciągniętych zobowiązań średnio i długotermin<span class="_ _1"></span>owych.<span class="ff6"> </span></div><div class="t m0 x3f h10 ybc4 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _6"></span>dotyczy <span class="_ _5"></span>ró<span class="_ _0"></span>wnież <span class="_ _6"></span>kondycji <span class="_ _5"></span>finansowej <span class="_ _6"></span>kontrahentów, <span class="_ _5"></span>kiedy </div><div class="t m0 x3f h10 ybc5 ff8 fs4 fc2 sc0 ls0 ws0">w <span class="_ _1"></span>przypadku <span class="_ _10"></span>braku u<span class="_ _1"></span>regulowania <span class="_ _1"></span>należności <span class="_ _10"></span>z ich <span class="_ _10"></span>strony, <span class="_ _1"></span>Grupa <span class="_ _10"></span>jest<span class="_ _0"></span> </div><div class="t m0 x3f h10 ybc6 ff8 fs4 fc2 sc0 ls0 ws0">zmuszona <span class="_ _13"> </span>do <span class="_ _14"> </span>c<span class="_ _0"></span>zęściowego <span class="_ _13"> </span>finansowania <span class="_ _14"> </span>działalności <span class="_ _13"> </span>ze <span class="_ _13"> </span>swoich </div><div class="t m0 x3f h10 ybc7 ff8 fs4 fc2 sc0 ls0 ws0">środków <span class="_ _12"> </span>do <span class="_ _12"> </span>czasu  otrzymania <span class="_ _12"> </span>płatności <span class="_ _12"> </span>za <span class="_ _12"> </span>usługi, <span class="_ _12"> </span>nad <span class="_ _12"> </span>to <span class="_ _12"> </span>presja </div><div class="t m0 x3f h10 ybc8 ff6 fs4 fc2 sc0 ls0 ws0">kli<span class="ff8">entów na wydłużanie terminów płatności.</span> </div><div class="t m0 x3f h10 ybc9 ff8 fs4 fc2 sc0 ls0 ws0">Pogorszenie <span class="_ _f"> </span>kowenantów <span class="_ _f"> </span>finansowych <span class="_ _f"> </span>może <span class="_ _f"> </span>spowodować </div><div class="t m0 x3f h10 yb7c ff8 fs4 fc2 sc0 ls0 ws0">trudności <span class="_ _12"> </span>w <span class="_ _12"> </span>pozyskaniu  kred<span class="_ _1"></span>ytów  lub<span class="_ _1"></span>  p<span class="_ _1"></span>ożyczek <span class="_ _12"> </span>a  nawet <span class="_ _12"> </span>narazić </div><div class="t m0 x3f h10 y792 ff8 fs4 fc2 sc0 ls0 ws0">Grupę <span class="_ _14"> </span>na<span class="_ _0"></span> <span class="_ _13"> </span>wypowiedzenie <span class="_ _13"> </span>umów <span class="_ _13"> </span>i <span class="_ _14"> </span>o<span class="_ _0"></span>bowiązek <span class="_ _13"> </span>natychmiastowej </div><div class="t m0 x3f h10 ybca ff8 fs4 fc2 sc0 ls0 ws0">spłaty.<span class="ff6"> </span></div></div><div class="c x119 ybc0 w86 hcb"><div class="t m0 x43 h4b ybcb ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">bieżące <span class="_ _28"> </span>monitorowanie <span class="_ _2c"> </span>wskaźników </span></span></div><div class="t m0 x39 h10 ybcc ff8 fs4 fc2 sc0 ls0 ws0">zadłużenia i kowenantów bankowych;<span class="ff6"> </span></div><div class="t m0 x43 h4b yae3 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">dywersyfikacja <span class="_ _15"> </span>źródeł <span class="_ _19"> </span>finansowania <span class="_ _15"> </span>o<span class="_ _0"></span>d </span></span></div><div class="t m0 x39 h10 yae4 ff8 fs4 fc2 sc0 ls0 ws0">instytucji <span class="_ _35"> </span>zewnętrznych <span class="_ _1d"> </span>i <span class="_ _35"> </span>pa<span class="_ _0"></span>rtnerów </div><div class="t m0 x39 h10 ybcd ff6 fs4 fc2 sc0 ls0 ws0">handlowych; </div><div class="t m0 x43 h4b yae8 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">ubezpieczenie <span class="_ _14"> </span>należności  od <span class="_ _14"> </span>pa<span class="_ _0"></span>rtnerów </span></span></div><div class="t m0 x39 h10 yae9 ff6 fs4 fc2 sc0 ls0 ws0">handlowych; </div><div class="t m0 x43 h4b yaaf ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">współpraca z wysoko wykwalifikowanymi </span></span></div><div class="t m0 x39 h10 yab0 ff8 fs4 fc2 sc0 ls0 ws0">podmiotami <span class="_ _17"> </span>z<span class="_ _0"></span>ewnętrznymi <span class="_ _17"> </span>w <span class="_ _20"> </span>zakresie </div><div class="t m0 x39 h10 yaea ff8 fs4 fc2 sc0 ls0 ws0">zarządzania płynnością;<span class="ff6"> </span></div><div class="t m0 x43 h4b yab2 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">sprawne <span class="_ _3e"> </span>z<span class="_ _0"></span>arządzanie <span class="_ _3f"> </span>kapitałem </span></span></div><div class="t m0 x39 h10 ybce ff6 fs4 fc2 sc0 ls0 ws0">obrotowym, <span class="_ _11"> </span>restrykcyjna <span class="_ _11"> </span>polityka </div><div class="t m0 x39 h10 ybcf ff8 fs4 fc2 sc0 ls0 ws0">nadawania limitów kupieckich;<span class="ff6"> </span></div><div class="t m0 x43 h4b ybd0 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">efektywne <span class="_ _22"> </span>zarządzanie <span class="_ _22"> </span>należnościami, </span></span></div><div class="t m0 x39 h10 yab6 ff8 fs4 fc2 sc0 ls0 ws0">zobowiązaniami, <span class="_ _6"></span>zapasami <span class="_ _5"></span>i <span class="_ _6"></span>nadwyżkami </div><div class="t m0 x39 h10 yab7 ff6 fs4 fc2 sc0 ls0 ws0">finansowymi; </div><div class="t m0 x43 h4b ybd1 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">planowanie <span class="_ _7"> </span>przepływów <span class="_ _12"> </span>pieniężnych, <span class="_ _7"> </span>ze </span></span></div><div class="t m0 x39 h10 yba9 ff8 fs4 fc2 sc0 ls0 ws0">szczególnym <span class="_ _35"> </span>naciskiem <span class="_ _1d"> </span>na <span class="_ _35"> </span>u<span class="_ _0"></span>stalenie </div><div class="t m0 x39 h10 yaee ff8 fs4 fc2 sc0 ls0 ws0">zapotrzebowania <span class="_ _19"> </span>na <span class="_ _19"> </span>kapitał <span class="_ _18"> </span>obrotowy, </div><div class="t m0 x39 h10 yaef ff8 fs4 fc2 sc0 ls0 ws0">inwestycyjny <span class="_ _10"></span>oraz na <span class="_ _10"></span>zapas <span class="_ _1"></span>obowiązkowy;<span class="ff6"> </span></div><div class="t m0 x43 h4b y1cb ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">stały <span class="_ _6"></span>kontakt <span class="_ _5"></span>z <span class="_ _6"></span>instytucjami <span class="_ _5"></span>finansowymi </span></span></div><div class="t m0 x39 h10 yaf1 ff8 fs4 fc2 sc0 ls0 ws0">w <span class="_ _1c"> </span>zakresie <span class="_ _1c"> </span>ryzyk <span class="_ _38"> </span>związanych <span class="_ _1c"> </span>z </div><div class="t m0 x39 h10 yabe ff6 fs4 fc2 sc0 ls0 ws0">potencjalnym <span class="_ _55"> </span>ograniczeniem </div><div class="t m0 x39 h10 ya6a ff8 fs4 fc2 sc0 ls0 ws0">finansowania <span class="_ _20"> </span>i <span class="_ _1e"> </span>podejmowanie <span class="_ _20"> </span>działań </div><div class="t m0 x39 h10 y556 ff8 fs4 fc2 sc0 ls0 ws0">korygujących.<span class="ff6"> </span></div></div><div class="c x57 ybc0 w87 hcb"><div class="t m0 x3f h22 ybd2 ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI<span class="ff7"> </span></div><div class="t m0 x3f h22 ybd3 ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↙</span>) </div></div><div class="c x1 y498 w85 hcc"><div class="t m0 x3f h22 ybd4 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko walutowe </div><div class="t m0 x3f h22 ybd5 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 ybd6 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _6"></span>związane <span class="_ _5"></span>jest <span class="_ _6"></span>z <span class="_ _5"></span>wahaniami <span class="_ _6"></span>kursów <span class="_ _5"></span>walut. <span class="_ _6"></span>Grupa <span class="_ _5"></span>prowadzi </div><div class="t m0 x3f h10 ybd7 ff8 fs4 fc2 sc0 ls0 ws0">działalność <span class="_ _0"></span>międzynarodową <span class="_ _5"></span>w <span class="_ _5"></span>w<span class="_ _0"></span>alutach <span class="_ _0"></span>obcych. <span class="_ _5"></span>W <span class="_ _5"></span>konsekwencji </div><div class="t m0 x3f h10 y7c4 ff8 fs4 fc2 sc0 ls0 ws0">narażona <span class="_ _13"> </span>jest <span class="_ _23"> </span>na <span class="_ _13"> </span>ryzy<span class="_ _0"></span>ko <span class="_ _13"> </span>w<span class="_ _0"></span>ystępowania <span class="_ _13"> </span>ró<span class="_ _0"></span>żnic <span class="_ _13"> </span>kursowych <span class="_ _23"> </span>oraz </div><div class="t m0 x3f h10 ybd8 ff8 fs4 fc2 sc0 ls0 ws0">poniesienia <span class="_ _f"> </span>straty <span class="_ _f"> </span>wynikającej <span class="_ _f"> </span>z <span class="_ _f"> </span>nierównowagi <span class="_ _f"> </span>pomiędzy </div><div class="t m0 x3f h10 yb67 ff8 fs4 fc2 sc0 ls0 ws0">zobowiązaniami i należnościami wyrażonymi w walutach obcych.<span class="ff6"> </span></div><div class="t m0 x3f h10 yb68 ff8 fs4 fc2 sc0 ls0 ws0">Na zmienność <span class="_ _0"></span>kursów<span class="_ _0"></span> <span class="_ _0"></span>walut ma <span class="_ _0"></span>r<span class="_ _0"></span>ównież <span class="_ _0"></span>wpływ <span class="_ _0"></span>światowa <span class="_ _0"></span>sytuacja </div><div class="t m0 x3f h10 yb69 ff6 fs4 fc2 sc0 ls0 ws0">polityczno-<span class="ff8">gospodarcza, <span class="_ _23"> </span>któ<span class="_ _0"></span>ra <span class="_ _13"> </span>mo<span class="_ _0"></span>że <span class="_ _23"> </span>przełożyć <span class="_ _23"> </span>się <span class="_ _15"> </span>na <span class="_ _23"> </span>osiągane </span></div><div class="t m0 x3f h10 yb6a ff8 fs4 fc2 sc0 ls0 ws0">marże i wyniki finansowe Grupy.<span class="ff6"> </span></div></div><div class="c x119 y498 w86 hcc"><div class="t m0 x43 h4b ybd9 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">stosowanie <span class="_ _35"> </span>procedury <span class="_ _35"> </span>zabezpieczania </span></span></div><div class="t m0 x39 h10 ybda ff8 fs4 fc2 sc0 ls0 ws0">ryzyka <span class="_ _1b"> </span>walutowego, <span class="_ _1b"> </span>mającą <span class="_ _4"> </span>na <span class="_ _1b"> </span>celu </div><div class="t m0 x39 h10 y8eb ff8 fs4 fc2 sc0 ls0 ws0">minimalizowanie <span class="_ _13"> </span>ryzyka <span class="_ _15"> </span>wahań <span class="_ _23"> </span>kursów </div><div class="t m0 x39 h10 ybdb ff6 fs4 fc2 sc0 ls0 ws0">walutowych <span class="_ _2c"> </span>od <span class="_ _28"> </span>momentu <span class="_ _2c"> </span>zakupu </div><div class="t m0 x39 h10 ybdc ff8 fs4 fc2 sc0 ls0 ws0">towarów <span class="_ _14"> </span>handlowych <span class="_ _14"> </span>do <span class="_ _13"> </span>momentu  ich<span class="_ _0"></span> </div><div class="t m0 x39 h10 ybdd ff8 fs4 fc2 sc0 ls0 ws0">sprzedaży <span class="_ _13"> </span>w <span class="_ _13"> </span>przypadkach, <span class="_ _13"> </span>gdy <span class="_ _13"> </span>z<span class="_ _0"></span>akup <span class="_ _13"> </span>i </div><div class="t m0 x39 h10 ybde ff8 fs4 fc2 sc0 ls0 ws0">sprzedaż <span class="_ _22"> </span>realizowane <span class="_ _1b"> </span>są <span class="_ _22"> </span>w <span class="_ _22"> </span>różnych </div><div class="t m0 x39 h10 ybdf ff6 fs4 fc2 sc0 ls0 ws0">walutach; </div><div class="t m0 x43 h4b ybe0 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">zabezpieczenia <span class="_ _13"> </span>ryzyka <span class="_ _23"> </span>poprzez <span class="_ _15"> </span>hedging </span></span></div><div class="t m0 x39 h10 ybe1 ff8 fs4 fc2 sc0 ls0 ws0">naturalny <span class="_ _f"> </span>w <span class="_ _f"> </span>p<span class="_ _1"></span>ostaci <span class="_ _f"> </span>wyrównywania </div><div class="t m0 x39 h10 ybe2 ff8 fs4 fc2 sc0 ls0 ws0">zobowiązań <span class="_ _35"> </span>i <span class="_ _1d"> </span>należności <span class="_ _35"> </span>w <span class="_ _1d"> </span>danych </div><div class="t m0 x39 h10 ybe3 ff6 fs4 fc2 sc0 ls0 ws0">walutach <span class="_ _10"></span>oraz<span class="_ _0"></span> <span class="_ _10"></span>aktywny <span class="_ _1"></span>hedging<span class="_ _1"></span> <span class="_ _10"></span>w<span class="_ _0"></span>alutowy </div><div class="t m0 x39 h10 ybe4 ff8 fs4 fc2 sc0 ls0 ws0">przy <span class="_ _25"> </span>w<span class="_ _0"></span>ykorzystaniu <span class="_ _25"> </span>instrumentów </div><div class="t m0 x39 h10 ybe5 ff6 fs4 fc2 sc0 ls0 ws0">pochodnych; </div><div class="t m0 x43 h4b ya81 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">korzystanie <span class="_ _1e"> </span>z <span class="_ _3"> </span>in<span class="_ _0"></span>strumentów <span class="_ _3"> </span>krótko <span class="_ _3"> </span>i </span></span></div><div class="t m0 x39 h10 ya82 ff8 fs4 fc2 sc0 ls0 ws0">długoterminowych, <span class="_ _24"> </span>zabezpieczających </div><div class="t m0 x39 h10 y84b ff8 fs4 fc2 sc0 ls0 ws0">ryzyko <span class="_ _4"> </span>walutowe <span class="_ _4"> </span>(głównie <span class="_ _4"> </span>transakcje </div><div class="t m0 x39 h10 y1f7 ff6 fs4 fc2 sc0 ls0 ws0">terminowe <span class="_ _19"> </span>forward <span class="_ _19"> </span>i<span class="_ _0"></span> <span class="_ _19"> </span>swap <span class="_ _18"> </span>walutowy, </div><div class="t m0 x39 h10 ya84 ff8 fs4 fc2 sc0 ls0 ws0">mających <span class="_ _3b"> </span>odzwierciedlenie <span class="_ _3b"> </span>w </div><div class="t m0 x39 h10 ya85 ff6 fs4 fc2 sc0 ls0 ws0">rzeczywistych <span class="_ _50"> </span>trans<span class="_ _1"></span>akcjach <span class="_ _50"> </span>i </div><div class="t m0 x39 h10 yaff ff8 fs4 fc2 sc0 ls0 ws0">stanowiących <span class="_ _c"> </span>zabezpieczenie <span class="_ _c"> </span>marż </div><div class="t m0 x39 h10 y556 ff6 fs4 fc2 sc0 ls0 ws0">handlowych. </div></div><div class="c x57 y498 w87 hcc"><div class="t m0 x3f h22 y7c4 ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI<span class="ff7"> </span></div><div class="t m0 x3f h22 ybd8 ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↖</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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">80<span class="ls0"> </span></div></div><div class="c x1 yaa1 w85 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x119 yaa1 w86 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x57 yaa1 w87 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">POZIOM </div><div class="t m0 x3f h22 yaa3 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 y97a w85 hcd"><div class="t m0 x3f h22 ybe6 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko kredytowe </div><div class="t m0 x3f h22 yab1 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 yab2 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _17"> </span>z<span class="_ _0"></span>wiązane <span class="_ _20"> </span>jest <span class="_ _17"> </span>z <span class="_ _20"> </span>korzystaniem <span class="_ _17"> </span>przez<span class="_ _0"></span> <span class="_ _20"> </span>kontrahentów <span class="_ _20"> </span>z </div><div class="t m0 x3f h10 yab3 ff8 fs4 fc2 sc0 ls0 ws0">kredytów <span class="_ _12"> </span>kupie<span class="_ _1"></span>ckich <span class="_ _12"> </span>zgodnie <span class="_ _12"> </span>z <span class="_ _12"> </span>przyjętą <span class="_ _12"> </span>procedurą <span class="_ _7"> </span>przyznawania </div><div class="t m0 x3f h10 yab4 ff8 fs4 fc2 sc0 ls0 ws0">limitów. <span class="_ _5"></span>W <span class="_ _5"></span>związku <span class="_ _5"></span>z <span class="_ _5"></span>powyższym <span class="_ _5"></span>nie <span class="_ _5"></span>można <span class="_ _5"></span>wykluczyć <span class="_ _5"></span>sytuacji, <span class="_ _5"></span>w </div><div class="t m0 x3f h10 yb30 ff8 fs4 fc2 sc0 ls0 ws0">której <span class="_ _14"> </span>klienci <span class="_ _13"> </span>nie <span class="_ _13"> </span>wywiązują <span class="_ _13"> </span>się <span class="_ _14"> </span>z <span class="_ _13"> </span>zobowiązań <span class="_ _13"> </span>handlowych <span class="_ _13"> </span>lub </div><div class="t m0 x3f h10 yb41 ff8 fs4 fc2 sc0 ls0 ws0">wydłużają termin<span class="_ _1"></span> s<span class="_ _1"></span>płaty <span class="_ _1"></span>należności. Istnie<span class="_ _1"></span>je też <span class="_ _10"></span>ryzyko niewłaściwej </div><div class="t m0 x3f h10 yb36 ff8 fs4 fc2 sc0 ls0 ws0">oceny <span class="_ _14"> </span>kondycji <span class="_ _14"> </span>finansowej <span class="_ _13"> </span>kontrahenta. <span class="_ _14"> </span>W <span class="_ _14"> </span>konsekwencji <span class="_ _14"> </span>może </div><div class="t m0 x3f h10 y25d ff8 fs4 fc2 sc0 ls0 ws0">dojść <span class="_ _35"> </span>do <span class="_ _35"> </span>konieczności <span class="_ _1d"> </span>dokonania <span class="_ _35"> </span>odpisów <span class="_ _35"> </span>na <span class="_ _1d"> </span>należności </div><div class="t m0 x3f h10 yb63 ff8 fs4 fc2 sc0 ls0 ws0">nieściągalne  od  kontrahentów,  co  moż<span class="_ _0"></span>e  mieć  wpływ  na  wyniki </div><div class="t m0 x3f h10 ybe7 ff6 fs4 fc2 sc0 ls0 ws0">finansowe Grupy. </div></div><div class="c x119 y97a w86 hcd"><div class="t m0 x43 h4b yaa7 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">przyznawanie limitów kupieckich z<span class="_ _0"></span>godnie </span></span></div><div class="t m0 x39 h10 yaa8 ff8 fs4 fc2 sc0 ls0 ws0">z <span class="_ _2c"> </span>przyjętą <span class="_ _36"> </span>procedu<span class="_ _1"></span>rą, <span class="_ _2c"> </span>zakładającą </div><div class="t m0 x39 h10 yaa9 ff8 fs4 fc2 sc0 ls0 ws0">weryfikację <span class="_ _4a"> </span>zdolności <span class="_ _46"> </span>kredytowej </div><div class="t m0 x39 h10 yba7 ff8 fs4 fc2 sc0 ls0 ws0">kontrahentów <span class="_ _c"> </span>przed <span class="_ _3c"> </span>rozpoczęciem </div><div class="t m0 x39 h10 yb2c ff8 fs4 fc2 sc0 ls0 ws0">współpracy;<span class="ff6"> </span></div><div class="t m0 x43 h4b ybe8 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">stosowanie <span class="_ _17"> </span>rygorystycznych <span class="_ _17"> </span>warunków </span></span></div><div class="t m0 x39 h10 yab0 ff8 fs4 fc2 sc0 ls0 ws0">wobec <span class="_ _48"> </span>klientów <span class="_ _48"> </span>niespełniających </div><div class="t m0 x39 h10 yaea ff8 fs4 fc2 sc0 ls0 ws0">warunków <span class="_ _48"> </span>przyznawania <span class="_ _48"> </span>limitów </div><div class="t m0 x39 h10 yaeb ff6 fs4 fc2 sc0 ls0 ws0">kupieckich; </div><div class="t m0 x43 h4b yab3 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">regularne <span class="_ _19"> </span>monitorowanie <span class="_ _19"> </span>płatn<span class="_ _0"></span>ości <span class="_ _19"> </span>od </span></span></div><div class="t m0 x39 h10 yab4 ff8 fs4 fc2 sc0 ls0 ws0">klientów, <span class="_ _1e"> </span>oraz <span class="_ _1e"> </span>szybie <span class="_ _1e"> </span>reagowanie <span class="_ _1e"> </span>na </div><div class="t m0 x39 h10 yb30 ff8 fs4 fc2 sc0 ls0 ws0">wszelkie <span class="_ _43"> </span>opóźnienia <span class="_ _25"> </span>w <span class="_ _25"> </span>ramach </div><div class="t m0 x39 h10 yb41 ff8 fs4 fc2 sc0 ls0 ws0">wewnętrznej komórki windykacji;<span class="ff6"> </span></div><div class="t m0 x43 h4b yb32 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">pozyskiwanie <span class="_ _1"></span>od kontrahentów gwaran<span class="_ _1"></span>cji </span></span></div><div class="t m0 x39 h10 yab8 ff8 fs4 fc2 sc0 ls0 ws0">bankowych, <span class="_ _25"> </span>poręczeń <span class="_ _25"> </span>podmiotów </div><div class="t m0 x39 h10 yab9 ff8 fs4 fc2 sc0 ls0 ws0">trzecich, <span class="_ _5"></span>aktów <span class="_ _6"></span>poddan<span class="_ _1"></span>ia <span class="_ _5"></span>się <span class="_ _6"></span>egzekucji <span class="_ _5"></span>w </div><div class="t m0 x39 h10 yaba ff8 fs4 fc2 sc0 ls0 ws0">trybie  art. <span class="_ _14"> </span>777 <span class="_ _14"> </span>k<span class="_ _0"></span>pc, <span class="_ _14"> </span>hipotek, <span class="_ _14"> </span>zastawów </div><div class="t m0 x39 h10 yabb ff6 fs4 fc2 sc0 ls0 ws0">rejestrowych, kaucji lub weksli; </div><div class="t m0 x43 h4b yb35 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">korzystanie <span class="_ _34"> </span>z <span class="_ _34"> </span>obsługi <span class="_ _34"> </span>wywiadowni </span></span></div><div class="t m0 x39 h10 yb64 ff6 fs4 fc2 sc0 ls0 ws0">gospodarczych <span class="_ _52"> </span>oraz <span class="_ _52"> </span>kancelarii </div><div class="t m0 x39 h10 y2a5 ff8 fs4 fc2 sc0 ls0 ws0">specjalizujących <span class="_ _1d"> </span>się <span class="_ _f"> </span>w <span class="_ _1d"> </span>odzyskiwaniu </div><div class="t m0 x39 h10 yade ff8 fs4 fc2 sc0 ls0 ws0">należności;<span class="ff6"> </span></div><div class="t m0 x43 h4b y556 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">ubezpieczenie należności.<span class="ff6"> </span></span></span></div></div><div class="c x57 y97a w87 hcd"><div class="t m0 x3f h22 yb24 ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x3f h22 yb25 ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↔</span>) </div></div><div class="c x1 y509 w85 hce"><div class="t m0 x3f h22 yac0 ff5 fs4 fc2 sc0 ls0 ws0">Ryzyko wyceny zapasów obowiązkowych<span class="ff7"> </span></div><div class="t m0 x3f h22 yac1 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 ybe9 ff6 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _4"> </span><span class="ff8">związane <span class="_ _3"> </span>jest <span class="_ _3"> </span>z <span class="_ _3"> </span>fakt<span class="_ _0"></span>em, <span class="_ _3"> </span>że <span class="_ _4"> </span>niektóre <span class="_ _3"> </span>spółki <span class="_ _4"> </span>Grupy </span></div><div class="t m0 x3f h10 ybea ff8 fs4 fc2 sc0 ls0 ws0">zobowiązane <span class="_ _10"></span>są <span class="_ _10"></span>lub <span class="_ _1"></span>będą, <span class="_ _10"></span>w <span class="_ _10"></span>zw<span class="_ _0"></span>iązku <span class="_ _10"></span>z <span class="_ _1"></span>prowadzoną <span class="_ _10"></span>działalnością, <span class="_ _10"></span>do </div><div class="t m0 x3f h10 ybeb ff8 fs4 fc2 sc0 ls0 ws0">utrzymywania <span class="_ _10"></span>zapasów <span class="_ _10"></span>o<span class="_ _0"></span>bowiązkowych <span class="_ _10"></span>paliw <span class="_ _10"></span>płynnych <span class="_ _10"></span>i <span class="_ _1"></span>gazowych. </div><div class="t m0 x3f h10 ybec ff8 fs4 fc2 sc0 ls0 ws0">Wpływ <span class="_ _7"> </span>na <span class="_ _7"> </span>wyc<span class="_ _0"></span>enę <span class="_ _6"></span>z<span class="_ _0"></span>apasów <span class="_ _7"> </span>ma <span class="_ _7"></span>różnica <span class="_ _7"> </span>pomiędzy <span class="_ _7"> </span>ceną <span class="_ _7"> </span>to<span class="_ _0"></span>waru <span class="_ _12"> </span><span class="ff6">- </span></div><div class="t m0 x3f h10 y1e6 ff8 fs4 fc2 sc0 ls0 ws0">natychmiastową <span class="_ _0"></span>po <span class="_ _0"></span>jakiej <span class="_ _5"></span>Grupa <span class="_ _0"></span>mo<span class="_ _0"></span>że <span class="_ _0"></span>sprzedać <span class="_ _0"></span>towar <span class="_ _5"></span>(tj. <span class="_ _0"></span>cena <span class="_ _0"></span>po </div><div class="t m0 x3f h10 yac6 ff8 fs4 fc2 sc0 ls0 ws0">jakiej <span class="_ _14"> </span>dokonywana <span class="_ _13"> </span>jest <span class="_ _13"> </span>wycena <span class="_ _13"> </span>stanu <span class="_ _13"> </span>magazynowego), <span class="_ _13"> </span>a <span class="_ _13"> </span>ceną </div><div class="t m0 x3f h10 yac7 ff6 fs4 fc2 sc0 ls0 ws0">kontraktu  fu<span class="_ _1"></span>tures  -  <span class="ff8">terminową  (tj.  ce<span class="_ _1"></span>ną  po <span class="_ _12"> </span>jakiej  wyceniane  są </span></div><div class="t m0 x3f h10 yac8 ff8 fs4 fc2 sc0 ls0 ws0">transakcje <span class="_ _2a"> </span>finansow<span class="_ _0"></span>e <span class="_ _35"> </span>zabezpieczające <span class="_ _35"> </span>cenę <span class="_ _35"> </span>towaru). <span class="_ _35"> </span>Ceny </div><div class="t m0 x3f h10 ybed ff8 fs4 fc2 sc0 ls0 ws0">natychmiastowe <span class="_ _6"></span>i <span class="_ _7"></span>terminowe <span class="_ _6"></span>m<span class="_ _0"></span>ogą <span class="_ _7"></span>się <span class="_ _7"> </span>istotnie <span class="_ _6"></span>róż<span class="_ _0"></span>nić <span class="_ _6"></span>zaburzają<span class="_ _0"></span>c </div><div class="t m0 x3f h10 ybee ff8 fs4 fc2 sc0 ls0 ws0">wycenę wykonywaną w trakcie życia tych transakcji.<span class="ff6"> </span></div><div class="t m0 x3f h10 y7de ff8 fs4 fc2 sc0 ls0 ws0">Różnice <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _5"></span>wycenie <span class="_ _5"></span>zapasu <span class="_ _6"></span>wynikające <span class="_ _5"></span>z <span class="_ _6"></span>powyższego <span class="_ _5"></span>mechanizmu </div><div class="t m0 x3f h10 yac9 ff6 fs4 fc2 sc0 ls0 ws0">ustalania <span class="_ _15"> </span>ceny <span class="_ _15"> </span>paliwa <span class="_ _19"> </span>magazynowanego <span class="_ _19"> </span>a <span class="_ _15"> </span>ceny <span class="_ _19"> </span>w <span class="_ _15"> </span>kontrakcie </div><div class="t m0 x3f h10 yaca ff8 fs4 fc2 sc0 ls0 ws0">futures <span class="_ _12"> </span>mogą  okresowo <span class="_ _12"> </span>wpływać  na <span class="_ _12"> </span>kształtowanie  się <span class="_ _12"> </span>wyników </div><div class="t m0 x3f h10 yacb ff8 fs4 fc2 sc0 ls0 ws0">księgowych <span class="_ _7"> </span>Grupy, <span class="_ _12"> </span>a <span class="_ _7"> </span>tym <span class="_ _12"> </span>samym <span class="_ _7"> </span>na <span class="_ _12"> </span>błędną <span class="_ _7"> </span>ocenę <span class="_ _12"> </span>efektywności </div><div class="t m0 x3f h10 y1f2 ff8 fs4 fc2 sc0 ls0 ws0">działalności <span class="_ _13"> </span>operacyjnej <span class="_ _23"> </span>prowadzonej <span class="_ _23"> </span>przez <span class="_ _13"> </span>Grupę. <span class="_ _23"> </span>Dodatkowo </div><div class="t m0 x3f h10 ybef ff8 fs4 fc2 sc0 ls0 ws0">istnieje <span class="_ _1d"> </span>ryzyko <span class="_ _f"> </span>p<span class="_ _1"></span>opełnienia <span class="_ _f"> </span>błęd<span class="_ _1"></span>ów <span class="_ _1d"> </span>w<span class="_ _0"></span> <span class="_ _1d"> </span>realizacji <span class="_ _f"> </span>s<span class="_ _1"></span>trategii </div><div class="t m0 x3f h10 yb46 ff8 fs4 fc2 sc0 ls0 ws0">hedgingowej <span class="_ _7"> </span>w<span class="_ _0"></span> <span class="_ _12"> </span>zakresie <span class="_ _7"> </span>zabezpi<span class="_ _0"></span>eczania <span class="_ _12"> </span>cen <span class="_ _12"> </span>towarów <span class="_ _12"> </span>skutkujące </div><div class="t m0 x3f h10 yb83 ff8 fs4 fc2 sc0 ls0 ws0">niewystarczającymi <span class="_ _17"> </span>limitami <span class="_ _17"> </span>hedgingowymi <span class="_ _20"> </span>oraz <span class="_ _17"> </span>nadmiernymi </div><div class="t m0 x3f h10 yb21 ff8 fs4 fc2 sc0 ls0 ws0">wymogami odnośnie do wymaganej kwoty col<span class="ff6">laterall&apos;a. </span></div></div><div class="c x119 y509 w86 hce"><div class="t m0 x43 h4b ybf0 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">zabezpieczenie <span class="_ _42"> </span>zakupów<span class="_ _0"></span> <span class="_ _56"> </span>paliw </span></span></div><div class="t m0 x39 h10 y559 ff6 fs4 fc2 sc0 ls0 ws0">odpowiednimi <span class="_ _57"> </span>transakcjami </div><div class="t m0 x39 h10 y913 ff6 fs4 fc2 sc0 ls0 ws0">hedgingowymi, <span class="_ _21"> </span>z <span class="_ _11"> </span>wykorzystaniem </div><div class="t m0 x39 h10 y285 ff8 fs4 fc2 sc0 ls0 ws0">kontraktów terminowych;<span class="ff6"> </span></div><div class="t m0 x43 h4b ybf1 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">dostosowanie <span class="_ _48"> </span>wysokości <span class="_ _4d"> </span>limitów </span></span></div><div class="t m0 x39 h10 ybf2 ff6 fs4 fc2 sc0 ls0 ws0">hedgingowych; </div><div class="t m0 x43 h4b y8a6 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">umowy <span class="_ _20"> </span>typu <span class="_ _1e"> </span>TPA <span class="_ _20"> </span>pomiędzy <span class="_ _20"> </span>bankiem </span></span></div><div class="t m0 x39 h10 ybf3 ff8 fs4 fc2 sc0 ls0 ws0">finansującym a brokerem hedgującym;<span class="ff6"> </span></div><div class="t m0 x43 h4b ybf4 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">posługiwanie <span class="_ _20"> </span>się <span class="_ _20"> </span>w<span class="_ _0"></span>skaźnikiem <span class="_ _1e"> </span>EBITDA </span></span></div><div class="t m0 x39 h10 ybf5 ff8 fs4 fc2 sc0 ls0 ws0">skorygowana, <span class="_ _43"> </span>celem <span class="_ _4c"> </span>umożliwienia </div><div class="t m0 x39 h10 ybf6 ff8 fs4 fc2 sc0 ls0 ws0">właściwej <span class="_ _23"> </span>o<span class="_ _0"></span>ceny <span class="_ _15"> </span>działalności <span class="_ _15"> </span>Grup<span class="_ _1"></span>y, <span class="_ _15"> </span>w </div><div class="t m0 x39 h10 ybf7 ff8 fs4 fc2 sc0 ls0 ws0">tym <span class="_ _1d"> </span>przez <span class="_ _f"> </span>inwestorów <span class="_ _1d"> </span>i <span class="_ _1d"> </span>instytucje </div><div class="t m0 x39 h10 ybf8 ff6 fs4 fc2 sc0 ls0 ws0">finansowe. </div></div><div class="c x57 y509 w87 hce"><div class="t m0 x3f h22 ybf9 ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x3f h22 ybfa ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↔</span>) </div></div><div class="c x1 ybfb w1e h2c"><div class="t m0 x3f h22 yb21 ff5 fs4 fc2 sc0 ls0 ws0">RYZYKA ŚRODOWISKOWE<span class="ff7"> </span></div></div><div class="c x1 yadb w85 hcf"><div class="t m0 x3f h22 ya83 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko zmian klimatu (transformacyjne) </div><div class="t m0 x3f h22 y1f7 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 ya84 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _14"> </span>z<span class="_ _0"></span>wiązane <span class="_ _13"> </span>jest <span class="_ _14"> </span>z <span class="_ _13"> </span>zaostrzeniem <span class="_ _14"> </span>polityki <span class="_ _13"> </span>klimatycznej <span class="_ _13"> </span>Unii </div><div class="t m0 x3f h10 ya85 ff8 fs4 fc2 sc0 ls0 ws0">Europejskiej,  wymogów  środowiskowych,  rosnącą  świadomością </div><div class="t m0 x3f h10 ya6a ff8 fs4 fc2 sc0 ls0 ws0">otoczenia <span class="_ _5"></span>i <span class="_ _0"></span>zmianą <span class="_ _5"></span>warunków <span class="_ _5"></span>funkcjonowania <span class="_ _0"></span>Grupy. <span class="_ _0"></span>Szerszy <span class="_ _5"></span>opis </div><div class="t m0 x3f h10 y556 ff8 fs4 fc2 sc0 ls0 ws0">poniżej tabeli.<span class="ff6"> </span></div></div><div class="c x119 yadb w86 hcf"><div class="t m0 x43 h4b ybfc ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">prowadzenie <span class="_ _41"> </span>analizy <span class="_ _41"> </span>rynku <span class="_ _41"> </span>i </span></span></div><div class="t m0 x39 h10 ybfd ff6 fs4 fc2 sc0 ls0 ws0">monitorowanie zmian legislacyjnych; </div><div class="t m0 x43 h4b ybfe ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">oparcie  przychodów <span class="_ _12"> </span>ze  sprzedaży  pali<span class="_ _1"></span>w </span></span></div><div class="t m0 x39 h10 ybff ff6 fs4 fc2 sc0 ls0 ws0">na elastycznym modelu biznesowym; </div></div><div class="c x57 yadb w87 hcf"><div class="t m0 x3f h22 yc00 ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI (↙<span class="ff7">) </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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">81<span class="ls0"> </span></div></div><div class="c x1 yaa1 w85 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x119 yaa1 w86 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x57 yaa1 w87 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">POZIOM </div><div class="t m0 x3f h22 yaa3 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKA </div></div><div class="c x119 y6b5 w86 hc5"><div class="t m0 x43 h4b yb7d ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">kontynuowanie <span class="_ _1b"> </span>strategii <span class="_ _22"> </span>transformacji </span></span></div><div class="t m0 x39 h10 yb7e ff6 fs4 fc2 sc0 ls0 ws0">energetycznej Grupy; </div><div class="t m0 x43 h4b yb7f ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">inwestowanie <span class="_ _15"> </span>w <span class="_ _19"> </span>t<span class="_ _0"></span>echnologię <span class="_ _15"> </span>p<span class="_ _0"></span>rodukcji </span></span></div><div class="t m0 x39 h10 yb80 ff6 fs4 fc2 sc0 ls0 ws0">biogazu; </div><div class="t m0 x43 h4b yc01 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">stopniowa  wymiana <span class="_ _14"> </span>taboru <span class="_ _14"> </span>kolejowego </span></span></div><div class="t m0 x39 h10 yc02 ff6 fs4 fc2 sc0 ls0 ws0">Olavion, <span class="_ _1d"> </span>na <span class="_ _1d"> </span>bardziej <span class="_ _1d"> </span>nowoczesny <span class="_ _1d"> </span>i </div><div class="t m0 x39 h10 yaee ff8 fs4 fc2 sc0 ls0 ws0">napędzany elektrycznie;<span class="ff6"> </span></div><div class="t m0 x43 h4b yc03 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">planowana <span class="_ _58"> </span>modernizacja </span></span></div><div class="t m0 x39 h10 y21e ff8 fs4 fc2 sc0 ls0 ws0">elektrociepłowni <span class="_ _59"> </span>RCEkoenergia, </div><div class="t m0 x39 h10 yacc ff6 fs4 fc2 sc0 ls0 ws0">docelowo <span class="_ _2e"> </span>praca <span class="_ _2e"> </span>nad <span class="_ _2e"> </span>projektem </div><div class="t m0 x39 h10 yb9f ff8 fs4 fc2 sc0 ls0 ws0">inwestycyjnych <span class="_ _3a"> </span>związanych <span class="_ _5a"> </span>z </div><div class="t m0 x39 h10 yb83 ff8 fs4 fc2 sc0 ls0 ws0">zastąpieniem <span class="_ _14"> </span>kotłó<span class="_ _0"></span>w <span class="_ _14"> </span>węglowych <span class="_ _13"> </span>innym </div><div class="t m0 x39 h10 yb21 ff8 fs4 fc2 sc0 ls0 ws0">źródłem.<span class="ff6"> </span></div></div><div class="c x1 yc04 w85 hd0"><div class="t m0 x3f h22 yc05 ff5 fs4 fc2 sc0 ls0 ws0">Ryzyko środowiskowe<span class="ff7"> </span></div><div class="t m0 x3f h22 yc06 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 yc07 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _3"> </span>związane <span class="_ _4"> </span>jest <span class="_ _3"> </span>z <span class="_ _3"> </span>wpływem <span class="_ _3"> </span>prowadzo<span class="_ _0"></span>nej <span class="_ _3"> </span>działalności </div><div class="t m0 x3f h10 yc08 ff8 fs4 fc2 sc0 ls0 ws0">biznesowej <span class="_ _10"></span>na środowisko <span class="_ _10"></span>naturalne <span class="_ _1"></span>i <span class="_ _1"></span>korzystanie <span class="_ _1"></span>z <span class="_ _10"></span>jego zasobów <span class="_ _1"></span>w </div><div class="t m0 x3f h10 yc09 ff8 fs4 fc2 sc0 ls0 ws0">tym <span class="_ _36"> </span>w <span class="_ _2c"> </span>szczególności <span class="_ _36"> </span>utratą <span class="_ _2c"> </span>ko<span class="_ _0"></span>ntroli <span class="_ _2c"> </span>nad<span class="_ _0"></span> <span class="_ _36"> </span>proces<span class="_ _1"></span>em </div><div class="t m0 x3f h10 yc0a ff8 fs4 fc2 sc0 ls0 ws0">uniemożliwiającym <span class="_ _3b"> </span>zapobi<span class="_ _0"></span>eganie <span class="_ _3b"> </span>ponadnormatywnym </div><div class="t m0 x3f h10 yc0b ff8 fs4 fc2 sc0 ls0 ws0">zanieczyszczeniom, u<span class="_ _1"></span>szkodzeniem, <span class="_ _10"></span>z<span class="_ _0"></span>akłóceniom, awariom <span class="_ _10"></span>instalacji </div><div class="t m0 x3f h10 ya6c ff8 fs4 fc2 sc0 ls0 ws0">lub  urządzeń  negatywnie  wpływających  na  środowisko,  a  także </div><div class="t m0 x3f h10 ya6d ff8 fs4 fc2 sc0 ls0 ws0">przekroczenie norm emisyjnych, skażenia wód i gleb.<span class="ff6"> </span></div><div class="t m0 x3f h10 yc0c ff8 fs4 fc2 sc0 ls0 ws0">Działalność <span class="_ _0"></span>Grupy <span class="_ _5"></span>w <span class="_ _5"></span>obszarze <span class="_ _0"></span>magazynowania, <span class="_ _5"></span>przeładowywania <span class="_ _0"></span>i </div><div class="t m0 x3f h10 ya6f ff8 fs4 fc2 sc0 ls0 ws0">transportu <span class="_ _14"> </span>paliw <span class="_ _13"> </span>ciekłych <span class="_ _13"> </span>i <span class="_ _14"> </span>gaz<span class="_ _0"></span>owych <span class="_ _13"> </span>wiąże <span class="_ _14"> </span>się <span class="_ _13"> </span>z <span class="_ _13"> </span>zagrożeniem </div><div class="t m0 x3f h10 y8e3 ff8 fs4 fc2 sc0 ls0 ws0">wycieku, <span class="_ _10"></span>emisji, <span class="_ _1"></span>wybuchu <span class="_ _10"></span>lub <span class="_ _1"></span>zapłonu. <span class="_ _10"></span>Może ono <span class="_ _10"></span>się <span class="_ _10"></span>ziścić <span class="_ _1"></span>w <span class="_ _10"></span>wyniku </div><div class="t m0 x3f h10 ya70 ff8 fs4 fc2 sc0 ls0 ws0">zdarzeń <span class="_ _2a"> </span>losowych <span class="_ _22"> </span>oraz<span class="_ _0"></span> <span class="_ _22"> </span>celow<span class="_ _0"></span>ego <span class="_ _2a"> </span>i <span class="_ _2a"> </span>niecelowego <span class="_ _22"> </span>działania </div><div class="t m0 x3f h10 ya71 ff8 fs4 fc2 sc0 ls0 ws0">pracowników<span class="ff6"> <span class="_ _1e"> </span></span>lub <span class="_ _20"> </span>osób <span class="_ _20"> </span>trzecich. <span class="_ _1e"> </span>Istnieje <span class="_ _20"> </span>również <span class="_ _1e"> </span>zagrożenie </div><div class="t m0 x3f h10 yc0d ff6 fs4 fc2 sc0 ls0 ws0">wycieku substan<span class="_ _1"></span>cji ropopochodnej w trakcie<span class="_ _1"></span> transportu <span class="ff8">–</span> tak samo </div><div class="t m0 x3f h10 ya73 ff6 fs4 fc2 sc0 ls0 ws0">samochodowego jak i kolejowego. </div><div class="t m0 x3f h10 yc0e ff8 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _12"> </span>prowadząc <span class="_ _12"> </span>działalność <span class="_ _12"> </span>transportową <span class="_ _7"> </span>zo<span class="_ _0"></span>bowiązana <span class="_ _12"> </span>jest <span class="_ _12"> </span>do </div><div class="t m0 x3f h10 ya75 ff8 fs4 fc2 sc0 ls0 ws0">spełniania <span class="_ _5"></span>norm <span class="_ _6"></span>emisji <span class="_ _6"></span>spalin, <span class="_ _6"></span>w <span class="_ _5"></span>z<span class="_ _0"></span>wiązku <span class="_ _6"></span>z <span class="_ _5"></span>ko<span class="_ _0"></span>rzystaniem <span class="_ _5"></span>z <span class="_ _6"></span>taboru </div><div class="t m0 x3f h10 ya76 ff8 fs4 fc2 sc0 ls0 ws0">kolejowego, pod rygorem obowiązku wyłączenia z użytku aktywów </div><div class="t m0 x3f h10 ya77 ff8 fs4 fc2 sc0 ls0 ws0">niespełniających norm.<span class="ff6"> </span></div><div class="t m0 x3f h10 ya78 ff8 fs4 fc2 sc0 ls0 ws0">Pomimo <span class="_ _1a"> </span>stosowanych <span class="_ _f"> </span>procedur <span class="_ _1a"> </span>bezpieczeństwa, <span class="_ _1a"> </span>a <span class="_ _1a"> </span>także </div><div class="t m0 x3f h10 ya79 ff8 fs4 fc2 sc0 ls0 ws0">zabezpieczeń <span class="_ _13"> </span>technologicznych, <span class="_ _23"> </span>w <span class="_ _13"> </span>związku <span class="_ _23"> </span>z <span class="_ _13"> </span>działalnością <span class="_ _23"> </span>tych </div><div class="t m0 x3f h10 ya7a ff8 fs4 fc2 sc0 ls0 ws0">zakładów, <span class="_ _4"> </span>może <span class="_ _3"> </span>dojść <span class="_ _4"> </span>do <span class="_ _4"> </span>okresowego <span class="_ _3"> </span>przekroczenia <span class="_ _4"> </span>norm </div><div class="t m0 x3f h10 yc0f ff8 fs4 fc2 sc0 ls0 ws0">emisyjnych lub skażenia wód i gleby.<span class="ff6"> </span></div><div class="t m0 x3f h10 ya7c ff8 fs4 fc2 sc0 ls0 ws0">Posiadanie <span class="_ _19"> </span>z<span class="_ _0"></span>akładów <span class="_ _18"> </span>asfaltow<span class="_ _0"></span>ych <span class="_ _18"> </span>oraz <span class="_ _18"> </span>elektrociepłowni <span class="_ _18"> </span>może </div><div class="t m0 x3f h10 ya7d ff8 fs4 fc2 sc0 ls0 ws0">wiązać <span class="_ _13"> </span>się <span class="_ _14"> </span>z <span class="_ _13"> </span>nieplanowanym <span class="_ _13"> </span>i <span class="_ _23"> </span>niekontrolowanym <span class="_ _14"> </span>uwolnieniem </div><div class="t m0 x3f h10 ya7e ff8 fs4 fc2 sc0 ls0 ws0">substancji (także nietoksycznej i nie<span class="_ _1"></span>palnej) towarzyszące procesom </div><div class="t m0 x3f h10 ya7f ff8 fs4 fc2 sc0 ls0 ws0">produkcyjnym b<span class="_ _1"></span>itumenów lu<span class="_ _1"></span>b też <span class="_ _1"></span>produkcji <span class="_ _10"></span>ci<span class="_ _0"></span>epła i<span class="_ _1"></span> p<span class="_ _1"></span>ary. Tego <span class="_ _10"></span>typu<span class="_ _0"></span> </div><div class="t m0 x3f h10 ya80 ff6 fs4 fc2 sc0 ls0 ws0">zdarzenia <span class="_ _7"></span><span class="ff8">–</span> <span class="_ _7"> </span><span class="ff8">w <span class="_ _12"> </span>przypadku<span class="_ _1"></span> <span class="_ _7"></span>ich <span class="_ _7"> </span>wy<span class="_ _0"></span>stąpienia, <span class="_ _7"></span>mogą <span class="_ _7"> </span>doprowadzić <span class="_ _12"> </span>do </span></div><div class="t m0 x3f h10 ya81 ff8 fs4 fc2 sc0 ls0 ws0">lokalnych <span class="_ _14"> </span>skażeń  środowiska <span class="_ _14"> </span>i <span class="_ _14"> </span>trudnych <span class="_ _14"> </span>do <span class="_ _14"> </span>naprawienia <span class="_ _14"> </span>szkód. </div><div class="t m0 x3f h10 ya82 ff8 fs4 fc2 sc0 ls0 ws0">Istnieje <span class="_ _6"></span>również <span class="_ _6"></span>ryzyko <span class="_ _5"></span>o<span class="_ _0"></span>dprowadzenia <span class="_ _5"></span>nieoczyszcz<span class="_ _0"></span>onych <span class="_ _6"></span>ścieków </div><div class="t m0 x3f h10 y84b ff8 fs4 fc2 sc0 ls0 ws0">do <span class="_ _19"> </span>rzeki <span class="_ _19"> </span>w<span class="_ _0"></span> <span class="_ _19"> </span>wyniku <span class="_ _19"> </span>awarii <span class="_ _18"> </span>lub <span class="_ _19"> </span>nawalnych <span class="_ _18"> </span>deszczy <span class="_ _19"> </span>skutkujące </div><div class="t m0 x3f h10 y1f7 ff6 fs4 fc2 sc0 ls0 ws0">niedotrzymaniem <span class="_ _2c"> </span>wsk<span class="ff8">aźników <span class="_ _2c"> </span>środowiskowych <span class="_ _2c"> </span>i <span class="_ _28"> </span>karami<span class="_ _0"></span> </span></div><div class="t m0 x3f h10 ya84 ff6 fs4 fc2 sc0 ls0 ws0">finansowymi. </div><div class="t m0 x3f h10 ya85 ff8 fs4 fc2 sc0 ls0 ws0">Zmaterializowanie <span class="_ _1e"> </span>się <span class="_ _3"> </span>zagrożeń <span class="_ _3"> </span>moż<span class="_ _0"></span>e <span class="_ _3"> </span>skutkować <span class="_ _3"> </span>cofnięciem </div><div class="t m0 x3f h10 yaff ff8 fs4 fc2 sc0 ls0 ws0">udzielonych <span class="_ _6"></span>pozw<span class="_ _0"></span>oleń, <span class="_ _6"></span>wstrzymaniem <span class="_ _7"></span>działalności <span class="_ _7"> </span>i <span class="_ _7"></span>obowiązkiem </div><div class="t m0 x3f h10 y556 ff8 fs4 fc2 sc0 ls0 ws0">zapłaty administracyjnych kar finansowych.<span class="ff6"> </span></div></div><div class="c x119 yc04 w86 hd0"><div class="t m0 x43 h4b yc10 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">bieżące  śledzenie  zmian  w  przepisach  i </span></span></div><div class="t m0 x39 h10 yc11 ff8 fs4 fc2 sc0 ls0 ws0">dostosowanie <span class="_ _12"> </span>działalności <span class="_ _7"> </span>do <span class="_ _12"> </span>wymo<span class="_ _0"></span>gów </div><div class="t m0 x39 h10 yc12 ff6 fs4 fc2 sc0 ls0 ws0">prawnych; </div><div class="t m0 x43 h4b yc13 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">modernizacja <span class="_ _19"> </span>instalacji <span class="_ _18"> </span>i <span class="_ _18"> </span>inwestycje <span class="_ _18"> </span>w </span></span></div><div class="t m0 x39 h10 yc14 ff8 fs4 fc2 sc0 ls0 ws0">technologie ograniczające emisję;<span class="ff6"> </span></div><div class="t m0 x43 h4b yc15 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">wdrożenie i <span class="_ _0"></span>rygorystyczne <span class="_ _0"></span>przestrzeganie </span></span></div><div class="t m0 x39 h10 yc16 ff8 fs4 fc2 sc0 ls0 ws0">procedur <span class="_ _34"> </span>zawiązanych <span class="_ _34"> </span>z <span class="_ _34"> </span>pracą <span class="_ _27"> </span>z </div><div class="t m0 x39 h10 yc17 ff8 fs4 fc2 sc0 ls0 ws0">substancjami <span class="_ _41"> </span>łatwopalnymi <span class="_ _53"> </span>oraz </div><div class="t m0 x39 h10 yc18 ff8 fs4 fc2 sc0 ls0 ws0">przestrzeganie <span class="_ _2a"> </span>szczególnych <span class="_ _2a"> </span>p<span class="_ _0"></span>rocedur </div><div class="t m0 x39 h10 yc19 ff8 fs4 fc2 sc0 ls0 ws0">bezpieczeństwa <span class="_ _23"> </span>w <span class="_ _15"> </span>zakresie <span class="_ _23"> </span>prz<span class="_ _0"></span>ewozów </div><div class="t m0 x39 h10 yc1a ff6 fs4 fc2 sc0 ls0 ws0">kolejowych; </div><div class="t m0 x43 h4b y8e1 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">opracowanie <span class="_ _39"> </span>dokumentów </span></span></div><div class="t m0 x39 h10 yc1b ff8 fs4 fc2 sc0 ls0 ws0">identyfikujących <span class="_ _3a"> </span>zagrożenie <span class="_ _3a"> </span>i </div><div class="t m0 x39 h10 yc1c ff8 fs4 fc2 sc0 ls0 ws0">określających <span class="_ _0"></span>ryzyko <span class="_ _0"></span>powstania <span class="_ _5"></span>wybuchu </div><div class="t m0 x39 h10 yc1d ff8 fs4 fc2 sc0 ls0 ws0">lub <span class="_ _1a"> </span>awarii, <span class="_ _1a"> </span>a <span class="_ _1f"> </span>także <span class="_ _1a"> </span>odpowiednich </div><div class="t m0 x39 h10 yc1e ff8 fs4 fc2 sc0 ls0 ws0">instrukcji bezpieczeństwa;<span class="ff6"> </span></div><div class="t m0 x43 h4b y8ea ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">odpowiednia <span class="_ _2a"> </span>lokalizacja <span class="_ _35"> </span>rozlewni <span class="_ _35"> </span>na </span></span></div><div class="t m0 x39 h10 yc1f ff6 fs4 fc2 sc0 ls0 ws0">otwartej przestrzeni; </div><div class="t m0 x43 h4b yc20 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">dokonywanie <span class="_ _22"> </span>regularnych <span class="_ _22"> </span>przeglądów </span></span></div><div class="t m0 x39 h10 yc21 ff6 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _34"> </span>u<span class="_ _1"></span>trzymywanie <span class="_ _27"> </span>dobrego <span class="_ _34"> </span>s<span class="_ _1"></span>tanu </div><div class="t m0 x39 h10 yc22 ff8 fs4 fc2 sc0 ls0 ws0">technicznego <span class="_ _2a"> </span>urządzeń, <span class="_ _2a"> </span>infrastruktury </div><div class="t m0 x39 h10 yc23 ff6 fs4 fc2 sc0 ls0 ws0">technicznej i transportowej; </div><div class="t m0 x43 h4b yc24 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">monitoring <span class="_ _43"> </span>i <span class="_ _25"> </span>system <span class="_ _25"> </span>czujników </span></span></div><div class="t m0 x39 h10 yc25 ff8 fs4 fc2 sc0 ls0 ws0">pozwalających <span class="_ _23"> </span>ograniczyć <span class="_ _23"> </span>do <span class="_ _23"> </span>minimum </div><div class="t m0 x39 h10 yc26 ff8 fs4 fc2 sc0 ls0 ws0">zagrożenie wybuchem;<span class="ff6"> </span></div><div class="t m0 x43 h4b yc27 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">wdrażanie <span class="_ _f"> </span>odpowiednich <span class="_ _f"> </span>programów </span></span></div><div class="t m0 x39 h10 yc28 ff8 fs4 fc2 sc0 ls0 ws0">szkoleń <span class="_ _38"> </span>pracowników <span class="_ _38"> </span>i <span class="_ _24"> </span>instrukcji </div><div class="t m0 x39 h10 y846 ff8 fs4 fc2 sc0 ls0 ws0">postępowania na wypadek awarii;<span class="ff6"> </span></div><div class="t m0 x43 h4b yc29 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">zatrudnianie <span class="_ _42"> </span>doświadczonych <span class="_ _42"> </span>i </span></span></div><div class="t m0 x39 h10 yc2a ff6 fs4 fc2 sc0 ls0 ws0">odpowiednio <span class="_ _5b"> </span>przeszkolonych </div><div class="t m0 x39 h10 yc2b ff8 fs4 fc2 sc0 ls0 ws0">pracowników;<span class="ff6"> </span></div><div class="t m0 x43 h4b yc2c ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">w <span class="_ _13"> </span>z<span class="_ _0"></span>akresie <span class="_ _13"> </span>sieci <span class="_ _13"> </span>gazowych <span class="_ _23"> </span>dodatkowo: </span></span></div><div class="t m0 x39 h10 yc2d ff8 fs4 fc2 sc0 ls0 ws0">dobór <span class="_ _34"> </span>odpowiednich <span class="_ _27"> </span>materiał<span class="_ _0"></span>ów <span class="_ _34"> </span>i </div><div class="t m0 x39 h10 yc2e ff6 fs4 fc2 sc0 ls0 ws0">realizacja <span class="_ _14"> </span>prac <span class="_ _14"> </span>z<span class="_ _0"></span>godnie <span class="_ _14"> </span>z <span class="_ _14"> </span>wymaganiami </div><div class="t m0 x39 h10 yc2f ff8 fs4 fc2 sc0 ls0 ws0">instytucji <span class="_ _27"> </span>nadzorujących, <span class="_ _27"> </span>stosowanie </div><div class="t m0 x39 h10 yc30 ff8 fs4 fc2 sc0 ls0 ws0">instalacji zabezpieczających;<span class="ff6"> </span></div></div><div class="c x57 yc04 w87 hd0"><div class="t m0 x3f h22 ya76 ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI (↖<span class="ff7">) </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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">82<span class="ls0"> </span></div></div><div class="c x1 yaa1 w85 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x119 yaa1 w86 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x57 yaa1 w87 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">POZIOM </div><div class="t m0 x3f h22 yaa3 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKA </div></div><div class="c x119 y614 w86 hd1"><div class="t m0 x43 h4b yaab ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">współpraca <span class="_ _6"></span>ze <span class="_ _6"></span>specjalistycznymi <span class="_ _7"> </span>firmami </span></span></div><div class="t m0 x39 h10 yaac ff6 fs4 fc2 sc0 ls0 ws0">konsultingowych <span class="_ _1b"> </span>w <span class="_ _22"> </span>zakresie <span class="_ _1b"> </span>o<span class="_ _0"></span>chrony </div><div class="t m0 x39 h10 yaad ff8 fs4 fc2 sc0 ls0 ws0">środowiska <span class="_ _0"></span>i <span class="_ _5"></span>zdrowia, <span class="_ _5"></span>w <span class="_ _5"></span>celu <span class="_ _0"></span>z<span class="_ _0"></span>arządzania </div><div class="t m0 x39 h10 yc31 ff8 fs4 fc2 sc0 ls0 ws0">niniejszym ryzykiem, <span class="_ _0"></span>w <span class="_ _0"></span>tym <span class="_ _0"></span>z doradcą <span class="_ _0"></span>ds. </div><div class="t m0 x39 h10 ybe8 ff8 fs4 fc2 sc0 ls0 ws0">przewozu towarów niebezpiecznych;<span class="ff6"> </span></div><div class="t m0 x43 h4b yc32 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">posiadanie <span class="_ _34"> </span>stosownych <span class="_ _28"> </span>ube<span class="_ _0"></span>zpieczeń </span></span></div><div class="t m0 x39 h10 yab1 ff8 fs4 fc2 sc0 ls0 ws0">odpowiedzialności <span class="_ _53"> </span>cywilnej <span class="_ _4b"> </span>oraz </div><div class="t m0 x39 h10 yab2 ff8 fs4 fc2 sc0 ls0 ws0">majątkowych, <span class="_ _10"></span>przenoszących <span class="_ _1"></span>część <span class="_ _9"></span>ryzyka </div><div class="t m0 x39 h10 yab3 ff6 fs4 fc2 sc0 ls0 ws0">na ubezpieczycieli. </div><div class="t m0 x43 h4b yb38 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">kontrole <span class="_ _22"> </span>emisji <span class="_ _2a"> </span>gazów <span class="_ _2a"> </span>i <span class="_ _2a"> </span>pyłów <span class="_ _2a"> </span>do </span></span></div><div class="t m0 x39 h10 yb39 ff6 fs4 fc2 sc0 ls0 ws0">atmosfery; </div><div class="t m0 x43 h4b yc33 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">dążenie <span class="_ _7"></span>do <span class="_ _12"> </span>wymiany <span class="_ _7"></span>taboru <span class="_ _7"> </span>ko<span class="_ _0"></span>lejowego </span></span></div><div class="t m0 x39 h10 yc34 ff8 fs4 fc2 sc0 ls0 ws0">na <span class="_ _14"> </span>nowocześniejszy, <span class="_ _14"> </span>w <span class="_ _14"> </span>szczególności  w<span class="_ _0"></span> </div><div class="t m0 x39 h10 yc35 ff6 fs4 fc2 sc0 ls0 ws0">obszarze norm emisji spalin;  </div><div class="t m0 x43 h4b yc36 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">bieżące <span class="_ _22"> </span>mo<span class="_ _0"></span>nitorowanie <span class="_ _2a"> </span>zbiorników <span class="_ _2a"> </span>i </span></span></div><div class="t m0 x39 h10 yc37 ff8 fs4 fc2 sc0 ls0 ws0">urządzeń <span class="_ _27"> </span>w <span class="_ _27"> </span>których <span class="_ _34"> </span>znajdują <span class="_ _37"> </span>się </div><div class="t m0 x39 h10 yc03 ff6 fs4 fc2 sc0 ls0 ws0">substancje <span class="_ _5"></span>niebezpieczne. <span class="_ _5"></span>Utrzymywanie </div><div class="t m0 x39 h10 y21e ff8 fs4 fc2 sc0 ls0 ws0">stałej <span class="_ _35"> </span>rezerwy <span class="_ _1d"> </span>pojemności <span class="_ _1d"> </span>zbiornika </div><div class="t m0 x39 h10 yacc ff8 fs4 fc2 sc0 ls0 ws0">retencyjnego, <span class="_ _1a"> </span>gotowej <span class="_ _1f"> </span>na <span class="_ _1a"> </span>przyjęcie </div><div class="t m0 x39 h10 yb9f ff8 fs4 fc2 sc0 ls0 ws0">nadmiaru <span class="_ _0"></span>wód <span class="_ _5"></span>opadowych <span class="_ _5"></span>lub <span class="_ _0"></span>śc<span class="_ _0"></span>ieków <span class="_ _0"></span>o </div><div class="t m0 x39 h10 ya6a ff8 fs4 fc2 sc0 ls0 ws0">ponadnormatywnych <span class="_ _5c"> </span>wskaźnikach </div><div class="t m0 x39 h10 y556 ff6 fs4 fc2 sc0 ls0 ws0">zanieczyszcz<span class="ff8 ls10">eń.</span> </div></div><div class="c x1 yc38 w85 hd2"><div class="t m0 x3f h22 yc39 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko remediacji </div><div class="t m0 x3f h22 yc3a ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 yc3b ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _22"> </span>związane <span class="_ _22"> </span>jest <span class="_ _22"> </span>z <span class="_ _22"> </span>koniecznością <span class="_ _22"> </span>remediacji <span class="_ _1b"> </span>gruntów<span class="_ _0"></span> </div><div class="t m0 x3f h10 y4c2 ff8 fs4 fc2 sc0 ls0 ws0">zanieczyszczonych <span class="_ _6"></span>historycznie. <span class="_ _5"></span>Terminale <span class="_ _5"></span>posiadane <span class="_ _6"></span>przez <span class="_ _5"></span>Grupę<span class="_ _0"></span> </div><div class="t m0 x3f h10 yc3c ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _15"> </span>znajdują <span class="_ _19"> </span>się <span class="_ _15"> </span>na <span class="_ _19"> </span>gruntach, <span class="_ _19"> </span>na <span class="_ _15"> </span>których <span class="_ _19"> </span>od <span class="_ _15"> </span>lat <span class="_ _19"> </span>20<span class="_ _0"></span><span class="ff6">-tych<span class="_ _0"></span> </span></div><div class="t m0 x3f h10 yc3d ff8 fs4 fc2 sc0 ls0 ws0">ubiegłego <span class="_ _22"> </span>wieku <span class="_ _22"> </span>była <span class="_ _22"> </span>prowadzona <span class="_ _22"> </span>działalność <span class="_ _22"> </span>związana <span class="_ _22"> </span>z </div><div class="t m0 x3f h10 yc3e ff6 fs4 fc2 sc0 ls0 ws0">przerobem <span class="_ _19"> </span>ropy <span class="_ _18"> </span>naftowe<span class="ff8">j. <span class="_ _17"> </span>Z <span class="_ _19"> </span>uwagi <span class="_ _18"> </span>na <span class="_ _18"> </span>stosowaną <span class="_ _18"> </span>ówcześnie </span></div><div class="t m0 x3f h10 y7f5 ff8 fs4 fc2 sc0 ls0 ws0">technologię, <span class="_ _14"> </span>część <span class="_ _13"> </span>nieruchomości, <span class="_ _13"> </span>na <span class="_ _13"> </span>których <span class="_ _13"> </span>prowadzona <span class="_ _13"> </span>jest </div><div class="t m0 x3f h10 yc36 ff8 fs4 fc2 sc0 ls0 ws0">aktualnie <span class="_ _0"></span>działalność, <span class="_ _0"></span>jest <span class="_ _0"></span>zalicza<span class="_ _0"></span>na <span class="_ _0"></span>do <span class="_ _0"></span>gruntów<span class="_ _0"></span> <span class="_ _0"></span>zanieczyszczonych </div><div class="t m0 x3f h10 yc37 ff8 fs4 fc2 sc0 ls0 ws0">historycznie, <span class="_ _17"> </span>podlegających <span class="_ _17"> </span>regulacjom <span class="_ _17"> </span>prawnym, <span class="_ _20"> </span>dotyczącym </div><div class="t m0 x3f h10 yc03 ff8 fs4 fc2 sc0 ls0 ws0">obowiązku  ich  reme<span class="_ _0"></span>diacji.  Aktualiza<span class="_ _0"></span>cja  o<span class="_ _0"></span>bowiązku  remediacji  w<span class="_ _0"></span> </div><div class="t m0 x3f h10 y21e ff8 fs4 fc2 sc0 ls0 ws0">przypadkach <span class="_ _12"> </span>określonych <span class="_ _12"> </span>w  przep<span class="_ _1"></span>isach <span class="_ _12"> </span>prawa <span class="_ _12"> </span>skutkow<span class="_ _0"></span>ać <span class="_ _12"> </span>będzie </div><div class="t m0 x3f h10 yacc ff8 fs4 fc2 sc0 ls0 ws0">koniecznością <span class="_ _3"> </span>poniesienia <span class="_ _1e"> </span>ko<span class="_ _0"></span>sztów <span class="_ _3"> </span>tej <span class="_ _3"> </span>remediacji, <span class="_ _3"> </span>na <span class="_ _1e"> </span>k<span class="_ _0"></span>tóre </div><div class="t m0 x3f h10 yb9f ff8 fs4 fc2 sc0 ls0 ws0">tworzone są re<span class="_ _1"></span>zerwy fin<span class="_ _1"></span>ansowe. Wartość tych <span class="_ _10"></span>rezerw może nie<span class="_ _1"></span> być </div><div class="t m0 x3f h10 ya6a ff8 fs4 fc2 sc0 ls0 ws0">wystarczająca <span class="_ _14"> </span>do <span class="_ _14"> </span>pokrycia <span class="_ _14"> </span>tych  ko<span class="_ _0"></span>sztów, <span class="_ _14"> </span>a  ich <span class="_ _13"> </span>wysokość <span class="_ _14"> </span>może </div><div class="t m0 x3f h10 y556 ff8 fs4 fc2 sc0 ls0 ws0">negatywnie wpłynąć na wynik finansowy <span class="ff6">Grupy UNIMOT  . </span></div></div><div class="c x119 yc38 w86 hd2"><div class="t m0 x43 h4b yc3f ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">monitoring <span class="_ _1e"> </span>fizycz<span class="_ _0"></span>ny <span class="_ _3"> </span>terenów, <span class="_ _1e"> </span>których </span></span></div><div class="t m0 x39 h10 yc40 ff6 fs4 fc2 sc0 ls0 ws0">dotyczy ryzyko rekultywacji remediacji; </div><div class="t m0 x43 h4b yc41 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">monitoring <span class="_ _6"></span>przepisów <span class="_ _6"></span>z <span class="_ _6"></span>zakresu <span class="_ _6"></span>ochrony </span></span></div><div class="t m0 x39 h10 yc42 ff8 fs4 fc2 sc0 ls0 ws0">środowiska;<span class="ff6"> </span></div><div class="t m0 x43 h4b yc43 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">pozyskiwanie <span class="_ _3"> </span>informacji <span class="_ _1b"> </span>zewnętrznych </span></span></div><div class="t m0 x39 h10 yc44 ff8 fs4 fc2 sc0 ls0 ws0">dotyczących <span class="_ _18"> </span>oddziaływania <span class="_ _18"> </span>zakładu <span class="_ _18"> </span>na </div><div class="t m0 x39 h10 yc45 ff6 fs4 fc2 sc0 ls0 ws0">otoczenie; </div><div class="t m0 x43 h4b yc46 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">coroczne przeglądy i weryfikacja wartości </span></span></div><div class="t m0 x39 h10 yc47 ff8 fs4 fc2 sc0 ls0 ws0">kosztów <span class="_ _21"> </span>poten<span class="_ _1"></span>cjalnej <span class="_ _25"> </span>rekultywacji </div><div class="t m0 x39 h10 yc48 ff8 fs4 fc2 sc0 ls0 ws0">remediacji gruntów;<span class="ff6"> </span></div><div class="t m0 x43 h4b yc49 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">konsultacje <span class="_ _1b"> </span>z <span class="_ _1b"> </span>doradcami <span class="_ _22"> </span>w <span class="_ _4"> </span>z<span class="_ _0"></span>akresie </span></span></div><div class="t m0 x39 h10 yc4a ff8 fs4 fc2 sc0 ls0 ws0">ochrony środowiska;<span class="ff6"> </span></div><div class="t m0 x43 h4b y2a4 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">konsultacje <span class="_ _5"></span>z <span class="_ _6"></span>zarządem <span class="_ _5"></span>oraz <span class="_ _6"></span>stosownymi </span></span></div><div class="t m0 x39 h10 yc4b ff8 fs4 fc2 sc0 ls0 ws0">komórkami organizacyjnymi.<span class="ff6"> </span></div></div><div class="c x57 yc38 w87 hd2"><div class="t m0 x3f h22 yc4c ff7 fs4 fc2 sc0 ls0 ws0">WYSOKI (<span class="ff5">↖</span>) </div></div><div class="c x1 y504 w1e h54"><div class="t m0 x3f h22 y556 ff5 fs4 fc2 sc0 ls0 ws0">RYZYKA SPOŁECZNE<span class="ff7"> </span></div></div><div class="c x1 yc4d w85 hd3"><div class="t m0 x3f h22 ya7d ff5 fs4 fc2 sc0 ls0 ws0">Ryzyko kapitału pracowniczego<span class="ff7"> </span></div><div class="t m0 x3f h22 ya7e ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 ya7f ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _22"> </span>odnosi <span class="_ _1b"> </span>się <span class="_ _22"> </span>do <span class="_ _1b"> </span>pote<span class="_ _0"></span>ncjalnych <span class="_ _1b"> </span>strat <span class="_ _22"> </span>i <span class="_ _22"> </span>negatywnych </div><div class="t m0 x3f h10 yc4e ff8 fs4 fc2 sc0 ls0 ws0">konsekwencji <span class="_ _2c"> </span>wynikających <span class="_ _36"> </span>z <span class="_ _36"> </span>n<span class="_ _1"></span>iedoboru, <span class="_ _2c"> </span>niewłaściwego </div><div class="t m0 x3f h10 ya81 ff8 fs4 fc2 sc0 ls0 ws0">zarządzania <span class="_ _13"> </span>lub <span class="_ _14"> </span>niskiej <span class="_ _13"> </span>jakości <span class="_ _13"> </span>zasobów <span class="_ _13"> </span>ludzkich <span class="_ _14"> </span>w <span class="_ _13"> </span>organizacji. </div><div class="t m0 x3f h10 ya82 ff8 fs4 fc2 sc0 ls0 ws0">Może <span class="_ _15"> </span>dotyczyć <span class="_ _15"> </span>zarówno <span class="_ _15"> </span>ilości <span class="_ _19"> </span>pracowników <span class="_ _15"> </span>(np. <span class="_ _15"> </span>trudności <span class="_ _19"> </span>w </div><div class="t m0 x3f h10 ya83 ff6 fs4 fc2 sc0 ls0 ws0">rekrutacji <span class="_ _6"></span>i <span class="_ _6"></span>wysokiej <span class="_ _6"></span>rotacji), <span class="_ _6"></span>jak <span class="_ _6"></span>i <span class="_ _6"></span>ich <span class="_ _6"></span>kompetencji, <span class="_ _6"></span>motywacji <span class="_ _6"></span>czy </div><div class="t m0 x3f h10 y1f7 ff8 fs4 fc2 sc0 ls0 ws0">zdolności adaptacyjnych.<span class="ff6"> </span></div><div class="t m0 x3f h10 ya84 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _15"> </span>może <span class="_ _23"> </span>wynikać <span class="_ _23"> </span>z <span class="_ _15"> </span>znaczącego <span class="_ _23"> </span>spadku <span class="_ _23"> </span>zaangażowania <span class="_ _15"> </span>w </div><div class="t m0 x3f h10 ya85 ff6 fs4 fc2 sc0 ls0 ws0">wyniku <span class="_ _1"></span>zmian <span class="_ _1"></span>w ot<span class="_ _1"></span>oczeniu <span class="_ _10"></span>biznesow<span class="_ _0"></span>ym <span class="_ _1"></span>oraz <span class="_ _10"></span>z<span class="_ _0"></span>mian <span class="_ _1"></span>organizacyjnych </div><div class="t m0 x3f h10 ya6a ff8 fs4 fc2 sc0 ls0 ws0">wewnątrz <span class="_ _10"></span>spółki i <span class="_ _10"></span>grupy kap<span class="_ _1"></span>itałowej, <span class="_ _1"></span>m.in. <span class="_ _10"></span>w zakresie <span class="_ _10"></span>porozumienia </div><div class="t m0 x3f h10 y556 ff6 fs4 fc2 sc0 ls0 ws0">transferowego. </div></div><div class="c x119 yc4d w86 hd3"><div class="t m0 x43 h4b yc4f ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">stała <span class="_ _22"> </span>analiza <span class="_ _22"> </span>kapitału <span class="_ _22"> </span>pracowniczego </span></span></div><div class="t m0 x39 h10 yc50 ff6 fs4 fc2 sc0 ls0 ws0">Grupy UNIMOT   i otoczenia rynkowego; </div><div class="t m0 x43 h4b yc51 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wdrożony hybrydowy system pracy<span class="ff6"> </span></span></span></div><div class="t m0 x43 h4b yc52 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Cykliczny <span class="_ _52"> </span>proces <span class="_ _45"> </span>podwyżkowy </span></span></div><div class="t m0 x39 h10 yc53 ff8 fs4 fc2 sc0 ls0 ws0">uwzględniający benchmark rynkowy<span class="ff6"> </span></div><div class="t m0 x43 h4b yc54 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Oferta <span class="_ _0"></span>Benefitów <span class="_ _0"></span>dostosowana <span class="_ _0"></span>d<span class="_ _0"></span>o <span class="_ _0"></span>o<span class="_ _0"></span>ferty </span></span></div><div class="t m0 x39 h10 yc55 ff6 fs4 fc2 sc0 ls0 ws0">rynkowej </div><div class="t m0 x43 h4b yc56 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Transparentny <span class="_ _18"> </span>system <span class="_ _17"> </span>premiowy <span class="_ _17"> </span>poza </span></span></div><div class="t m0 x39 h10 yc57 ff6 fs4 fc2 sc0 ls0 ws0">wynagrodzeniem zasadniczym </div><div class="t m0 x43 h4b yc58 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Zróżnicowana oferta rozwojowa<span class="ff6"> </span></span></span></div></div><div class="c x57 yc4d w87 hd3"><div class="t m0 x3f h22 ya82 ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x3f h22 ya83 ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↔</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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">83<span class="ls0"> </span></div></div><div class="c x1 yaa1 w85 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x119 yaa1 w86 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x57 yaa1 w87 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">POZIOM </div><div class="t m0 x3f h22 yaa3 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 yc59 w85 hd4"><div class="t m0 x3f h10 ybc5 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko  związane  z <span class="_ _12"> </span>polityką  wynagrodzeń  dotyczy  p<span class="_ _1"></span>otencjalnych </div><div class="t m0 x3f h10 ybc6 ff8 fs4 fc2 sc0 ls0 ws0">negatywnych <span class="_ _1f"> </span>konsekwencji <span class="_ _1f"> </span>wynikających <span class="_ _1f"> </span>z <span class="_ _1f"> </span>niewłaściwego </div><div class="t m0 x3f h10 ybc7 ff8 fs4 fc2 sc0 ls0 ws0">zarządzania <span class="_ _4c"> </span>systeme<span class="_ _1"></span>m <span class="_ _4c"> </span>wynagradzania <span class="_ _2e"> </span>i <span class="_ _4c"> </span>premiowania </div><div class="t m0 x3f h10 ybc8 ff8 fs4 fc2 sc0 ls0 ws0">pracowników. <span class="_ _12"> </span>Może <span class="_ _12"> </span>obejmować <span class="_ _12"> </span>aspekty <span class="_ _12"> </span>finansowe, <span class="_ _12"> </span>operacyjne, </div><div class="t m0 x3f h10 ybc9 ff8 fs4 fc2 sc0 ls0 ws0">strategiczne, <span class="_ _19"> </span>zgodności <span class="_ _18"> </span>z <span class="_ _18"> </span>regulac<span class="_ _0"></span>jami <span class="_ _18"> </span>oraz <span class="_ _17"> </span>wpływ <span class="_ _19"> </span>na <span class="_ _18"> </span>kulturę </div><div class="t m0 x3f h10 yb7c ff8 fs4 fc2 sc0 ls0 ws0">organizacyjną i reputację firmy.<span class="ff6"> </span></div></div><div class="c x119 yc59 w86 hd4"><div class="t m0 x43 h4b yaed ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Budowanie <span class="_ _21"> </span>kul<span class="_ _1"></span>tury <span class="_ _21"> </span>organizacyjnej </span></span></div><div class="t m0 x39 h10 yafd ff8 fs4 fc2 sc0 ls0 ws0">nastawionej na integrację i współpracę<span class="ff6"> </span></div><div class="t m0 x43 h4b yab7 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Podejmowanie <span class="_ _c"> </span>dział<span class="_ _0"></span>ań <span class="_ _2e"> </span>budujących </span></span></div><div class="t m0 x39 h10 yab8 ff6 fs4 fc2 sc0 ls0 ws0">employer branding </div><div class="t m0 x43 h4b yba9 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wdrożenie <span class="_ _10"></span>skutecznych działań <span class="_ _1"></span>w <span class="_ _1"></span>ramach </span></span></div><div class="t m0 x39 h10 yaee ff6 fs4 fc2 sc0 ls0 ws0">procesu <span class="_ _28"> </span>o<span class="_ _0"></span>nboardingu <span class="_ _2c"> </span>dla <span class="_ _2c"> </span>nowych </div><div class="t m0 x39 h10 yaef ff8 fs4 fc2 sc0 ls0 ws0">pracowników<span class="ff6"> </span></div><div class="t m0 x43 h4b y1cb ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Prowadzenie <span class="_ _4d"> </span>działań <span class="_ _4d"> </span>budujących </span></span></div><div class="t m0 x39 h10 yaf1 ff8 fs4 fc2 sc0 ls0 ws0">świadomość <span class="_ _2a"> </span>w <span class="_ _35"> </span>obszarze <span class="_ _2a"> </span>wellbeingu, </div><div class="t m0 x39 h10 yabe ff8 fs4 fc2 sc0 ls0 ws0">organizowanie <span class="_ _c"> </span>webinarów, <span class="_ _c"> </span>działań </div><div class="t m0 x39 h10 ya6a ff8 fs4 fc2 sc0 ls0 ws0">angażujących <span class="_ _27"> </span>pracowników <span class="_ _34"> </span>w <span class="_ _27"> </span>tym </div><div class="t m0 x39 h10 y556 ff6 fs4 fc2 sc0 ls0 ws0">obszarze. </div></div><div class="c x1 y3e9 w85 hd5"><div class="t m0 x3f h22 yc5a ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko BHP </div><div class="t m0 x3f h22 yc5b ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 yc5c ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _7"> </span>jest <span class="_ _12"> </span>związane <span class="_ _7"> </span>z <span class="_ _12"> </span>zapewnienie<span class="_ _1"></span>m <span class="_ _7"> </span>b<span class="_ _0"></span>ezpieczeństwa, <span class="_ _7"> </span>z<span class="_ _0"></span>drowia <span class="_ _7"> </span>i </div><div class="t m0 x3f h10 yc5d ff8 fs4 fc2 sc0 ls0 ws0">higieny  p<span class="_ _1"></span>racy  w <span class="_ _12"> </span>całym  łańcuchu <span class="_ _12"> </span>wartości  <span class="ff6">Grupy  UN<span class="_ _1"></span>IMOT   <span class="_ _12"> </span>.  Na </span></div><div class="t m0 x3f h10 yc5e ff8 fs4 fc2 sc0 ls0 ws0">ryzyko <span class="_ _4"> </span>są <span class="_ _4"> </span>szczególnie <span class="_ _4"> </span>narażeni <span class="_ _4"> </span>pracownicy <span class="_ _4"> </span>Grupy <span class="_ _4"> </span>i <span class="_ _4"> </span>osoby </div><div class="t m0 x3f h10 yb85 ff8 fs4 fc2 sc0 ls0 ws0">wykonujące  prace <span class="_ _14"> </span>na <span class="_ _14"> </span>rzecz  fir<span class="_ _0"></span>m <span class="_ _14"> </span>współpracujących <span class="_ _14"> </span>z  Grupą, <span class="_ _14"> </span>na </div><div class="t m0 x3f h10 yb86 ff8 fs4 fc2 sc0 ls0 ws0">przykład <span class="_ _22"> </span>wyko<span class="_ _0"></span>nujące <span class="_ _22"> </span>prace <span class="_ _2a"> </span>związane <span class="_ _22"> </span>z: <span class="_ _2a"> </span>magazynowaniem, </div><div class="t m0 x3f h10 yb87 ff8 fs4 fc2 sc0 ls0 ws0">przeładunkiem <span class="_ _1d"> </span>i <span class="_ _f"> </span>transportem, <span class="_ _f"> </span>wykonujący <span class="_ _1d"> </span>montaż <span class="_ _f"> </span>paneli </div><div class="t m0 x3f h10 yb88 ff8 fs4 fc2 sc0 ls0 ws0">fotowoltaicznych (PV). Materializacji ryzyka mogą sprzyjać syste<span class="_ _1"></span>my </div><div class="t m0 x3f h10 ya12 ff6 fs4 fc2 sc0 ls0 ws0">pracy  zmianowej, <span class="_ _12"> </span>pracy  dwunastogodzinne<span class="_ _1"></span>j,  w  porach <span class="_ _12"> </span>n<span class="_ _0"></span>ocnych, </div><div class="t m0 x3f h10 y2ea ff8 fs4 fc2 sc0 ls0 ws0">rutyna, <span class="_ _6"></span>ignorowanie <span class="_ _6"></span>wewnętrzn<span class="_ _0"></span>ych <span class="_ _6"></span>oraz <span class="_ _7"></span>zewnętrznych <span class="_ _6"></span>regulacji <span class="_ _7"></span>i </div><div class="t m0 x3f h10 yc5f ff8 fs4 fc2 sc0 ls0 ws0">przepisów <span class="_ _14"> </span>prawa. <span class="_ _14"> </span>Wpływ <span class="_ _13"> </span>na <span class="_ _14"> </span>wystąpienie <span class="_ _14"> </span>w<span class="_ _0"></span>ypadku <span class="_ _14"> </span>mogą <span class="_ _13"> </span>mieć </div><div class="t m0 x3f h10 y75e ff8 fs4 fc2 sc0 ls0 ws0">również <span class="_ _18"> </span>aspekty <span class="_ _17"> </span>techniczne <span class="_ _18"> </span>(tj. <span class="_ _17"> </span>awarie <span class="_ _17"> </span>i <span class="_ _18"> </span>katastrofy), <span class="_ _17"> </span>w <span class="_ _17"> </span>tym </div><div class="t m0 x3f h10 ya14 ff8 fs4 fc2 sc0 ls0 ws0">wybuchy, <span class="_ _14"> </span>zapłony, <span class="_ _14"> </span>uwolnienia  s<span class="_ _0"></span>ubstancji <span class="_ _14"> </span>czy <span class="_ _14"> </span>wycieki <span class="_ _14"> </span>substancji </div><div class="t m0 x3f h10 ya15 ff6 fs4 fc2 sc0 ls0 ws0">ropopo<span class="ff8">chodnej. <span class="_ _1e"> </span>Umiarkowane <span class="_ _3"> </span>i <span class="_ _3"> </span>ciężkie <span class="_ _1e"> </span>wypadki <span class="_ _3"> </span>przy <span class="_ _1e"> </span>prac<span class="_ _0"></span>y </span></div><div class="t m0 x3f h10 yb8a ff8 fs4 fc2 sc0 ls0 ws0">skutkujące <span class="_ _1"></span>utratą <span class="_ _1"></span>zdrowia <span class="_ _1"></span>lub <span class="_ _10"></span>ż<span class="_ _0"></span>ycia ludzkie<span class="_ _1"></span>go s<span class="_ _1"></span>ą nieakceptowalnym </div><div class="t m0 x3f h10 ybe7 ff6 fs4 fc2 sc0 ls0 ws0">ryzykiem <span class="_ _6"></span>w <span class="_ _6"></span>Grupie <span class="_ _6"></span>UNIMOT <span class="_ _6"></span><span class="ff8">–</span> <span class="_ _6"></span><span class="ff8">mogą <span class="_ _6"></span>rodzić <span class="_ _6"></span>negatywne <span class="_ _6"></span>dla <span class="_ _6"></span>Grupy </span></div><div class="t m0 x3f h10 yc60 ff8 fs4 fc2 sc0 ls0 ws0">skutki w <span class="_ _5"></span>obszarze <span class="_ _0"></span>odpowie<span class="_ _0"></span>dzialności <span class="_ _0"></span>karnej <span class="_ _0"></span>i <span class="_ _0"></span>o<span class="_ _0"></span>dszkodowawczej, <span class="_ _0"></span>w </div><div class="t m0 x3f h10 yc61 ff8 fs4 fc2 sc0 ls0 ws0">związku <span class="_ _19"> </span>z <span class="_ _19"> </span>czym <span class="_ _19"> </span>Grupa <span class="_ _19"> </span>przykłada <span class="_ _19"> </span>najwyższą <span class="_ _19"> </span>wagę <span class="_ _19"> </span>do <span class="_ _19"> </span>kwestii </div><div class="t m0 x3f h10 yc62 ff8 fs4 fc2 sc0 ls0 ws0">związanych <span class="_ _1"></span>z <span class="_ _10"></span>utrzymaniem <span class="_ _1"></span>bezpieczeństwa <span class="_ _1"></span>pracy. <span class="_ _10"></span>Ryzyko<span class="_ _0"></span> <span class="_ _1"></span>obejmuje </div><div class="t m0 x3f h10 yb8e ff8 fs4 fc2 sc0 ls0 ws0">również <span class="_ _35"> </span>wystąpienie <span class="_ _2a"> </span>chorób<span class="_ _0"></span> <span class="_ _35"> </span>zawodowych <span class="_ _35"> </span>u <span class="_ _1d"> </span>pracowników </div><div class="t m0 x3f h10 yb8f ff8 fs4 fc2 sc0 ls0 ws0">narażonych <span class="_ _23"> </span>na <span class="_ _15"> </span>ekspozycję <span class="_ _15"> </span>czynników <span class="_ _23"> </span>szkodliwych <span class="_ _15"> </span>dla <span class="_ _23"> </span>zdrowia<span class="_ _0"></span> </div><div class="t m0 x3f h10 y164 ff8 fs4 fc2 sc0 ls0 ws0">człowieka.<span class="ff6"> </span></div></div><div class="c x119 y3e9 w86 hd5"><div class="t m0 x43 h4b y5a4 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">przestrzeganie <span class="_ _23"> </span>prze<span class="_ _0"></span>pisów <span class="_ _15"> </span>z <span class="_ _19"> </span>zasad <span class="_ _15"> </span>BHP </span></span></div><div class="t m0 x39 h10 yc63 ff8 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _43"> </span>PPOŻ <span class="_ _4c"> </span>przez <span class="_ _43"> </span>pracowników, </div><div class="t m0 x39 h10 yc64 ff8 fs4 fc2 sc0 ls0 ws0">pracowników <span class="_ _28"> </span>firm <span class="_ _34"> </span>zewnętrznych <span class="_ _34"> </span>i </div><div class="t m0 x39 h10 yc65 ff8 fs4 fc2 sc0 ls0 ws0">kontrahentów;<span class="ff6"> </span></div><div class="t m0 x43 h4b yc66 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">zapewnienie <span class="_ _42"> </span>środków <span class="_ _56"> </span>ochrony </span></span></div><div class="t m0 x39 h10 yc67 ff6 fs4 fc2 sc0 ls0 ws0">indywidualnej <span class="_ _46"> </span>i <span class="_ _46"> </span>z<span class="_ _0"></span>biorowej <span class="_ _4a"> </span>d<span class="_ _1"></span>la </div><div class="t m0 x39 h10 y7eb ff8 fs4 fc2 sc0 ls0 ws0">pracowników, k<span class="_ _1"></span>ontrolę <span class="_ _1"></span>środowiska <span class="_ _1"></span>pracy, </div><div class="t m0 x39 h10 yc68 ff8 fs4 fc2 sc0 ls0 ws0">szkolenie <span class="_ _6"></span>pracowników <span class="_ _7"></span>w <span class="_ _6"></span>obszarze <span class="_ _6"></span>BHP, </div><div class="t m0 x39 h10 yafa ff8 fs4 fc2 sc0 ls0 ws0">przeprowadzenie <span class="_ _5d"> </span>instruktażów </div><div class="t m0 x39 h10 yafb ff6 fs4 fc2 sc0 ls0 ws0">szkoleniowych, <span class="_ _f"> </span>przed <span class="_ _f"> </span>dopuszcz<span class="_ _0"></span>eniem </div><div class="t m0 x39 h10 yc69 ff8 fs4 fc2 sc0 ls0 ws0">pracowników <span class="_ _23"> </span>do <span class="_ _15"> </span>pracy <span class="_ _15"> </span>na <span class="_ _23"> </span>okr<span class="_ _0"></span>eślonym </div><div class="t m0 x39 h10 yc6a ff6 fs4 fc2 sc0 ls0 ws0">stanowisku; </div><div class="t m0 x43 h4b y75e ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">budowanie <span class="_ _f"> </span>świadomości <span class="_ _f"> </span>zagrożeń <span class="_ _f"> </span>i </span></span></div><div class="t m0 x39 h10 ya14 ff8 fs4 fc2 sc0 ls0 ws0">kształtowanie <span class="_ _35"> </span>właściwych <span class="_ _35"> </span>postaw <span class="_ _35"> </span>w </div><div class="t m0 x39 h10 ya15 ff6 fs4 fc2 sc0 ls0 ws0">zakresie BHP; </div><div class="t m0 x43 h4b ybb4 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">bieżący <span class="_ _15"> </span>monitoring <span class="_ _15"> </span>i <span class="_ _19"> </span>wdrożenie <span class="_ _15"> </span>zmian </span></span></div><div class="t m0 x39 h10 yaba ff6 fs4 fc2 sc0 ls0 ws0">prawnych <span class="_ _0"></span>oraz <span class="_ _0"></span>tzw<span class="_ _0"></span>. <span class="_ _0"></span>dobrych <span class="_ _0"></span>praktyk <span class="_ _0"></span>BHP </div><div class="t m0 x39 h10 yc6b ff8 fs4 fc2 sc0 ls0 ws0">w branży;<span class="ff6"> </span></div><div class="t m0 x43 h4b yaf0 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">stosowane <span class="_ _35"> </span>zabezpieczenia <span class="_ _35"> </span>tec<span class="_ _0"></span>hniczne </span></span></div><div class="t m0 x39 h10 yabd ff8 fs4 fc2 sc0 ls0 ws0">(bezpieczeństwo <span class="_ _3b"> </span>procesowe <span class="_ _3b"> </span>i </div><div class="t m0 x39 h10 y2a5 ff6 fs4 fc2 sc0 ls0 ws0">techniczne); </div><div class="t m0 x43 h4b ya6a ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">kontrole i <span class="_ _0"></span>okresowe <span class="_ _0"></span>oceny i <span class="_ _0"></span>analizy <span class="_ _0"></span>stanu </span></span></div><div class="t m0 x39 h10 y556 ff8 fs4 fc2 sc0 ls0 ws0">bezpieczeństwa.<span class="ff6"> </span></div></div><div class="c x57 y3e9 w87 hd5"><div class="t m0 x3f h22 yc6c ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x3f h22 yc6d ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↔</span>) </div></div><div class="c x1 yc6e w85 hd6"><div class="t m0 x3f h22 ya7a ff5 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _36"> </span>naruszenia <span class="_ _2c"> </span>bezpieczeństwa <span class="_ _2c"> </span>danych <span class="_ _36"> </span>osobo<span class="_ _1"></span>wych </div><div class="t m0 x3f h22 ya7b ff5 fs4 fc2 sc0 ls0 ws0">(poufności, integralno<span class="_ _1"></span>ści i/lub dostępności)<span class="_ _0"></span><span class="ff7"> </span></div><div class="t m0 x3f h10 ya7c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 ya7d ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _f"> </span>związane <span class="_ _f"> </span>jes<span class="_ _1"></span>t <span class="_ _f"> </span>niezamierzonymi <span class="_ _f"> </span>lub <span class="_ _f"> </span>zamierzonymi </div><div class="t m0 x3f h10 ya7e ff8 fs4 fc2 sc0 ls0 ws0">działaniami <span class="_ _10"></span>pracowników lub <span class="_ _10"></span>osób <span class="_ _10"></span>trzecich, w <span class="_ _9"></span>wyniku <span class="_ _1"></span>których <span class="_ _10"></span>mo<span class="_ _0"></span>że </div><div class="t m0 x3f h10 ya7f ff8 fs4 fc2 sc0 ls0 ws0">dojść <span class="_ _1e"> </span>do <span class="_ _1e"> </span>naruszen<span class="_ _1"></span>ia <span class="_ _1e"> </span>bezpieczeństwa <span class="_ _20"> </span>danych <span class="_ _1e"> </span>osobowych. <span class="_ _1e"> </span>W </div><div class="t m0 x3f h10 ya80 ff8 fs4 fc2 sc0 ls0 ws0">konsekwencji <span class="_ _6"></span>mo<span class="_ _0"></span>że <span class="_ _7"></span>dojść <span class="_ _7"> </span>do <span class="_ _12"> </span>niezgodn<span class="_ _1"></span>ego <span class="_ _7"></span>z <span class="_ _7"> </span>prawem <span class="_ _12"> </span>zniszczenia,<span class="_ _1"></span> </div><div class="t m0 x3f h10 ya81 ff6 fs4 fc2 sc0 ls0 ws0">utracenia <span class="_ _20"> </span>zmodyfikowa<span class="ff8">nia, <span class="_ _1e"> </span>ujawnienia, <span class="_ _20"> </span>udostę<span class="_ _0"></span>pnienia <span class="_ _20"> </span>danyc<span class="_ _0"></span>h </span></div><div class="t m0 x3f h10 ya82 ff8 fs4 fc2 sc0 ls0 ws0">osobowych <span class="_ _14"> </span>przesyłanych,  przechowywanych  lub <span class="_ _14"> </span>w <span class="_ _14"> </span>inny  sposób </div><div class="t m0 x3f h10 ya83 ff8 fs4 fc2 sc0 ls0 ws0">przetwarzanych <span class="_ _0"></span>w <span class="_ _5"></span>Grupie. <span class="_ _0"></span>Mat<span class="_ _0"></span>erializacja <span class="_ _5"></span>ryzyka <span class="_ _0"></span>może <span class="_ _5"></span>wiązać <span class="_ _5"></span>się <span class="_ _0"></span>z </div><div class="t m0 x3f h10 y1f7 ff8 fs4 fc2 sc0 ls0 ws0">zakłóceniami <span class="_ _27"> </span>ciągłości <span class="_ _34"> </span>działan<span class="_ _1"></span>ia, <span class="_ _27"> </span>niemożliwością <span class="_ _34"> </span>realizacji<span class="_ _1"></span> </div><div class="t m0 x3f h10 ya84 ff8 fs4 fc2 sc0 ls0 ws0">obowiązków <span class="_ _1b"> </span>prawnych <span class="_ _22"> </span>spoczywających <span class="_ _22"> </span><span class="ff6">na <span class="_ _1b"> </span>Grupie <span class="_ _1b"> </span>(w <span class="_ _22"> </span>tym </span></div><div class="t m0 x3f h10 ya85 ff8 fs4 fc2 sc0 ls0 ws0">związanych <span class="_ _34"> </span>z <span class="_ _34"> </span>płatnościami, <span class="_ _28"> </span>rozliczeniami <span class="_ _34"> </span>pracowniczymi, </div><div class="t m0 x3f h10 yaff ff8 fs4 fc2 sc0 ls0 ws0">obowiązkami <span class="_ _7"> </span>podatkowymi). <span class="_ _12"> </span>W <span class="_ _6"></span>przypadku <span class="_ _7"> </span>up<span class="_ _0"></span>ublicznienia <span class="_ _7"></span>decyzji </div><div class="t m0 x3f h10 y556 ff8 fs4 fc2 sc0 ls0 ws0">przez <span class="_ _1e"> </span>PUODO <span class="_ _20"> </span>(Prezes <span class="_ _1e"> </span>Urzędu <span class="_ _1e"> </span>Ochrony <span class="_ _1e"> </span>Danych <span class="_ _20"> </span>Osobowych) </div></div><div class="c x119 yc6e w86 hd6"><div class="t m0 x43 h4b yc6f ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">wdrożenie <span class="_ _2c"> </span>ujednoliconych <span class="_ _2c"> </span>procedur </span></span></div><div class="t m0 x39 h10 yc70 ff8 fs4 fc2 sc0 ls0 ws0">związanych <span class="_ _19"> </span>z <span class="_ _19"> </span>procesami <span class="_ _15"> </span>przetw<span class="_ _0"></span>arzania </div><div class="t m0 x39 h10 yc71 ff6 fs4 fc2 sc0 ls0 ws0">danych <span class="_ _20"> </span>o<span class="_ _0"></span>sobowych, <span class="_ _1e"> </span>w <span class="_ _1e"> </span>tym <span class="_ _1e"> </span>procedur </div><div class="t m0 x39 h10 yc4f ff8 fs4 fc2 sc0 ls0 ws0">określających <span class="_ _3f"> </span>postę<span class="_ _1"></span>powanie <span class="_ _3f"> </span>po </div><div class="t m0 x39 h10 yc50 ff8 fs4 fc2 sc0 ls0 ws0">wystąpieniu <span class="_ _12"> </span>naruszenia <span class="_ _12"> </span>ochrony  dan<span class="_ _1"></span>ych </div><div class="t m0 x39 h10 yc72 ff6 fs4 fc2 sc0 ls0 ws0">osobowych; </div><div class="t m0 x43 h4b yc73 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">wdrożenie <span class="_ _c"> </span>rozwiązań <span class="_ _c"> </span>technicznych </span></span></div><div class="t m0 x39 h10 yc74 ff8 fs4 fc2 sc0 ls0 ws0">gwarantujących <span class="_ _13"> </span>m.in. <span class="_ _13"> </span>integralność <span class="_ _13"> </span>o<span class="_ _0"></span>raz </div><div class="t m0 x39 h10 yb02 ff8 fs4 fc2 sc0 ls0 ws0">możliwość <span class="_ _c"> </span>odtworzenia <span class="_ _c"> </span>wszystkich </div><div class="t m0 x39 h10 yc75 ff8 fs4 fc2 sc0 ls0 ws0">procesów przetwarzania danych;<span class="ff6"> </span></div><div class="t m0 x43 h4b yb04 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">wdrożenie zabezpieczeń fizycz<span class="_ _0"></span>nych <span class="_ _0"></span>przed </span></span></div><div class="t m0 x39 h10 yb05 ff8 fs4 fc2 sc0 ls0 ws0">nieuprawnionym dostępem do danych;<span class="ff6"> </span></div><div class="t m0 x43 h4b yb06 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">podnoszenie <span class="_ _4c"> </span>wiedzy <span class="_ _43"> </span>pracowników </span></span></div><div class="t m0 x39 h10 yb07 ff6 fs4 fc2 sc0 ls0 ws0">poprzez cykliczne szkolenia; </div></div><div class="c x57 yc6e w87 hd6"><div class="t m0 x3f h22 yc76 ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x3f h22 y218 ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↔</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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">84<span class="ls0"> </span></div></div><div class="c x1 yaa1 w85 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x119 yaa1 w86 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x57 yaa1 w87 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">POZIOM </div><div class="t m0 x3f h22 yaa3 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 yc77 w85 hd7"><div class="t m0 x3f h10 yabb ff8 fs4 fc2 sc0 ls0 ws0">negatywny <span class="_ _0"></span>wpływ <span class="_ _5"></span>na <span class="_ _5"></span>wizerunek <span class="_ _0"></span>Grupy. <span class="_ _5"></span>Od <span class="_ _5"></span>strony <span class="_ _0"></span>technologicznej </div><div class="t m0 x3f h10 yabc ff8 fs4 fc2 sc0 ls0 ws0">na <span class="_ _12"> </span>bezpieczeństwo  danych <span class="_ _12"> </span>które  Grupa <span class="_ _12"> </span>przetwarza  ma <span class="_ _12"> </span>również </div><div class="t m0 x3f h10 yb94 ff8 fs4 fc2 sc0 ls0 ws0">wpływ <span class="_ _6"></span>nieprawidłowe <span class="_ _6"></span>użytkowanie <span class="_ _6"></span>oprogramowania <span class="_ _6"></span>o<span class="_ _0"></span>raz <span class="_ _6"></span>błędna </div><div class="t m0 x3f h10 yc78 ff8 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 x119 yc77 w86 hd7"><div class="t m0 x43 h4b y7f9 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">okresowe audyty stosowanych rozwiązań </span></span></div><div class="t m0 x39 h10 yb35 ff6 fs4 fc2 sc0 ls0 ws0">technicznych oraz organizacyjnych; </div><div class="t m0 x43 h4b yacc ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">IOD <span class="_ _38"> </span>(Inspektor <span class="_ _1c"> </span>O<span class="_ _0"></span>chrony <span class="_ _38"> </span>Danych) </span></span></div><div class="t m0 x39 h10 yb9f ff8 fs4 fc2 sc0 ls0 ws0">wspierający <span class="_ _1f"> </span>spółki <span class="_ _1f"> </span>w <span class="_ _37"> </span>prawid<span class="_ _1"></span>łowym </div><div class="t m0 x39 h10 yb83 ff8 fs4 fc2 sc0 ls0 ws0">wypełnianiu <span class="_ _22"> </span>obowiązków <span class="_ _22"> </span>dotyczących </div><div class="t m0 x39 h10 yb21 ff6 fs4 fc2 sc0 ls0 ws0">Ochrony Danych Osobowych. </div></div><div class="c x1 yc79 w85 hd8"><div class="t m0 x3f h22 ye1 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko IT/OT </div><div class="t m0 x3f h22 yc7a ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 y64e ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _1"></span>związane z <span class="_ _10"></span>bezpieczeństwem infras<span class="_ _1"></span>truktury in<span class="_ _1"></span>formatycznej, </div><div class="t m0 x3f h10 yc7b ff8 fs4 fc2 sc0 ls0 ws0">niewłaściwą <span class="_ _3"> </span>konfiguracją <span class="_ _4"> </span>systemów, <span class="_ _3"> </span>błędami <span class="_ _3"> </span>w<span class="_ _0"></span> <span class="_ _3"> </span>zarządzaniu </div><div class="t m0 x3f h10 yb92 ff8 fs4 fc2 sc0 ls0 ws0">infrastrukturą <span class="_ _1e"> </span>oraz <span class="_ _3"> </span>awariami <span class="_ _3"> </span>infrastruktury <span class="_ _1e"> </span>IT, <span class="_ _4"> </span><span class="ff6">cyberatakami </span></div><div class="t m0 x3f h10 yb93 ff8 fs4 fc2 sc0 ls0 ws0">skutkujące <span class="_ _10"></span>destabilizacją <span class="_ _10"></span>syst<span class="_ _0"></span>emów <span class="_ _10"></span>wyko<span class="_ _0"></span>rzystywanych <span class="_ _10"></span>przez <span class="_ _10"></span>Grupę </div><div class="t m0 x3f h10 yb17 ff8 fs4 fc2 sc0 ls0 ws0">do prowadzenia działalności.<span class="ff6"> </span></div><div class="t m0 x3f h10 y7ef ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko to związane <span class="_ _1"></span>jest <span class="_ _1"></span>również z dłu<span class="_ _1"></span>giem technologicznym <span class="_ _1"></span>i mogą </div><div class="t m0 x3f h10 yb18 ff8 fs4 fc2 sc0 ls0 ws0">to <span class="_ _1e"> </span>być <span class="_ _3"> </span>zaległości <span class="_ _3"> </span>w <span class="_ _1e"> </span>aktualizac<span class="_ _0"></span>ji, <span class="_ _1e"> </span>mo<span class="_ _0"></span>dernizacji <span class="_ _1e"> </span>i <span class="_ _1e"> </span>u<span class="_ _0"></span>trzymaniu </div><div class="t m0 x3f h10 y15c ff8 fs4 fc2 sc0 ls0 ws0">systemów <span class="_ _15"> </span>IT<span class="_ _0"></span>, <span class="_ _19"> </span>wynikające <span class="_ _19"> </span>z <span class="_ _19"> </span>wcześniejszych <span class="_ _15"> </span>decyzji <span class="_ _19"> </span>o <span class="_ _19"> </span>wyborze </div><div class="t m0 x3f h10 yc7c ff8 fs4 fc2 sc0 ls0 ws0">szybszych <span class="_ _1e"> </span>lub <span class="_ _1e"> </span>ta<span class="_ _0"></span>ńszych <span class="_ _1e"> </span>rozw<span class="_ _0"></span>iązań <span class="_ _1e"> </span>kosztem <span class="_ _3"> </span>długoterminowej </div><div class="t m0 x3f h10 yc7d ff8 fs4 fc2 sc0 ls0 ws0">stabilności i skalowalności.<span class="ff6"> </span></div><div class="t m0 x3f h10 yc7e ff8 fs4 fc2 sc0 ls0 ws0">Materializacja <span class="_ _1e"> </span>ryzyka <span class="_ _1e"> </span>może <span class="_ _1e"> </span>prowadzić <span class="_ _3"> </span>do <span class="_ _1e"> </span>wzrostu <span class="_ _1e"> </span>kosztów, </div><div class="t m0 x3f h10 yc7f ff8 fs4 fc2 sc0 ls0 ws0">problemów <span class="_ _5"></span>z <span class="_ _5"></span>bezpieczeństwem <span class="_ _5"></span>i <span class="_ _6"></span>ograniczeń <span class="_ _5"></span>rozwojowych <span class="_ _5"></span>a <span class="_ _5"></span>także </div><div class="t m0 x3f h10 yc80 ff8 fs4 fc2 sc0 ls0 ws0">zakłóceń <span class="_ _35"> </span>działalności <span class="_ _1d"> </span>Grupy <span class="_ _35"> </span>lub <span class="_ _1d"> </span>funkcjonowania <span class="_ _35"> </span>istotnych </div><div class="t m0 x3f h10 yc81 ff8 fs4 fc2 sc0 ls0 ws0">systemów bezpieczeństwa i sterowania.<span class="ff6"> </span></div></div><div class="c x119 yc79 w86 hd8"><div class="t m0 x43 h4b y3e6 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">zapewnienie <span class="_ _f"> </span>optymalnych <span class="_ _f"> </span>z <span class="_ _f"> </span>pun<span class="_ _1"></span>ktu </span></span></div><div class="t m0 x39 h10 yc82 ff8 fs4 fc2 sc0 ls0 ws0">widzenia <span class="_ _2c"> </span>bezpieczeństwa <span class="_ _36"> </span>rozwiązań<span class="_ _1"></span> </div><div class="t m0 x39 h10 yc83 ff8 fs4 fc2 sc0 ls0 ws0">sprzętowych i systemowych;<span class="ff6"> </span></div><div class="t m0 x43 h4b yc84 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">planowe <span class="_ _3a"> </span>e<span class="_ _1"></span>liminowanie <span class="_ _3a"> </span>długu </span></span></div><div class="t m0 x39 h10 yc85 ff8 fs4 fc2 sc0 ls0 ws0">technologicznego <span class="_ _1a"> </span>poprzez <span class="_ _1f"> </span>stopniową </div><div class="t m0 x39 h10 yc86 ff8 fs4 fc2 sc0 ls0 ws0">migrację do nowych technologii;<span class="ff6"> </span></div><div class="t m0 x43 h4b y1b5 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">szkolenia <span class="_ _2c"> </span>i <span class="_ _36"> </span>kampan<span class="_ _1"></span>ie <span class="_ _2c"> </span>pod<span class="_ _0"></span>noszące </span></span></div><div class="t m0 x39 h10 y6ea ff8 fs4 fc2 sc0 ls0 ws0">świadomość użytkowników;<span class="ff6"> </span></div><div class="t m0 x43 h4b yc87 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">systematyczna <span class="_ _15"> </span>ewaluacja <span class="_ _15"> </span>oceny <span class="_ _19"> </span>ryzyka </span></span></div><div class="t m0 x39 h10 yc88 ff8 fs4 fc2 sc0 ls0 ws0">utraty <span class="_ _27"> </span>poufności, <span class="_ _34"> </span>in<span class="_ _1"></span>tegralności <span class="_ _34"> </span>lu<span class="_ _1"></span>b </div><div class="t m0 x39 h10 yb5f ff8 fs4 fc2 sc0 ls0 ws0">dostępności aktywów informacyjnych;<span class="ff6"> </span></div><div class="t m0 x43 h4b yb17 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">ścisłe <span class="_ _7"> </span>przestrzeganie <span class="_ _12"> </span>i <span class="_ _12"> </span>stosowanie <span class="_ _12"> </span>zasad </span></span></div><div class="t m0 x39 h10 y7ef ff8 fs4 fc2 sc0 ls0 ws0">wynikających <span class="_ _4a"> </span>z <span class="_ _4a"> </span>m.in<span class="_ _1"></span>.: <span class="_ _4a"> </span>Polityki </div><div class="t m0 x39 h10 yb18 ff8 fs4 fc2 sc0 ls0 ws0">Bezpieczeństwa, Polityki Backupu;<span class="ff6"> </span></div><div class="t m0 x43 h4b y41d ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">dostosowanie <span class="_ _27"> </span>do <span class="_ _27"> </span>wymogów, <span class="_ _27"> </span>m.in. </span></span></div><div class="t m0 x39 h10 y41e ff6 fs4 fc2 sc0 ls0 ws0">Ustawy <span class="_ _46"> </span>o <span class="_ _11"> </span>Krajowym <span class="_ _46"> </span>Systemie </div><div class="t m0 x39 h10 yc89 ff8 fs4 fc2 sc0 ls0 ws0">Cyberbezpieczeństwa;<span class="ff6"> </span></div><div class="t m0 x43 h4b ya15 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">wdrażanie <span class="_ _36"> </span>systemu <span class="_ _36"> </span>bezpiecz<span class="_ _0"></span>eństwa </span></span></div><div class="t m0 x39 h10 yb8a ff8 fs4 fc2 sc0 ls0 ws0">według normy ISO 27001;<span class="ff6"> </span></div><div class="t m0 x43 h4b yb1b ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">monitoring zmian w przepisach prawa; </span></span></div><div class="t m0 x43 h4b y870 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">ustalona ścieżka akceptacji oraz regulacje </span></span></div><div class="t m0 x39 h10 yb1d ff8 fs4 fc2 sc0 ls0 ws0">wewnętrzne <span class="_ _3e"> </span>dotyczące <span class="_ _3e"> </span>procesu </div><div class="t m0 x39 h10 yb64 ff8 fs4 fc2 sc0 ls0 ws0">przyznawania <span class="_ _3c"> </span>dostępów, <span class="_ _3c"> </span>w <span class="_ _c"> </span>tym </div><div class="t m0 x39 h10 y2a5 ff6 fs4 fc2 sc0 ls0 ws0">dwustopniowa autoryzacja; </div><div class="t m0 x43 h4b ya6a ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">regularne <span class="_ _1"></span>przeglądy <span class="_ _1"></span>techniczne <span class="_ _10"></span>i strategia </span></span></div><div class="t m0 x39 h10 y556 ff6 fs4 fc2 sc0 ls0 ws0">modernizacji IT. </div></div><div class="c x57 yc79 w87 hd8"><div class="t m0 x3f h22 y963 ff7 fs4 fc2 sc0 ls0 ws0">WYSOKI (<span class="ff5">↙</span>) </div></div><div class="c x1 yb66 w85 hd9"><div class="t m0 x3f h22 yc8a ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko reputacyjne </div><div class="t m0 x3f h22 yc8b ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 yc8c ff6 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _20"> </span>wynika <span class="_ _20"> </span>z <span class="_ _20"> </span>negatywnej <span class="_ _20"> </span>o<span class="_ _0"></span>ceny <span class="_ _20"> </span>Grupy <span class="_ _20"> </span>przez <span class="_ _20"> </span>otoczenie, </div><div class="t m0 x3f h10 yc8d ff6 fs4 fc2 sc0 ls0 ws0">rozpowszechnianie <span class="_ _5"></span>nieprawdziwych <span class="_ _6"></span>informacji <span class="_ _5"></span>w <span class="_ _6"></span>tym <span class="_ _5"></span>niezgodny <span class="_ _5"></span>z </div><div class="t m0 x3f h10 yc8e ff8 fs4 fc2 sc0 ls0 ws0">prawdą <span class="_ _1e"> </span>przekaz <span class="_ _1e"> </span>medialny. <span class="_ _1e"> </span>Ryz<span class="_ _0"></span>yko <span class="_ _1e"> </span>związane <span class="_ _1e"> </span>jest <span class="_ _1e"> </span>również <span class="_ _1e"> </span>z </div><div class="t m0 x3f h10 yc8f ff8 fs4 fc2 sc0 ls0 ws0">nieetyczną <span class="_ _10"></span>kampanią <span class="_ _10"></span>marketingową,<span class="_ _0"></span> <span class="_ _10"></span>która <span class="_ _10"></span>może <span class="_ _1"></span>zostać <span class="_ _10"></span>negatywnie </div><div class="t m0 x3f h10 yc90 ff6 fs4 fc2 sc0 ls0 ws0">odebrana <span class="_ _10"></span>przez klie<span class="ff8">ntów jako<span class="_ _1"></span> obraźli<span class="_ _1"></span>wa lu<span class="_ _1"></span>b <span class="_ _1"></span>wprowadzająca w<span class="_ _1"></span> <span class="_ _1"></span>błąd. </span></div><div class="t m0 x3f h10 yc91 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _6"></span>związane <span class="_ _6"></span>jest <span class="_ _6"></span>ró<span class="_ _0"></span>wnież <span class="_ _6"></span>z <span class="_ _6"></span>ignorowaniem <span class="_ _6"></span>bądź <span class="_ _6"></span>pominięciem </div><div class="t m0 x3f h10 yc92 ff8 fs4 fc2 sc0 ls0 ws0">opinii <span class="_ _10"></span>społeczności <span class="_ _1"></span>lokalnych <span class="_ _10"></span>w szczególności <span class="_ _10"></span>związanej <span class="_ _1"></span>z <span class="_ _10"></span>kwestiami </div><div class="t m0 x3f h10 yc93 ff8 fs4 fc2 sc0 ls0 ws0">klimatu <span class="_ _17"> </span>i <span class="_ _17"> </span>środow<span class="_ _0"></span>iska, <span class="_ _17"> </span>brak <span class="_ _20"> </span>należytej <span class="_ _17"> </span>staranności <span class="_ _17"> </span>w<span class="_ _0"></span> <span class="_ _17"> </span>zakresi<span class="_ _0"></span>e </div><div class="t m0 x3f h10 yc94 ff6 fs4 fc2 sc0 ls0 ws0">komunikacji  z  otoczen<span class="ff8">iem,  naruszeniem  praw  człowieka  i  norm<span class="_ _1"></span> </span></div><div class="t m0 x3f h10 yc95 ff8 fs4 fc2 sc0 ls0 ws0">klimatycznych <span class="_ _2a"> </span>w <span class="_ _2a"> </span>łańcuchu <span class="_ _22"> </span>wartości, <span class="_ _2a"> </span>nieumyślny <span class="_ _22"> </span>u<span class="_ _0"></span>dział <span class="_ _2a"> </span>w </div><div class="t m0 x3f h10 yc96 ff6 fs4 fc2 sc0 ls0 ws0">nieuczciwych <span class="_ _27"> </span>praktykac<span class="_ _0"></span>h <span class="_ _34"> </span>rynkowych <span class="_ _34"> </span>(emb<span class="_ _1"></span>arga, <span class="_ _34"> </span>korupcja, </div><div class="t m0 x3f h10 yc97 ff8 fs4 fc2 sc0 ls0 ws0">łapownictwo <span class="_ _12"> </span>itp.), <span class="_ _7"> </span>niedostosowanie <span class="_ _12"> </span>się <span class="_ _7"> </span>lub <span class="_ _12"> </span>błędne <span class="_ _7"> </span>zastosowanie </div><div class="t m0 x3f h10 yc98 ff8 fs4 fc2 sc0 ls0 ws0">przepisów <span class="_ _1a"> </span>bądź <span class="_ _1a"> </span>procedur, <span class="_ _1f"> </span>naruszenia <span class="_ _1a"> </span>w <span class="_ _1a"> </span>zakre<span class="_ _0"></span>si<span class="ff6">e <span class="_ _1f"> </span>praw </span></div><div class="t m0 x3f h10 yc99 ff8 fs4 fc2 sc0 ls0 ws0">pracowniczych, ujawnienie<span class="_ _1"></span> tajemnicy p<span class="_ _1"></span>rzedsiębiorstwa lub <span class="_ _10"></span> danych </div><div class="t m0 x3f h10 yc9a ff6 fs4 fc2 sc0 ls0 ws0">osobowych, <span class="_ _5"></span>skuteczne <span class="_ _5"></span>ataki <span class="_ _5"></span>cybernetyczne, <span class="_ _5"></span>awarie <span class="_ _5"></span>infrastruktur<span class="_ _0"></span>y. </div><div class="t m0 x3f h10 y164 ff8 fs4 fc2 sc0 ls0 ws0">Naruszona <span class="_ _14"> </span>reputacja <span class="_ _13"> </span>Grupy, <span class="_ _13"> </span>Członków <span class="_ _13"> </span>Zarządu <span class="_ _13"> </span>lub <span class="_ _14"> </span>kl<span class="_ _0"></span>uczowych </div></div><div class="c x119 yb66 w86 hd9"><div class="t m0 x43 h4b yc9b ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">prowadzenie <span class="_ _14"> </span>dialogu <span class="_ _13"> </span>z <span class="_ _13"> </span>poszanowaniem </span></span></div><div class="t m0 x39 h10 yc9c ff8 fs4 fc2 sc0 ls0 ws0">strony społecznej;<span class="ff6"> </span></div><div class="t m0 x43 h4b yc9d ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">udział <span class="_ _6"></span>w <span class="_ _5"></span>inicjatywach <span class="_ _6"></span>społecznych, <span class="_ _6"></span>które </span></span></div><div class="t m0 x39 h10 yc9e ff8 fs4 fc2 sc0 ls0 ws0">budują <span class="_ _6"></span>wizerunek <span class="_ _6"></span>firmy <span class="_ _6"></span>odpowiedzialnej </div><div class="t m0 x39 h10 yc9f ff8 fs4 fc2 sc0 ls0 ws0">społecznie;<span class="ff6"> </span></div><div class="t m0 x43 h4b yc8f ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">transparentna <span class="_ _14"> </span>i <span class="_ _14"> </span>otwarta <span class="_ _13"> </span>komunikacja <span class="_ _13"> </span>z </span></span></div><div class="t m0 x39 h10 yc90 ff6 fs4 fc2 sc0 ls0 ws0">wszystkimi <span class="_ _5e"> </span>interesariuszami </div><div class="t m0 x39 h10 yc91 ff8 fs4 fc2 sc0 ls0 ws0">(zewnętrznymi i wewnętrznymi);<span class="ff6"> </span></div><div class="t m0 x43 h4b yb70 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">spójna <span class="_ _6"></span>komunikacja, <span class="_ _7"> </span>poprzez <span class="_ _7"></span>stworzenie </span></span></div><div class="t m0 x39 h10 yb71 ff6 fs4 fc2 sc0 ls0 ws0">przejrzystej <span class="_ _34"> </span>strategii <span class="_ _34"> </span>komunikacji <span class="_ _34"> </span>i </div><div class="t m0 x39 h10 yca0 ff8 fs4 fc2 sc0 ls0 ws0">innowacji <span class="_ _15"> </span>(zarów<span class="_ _0"></span>no <span class="_ _15"> </span>wewnętrznej <span class="_ _15"> </span>jak <span class="_ _19"> </span>i </div><div class="t m0 x39 h10 yca1 ff8 fs4 fc2 sc0 ls0 ws0">zewnętrznej);<span class="ff6"> </span></div><div class="t m0 x43 h4b yca2 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">podnoszenie  świadomości  praco<span class="_ _0"></span>wników </span></span></div><div class="t m0 x39 h10 yca3 ff8 fs4 fc2 sc0 ls0 ws0">w <span class="_ _20"> </span>zakresie <span class="_ _20"> </span>ochrony <span class="_ _20"> </span>środowiska, <span class="_ _1e"> </span>oraz </div><div class="t m0 x39 h10 yadc ff8 fs4 fc2 sc0 ls0 ws0">ścisłe <span class="_ _35"> </span>przestrzeganie <span class="_ _2a"> </span>przepi<span class="_ _0"></span>sów <span class="_ _35"> </span>dot. </div><div class="t m0 x39 h10 yadd ff8 fs4 fc2 sc0 ls0 ws0">środowiska;<span class="ff6"> </span></div><div class="t m0 x43 h4b yaff ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">zarządzanie <span class="_ _5"></span>w <span class="_ _6"></span>procesie <span class="_ _0"></span>c<span class="_ _0"></span>iągłym <span class="_ _5"></span>ryzykami </span></span></div><div class="t m0 x39 h10 y556 ff6 fs4 fc2 sc0 ls0 ws0">opisanymi w niniejszym sprawozdaniu; </div></div><div class="c x57 yb66 w87 hd9"><div class="t m0 x3f h22 yca4 ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI (↙<span class="ff7">) </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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">85<span class="ls0"> </span></div></div><div class="c x1 yaa1 w85 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x119 yaa1 w86 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x57 yaa1 w87 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">POZIOM </div><div class="t m0 x3f h22 yaa3 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 yca5 w85 hda"><div class="t m0 x3f h10 yca6 ff8 fs4 fc2 sc0 ls0 ws0">managerów <span class="_ _14"> </span>może <span class="_ _13"> </span>przełożyć <span class="_ _14"> </span>się <span class="_ _14"> </span>na <span class="_ _13"> </span>spadek <span class="_ _14"> </span>zaufania <span class="_ _14"> </span>do <span class="_ _13"> </span>Grupy. </div><div class="t m0 x3f h10 yca7 ff8 fs4 fc2 sc0 ls0 ws0">Utrata <span class="_ _5"></span>reputacji <span class="_ _5"></span>może <span class="_ _5"></span>również <span class="_ _5"></span>wpłynąć <span class="_ _6"></span>na <span class="_ _0"></span>postrzeganie <span class="_ _5"></span>Gru<span class="_ _0"></span>py <span class="_ _5"></span>na </div><div class="t m0 x3f h10 ybe6 ff8 fs4 fc2 sc0 ls0 ws0">rynku <span class="_ _6"></span>kapitałowym <span class="_ _6"></span>a <span class="_ _7"></span>przez <span class="_ _6"></span>to <span class="_ _6"></span>na <span class="_ _6"></span>kurs <span class="_ _6"></span>akcji <span class="_ _6"></span>i <span class="_ _7"></span>zakłócenia <span class="_ _6"></span>łańcucha </div><div class="t m0 x3f h10 yab1 ff8 fs4 fc2 sc0 ls0 ws0">wartości.<span class="ff6"> </span></div></div><div class="c x119 yca5 w86 hda"><div class="t m0 x43 h4b yca8 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">monitorowanie <span class="_ _25"> </span>sytuacji <span class="_ _25"> </span>rynkowej, </span></span></div><div class="t m0 x39 h10 yca9 ff8 fs4 fc2 sc0 ls0 ws0">przepisów <span class="_ _41"> </span>prawnych <span class="_ _53"> </span>w <span class="_ _53"> </span>celu </div><div class="t m0 x39 h10 ycaa ff8 fs4 fc2 sc0 ls0 ws0">dostosowywania <span class="_ _5f"> </span>wewnętrznych </div><div class="t m0 x39 h10 ycab ff8 fs4 fc2 sc0 ls0 ws0">procedur <span class="_ _13"> </span> <span class="_ _23"> </span>i <span class="_ _15"> </span>procesów <span class="_ _23"> </span>zapobiegających </div><div class="t m0 x39 h10 ycac ff8 fs4 fc2 sc0 ls0 ws0">nadużyciom;<span class="ff6"> </span></div><div class="t m0 x43 h4b ycad ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">korzystanie <span class="_ _10"></span>z<span class="_ _0"></span> p<span class="_ _1"></span>rofesjonalnych narzędzi <span class="_ _1"></span>do </span></span></div><div class="t m0 x39 h10 ycae ff8 fs4 fc2 sc0 ls0 ws0">monitoringu <span class="_ _37"> </span>mediów, <span class="_ _37"> </span>pozw<span class="_ _0"></span>alających </div><div class="t m0 x39 h10 ycaf ff8 fs4 fc2 sc0 ls0 ws0">kontrolować <span class="_ _34"> </span>na <span class="_ _28"> </span>bieżąco <span class="_ _34"> </span>wszystkie </div><div class="t m0 x39 h10 ycb0 ff6 fs4 fc2 sc0 ls0 ws0">publikacje i przekazy o Grupie; </div><div class="t m0 x43 h4b y1ec ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">budowanie  dobrych  relacji  z <span class="_ _14"> </span>medi<span class="_ _1"></span>ami  i </span></span></div><div class="t m0 x39 h10 y800 ff6 fs4 fc2 sc0 ls0 ws0">inwestorami oraz <span class="_ _1"></span>prowadzenie <span class="_ _1"></span>dialogu ze </div><div class="t m0 x39 h10 yac9 ff8 fs4 fc2 sc0 ls0 ws0">społecznościami lokalnymi.<span class="ff6"> </span></div><div class="t m0 x3f h10 yaca ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 y788 ff8 fs4 fc2 sc0 ls0 ws0">Poza <span class="_ _1a"> </span>wymienionymi <span class="_ _f"> </span>zabezpieczeniami <span class="_ _f"> </span>należy </div><div class="t m0 x3f h10 y1cb ff8 fs4 fc2 sc0 ls0 ws0">zwrócić <span class="_ _5"></span>uwagę, <span class="_ _0"></span>że <span class="_ _5"></span>ryzyko <span class="_ _5"></span>reputacyjne <span class="_ _0"></span>może <span class="_ _5"></span>zostać </div><div class="t m0 x3f h10 yaf1 ff8 fs4 fc2 sc0 ls0 ws0">wywołane <span class="_ _23"> </span>w <span class="_ _15"> </span>konsekwencji <span class="_ _23"> </span>materializacji <span class="_ _15"> </span>innego </div><div class="t m0 x3f h10 yabe ff8 fs4 fc2 sc0 ls0 ws0">zidentyfikowanego przez <span class="_ _0"></span>Grupę <span class="_ _0"></span>r<span class="_ _0"></span>yzyka <span class="_ _0"></span>w <span class="_ _0"></span>związku <span class="_ _0"></span>z </div><div class="t m0 x3f h10 ya6a ff6 fs4 fc2 sc0 ls0 ws0">tym <span class="_ _14"> </span><span class="ff8">stosowane <span class="_ _14"> </span>są <span class="_ _14"> </span>zabezpieczenia  przypisane <span class="_ _14"> </span>do </span></div><div class="t m0 x3f h10 y556 ff8 fs4 fc2 sc0 ls0 ws0">poszczególnych ryzyk.<span class="ff6"> </span></div></div><div class="c x1 ycb1 w1e h54"><div class="t m0 x3f h22 y556 ff5 fs4 fc2 sc0 ls0 ws0">RYZYKA ZWIĄZANE Z ŁADEM KORPORACYJNYM<span class="ff7"> </span></div></div><div class="c x1 ycb2 w85 hdb"><div class="t m0 x3f h22 y95c ff5 fs4 fc2 sc0 ls0 ws0">Ryzyko niespójności lub niezgodności<span class="_ _1"></span> z wymaganiami prawa<span class="_ _0"></span><span class="ff7"> </span></div><div class="t m0 x3f h22 y5da ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 y903 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _22"> </span>związane <span class="_ _22"> </span>jest <span class="_ _22"> </span>ze <span class="_ _1b"> </span>z<span class="_ _0"></span>miennością <span class="_ _22"> </span>przepisów <span class="_ _22"> </span>prawa <span class="_ _22"> </span>i </div><div class="t m0 x3f h10 y411 ff8 fs4 fc2 sc0 ls0 ws0">koniecznością <span class="_ _13"> </span>implementacji <span class="_ _23"> </span>regulacji <span class="_ _13"> </span>do <span class="_ _23"> </span>procesów <span class="_ _23"> </span>i <span class="_ _13"> </span>proced<span class="_ _0"></span>ur </div><div class="t m0 x3f h10 y552 ff8 fs4 fc2 sc0 ls0 ws0">obowiązujących w Grupie.<span class="ff6"> </span></div><div class="t m0 x3f h10 ycb3 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>z<span class="_ _0"></span>wiązku <span class="_ _5"></span>z <span class="_ _6"></span>rozwojem <span class="_ _5"></span>Grupy <span class="_ _5"></span>i <span class="_ _6"></span>licznymi <span class="_ _5"></span>wymogami <span class="_ _6"></span>regul<span class="_ _1"></span>acyjnymi </div><div class="t m0 x3f h10 yabf ff8 fs4 fc2 sc0 ls0 ws0">konieczne jest wdrażanie <span class="_ _0"></span>i stoso<span class="_ _0"></span>wanie licznych procedur <span class="_ _0"></span>i regulac<span class="_ _0"></span>ji </div><div class="t m0 x3f h10 yac0 ff8 fs4 fc2 sc0 ls0 ws0">wewnętrznych z<span class="_ _0"></span>godnych <span class="_ _0"></span>z <span class="_ _0"></span>obow<span class="_ _0"></span>iązującymi <span class="_ _0"></span>przepisami <span class="_ _5"></span>prawa. <span class="_ _0"></span>Jest </div><div class="t m0 x3f h10 ycb4 ff8 fs4 fc2 sc0 ls0 ws0">to <span class="_ _15"> </span>niezbędne <span class="_ _19"> </span>z <span class="_ _15"> </span>punktu <span class="_ _19"> </span>widzenia <span class="_ _19"> </span>zapewnienia <span class="_ _15"> </span>bezpieczeństwa </div><div class="t m0 x3f h10 yac2 ff6 fs4 fc2 sc0 ls0 ws0">prawneg<span class="ff8">o <span class="_ _4"> </span>prowadzonej <span class="_ _4"> </span>działalności <span class="_ _4"> </span>i <span class="_ _4"> </span>efektywności <span class="_ _4"> </span>biznesu. </span></div><div class="t m0 x3f h10 yac3 ff8 fs4 fc2 sc0 ls0 ws0">Ponadto, <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _5"></span>z<span class="_ _0"></span>wiązku <span class="_ _5"></span>ze <span class="_ _6"></span>zmieniającym <span class="_ _5"></span>się <span class="_ _6"></span>otoczeniem <span class="_ _5"></span>regulacyjno<span class="_ _0"></span><span class="ff6">-</span></div><div class="t m0 x3f h10 yac4 ff8 fs4 fc2 sc0 ls0 ws0">prawnym <span class="_ _7"> </span>istnieje <span class="_ _12"> </span>ryzyko <span class="_ _7"> </span>niespójności <span class="_ _7"> </span>regulacji <span class="_ _12"> </span>z <span class="_ _7"> </span>obowiąz<span class="_ _0"></span>ującymi </div><div class="t m0 x3f h10 yac5 ff8 fs4 fc2 sc0 ls0 ws0">przepisami, <span class="_ _6"></span>z <span class="_ _6"></span>innymi <span class="_ _6"></span>wewnętrznymi <span class="_ _6"></span>regulacjami <span class="_ _6"></span>i <span class="_ _6"></span>procedurami, <span class="_ _6"></span>a </div><div class="t m0 x3f h10 y1e6 ff8 fs4 fc2 sc0 ls0 ws0">także nie<span class="_ _1"></span>adekwatności regulacji w stosu<span class="_ _1"></span>nku do p<span class="_ _1"></span>raktyk rynkowych. </div><div class="t m0 x3f h10 yac6 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _15"> </span>najgorszym <span class="_ _15"> </span>przypadku, <span class="_ _23"> </span>mo<span class="_ _0"></span>że <span class="_ _15"> </span>to <span class="_ _15"> </span>skutkować <span class="_ _15"> </span>niespełnieniem </div><div class="t m0 x3f h10 yac7 ff8 fs4 fc2 sc0 ls0 ws0">wymogów <span class="_ _1b"> </span>i <span class="_ _4"> </span>o<span class="_ _0"></span>bowiązków <span class="_ _4"> </span>prawnych <span class="_ _1b"> </span>przez <span class="_ _1b"> </span>spółki <span class="_ _1b"> </span>z <span class="_ _1b"> </span>Grupy. </div><div class="t m0 x3f h10 yac8 ff8 fs4 fc2 sc0 ls0 ws0">Dodatkowo <span class="_ _20"> </span>ryzyko <span class="_ _20"> </span>związane <span class="_ _17"> </span>jest <span class="_ _20"> </span>z <span class="_ _20"> </span>niewykonaniem <span class="_ _20"> </span>badań <span class="_ _1e"> </span>i </div><div class="t m0 x3f h10 ybed ff8 fs4 fc2 sc0 ls0 ws0">przeglądów <span class="_ _7"></span>oraz <span class="_ _7"> </span>niezachowaniem <span class="_ _12"> </span>postanowień <span class="_ _7"></span><span class="ff6">koncesji <span class="_ _7"> </span>i <span class="_ _12"> </span>decyzji </span></div><div class="t m0 x3f h10 y1ec ff8 fs4 fc2 sc0 ls0 ws0">administracyjnych. <span class="_ _22"> </span>R<span class="_ _0"></span>yzyko <span class="_ _2a"> </span>niespójności <span class="_ _2a"> </span>lub <span class="_ _2a"> </span>niezgodności <span class="_ _2a"> </span>z </div><div class="t m0 x3f h10 y800 ff8 fs4 fc2 sc0 ls0 ws0">przepisami <span class="_ _1"></span>prawa <span class="_ _1"></span>może z<span class="_ _1"></span>ostać w<span class="_ _1"></span>ywołane p<span class="_ _1"></span>rzez d<span class="_ _1"></span>ziałania <span class="_ _1"></span>osób <span class="_ _1"></span>poza </div><div class="t m0 x3f h10 yac9 ff8 fs4 fc2 sc0 ls0 ws0">ich <span class="_ _6"></span>granicami <span class="_ _6"></span>uprawnień <span class="_ _6"></span>a <span class="_ _6"></span>także <span class="_ _6"></span>ryzyko <span class="_ _6"></span>może <span class="_ _6"></span>być <span class="_ _6"></span>też <span class="_ _6"></span>związane <span class="_ _6"></span>z </div><div class="t m0 x3f h10 yaca ff8 fs4 fc2 sc0 ls0 ws0">nieprzestrzeganiem <span class="_ _4"> </span>lu<span class="_ _0"></span>b <span class="_ _1b"> </span>nieznajomo<span class="_ _0"></span>ścią <span class="_ _1b"> </span>procedur <span class="_ _1b"> </span>i <span class="_ _1b"> </span>bra<span class="_ _0"></span><span class="ff6">kiem </span></div><div class="t m0 x3f h10 yc03 ff8 fs4 fc2 sc0 ls0 ws0">należytej  staranności  przy  wykonywaniu  obowiązków.  Powyższe<span class="_ _1"></span> </div><div class="t m0 x3f h10 y21e ff8 fs4 fc2 sc0 ls0 ws0">sytuacje mogą wpływać na obniżenie<span class="_ _1"></span> efektywności działania Grupy </div><div class="t m0 x3f h10 yacc ff8 fs4 fc2 sc0 ls0 ws0">i <span class="_ _4"> </span>zwiększać <span class="_ _4"> </span>ryzyko <span class="_ _4"> </span>prawne <span class="_ _4"> </span>prowadzonej <span class="_ _4"> </span>działalności, <span class="_ _4"> </span>a <span class="_ _4"> </span>w </div><div class="t m0 x3f h10 yabe ff8 fs4 fc2 sc0 ls0 ws0">sytuacjach, <span class="_ _14"> </span>w<span class="_ _0"></span> <span class="_ _13"> </span>których <span class="_ _14"> </span>ni<span class="_ _0"></span>ewypełnienie <span class="_ _14"> </span>o<span class="_ _0"></span>kreślonych <span class="_ _14"> </span>o<span class="_ _0"></span>bowiązków </div><div class="t m0 x3f h10 ya6a ff8 fs4 fc2 sc0 ls0 ws0">zagrożone <span class="_ _22"> </span>jest <span class="_ _22"> </span>sankcją <span class="_ _2a"> </span>pieniężną, <span class="_ _22"> </span>może <span class="_ _2a"> </span>skutkować <span class="_ _22"> </span>stratą </div><div class="t m0 x3f h10 y556 ff8 fs4 fc2 sc0 ls0 ws0">finansową.<span class="ff6"> </span></div></div><div class="c x119 ycb2 w86 hdb"><div class="t m0 x43 h4b ycb5 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">wdrażanie <span class="_ _35"> </span>regulacji <span class="_ _1d"> </span>w<span class="_ _0"></span>ewnętrznych <span class="_ _1d"> </span>i </span></span></div><div class="t m0 x39 h10 ycb6 ff8 fs4 fc2 sc0 ls0 ws0">procedur <span class="_ _15"> </span>poz<span class="_ _0"></span>walających <span class="_ _19"> </span>na <span class="_ _18"> </span>sprawne <span class="_ _19"> </span>i </div><div class="t m0 x39 h10 ycb7 ff8 fs4 fc2 sc0 ls0 ws0">efektywne <span class="_ _3c"> </span>działanie <span class="_ _c"> </span>Grupy<span class="_ _0"></span> <span class="_ _c"> </span>jako </div><div class="t m0 x39 h10 ycb8 ff6 fs4 fc2 sc0 ls0 ws0">organizacji; </div><div class="t m0 x43 h4b ycb9 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">bieżący <span class="_ _1b"> </span>monitoring <span class="_ _1b"> </span>przepisów <span class="_ _22"> </span>prawa </span></span></div><div class="t m0 x39 h10 ycba ff8 fs4 fc2 sc0 ls0 ws0">obowiązujących <span class="_ _34"> </span>sp<span class="_ _1"></span>ółki <span class="_ _27"> </span>z<span class="_ _0"></span> <span class="_ _27"> </span>Grupy <span class="_ _34"> </span>i </div><div class="t m0 x39 h10 ycbb ff6 fs4 fc2 sc0 ls0 ws0">dostosowywanie <span class="_ _6"></span>regulacji <span class="_ _7"></span>oraz <span class="_ _7"></span>procedur </div><div class="t m0 x39 h10 yacd ff8 fs4 fc2 sc0 ls0 ws0">do nowych przepisów;<span class="ff6"> </span></div><div class="t m0 x43 h4b ycbc ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">wdrożenie <span class="_ _12"> </span>platformy <span class="_ _12"> </span>do  moni<span class="_ _1"></span>torowania </span></span></div><div class="t m0 x39 h10 ycbd ff8 fs4 fc2 sc0 ls0 ws0">terminów rewizji i przeglądów;<span class="ff6"> </span></div><div class="t m0 x43 h4b ycbe ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">funkcjonowanie <span class="_ _f"> </span>systemów <span class="_ _f"> </span>zgłaszania </span></span></div><div class="t m0 x39 h10 ycbf ff8 fs4 fc2 sc0 ls0 ws0">nadużyć i ochrona sygnalistów;<span class="ff6"> </span></div><div class="t m0 x43 h4b ycc0 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">funkcjonowanie <span class="_ _23"> </span>Audytu <span class="_ _23"> </span>W<span class="_ _0"></span>ewnętrznego </span></span></div><div class="t m0 x39 h10 ycc1 ff8 fs4 fc2 sc0 ls0 ws0">w <span class="_ _1f"> </span>Grupie, <span class="_ _1f"> </span>którego <span class="_ _37"> </span>zadaniem <span class="_ _1f"> </span>jest </div><div class="t m0 x39 h10 ycc2 ff6 fs4 fc2 sc0 ls0 ws0">wykrywanie <span class="_ _12"> </span>i <span class="_ _12"> </span>szacowanie  potencjalneg<span class="_ _1"></span>o </div><div class="t m0 x39 h10 ycc3 ff8 fs4 fc2 sc0 ls0 ws0">ryzyka <span class="_ _12"> </span>mogącego <span class="_ _12"> </span>się <span class="_ _7"> </span>pojawić  w <span class="_ _7"> </span>ramach </div><div class="t m0 x39 h10 ycc4 ff8 fs4 fc2 sc0 ls0 ws0">działalności <span class="_ _1a"> </span>Grupy <span class="_ _1f"> </span>oraz <span class="_ _1a"> </span>badanie <span class="_ _1f"> </span>i </div><div class="t m0 x39 h10 ycc5 ff8 fs4 fc2 sc0 ls0 ws0">oceniana <span class="_ _18"> </span>adekwatności, <span class="_ _18"> </span>skuteczności <span class="_ _18"> </span>i </div><div class="t m0 x39 h10 ycc6 ff8 fs4 fc2 sc0 ls0 ws0">efektywności <span class="_ _41"> </span>systemów <span class="_ _53"> </span>kontroli </div><div class="t m0 x39 h10 y8bb ff8 fs4 fc2 sc0 ls0 ws0">zarządczej;<span class="ff6"> </span></div><div class="t m0 x43 h4b ycc7 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">szkolenia <span class="_ _2e"> </span>podnoszące <span class="_ _2e"> </span>świa<span class="_ _0"></span>domość </span></span></div><div class="t m0 x39 h10 ycc8 ff8 fs4 fc2 sc0 ls0 ws0">pracowników <span class="_ _22"> </span>w <span class="_ _22"> </span>zakresie <span class="_ _1b"> </span>klucz<span class="_ _0"></span>owych </div><div class="t m0 x39 h10 ycc9 ff8 fs4 fc2 sc0 ls0 ws0">obowiązków <span class="_ _23"> </span>w<span class="_ _0"></span>yznaczonych <span class="_ _15"> </span>regulacjami </div><div class="t m0 x39 h10 ycca ff8 fs4 fc2 sc0 ls0 ws0">wewnętrznymi;<span class="ff6"> </span></div><div class="t m0 x43 h4b yccb ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">współpraca <span class="_ _6"></span>z<span class="_ _0"></span> <span class="_ _6"></span>zewnętrznymi <span class="_ _6"></span>podmiotami </span></span></div><div class="t m0 x39 h10 yccc ff6 fs4 fc2 sc0 ls0 ws0">w <span class="_ _34"> </span>c<span class="_ _0"></span>elu <span class="_ _34"> </span>optymalizacji <span class="_ _28"> </span>stosowanych </div><div class="t m0 x39 h10 y16b ff8 fs4 fc2 sc0 ls0 ws0">rozwiązań.<span class="ff6"> </span></div></div><div class="c x57 ycb2 w87 hdb"><div class="t m0 x3f h22 y1e6 ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x3f h22 yac6 ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↔</span>) </div></div><div class="c x1 yccd w85 haf"><div class="t m0 x3f h22 ycce ff5 fs4 fc2 sc0 ls0 ws0">Ryzyko wystąpienia korupcji oraz fraudu<span class="ff7"> </span></div><div class="t m0 x3f h22 y54c ff7 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x119 yccd w86 haf"><div class="t m0 x43 h4b yaff ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">stosowanie <span class="_ _11"> </span>procedury <span class="_ _11"> </span>weryfikacji </span></span></div><div class="t m0 x39 h10 y556 ff8 fs4 fc2 sc0 ls0 ws0">kontrahentów, <span class="_ _19"> </span>między <span class="_ _19"> </span>in<span class="_ _0"></span>nymi <span class="_ _19"> </span>poprzez </div></div><div class="c x57 yccd w87 haf"><div class="t m0 x3f h22 yccf ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI (↙<span class="ff7">) </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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">86<span class="ls0"> </span></div></div><div class="c x1 yaa1 w85 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x119 yaa1 w86 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x57 yaa1 w87 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">POZIOM </div><div class="t m0 x3f h22 yaa3 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 ycd0 w85 hc6"><div class="t m0 x3f h10 yaeb ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _19"> </span>wystąpienia <span class="_ _23"> </span>ko<span class="_ _0"></span>rupcji <span class="_ _15"> </span>oraz<span class="_ _0"></span> <span class="_ _15"> </span>fraudu <span class="_ _15"> </span>rozumian<span class="_ _0"></span>e <span class="_ _15"> </span>jest <span class="_ _15"> </span>jako<span class="_ _0"></span> </div><div class="t m0 x3f h10 yb2f ff8 fs4 fc2 sc0 ls0 ws0">zawinione <span class="_ _1d"> </span>działanie <span class="_ _f"> </span>lub <span class="_ _1d"> </span>zaniechanie <span class="_ _f"> </span>działania <span class="_ _1d"> </span>stanowiące </div><div class="t m0 x3f h10 ycd1 ff8 fs4 fc2 sc0 ls0 ws0">naruszenie przepisów prawa lub złamanie zasad obowiązujących w </div><div class="t m0 x3f h10 ycd2 ff8 fs4 fc2 sc0 ls0 ws0">Grupie <span class="_ _0"></span>UNIMOT, <span class="_ _0"></span>w <span class="_ _5"></span>wyniku <span class="_ _0"></span>których <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 x3f h10 ycd3 ff6 fs4 fc2 sc0 ls0 ws0">straty <span class="_ _5"></span>finan<span class="_ _0"></span>sowe<span class="ff8">, <span class="_ _6"></span>dodatkowa <span class="_ _6"></span>odpowiedzialn<span class="_ _1"></span>ość <span class="_ _6"></span>prawna <span class="_ _5"></span>lub <span class="_ _6"></span>może </span></div><div class="t m0 x3f h10 ycd4 ff8 fs4 fc2 sc0 ls0 ws0">dojść <span class="_ _6"></span>do <span class="_ _6"></span>uzyskania <span class="_ _7"></span>nieuprawnionych <span class="_ _6"></span>korzyści <span class="_ _7"></span>przez <span class="_ _6"></span>osoby <span class="_ _7"></span>trzecie </div><div class="t m0 x3f h10 ycd5 ff8 fs4 fc2 sc0 ls0 ws0">lub <span class="_ _5"></span>pracow<span class="_ _0"></span>ników. <span class="_ _5"></span>Ryz<span class="_ _0"></span>yko <span class="_ _5"></span>obejmuje <span class="_ _5"></span>n<span class="_ _0"></span>p. <span class="_ _5"></span>przekroczenie <span class="_ _6"></span>uprawnień, </div><div class="t m0 x3f h10 ycd6 ff8 fs4 fc2 sc0 ls0 ws0">ujawnianie informacji <span class="_ _0"></span>osobom <span class="_ _0"></span>nieuprawnionym, utratę <span class="_ _0"></span>informacji, </div><div class="t m0 x3f h10 ycd7 ff6 fs4 fc2 sc0 ls0 ws0">szpiegostwo  handlowe,<span class="_ _0"></span> <span class="_ _14"> </span><span class="ff8">zamach  terrorystyczny <span class="_ _14"> </span>i <span class="_ _14"> </span>ataki <span class="_ _14"> </span>hakerów, </span></div><div class="t m0 x3f h10 ycd8 ff8 fs4 fc2 sc0 ls0 ws0">kradzież, <span class="_ _17"> </span>wandalizm, <span class="_ _17"> </span>fałszerstwo, <span class="_ _20"> </span>pranie <span class="_ _17"> </span>brudnych <span class="_ _17"> </span>pieniędzy, </div><div class="t m0 x3f h10 ycd9 ff8 fs4 fc2 sc0 ls0 ws0">istnienia szarej strefy oraz kwestie korupcji i łapownictwa.<span class="ff6"> </span></div><div class="t m0 x3f h10 ycda ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko również <span class="_ _1"></span>może <span class="_ _1"></span>wynikać z <span class="_ _10"></span>nieświadomego zaangażowania się </div><div class="t m0 x3f h10 ycdb ff8 fs4 fc2 sc0 ls0 ws0">spółek <span class="_ _14"> </span>z <span class="_ _13"> </span>Grupy <span class="_ _13"> </span>w <span class="_ _13"> </span>wyłudzeniu <span class="_ _13"> </span>podatku <span class="_ _14"> </span>V<span class="_ _0"></span>AT, <span class="_ _13"> </span>poprzez <span class="_ _14"> </span>przyjęcie </div><div class="t m0 x3f h10 ycdc ff8 fs4 fc2 sc0 ls0 ws0">faktury <span class="_ _12"> </span>od <span class="_ _7"> </span>teoretycznie <span class="_ _12"> </span>uczciwego <span class="_ _12"> </span>kontrahenta, <span class="_ _12"> </span>który <span class="_ _12"> </span>uprzednio </div><div class="t m0 x3f h10 ycdd ff8 fs4 fc2 sc0 ls0 ws0">nabył towary w łańcuchu podmiotów które wyłudzają VAT.<span class="ff6"> </span></div></div><div class="c x119 ycd0 w86 hc6"><div class="t m0 x39 h10 yaeb ff8 fs4 fc2 sc0 ls0 ws0">zautomatyzowane <span class="_ _60"> </span>rozwiązania </div><div class="t m0 x39 h10 yb2f ff6 fs4 fc2 sc0 ls0 ws0">informatyczne; </div><div class="t m0 x43 h4b yab4 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">wdrożenie <span class="_ _3c"> </span>i <span class="_ _c"> </span>stosowanie <span class="_ _c"> </span>Polityki </span></span></div><div class="t m0 x39 h10 yb30 ff8 fs4 fc2 sc0 ls0 ws0">przeciwdziałania <span class="_ _1c"> </span>nadużyciom, <span class="_ _1c"> </span>który </div><div class="t m0 x39 h10 yb41 ff8 fs4 fc2 sc0 ls0 ws0">stanowi <span class="_ _28"> </span>podstawę <span class="_ _2c"> </span>ustanowienia <span class="_ _28"> </span>i<span class="_ _0"></span> </div><div class="t m0 x39 h10 yb42 ff8 fs4 fc2 sc0 ls0 ws0">wspierania <span class="_ _19"> </span>rozw<span class="_ _0"></span>iązań <span class="_ _18"> </span>prewencyjnych <span class="_ _19"> </span>i </div><div class="t m0 x39 h10 ycde ff8 fs4 fc2 sc0 ls0 ws0">edukacyjnych <span class="_ _10"></span>w zakre<span class="_ _1"></span>sie <span class="_ _10"></span>p<span class="_ _0"></span>rzeciwdziałania </div><div class="t m0 x39 h10 ycdf ff8 fs4 fc2 sc0 ls0 ws0">zachowaniom związanych z nadużyciami;<span class="ff6"> </span></div><div class="t m0 x43 h4b yb34 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">stosowanie <span class="_ _12"> </span>instrukcji <span class="_ _7"> </span>ochrony <span class="_ _12"> </span>tajemnicy </span></span></div><div class="t m0 x39 h10 yb3c ff8 fs4 fc2 sc0 ls0 ws0">spółki (wrażliwe <span class="_ _1"></span>dane, w <span class="_ _1"></span>tym biznesowe);<span class="ff6"> </span></div><div class="t m0 x43 h4b yb44 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">podnoszenie <span class="_ _6"></span>świadomo<span class="_ _0"></span>ści <span class="_ _7"></span>i <span class="_ _7"> </span>kom<span class="_ _0"></span>petencji </span></span></div><div class="t m0 x39 h10 yb45 ff8 fs4 fc2 sc0 ls0 ws0">pracowników <span class="_ _20"> </span>oraz <span class="_ _1e"> </span>budowanie <span class="_ _20"> </span>kultury </div><div class="t m0 x39 h10 yce0 ff8 fs4 fc2 sc0 ls0 ws0">organizacji w <span class="_ _1"></span>oparciu o <span class="_ _1"></span>wspólne <span class="_ _1"></span>wartości;<span class="ff6"> </span></div><div class="t m0 x43 h4b yce1 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">stosowanie systemów zgłaszania nadużyć </span></span></div><div class="t m0 x39 h10 y556 ff8 fs4 fc2 sc0 ls0 ws0">i ochrony sygnalistów.<span class="ff6"> </span></div></div><div class="c x1 y17f w85 hdc"><div class="t m0 x3f h22 yce2 ff5 fs4 fc2 sc0 ls0 ws0">Ryzyko poszanowania praw człowieka<span class="ff7"> </span></div><div class="t m0 x3f h22 yce3 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 yce4 ff6 fs4 fc2 sc0 ls0 ws0">Ryzyko  obejmuje <span class="_ _12"> </span>wszelkie <span class="_ _12"> </span>naruszania  w <span class="_ _12"> </span>obszarze  poszanowania </div><div class="t m0 x3f h10 yce5 ff8 fs4 fc2 sc0 ls0 ws0">praw <span class="_ _34"> </span>człowieka <span class="_ _34"> </span>zawartych <span class="_ _34"> </span>w <span class="_ _34"> </span>przepisach <span class="_ _34"> </span>krajowych <span class="_ _34"> </span>i </div><div class="t m0 x3f h10 yce6 ff8 fs4 fc2 sc0 ls0 ws0">międzynarodowych, <span class="_ _2a"> </span>a <span class="_ _35"> </span>także <span class="_ _35"> </span>zakłócenia <span class="_ _2a"> </span>w <span class="_ _35"> </span>funkcjonowaniu </div><div class="t m0 x3f h10 yce7 ff8 fs4 fc2 sc0 ls0 ws0">systemów <span class="_ _12"> </span>ochrony <span class="_ _12"> </span>tych <span class="_ _7"> </span>praw <span class="_ _12"> </span>w <span class="_ _12"> </span>całym <span class="_ _7"> </span>ł<span class="_ _0"></span>ańcuchu <span class="_ _12"> </span>wartości <span class="_ _12"> </span><span class="ff6">Grupy </span></div><div class="t m0 x3f h10 yce8 ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT  . </div><div class="t m0 x3f h10 yce9 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _23"> </span>związane <span class="_ _23"> </span>jest <span class="_ _23"> </span>występo<span class="_ _0"></span>waniem <span class="_ _23"> </span>zachowań <span class="_ _23"> </span>nieetycznych, </div><div class="t m0 x3f h10 ycea ff8 fs4 fc2 sc0 ls0 ws0">mobbingiem, <span class="_ _13"> </span>ł<span class="_ _0"></span>amaniem <span class="_ _23"> </span>praw, <span class="_ _23"> </span>molestowaniem <span class="_ _23"> </span>i <span class="_ _23"> </span>dyskryminacją </div><div class="t m0 x3f h10 yceb ff8 fs4 fc2 sc0 ls0 ws0">pracowników,  przedstawicieli  społeczności <span class="_ _14"> </span>lokalnych,  partne<span class="_ _1"></span>rów </div><div class="t m0 x3f h10 ycec ff6 fs4 fc2 sc0 ls0 ws0">biznesowych. </div></div><div class="c x119 y17f w86 hdc"><div class="t m0 x43 h4b yb85 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">stosowanie  Polityki  Poszanowania  Praw </span></span></div><div class="t m0 x39 h10 yb86 ff8 fs4 fc2 sc0 ls0 ws0">Człowieka;<span class="ff6"> </span></div><div class="t m0 x43 h4b yced ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">wdrożenie <span class="_ _27"> </span>procedury <span class="_ _34"> </span>i <span class="_ _27"> </span>wieloletnia </span></span></div><div class="t m0 x39 h10 ycee ff8 fs4 fc2 sc0 ls0 ws0">praktyka <span class="_ _b"> </span>biznesowa, <span class="_ _4f"> </span>dotycz<span class="_ _0"></span>ące </div><div class="t m0 x39 h10 ycef ff8 fs4 fc2 sc0 ls0 ws0">pracowników, <span class="_ _1f"> </span>włączając <span class="_ _1f"> </span>w <span class="_ _1a"> </span>to<span class="_ _0"></span> <span class="_ _1f"> </span>ich </div><div class="t m0 x39 h10 y8c ff8 fs4 fc2 sc0 ls0 ws0">rekrutację, <span class="_ _23"> </span>uniezależniające <span class="_ _23"> </span>decyzje <span class="_ _23"> </span>od </div><div class="t m0 x39 h10 y560 ff8 fs4 fc2 sc0 ls0 ws0">takich <span class="_ _34"> </span>kryteri<span class="_ _1"></span>ów <span class="_ _34"> </span>jak: <span class="_ _34"> </span>płeć, <span class="_ _34"> </span>wiek,<span class="_ _1"></span> </div><div class="t m0 x39 h10 y34 ff8 fs4 fc2 sc0 ls0 ws0">pochodzenie, <span class="_ _10"></span>w<span class="_ _0"></span>yznanie, <span class="_ _1"></span>światopogląd <span class="_ _10"></span>c<span class="_ _0"></span>zy </div><div class="t m0 x39 h10 ybb2 ff8 fs4 fc2 sc0 ls0 ws0">orientacja  se<span class="_ _1"></span>ksualna  lub  ze  względ<span class="_ _1"></span>u  na </div><div class="t m0 x39 h10 ybb3 ff6 fs4 fc2 sc0 ls0 ws0">jakiekolwiek <span class="_ _41"> </span>przyrodzone <span class="_ _41"> </span>cechy, </div><div class="t m0 x39 h10 ybb4 ff8 fs4 fc2 sc0 ls0 ws0">niemające <span class="_ _0"></span>z<span class="_ _0"></span>naczenia <span class="_ _5"></span>merytorycznego <span class="_ _5"></span>dla </div><div class="t m0 x39 h10 yb1b ff6 fs4 fc2 sc0 ls0 ws0">wykonywanej pracy; </div><div class="t m0 x43 h4b y870 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Kodeks <span class="_ _20"> </span>Etyki <span class="_ _20"> </span>zakazujący <span class="_ _20"> </span>jakichkolwiek </span></span></div><div class="t m0 x39 h10 yb35 ff8 fs4 fc2 sc0 ls0 ws0">zachowań <span class="_ _36"> </span>i <span class="_ _36"> </span>postaw <span class="_ _36"> </span>wyrażających </div><div class="t m0 x39 h10 yabd ff8 fs4 fc2 sc0 ls0 ws0">dyskryminację w miejscu pracy;<span class="ff6"> </span></div><div class="t m0 x43 h4b yabe ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">przyjęcie p<span class="_ _1"></span>rocedury dotyczącej zgłaszania </span></span></div><div class="t m0 x39 h10 ya6a ff8 fs4 fc2 sc0 ls0 ws0">nieprawidłowości <span class="_ _0"></span>(również anonimowo) <span class="_ _0"></span>i </div><div class="t m0 x39 h10 y556 ff6 fs4 fc2 sc0 ls0 ws0">ochrony <span class="ff8">sygnalistów.</span> </div></div><div class="c x57 y17f w87 hdc"><div class="t m0 x3f h22 ybb2 ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI<span class="ff7"> </span></div><div class="t m0 x3f h22 ybb3 ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↖</span>) </div></div><div class="c x1 y732 w85 hdd"><div class="t m0 x3f h22 y802 ff5 fs4 fc2 sc0 ls0 ws0">Ryzyko braku należytej staranności<span class="ff7"> </span></div><div class="t m0 x3f h22 y1ec ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 y800 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko  związane  z  nieprzestrzeganiem  obowiązujących  polityk  i </div><div class="t m0 x3f h10 yac9 ff8 fs4 fc2 sc0 ls0 ws0">procedur <span class="_ _12"> </span>oraz <span class="_ _12"> </span>zakłóceniami <span class="_ _12"> </span>w  zakre<span class="_ _1"></span>sie <span class="_ _12"> </span>funkcjonowania <span class="_ _12"> </span>systemu </div><div class="t m0 x3f h10 ycf0 ff8 fs4 fc2 sc0 ls0 ws0">kontroli wewnętrznej. <span class="ff6"> </span></div><div class="t m0 x3f h10 y788 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _1"></span>istotnych <span class="_ _10"></span>nadużyć <span class="_ _1"></span>rozumianych <span class="_ _10"></span>jako zawinione<span class="_ _1"></span> <span class="_ _10"></span>działanie l<span class="_ _1"></span>ub </div><div class="t m0 x3f h10 y1d0 ff8 fs4 fc2 sc0 ls0 ws0">zaniechanie <span class="_ _0"></span>działania <span class="_ _5"></span>stanow<span class="_ _0"></span>iące <span class="_ _5"></span>naruszenie <span class="_ _5"></span>przepisów <span class="_ _5"></span>prawa <span class="_ _5"></span>lub </div><div class="t m0 x3f h10 ycf1 ff8 fs4 fc2 sc0 ls0 ws0">złamanie <span class="_ _15"> </span>z<span class="_ _0"></span>asad <span class="_ _15"> </span>o<span class="_ _0"></span>bowiązujących <span class="_ _19"> </span>w <span class="_ _19"> </span>Grupie, <span class="_ _19"> </span>w <span class="_ _19"> </span>wyniku <span class="_ _19"> </span>których<span class="_ _0"></span> </div><div class="t m0 x3f h10 ycf2 ff8 fs4 fc2 sc0 ls0 ws0">rezultatem <span class="_ _14"> </span>są <span class="_ _14"> </span>nieuzasadnione <span class="_ _14"> </span>straty <span class="_ _14"> </span>ponoszone <span class="_ _14"> </span>przez <span class="_ _14"> </span>spółkę <span class="_ _14"> </span>z </div><div class="t m0 x3f h10 ya6a ff6 fs4 fc2 sc0 ls0 ws0">Grupy <span class="_ _20"> </span>lu<span class="ff8">b <span class="_ _1e"> </span>nieuprawnione <span class="_ _20"> </span>korzyści <span class="_ _1e"> </span>osoby <span class="_ _20"> </span>dopuszczającej <span class="_ _1e"> </span>si<span class="_ _1"></span>ę </span></div><div class="t m0 x3f h10 y556 ff8 fs4 fc2 sc0 ls0 ws0">nadużyć.<span class="ff6"> </span></div></div><div class="c x119 y732 w86 hdd"><div class="t m0 x43 h4b ycf3 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">aktualizacja polityk i procedur; </span></span></div><div class="t m0 x43 h4b y7ff ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">funkcjonowanie <span class="_ _46"> </span>systemu <span class="_ _46"> </span>kontroli </span></span></div><div class="t m0 x39 h10 ycf4 ff8 fs4 fc2 sc0 ls0 ws0">wewnętrznej;<span class="ff6"> </span></div><div class="t m0 x43 h4b yada ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">monitoring <span class="_ _1e"> </span>uchybień <span class="_ _1e"> </span>i <span class="_ _1e"> </span>podejmowanie </span></span></div><div class="t m0 x39 h10 ycf5 ff8 fs4 fc2 sc0 ls0 ws0">działań zaradczych;<span class="ff6"> </span></div><div class="t m0 x43 h4b y8bf ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">działania <span class="_ _5"></span>ed<span class="_ _0"></span>ukacyjne <span class="_ _6"></span>dotyczące <span class="_ _6"></span>tematyki<span class="_ _1"></span> </span></span></div><div class="t m0 x39 h10 ycf6 ff8 fs4 fc2 sc0 ls0 ws0">nadużyć, <span class="_ _43"> </span>podnoszące <span class="_ _43"> </span>świa<span class="_ _0"></span>domość </div><div class="t m0 x39 h10 ycf7 ff8 fs4 fc2 sc0 ls0 ws0">pracowników na zagrożenia.<span class="ff6"> </span></div></div><div class="c x57 y732 w87 hdd"><div class="t m0 x3f h22 y788 ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI(↖<span class="ff7">) </span></div></div><div class="c x1 ycf8 w85 hde"><div class="t m0 x3f h22 yb6b ff5 fs4 fc2 sc0 ls0 ws0">Ryzyko niewłaściwej struktury organizacyjnej<span class="ff7"> </span></div><div class="t m0 x3f h22 yb6c ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 ycf9 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _14"> </span>związane <span class="_ _14"> </span>jest <span class="_ _14"> </span>z <span class="_ _14"> </span>faktem, <span class="_ _14"> </span>że <span class="_ _14"> </span>Grupa <span class="_ _14"> </span>kapitało<span class="_ _0"></span>wa <span class="_ _14"> </span>prowadzi </div><div class="t m0 x3f h10 yb6e ff8 fs4 fc2 sc0 ls0 ws0">działalność <span class="_ _5"></span>w <span class="_ _5"></span>różnych <span class="_ _5"></span>segmentach <span class="_ _5"></span>biznesowyc<span class="_ _0"></span>h <span class="_ _5"></span>i <span class="_ _5"></span>stale <span class="_ _5"></span>podejmuje </div><div class="t m0 x3f h10 yb6f ff8 fs4 fc2 sc0 ls0 ws0">wyzwania <span class="_ _5"></span>związane <span class="_ _5"></span>ze <span class="_ _5"></span>zmieniającym <span class="_ _6"></span>się <span class="_ _0"></span>otoczeniem. <span class="_ _5"></span>W <span class="_ _6"></span>związku <span class="_ _0"></span>z </div><div class="t m0 x3f h10 y56d ff8 fs4 fc2 sc0 ls0 ws0">tym, <span class="_ _34"> </span>opóźnienie <span class="_ _34"> </span>lub <span class="_ _34"> </span>zaniechanie <span class="_ _34"> </span>reorganizacji <span class="_ _34"> </span>struktur </div></div><div class="c x119 ycf8 w86 hde"><div class="t m0 x43 h4b ycfa ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">stosowanie ładu korporacyjnego; <span class="ff6"> </span></span></span></div><div class="t m0 x43 h4b yb75 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">zaangażowanie <span class="_ _37"> </span>doświadczo<span class="_ _0"></span>nej <span class="_ _37"> </span>kadry </span></span></div><div class="t m0 x39 h10 yadc ff8 fs4 fc2 sc0 ls0 ws0">zarządzającej <span class="_ _17"> </span>i <span class="_ _17"> </span>specjalistów <span class="_ _17"> </span>z <span class="_ _20"> </span>zakresu </div><div class="t m0 x39 h10 yadd ff8 fs4 fc2 sc0 ls0 ws0">optymalizacji procesów;<span class="ff6"> </span></div><div class="t m0 x43 h4b yaff ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">wdrażanie <span class="_ _35"> </span>regulacji <span class="_ _1d"> </span>w<span class="_ _0"></span>ewnętrznych <span class="_ _1d"> </span>i </span></span></div><div class="t m0 x39 h10 y556 ff8 fs4 fc2 sc0 ls0 ws0">procedur <span class="_ _15"> </span>poz<span class="_ _0"></span>walających <span class="_ _19"> </span>na <span class="_ _18"> </span>sprawne <span class="_ _19"> </span>i </div></div><div class="c x57 ycf8 w87 hde"><div class="t m0 x3f h22 ycf9 ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x3f h22 yb6e ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↔</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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">87<span class="ls0"> </span></div></div><div class="c x1 yaa1 w85 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x119 yaa1 w86 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x57 yaa1 w87 hb7"><div class="t m0 x3f h22 yaa2 ff7 fs4 fc8 sc0 ls0 ws0">POZIOM </div><div class="t m0 x3f h22 yaa3 ff7 fs4 fc8 sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 ycd0 w85 hc6"><div class="t m0 x3f h10 yaeb ff8 fs4 fc2 sc0 ls0 ws0">organizacyjnych w <span class="_ _1"></span>ramach Grupy w odp<span class="_ _1"></span>owiednim momen<span class="_ _1"></span>cie może </div><div class="t m0 x3f h10 yb2f ff8 fs4 fc2 sc0 ls0 ws0">powodować <span class="_ _3"> </span>opóź<span class="_ _0"></span>nienia <span class="_ _3"> </span>w <span class="_ _3"> </span>realizacji <span class="_ _4"> </span>procesów <span class="_ _3"> </span>biznesowych, </div><div class="t m0 x3f h10 ycd1 ff8 fs4 fc2 sc0 ls0 ws0">ograniczenia <span class="_ _1f"> </span>w <span class="_ _1f"> </span>komunikacji <span class="_ _1f"> </span>w<span class="_ _0"></span>ewnętrznej <span class="_ _1f"> </span>i <span class="_ _1f"> </span>zewnętrznej, </div><div class="t m0 x3f h10 ycd2 ff8 fs4 fc2 sc0 ls0 ws0">dublowanie <span class="_ _19"> </span>r<span class="_ _0"></span>ealizowanych <span class="_ _18"> </span>zadań <span class="_ _18"> </span>lub <span class="_ _18"> </span>też <span class="_ _17"> </span>realizowanie <span class="_ _18"> </span>ich <span class="_ _18"> </span>w </div><div class="t m0 x3f h10 ycd3 ff8 fs4 fc2 sc0 ls0 ws0">oderwaniu <span class="_ _14"> </span>od <span class="_ _13"> </span>procesów <span class="_ _13"> </span>bizneso<span class="_ _0"></span>wych. <span class="_ _13"> </span>Niewłaściwa <span class="_ _13"> </span>organizacja </div><div class="t m0 x3f h10 ycd4 ff8 fs4 fc2 sc0 ls0 ws0">Grupy <span class="_ _19"> </span>może <span class="_ _19"> </span>rów<span class="_ _0"></span>nież <span class="_ _19"> </span>zmniejszyć <span class="_ _19"> </span>efektywność <span class="_ _19"> </span>dział<span class="_ _0"></span>alności <span class="_ _19"> </span>lub </div><div class="t m0 x3f h10 ycd5 ff8 fs4 fc2 sc0 ls0 ws0">wydłużać  proces<span class="_ _1"></span>  d<span class="_ _1"></span>ecyzyjny, <span class="_ _12"> </span>co <span class="_ _12"> </span>może  hamować <span class="_ _12"> </span>rozwój <span class="_ _12"> </span>Grupy  w </div><div class="t m0 x3f h10 ycd6 ff8 fs4 fc2 sc0 ls0 ws0">oderwaniu <span class="_ _14"> </span>od <span class="_ _13"> </span>procesów <span class="_ _13"> </span>bizneso<span class="_ _0"></span>wych. <span class="_ _13"> </span>Niewłaściwa <span class="_ _14"> </span>o<span class="_ _0"></span>rganizacja </div><div class="t m0 x3f h10 ycd7 ff8 fs4 fc2 sc0 ls0 ws0">Grupy <span class="_ _19"> </span>może <span class="_ _19"> </span>rów<span class="_ _0"></span>nież <span class="_ _19"> </span>zmniejszyć <span class="_ _19"> </span>efektywność <span class="_ _19"> </span>dział<span class="_ _0"></span>alności <span class="_ _18"> </span>lub </div><div class="t m0 x3f h10 ycd8 ff8 fs4 fc2 sc0 ls0 ws0">wydłużać proces decyzyjny, co może hamować rozwój Grupy.<span class="ff6"> </span></div></div><div class="c x119 ycd0 w86 hc6"><div class="t m0 x39 h10 yaeb ff8 fs4 fc2 sc0 ls0 ws0">efektywne <span class="_ _3c"> </span>działanie <span class="_ _c"> </span>Grupy<span class="_ _0"></span> <span class="_ _c"> </span>jako </div><div class="t m0 x39 h10 yb2f ff6 fs4 fc2 sc0 ls0 ws0">organizacji; </div><div class="t m0 x43 h4b yab4 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">doskonalenie <span class="_ _13"> </span>i <span class="_ _13"> </span>o<span class="_ _0"></span>ptymalizacja <span class="_ _13"> </span>procesów </span></span></div><div class="t m0 x39 h10 yb30 ff6 fs4 fc2 sc0 ls0 ws0">nakierowane <span class="_ _13"> </span>na <span class="_ _23"> </span>budowanie <span class="_ _13"> </span>or<span class="_ _0"></span>ganizacji </div><div class="t m0 x39 h10 yb41 ff6 fs4 fc2 sc0 ls0 ws0">efektywnej biznesowo; </div><div class="t m0 x43 h4b yb3b ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">analiza <span class="_ _14"> </span>trendów  rynkowyc<span class="_ _0"></span>h <span class="_ _14"> </span>pod <span class="_ _14"> </span>kątem </span></span></div><div class="t m0 x39 h10 yb33 ff8 fs4 fc2 sc0 ls0 ws0">stosowania <span class="_ _11"> </span>rozwiązań <span class="_ _46"> </span>naj<span class="_ _1"></span>bardziej </div><div class="t m0 x39 h10 y801 ff6 fs4 fc2 sc0 ls0 ws0">adekwatnych do stopnia rozwoju Grupy;  </div><div class="t m0 x43 h4b ycfb ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">dostosowanie <span class="_ _18"> </span>struktury <span class="_ _18"> </span>do <span class="_ _18"> </span>aktualnych </span></span></div><div class="t m0 x39 h10 yb43 ff8 fs4 fc2 sc0 ls0 ws0">wymogów <span class="_ _17"> </span>oraz <span class="_ _18"> </span>praktyk <span class="_ _17"> </span>rynkowych <span class="_ _17"> </span>w </div><div class="t m0 x39 h10 yb44 ff6 fs4 fc2 sc0 ls0 ws0">obszarze <span class="_ _6"></span>finansowym, <span class="_ _6"></span>operacyjnym <span class="_ _7"></span>oraz </div><div class="t m0 x39 h10 yb45 ff6 fs4 fc2 sc0 ls0 ws0">prawno-regulacyjnym; </div><div class="t m0 x43 h4b yb46 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">regularna <span class="_ _19"> </span>komunikacja <span class="_ _18"> </span>kierownictwa <span class="_ _18"> </span>z </span></span></div><div class="t m0 x39 h10 yce1 ff8 fs4 fc2 sc0 ls0 ws0">pracownikami w zakresie<span class="_ _1"></span> realizacji celów, </div><div class="t m0 x39 h10 y556 ff6 fs4 fc2 sc0 ls0 ws0">misji i wizji Grupy. </div></div><div class="c x1 ycfc w85 hdf"><div class="t m0 x3f h22 ycfd ff5 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _5"></span>niespełnienia <span class="_ _5"></span>wymagań <span class="_ _5"></span>sprawozdawczości <span class="_ _5"></span>i <span class="_ _5"></span>obowiązków </div><div class="t m0 x3f h22 ycfe ff7 fs4 fc2 sc0 ls0 ws0">informacyjnych<span class="ff6"> </span></div><div class="t m0 x3f h10 ycff ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3f h10 yd00 ff8 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _4c"> </span>związane <span class="_ _4c"> </span>jest <span class="_ _4c"> </span>z <span class="_ _4c"> </span>niespełnieniem <span class="_ _4c"> </span>wymogów </div><div class="t m0 x3f h10 y579 ff8 fs4 fc2 sc0 ls0 ws0">sprawozdawczości <span class="_ _13"> </span>finansowej <span class="_ _14"> </span>oraz <span class="_ _13"> </span>obowiąz<span class="_ _0"></span>ków <span class="_ _14"> </span>informacyjnych </div><div class="t m0 x3f h10 y92d ff8 fs4 fc2 sc0 ls0 ws0">lub <span class="_ _7"> </span>nieterminowym <span class="_ _7"> </span>i <span class="_ _7"> </span>n<span class="_ _0"></span>ieprawidłowym <span class="_ _7"> </span>przekazaniem <span class="_ _7"> </span>powyż<span class="_ _0"></span>szych </div><div class="t m0 x3f h10 y907 ff6 fs4 fc2 sc0 ls0 ws0">informacji.  </div><div class="t m0 x3f h10 yba3 ff8 fs4 fc2 sc0 ls0 ws0">Niespełnienie <span class="_ _18"> </span>wymogów<span class="_ _0"></span> <span class="_ _17"> </span>dotyczących <span class="_ _17"> </span>sprawozdawczości <span class="_ _17"> </span>może </div><div class="t m0 x3f h10 yb22 ff8 fs4 fc2 sc0 ls0 ws0">wpłynąć <span class="_ _23"> </span>negatywnie <span class="_ _23"> </span>na <span class="_ _15"> </span>reputację <span class="_ _15"> </span>Grupy, <span class="_ _23"> </span>zw<span class="_ _0"></span>łaszcza <span class="_ _23"> </span>w <span class="_ _15"> </span>oczach </div><div class="t m0 x3f h10 yb23 ff8 fs4 fc2 sc0 ls0 ws0">inwestorów, <span class="_ _19"> </span>analityków <span class="_ _19"> </span>oraz <span class="_ _19"> </span>instytucji <span class="_ _19"> </span>finansowych. <span class="_ _19"> </span>Może <span class="_ _19"> </span>to </div><div class="t m0 x3f h10 yb24 ff8 fs4 fc2 sc0 ls0 ws0">prowadzić do u<span class="_ _1"></span>traty zaufania <span class="_ _1"></span>na rynku, <span class="_ _1"></span>a także <span class="_ _1"></span>wpływać na wycenę<span class="_ _1"></span> </div><div class="t m0 x3f h10 yb25 ff8 fs4 fc2 sc0 ls0 ws0">akcji i ogólną postrzeganą wiarygodność Grupy.<span class="ff6"> </span></div><div class="t m0 x3f h10 yd01 ff8 fs4 fc2 sc0 ls0 ws0">Niezgodność <span class="_ _23"> </span>z <span class="_ _15"> </span>w<span class="_ _0"></span>ymogami <span class="_ _15"> </span>sprawozdawczości <span class="_ _15"> </span>finansowej <span class="_ _15"> </span>moż<span class="_ _0"></span>e </div><div class="t m0 x3f h10 yd02 ff8 fs4 fc2 sc0 ls0 ws0">prowadzić  do <span class="_ _14"> </span>odpowiedzialności  prawnej,  w  tym <span class="_ _14"> </span>potencjalnych </div><div class="t m0 x3f h10 yd03 ff8 fs4 fc2 sc0 ls0 ws0">sankcji <span class="_ _14"> </span>lub <span class="_ _14"> </span>kar<span class="_ _0"></span> <span class="_ _14"> </span>nałoż<span class="_ _0"></span>onych <span class="_ _14"> </span>przez <span class="_ _14"> </span>o<span class="_ _0"></span>rgany <span class="_ _14"> </span>nadzoru <span class="_ _13"> </span>(np. <span class="_ _14"> </span>Komisję </div><div class="t m0 x3f h10 yb29 ff8 fs4 fc2 sc0 ls0 ws0">Nadzoru Finansowego) za niewłaściwe sprawozdania finansowe.<span class="ff6"> </span></div></div><div class="c x119 ycfc w86 hdf"><div class="t m0 x43 h4b yd04 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">regularne <span class="_ _12"> </span>śledzenie <span class="_ _7"> </span>zmian<span class="_ _0"></span> <span class="_ _12"> </span>w <span class="_ _12"> </span>przepisach </span></span></div><div class="t m0 x39 h10 y38f ff8 fs4 fc2 sc0 ls0 ws0">dotyczących <span class="_ _61"> </span>sprawozdawczości </div><div class="t m0 x39 h10 y390 ff8 fs4 fc2 sc0 ls0 ws0">finansowej, <span class="_ _28"> </span>zarówno <span class="_ _2c"> </span>na <span class="_ _28"> </span>poziomie </div><div class="t m0 x39 h10 y391 ff8 fs4 fc2 sc0 ls0 ws0">krajowym, <span class="_ _6"></span>jak <span class="_ _6"></span>i <span class="_ _6"></span>międzynarodowym, <span class="_ _6"></span>oraz </div><div class="t m0 x39 h10 y392 ff8 fs4 fc2 sc0 ls0 ws0">dostosowywanie <span class="_ _62"> </span>procesów </div><div class="t m0 x39 h10 yd05 ff6 fs4 fc2 sc0 ls0 ws0">sprawozdawczych <span class="_ _3"> </span>w <span class="_ _4"> </span>Grupie <span class="_ _3"> </span>do <span class="_ _4"> </span>tych </div><div class="t m0 x39 h10 yd06 ff6 fs4 fc2 sc0 ls0 ws0">zmian; </div><div class="t m0 x43 h4b y395 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">stworzenie <span class="_ _0"></span>skutecznych <span class="_ _5"></span>procedur <span class="_ _5"></span>audytu </span></span></div><div class="t m0 x39 h10 y396 ff8 fs4 fc2 sc0 ls0 ws0">wewnętrznego <span class="_ _6"></span>i <span class="_ _7"></span>kontroli <span class="_ _6"></span>jako<span class="_ _0"></span>ści <span class="_ _7"></span>danych, </div><div class="t m0 x39 h10 y397 ff8 fs4 fc2 sc0 ls0 ws0">w <span class="_ _5"></span>tym <span class="_ _6"></span>systemów <span class="_ _6"></span>in<span class="_ _1"></span>formatycznych, <span class="_ _6"></span>które </div><div class="t m0 x39 h10 yd07 ff8 fs4 fc2 sc0 ls0 ws0">wspierają <span class="_ _1d"> </span>dokładność <span class="_ _f"> </span>i <span class="_ _1d"> </span>inte<span class="_ _0"></span>gralność </div><div class="t m0 x39 h10 yd08 ff8 fs4 fc2 sc0 ls0 ws0">sprawozdań finansowych;<span class="ff6"> </span></div><div class="t m0 x43 h4b yd09 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">współpraca  z  audytorami  zewnętr<span class="_ _1"></span>znymi </span></span></div><div class="t m0 x39 h10 yd0a ff8 fs4 fc2 sc0 ls0 ws0">lub <span class="_ _6"></span>konsultantami <span class="_ _5"></span>s<span class="_ _0"></span>pecjalizującymi <span class="_ _6"></span>się <span class="_ _6"></span>w </div><div class="t m0 x39 h10 yab2 ff8 fs4 fc2 sc0 ls0 ws0">rachunkowości, <span class="_ _13"> </span>którzy <span class="_ _23"> </span>mogą <span class="_ _23"> </span>pomóc <span class="_ _13"> </span>w </div><div class="t m0 x39 h10 yab3 ff8 fs4 fc2 sc0 ls0 ws0">weryfikacji <span class="_ _37"> </span>poprawności <span class="_ _37"> </span>sprawozdań </div><div class="t m0 x39 h10 yab4 ff6 fs4 fc2 sc0 ls0 ws0">finansowych; </div><div class="t m0 x43 h4b yb39 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">zautomatyzowane systemy <span class="_ _0"></span>rapor<span class="_ _0"></span>towania </span></span></div><div class="t m0 x39 h10 yb3a ff8 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _0"></span>harmonogramy <span class="_ _5"></span>zamknięcia <span class="_ _0"></span>okresów </div><div class="t m0 x39 h10 yb3b ff8 fs4 fc2 sc0 ls0 ws0">sprawozdawczych, <span class="_ _34"> </span>które <span class="_ _28"> </span>zapewniają </div><div class="t m0 x39 h10 yd0b ff6 fs4 fc2 sc0 ls0 ws0">terminowe dostarczanie danych; </div><div class="t m0 x43 h4b yd0c ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">weryfikacja <span class="_ _41"> </span>kontrah<span class="_ _1"></span>entów <span class="_ _41"> </span>przed </span></span></div><div class="t m0 x39 h10 ycfb ff8 fs4 fc2 sc0 ls0 ws0">podjęciem <span class="_ _18"> </span>współpracy <span class="_ _18"> </span>i <span class="_ _17"> </span>w <span class="_ _19"> </span>trakcie <span class="_ _18"> </span>jej </div><div class="t m0 x39 h10 yb43 ff6 fs4 fc2 sc0 ls0 ws0">trwania; </div><div class="t m0 x43 h4b y1f2 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">regularne <span class="_ _10"></span>szkolenia pracowników <span class="_ _10"></span>działów </span></span></div><div class="t m0 x39 h10 ybef ff8 fs4 fc2 sc0 ls0 ws0">finansowych i <span class="_ _0"></span>księgowych, <span class="_ _0"></span>które pozwolą </div><div class="t m0 x39 h10 yb46 ff8 fs4 fc2 sc0 ls0 ws0">im <span class="_ _1b"> </span>być <span class="_ _1b"> </span>na <span class="_ _1b"> </span>bieżąco <span class="_ _1b"> </span>z <span class="_ _1b"> </span>wymaganiami </div><div class="t m0 x39 h10 yb83 ff8 fs4 fc2 sc0 ls0 ws0">sprawozdawczości <span class="_ _1c"> </span>oraz <span class="_ _36"> </span>najlepszymi </div><div class="t m0 x39 h10 y556 ff6 fs4 fc2 sc0 ls0 ws0">praktykami. </div></div><div class="c x57 ycfc w87 hdf"><div class="t m0 x3f h22 yba3 ff5 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x3f h22 yb22 ff7 fs4 fc2 sc0 ls0 ws0">(<span class="ff5">↔</span>) </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yd0d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yc6d ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 h10 ycc ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yb95 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yd0e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yd0f ff6 fs4 fc2 sc0 ls0 ws0"> </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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">88<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h44 y237 ff7 fs5 fc5 sc0 ls11 ws0">6.5.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff7">RYZYKO KLIMATYCZNE W GRUPIE UNIMOT </span></span></div><div class="t m0 x1 hf yd10 ff5 fs6 fc9 sc0 ls0 ws0">PODEJŚCIE DO ZARZ<span class="_ _1"></span>ĄDZANI<span class="_ _1"></span>A RYZYKIEM KL<span class="_ _1"></span>IMATYCZ<span class="_ _1"></span>NYM I CELE W OB<span class="_ _1"></span>SZARZE<span class="ff7"> </span></div><div class="t m0 x1 h10 yd11 ff6 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT <span class="ff8">realizuje transformację energetyczną, koncentrując się na zrównoważonym rozwoju i p<span class="_ _1"></span>rzeciwdziałaniu zmianom klimatu. <span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 h10 yd12 ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe ryzyka klimatyczne: </div><div class="t m0 x3c h4b yd13 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Ryzyka <span class="_ _7"></span>transformacyjne <span class="_ _6"></span><span class="ff8">–</span> <span class="_ _7"> </span><span class="ff8">wynikające <span class="_ _7"></span>z <span class="_ _7"> </span>przejścia <span class="_ _7"></span>na <span class="_ _6"></span>gospodarkę <span class="_ _7"></span>niskoemisyjną, <span class="_ _6"></span>o<span class="_ _0"></span>bejmujące <span class="_ _6"></span>regulacje, <span class="_ _12"> </span></span>zmiany <span class="_ _7"></span>technologiczne <span class="_ _6"></span>i </span></span></div><div class="t m0 x3d h10 y6e ff8 fs4 fc2 sc0 ls0 ws0">rynkowe. UNIMOT dostosowuje strategię<span class="_ _1"></span> i ofertę do Zielonego Ładu, widząc w tym również szanse na rozwój.<span class="ff6"> </span></div><div class="t m0 x3c h4b yd14 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Ryzyka <span class="_ _0"></span>fizyczne <span class="_ _0"></span><span class="ff8">–</span> <span class="_ _5"></span><span class="ff8">związane <span class="_ _0"></span>z <span class="_ _0"></span>ekstremalnymi zjawiskami <span class="_ _5"></span>pogodowymi, <span class="_ _0"></span>takimi <span class="_ _0"></span>jak <span class="_ _0"></span>huragany, <span class="_ _0"></span>powodzie <span class="_ _0"></span>czy <span class="_ _5"></span>susze, <span class="_ _0"></span>wpływającymi na </span></span></span></div><div class="t m0 x3d h10 yd15 ff8 fs4 fc2 sc0 ls0 ws0">infrastrukturę i działalność operacyjną.<span class="ff6"> </span></div><div class="t m0 x1 h10 y91c ff8 fs4 fc2 sc0 ls0 ws0">Działania zaradcze:<span class="ff6"> </span></div><div class="t m0 x1 h10 yd16 ff8 fs4 fc2 sc0 ls0 ws0">Dostosowanie modeli biznesowych do wymogów zrównoważonego rozwoju.<span class="ff6"> </span></div><div class="t m0 x3c h4b yd17 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Inwestycje w odnawialne źródła ene<span class="_ _1"></span>rgii i technologie niskoemisyjne.<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b yd18 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Monitorowanie zmian regulacyjnych oraz dostosowywanie strategii rynkowej. </span></span></div><div class="t m0 x3c h4b y47a ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Wdrożenie polityki środowiskowej i adaptacja in<span class="_ _1"></span>frastruktury do nowych warunków klimatycznych.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x1 h10 yd19 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _10"></span>2024 <span class="_ _10"></span>r.<span class="_ _0"></span>  <span class="_ _10"></span><span class="ff8">UNIMOT <span class="_ _1"></span>wypełnił <span class="_ _10"></span>obowiązki <span class="_ _10"></span>sprawozdawcze <span class="_ _10"></span>w <span class="_ _1"></span>zakresie <span class="_ _9"></span>zrów<span class="_ _0"></span>noważonego <span class="_ _10"></span>rozwoju <span class="_ _10"></span>oraz <span class="_ _1"></span>przeprowadził <span class="_ _10"></span>analizę <span class="_ _10"></span>ryzyk <span class="_ _10"></span>klimatycznych. </span></div><div class="t m0 x1 h10 yd1a ff8 fs4 fc2 sc0 ls0 ws0">Raport Zrównoważonego Rozwoju zawierający wyniki analizy stanowi załącznik do ninie<span class="_ _1"></span>jszego dokumentu.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y951 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 yd1b ff7 fs5 fc5 sc0 ls11 ws0">6.6.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">RYZYKO ZWIĄZANE Z CYBERBEZPIECZEŃSTWEM <span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 y47f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yd1c ff8 fs4 fc2 sc0 ls0 ws0">Zarządzanie <span class="_ _12"> </span>bezpieczeństwem <span class="_ _12"> </span>informacji <span class="_ _12"> </span>stanowi <span class="_ _12"> </span>kluczowy <span class="_ _12"> </span>element <span class="_ _12"> </span>ochrony <span class="_ _12"> </span>aktywów<span class="_ _0"></span> <span class="_ _12"> </span>organizacji <span class="_ _12"> </span>przed <span class="_ _12"> </span>zagrożeniami <span class="_ _12"> </span>wewnętrznymi <span class="_ _12"> </span>i<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y1a1 ff8 fs4 fc2 sc0 ls0 ws0">zewnętrznymi w obliczu dynamicznego rozwoju cyberzagrożeń. <span class="ff6"> </span></div><div class="t m0 x1 h10 yd1d ff8 fs4 fc2 sc0 ls0 ws0">Dążenie <span class="_ _12"> </span>do <span class="_ _12"> </span>zapewnienia <span class="_ _12"> </span>odpowiedniego <span class="_ _12"> </span>poziomu <span class="_ _12"> </span>cyberbezpie<span class="_ _1"></span>czeństwa <span class="_ _12"> </span>w <span class="_ _12"> </span>Grupie <span class="_ _12"> </span>UNIMOT <span class="_ _12"> </span>wynika <span class="_ _12"> </span>ze <span class="_ _12"> </span>świadomości <span class="_ _12"> </span>zagrożeń, <span class="_ _12"> </span>jak <span class="_ _12"> </span>też <span class="_ _12"> </span>z  </div><div class="t m0 x1 h10 yd1e ff8 fs4 fc2 sc0 ls0 ws0">wymogów <span class="_ _5"></span>prawnych, <span class="_ _5"></span>w <span class="_ _5"></span>szczególności: <span class="_ _5"></span><span class="ff6">Ustawy <span class="_ _6"></span></span>o <span class="_ _0"></span>krajowym <span class="_ _5"></span>systemie <span class="_ _5"></span>cyberbezpieczeństwa <span class="_ _0"></span>(Uksc) <span class="_ _6"></span>wraz <span class="_ _0"></span>z <span class="_ _5"></span>planowaną <span class="_ _5"></span>nowelizacją <span class="_ _5"></span>(<span class="_ _0"></span>projekt <span class="_ _0"></span>z </div><div class="t m0 x1 h10 y97a ff8 fs4 fc2 sc0 ls0 ws0">dnia 7 l<span class="_ _1"></span>utego 2025 r.) <span class="_ _1"></span>wynikającą z dyrekt<span class="_ _1"></span>ywy NIS2 (Dyrektywa <span class="_ _1"></span>(UE) 2022/2555 Parlamentu <span class="_ _1"></span>Europejskiego I <span class="_ _1"></span>Rady z dnia 14 <span class="_ _1"></span>grudni<span class="_ _0"></span><span class="ff6">a 2022 r. w </span></div><div class="t m0 x1 h10 y616 ff8 fs4 fc2 sc0 ls0 ws0">sprawie środków na rzecz wspólnego wysokiego poziomu cyberbezpieczeństwa w całej Unii). <span class="ff6"> </span></div><div class="t m0 x1 h10 y436 ff8 fs4 fc2 sc0 ls0 ws0">UNIMOT S<span class="_ _1"></span>.A. podjął <span class="_ _10"></span> działania służące <span class="_ _1"></span>zapewnieniu <span class="_ _1"></span>bezpieczeństwa <span class="_ _1"></span>i <span class="_ _1"></span>ciągłości działani<span class="_ _1"></span>a sieci <span class="_ _1"></span>i sys<span class="_ _1"></span>temów informatycznych <span class="_ _10"></span>o<span class="_ _0"></span>raz <span class="ff6">implementacji </span></div><div class="t m0 x1 h10 yd1f ff8 fs4 fc2 sc0 ls0 ws0">przepisów <span class="_ _6"></span>prawa <span class="_ _7"> </span>poprzez <span class="_ _7"></span>wdrożenie <span class="_ _6"></span>kompleksowego <span class="_ _7"> </span>Systemu <span class="_ _6"></span>Z<span class="_ _0"></span>arządzania <span class="_ _6"></span>Bezpieczeństwem <span class="_ _7"></span>Informacji <span class="_ _7"> </span>(SZBI). <span class="_ _7"></span>Działanie <span class="_ _6"></span>wg <span class="_ _7"> </span>j<span class="_ _5"></span><span class="ff6">ednolitych </span></div><div class="t m0 x1 h10 yd20 ff8 fs4 fc2 sc0 ls0 ws0">zasad SZBI przynosi korzyści zarówno dla całej Grupy Kapitałowej, jak i poszczególnych sp<span class="_ _1"></span>ółek zależnych.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 yd21 ff8 fs4 fc2 sc0 ls0 ws0">SZBI <span class="_ _6"></span>obejmuje<span class="_ _1"></span> <span class="_ _6"></span>zbiór <span class="_ _5"></span>polityk, <span class="_ _6"></span>procedur <span class="_ _6"></span>i <span class="_ _5"></span>mechanizmów <span class="_ _6"></span>kontroli, <span class="_ _6"></span>które <span class="_ _5"></span>umoż<span class="_ _0"></span>liwiają <span class="_ _6"></span>skute<span class="_ _1"></span>czne <span class="_ _6"></span>monitorowanie <span class="_ _5"></span>z<span class="_ _0"></span>agrożeń, <span class="_ _6"></span>ocenę <span class="_ _5"></span>ryzyk<span class="_ _5"></span><span class="ff6">a <span class="_ _6"></span>oraz </span></div><div class="t m0 x1 h10 yd22 ff6 fs4 fc2 sc0 ls0 ws0">szybkie reagowanie na incydenty. SZBI obejmuje<span class="_ _1"></span>:<span class="_ _0"></span> </div><div class="t m0 x1 h10 y81 ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span></span>mechanizmy ochrony integralności, poufności i dostępności in<span class="_ _1"></span>formacji,<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 yde ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span></span>zasady dostępu do systemów informatycznych oraz danych wewnętrzn<span class="_ _1"></span>ych, <span class="ff6"> </span></div><div class="t m0 x1 h10 y9a ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span>monitorowanie poziomu ryzyka telei<span class="_ _1"></span>nformatycznego,<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 yd23 ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span></span>efektywne zarządzanie incydentami cyberbezpieczeństwa,<span class="ff6"> </span></div><div class="t m0 x1 h10 y6e8 ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span></span>mechanizmy kontroli prawidłowości funkcjonowania Systemu,<span class="ff6"> </span></div><div class="t m0 x1 h10 yd24 ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span></span>regularne audyty wewnętrzne i zewnętrzne,<span class="ff6"> </span></div><div class="t m0 x1 h10 y182 ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span></span>podnoszenie świadomości pracowników w zakresie ochrony informacji.<span class="ff6"> </span></div><div class="t m0 x1 h10 y283 ff8 fs4 fc2 sc0 ls0 ws0">SZBI <span class="_ _5"></span>zostało<span class="_ _0"></span> <span class="_ _5"></span>wdrożone <span class="_ _6"></span>w <span class="_ _5"></span>pierwszej <span class="_ _5"></span>kolejności <span class="_ _6"></span>w <span class="_ _5"></span>spółce <span class="_ _6"></span>Uni<span class="_ _1"></span>mot <span class="_ _5"></span>Terminale <span class="_ _6"></span>Sp. <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _5"></span>o<span class="_ _0"></span>.o., <span class="_ _6"></span>będ<span class="_ _1"></span>ącej <span class="_ _5"></span>operatorem <span class="_ _6"></span>usług<span class="_ _1"></span>i <span class="_ _5"></span>klucz<span class="_ _0"></span>owej, <span class="_ _6"></span>a <span class="_ _5"></span>tym<span class="_ _5"></span><span class="ff6"> <span class="_ _5"></span>samym </span></div><div class="t m0 x1 h10 yd25 ff8 fs4 fc2 sc0 ls0 ws0">bezpośrednio podleg<span class="_ _1"></span>ającej regulacjom wynikającym z Uksc. Ponadto, w <span class="_ _1"></span>związku z planowaną nowel<span class="_ _1"></span>izacją Uksc pozostałe spółki Grupy mogą </div><div class="t m0 x1 h10 yd26 ff8 fs4 fc2 sc0 ls0 ws0">zostać <span class="_ _6"></span>zakwalifikowan<span class="_ _1"></span>e <span class="_ _5"></span>jako <span class="_ _6"></span>podmioty <span class="_ _5"></span>kluczowe <span class="_ _6"></span>lub <span class="_ _0"></span>w<span class="_ _0"></span>ażne <span class="_ _6"></span>–<span class="ff6"> <span class="_ _6"></span>w <span class="_ _5"></span>rozumieniu <span class="_ _5"></span>t<span class="_ _0"></span>ej <span class="_ _6"></span>Ustawy</span>. <span class="_ _5"></span>W <span class="_ _6"></span>związku <span class="_ _5"></span>z <span class="_ _6"></span>tym <span class="_ _5"></span>prowadzone <span class="_ _5"></span>są <span class="_ _6"></span>dalsze <span class="_ _5"></span>d<span class="_ _0"></span>ziałania </div><div class="t m0 x1 h10 yd27 ff8 fs4 fc2 sc0 ls0 ws0">mające <span class="_ _14"> </span>na <span class="_ _14"> </span>celu <span class="_ _14"> </span>dostosowanie  infrastruktury <span class="_ _14"> </span>informacyjnej <span class="_ _14"> </span>oraz <span class="_ _14"> </span>procesów <span class="_ _14"> </span>zarządzania <span class="_ _14"> </span>cyberbezpieczeńs<span class="_ _1"></span>twem <span class="_ _14"> </span>do <span class="_ _14"> </span>nowych <span class="_ _14"> </span>wym<span class="_ _5"></span>ogów </div><div class="t m0 x1 h10 y6c8 ff8 fs4 fc2 sc0 ls0 ws0">regulacyjnych także w innych podmiotach Grup<span class="_ _1"></span>y. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 yd28 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yd29 ff8 fs4 fc2 sc0 ls0 ws0">Wdrożenie SZBI przynosi organizacji wymierne korzyści, m. in.:<span class="ff6"> </span></div><div class="t m0 x1 h10 y5a9 ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span></span>minimalizację ryzyka naruszeń bezpieczeńs<span class="_ _1"></span>twa, a w konsekwencji strat finansowych wynikających z cyberataków,<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 yd2a ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span></span>zwiększenie <span class="_ _6"></span>odporności <span class="_ _6"></span>sieci <span class="_ _6"></span>oraz <span class="_ _7"></span>systemów <span class="_ _6"></span>informatycznych <span class="_ _6"></span>na <span class="_ _6"></span>celowe <span class="_ _7"></span>i <span class="_ _6"></span> <span class="_ _7"></span>szkodliwe <span class="_ _6"></span>działania <span class="_ _6"></span>mające <span class="_ _6"></span>na <span class="_ _6"></span>celu <span class="_ _6"></span>uszkodzenie <span class="_ _6"></span>l<span class="_ _0"></span>ub </div><div class="t m0 x1 h10 y50a ff8 fs4 fc2 sc0 ls0 ws0">przerwanie działania systemów,<span class="ff6"> </span></div><div class="t m0 x1 h10 yd2b ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span></span>poprawę poziomu zapewnienia ciągłości działania <span class="ff6">Grupy UNIMOT  , </span></div><div class="t m0 x1 h10 yd2c ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span></span>zwiększenie zaufania klientów i partne<span class="_ _1"></span>rów biznesowych poprzez zapewnienie wysokiego poziomu ochrony danych,<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 yce7 ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span></span>optymalizację procesów operacyjnych dzię<span class="_ _1"></span>ki jasno określonym procedurom zarządzania bezpieczeństwem informacji,<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 yd2d ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span></span>wzmocnienie konkurencyjności na rynku poprzez spełnienie<span class="_ _1"></span> międzynarodowych standardów bezpieczeństwa.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y9d6 ff8 fs4 fc2 sc0 ls0 ws0">Strategiczne <span class="_ _10"></span>podej<span class="_ _0"></span>ście <span class="_ _1"></span>do <span class="_ _1"></span>zarządzania b<span class="_ _1"></span>ezpieczeństwem <span class="_ _1"></span>informacji w <span class="_ _10"></span>Grupie <span class="_ _1"></span>Kapitałowej koncentruje <span class="_ _10"></span>się nie <span class="_ _10"></span>tyl<span class="_ _0"></span>ko na <span class="_ _10"></span>zapewnieni<span class="_ _0"></span>u zgodności </div><div class="t m0 x1 h10 y68 ff8 fs4 fc2 sc0 ls0 ws0">z <span class="_ _12"> </span>obowiązującymi <span class="_ _12"> </span>regulacjami, <span class="_ _12"> </span>lecz  także <span class="_ _12"> </span>na <span class="_ _12"> </span>budowaniu <span class="_ _12"> </span>kultury <span class="_ _12"> </span>organizacyjnej, <span class="_ _12"> </span>w  której <span class="_ _12"> </span>bezpi<span class="_ _1"></span>eczeństwo <span class="_ _12"> </span>informacji  stan<span class="_ _1"></span>ow<span class="_ _5"></span><span class="ff6">i <span class="_ _12"> </span>priorytet. </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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">89<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 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 h10 y12c ff8 fs4 fc2 sc0 ls0 ws0">przeciwdziałania cyberzagrożeniom.<span class="ff6"> </span></div><div class="t m0 x1 h10 y12d ff8 fs4 fc2 sc0 ls0 ws0">Wdrożenie <span class="_ _19"> </span>SZBI <span class="_ _19"> </span>o<span class="_ _0"></span>raz <span class="_ _19"> </span>zgo<span class="_ _0"></span>dność <span class="_ _19"> </span>z <span class="_ _18"> </span>międzynarodową <span class="_ _19"> </span>normą <span class="_ _18"> </span>ISO/IEC <span class="_ _18"> </span>27001 <span class="_ _19"> </span>stanowi <span class="_ _18"> </span>fundament <span class="_ _19"> </span>sk<span class="_ _0"></span>utecznego <span class="_ _19"> </span>zarządzania <span class="_ _18"> </span>ryzykiem </div><div class="t m0 x1 h10 y12e ff8 fs4 fc2 sc0 ls0 ws0">informacyjnym i zapewnienia ciągłości działania organizacji w dynamicznie<span class="_ _1"></span> zmieniającym się środowisku biznesowym i regulacyjn<span class="ff6 ls3a">ym.<span class="ls0"> </span></span></div><div class="t m0 x1 h10 y12f ff8 fs4 fc2 sc0 ls0 ws0">Wdrożenie <span class="_ _6"></span>SZBI<span class="_ _0"></span><span class="ff6"> <span class="_ _7"> </span></span>umożliwia <span class="_ _7"> </span>o<span class="_ _0"></span>rganizacji <span class="_ _7"></span>dostosowanie <span class="_ _7"></span>się <span class="_ _7"></span>do <span class="_ _7"> </span>najlepszych <span class="_ _7"> </span>praktyk <span class="_ _7"> </span>w<span class="_ _0"></span> <span class="_ _7"> </span>zakresie <span class="_ _7"> </span>zarządzania <span class="_ _12"> </span>bezpieczeństwe<span class="_ _1"></span>m <span class="_ _7"> </span>informacji, <span class="_ _12"> </span>co </div><div class="t m0 x1 h10 y130 ff8 fs4 fc2 sc0 ls0 ws0">wzmacnia zaufanie interesariuszy, w tym banków, akcjonariuszy i partne<span class="_ _1"></span>rów biznesowych. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 yfc ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 y717 ff7 fs5 fc5 sc0 ls11 ws0">6.7.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">CHARAKTERYSTYKA ZEWNĘTRZNYCH I WEWNĘTRZNYCH CZYNNIKÓ<span class="_ _1"></span>W ISTOTNYCH DLA </span></span></div><div class="t m0 x84 he y3cf ff5 fs5 fc5 sc0 ls0 ws0">ROZWOJU UNIMOT S.A. I GRUPY KAPITAŁOWEJ  <span class="ff7">    </span></div><div class="t m0 x1 h10 yd2e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yd2f ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _13"> </span>ramac<span class="_ _0"></span>h <span class="_ _13"> </span>bieżącej <span class="_ _23"> </span>działalności <span class="_ _13"> </span>Grupy <span class="_ _23"> </span>w <span class="_ _13"> </span>o<span class="_ _0"></span>kresie <span class="_ _13"> </span>sprawozdawczym <span class="_ _23"> </span>będącym <span class="_ _23"> </span>przedmiotem <span class="_ _13"> </span>niniejszego <span class="_ _13"> </span>raport<span class="_ _0"></span>u, <span class="_ _13"> </span>Grupa <span class="_ _23"> </span>identyfikuje </div><div class="t m0 x1 h10 yd30 ff8 fs4 fc2 sc0 ls0 ws0">zewnętrzne <span class="_ _0"></span>i <span class="_ _5"></span>wewnętrzne <span class="_ _0"></span>czynniki, <span class="_ _5"></span>które <span class="_ _0"></span>mo<span class="_ _0"></span>gą <span class="_ _0"></span>mieć <span class="_ _5"></span>wpływ <span class="_ _0"></span>na <span class="_ _5"></span>długoterminowe <span class="_ _0"></span>wyniki <span class="_ _0"></span>finan<span class="_ _0"></span>sowe <span class="_ _0"></span>Grupy, <span class="_ _5"></span>w <span class="_ _5"></span>następujących <span class="_ _0"></span>kluczowych <span class="_ _6"></span><span class="ff6">dla </span></div><div class="t m0 x1 h10 y970 ff8 fs4 fc2 sc0 ls0 ws0">działalności Spółki i Grupy obszarach:<span class="ff6"> </span></div><div class="t m0 x1 h22 y60b ff7 fs4 fc2 sc0 ls0 ws0">GEOPOLITYKA<span class="ff6">, tj. <span class="ff8">zmian<span class="_ _1"></span>y czynników i<span class="_ _1"></span> zjawisk <span class="_ _1"></span>geopolitycznych, <span class="_ _10"></span>w tym w sz<span class="_ _1"></span>czególności polityk<span class="_ _1"></span>a klimatyczna <span class="_ _1"></span>i środowisko<span class="_ _1"></span>wa Unii <span class="_ _1"></span>Europejskiej, </span></span></div><div class="t m0 x1 h10 y60c ff8 fs4 fc2 sc0 ls0 ws0">rozbieżność <span class="_ _12"> </span>interesów <span class="_ _12"> </span>poszczególnych <span class="_ _12"> </span>państw,  konfli<span class="_ _1"></span>kt <span class="_ _12"> </span>zbrojny  w <span class="_ _12"> </span>Ukrainie<span class="_ _1"></span>, <span class="_ _12"> </span>eskalacja  konfli<span class="_ _1"></span>ktu <span class="_ _12"> </span>na <span class="_ _12"> </span>Bliskim <span class="_ _12"> </span>Wschodzie,  możliwe <span class="_ _12"> </span>z<span class="_ _5"></span><span class="ff6">miany </span></div><div class="t m0 x1 h10 y60d ff6 fs4 fc2 sc0 ls0 ws0">sys<span class="ff8">temu <span class="_ _12"> </span>światowego <span class="_ _12"> </span>handlu <span class="_ _12"> </span>wynikające <span class="_ _12"> </span>ze <span class="_ _12"> </span>zmiany <span class="_ _12"> </span>rządów  w <span class="_ _12"> </span>St<span class="_ _1"></span>anach <span class="_ _12"> </span>Zjednoczonych <span class="_ _12"> </span>(szczegóły <span class="_ _12"> </span>poniżej) <span class="_ _12"> </span>oraz <span class="_ _12"> </span>inne <span class="_ _12"> </span>napięcia <span class="_ _12"> </span>pomiędzy </span></div><div class="t m0 x1 h10 y60e ff8 fs4 fc2 sc0 ls0 ws0">największymi <span class="_ _5"></span>gospodarkami <span class="_ _6"></span>świata, <span class="_ _5"></span>mogą <span class="_ _6"></span>powodować <span class="_ _5"></span>ograniczony <span class="_ _5"></span>dostę<span class="_ _0"></span>p <span class="_ _6"></span>do <span class="_ _5"></span>surowców <span class="_ _6"></span>i <span class="_ _5"></span>ich <span class="_ _5"></span>po<span class="_ _0"></span>daży, <span class="_ _6"></span>a <span class="_ _5"></span>także <span class="_ _5"></span>z<span class="_ _0"></span>naczną <span class="_ _5"></span>z<span class="_ _0"></span>mienność <span class="_ _5"></span>cen <span class="_ _6"></span>n<span class="_ _0"></span><span class="ff6 ls3b">a </span></div><div class="t m0 x1 h22 yd31 ff6 fs4 fc2 sc0 ls0 ws0">rynku <span class="ff8">paliw i energii elektrycznej, a także zakłócenia w łańcuchu dostaw.<span class="ff7"> </span></span></div><div class="t m0 x1 h10 y4a9 ff8 fs4 fc2 sc0 ls0 ws0">Po <span class="_ _19"> </span>wyborach <span class="_ _15"> </span>prezydenckich <span class="_ _19"> </span>w <span class="_ _19"> </span>Stanach <span class="_ _19"> </span>Zjednoczonych <span class="_ _19"> </span>moż<span class="_ _0"></span>na <span class="_ _15"> </span>zaobserwować <span class="_ _19"> </span>istotne <span class="_ _19"> </span>zmiany <span class="_ _19"> </span>w <span class="_ _19"> </span>globalnym <span class="_ _19"> </span>otoczeniu <span class="_ _19"> </span>polityczno<span class="_ _5"></span><span class="ff6">-</span></div><div class="t m0 x1 h10 yd32 ff8 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 h10 yd33 ff6 fs4 fc2 sc0 ls0 ws0">i <span class="_ _5"></span>prio<span class="ff8">rytetów <span class="_ _6"></span>w <span class="_ _5"></span>handlu <span class="_ _5"></span>międzynaro<span class="_ _0"></span>dowym, <span class="_ _6"></span>s<span class="_ _1"></span>zczególnie <span class="_ _5"></span>pomiędzy <span class="_ _5"></span>największymi <span class="_ _6"></span>gospodark<span class="_ _1"></span>ami <span class="_ _5"></span>świata, <span class="_ _6"></span>takimi <span class="_ _5"></span>jak <span class="_ _6"></span>Stan<span class="_ _1"></span>y <span class="_ _5"></span>Zjednoczone, <span class="_ _6"></span>Unia </span></div><div class="t m0 x1 h10 yd34 ff8 fs4 fc2 sc0 ls0 ws0">Europejska,  Chiny.  Nowa <span class="_ _14"> </span>administracja  USA,  realizując <span class="_ _14"> </span>strategię  ochrony  krajowego <span class="_ _14"> </span>przemysłu  i  równoważ<span class="_ _0"></span>enia  bilansu  handlo<span class="_ _0"></span>wego<span class="_ _0"></span><span class="ff6 lsf">, </span></div><div class="t m0 x1 h10 y9c0 ff6 fs4 fc2 sc0 ls0 ws0">zdecy<span class="ff8">dowała się na <span class="_ _0"></span>wprowadzenie dodatkowych ceł <span class="_ _0"></span>importowych na szeroką gamę tow<span class="_ _0"></span>arów (obecnie nie obejmują one w<span class="_ _0"></span>prost produktów </span></div><div class="t m0 x1 h10 yd35 ff6 fs4 fc2 sc0 ls0 ws0">energetycznych). </div><div class="t m0 x1 h10 ydc ff8 fs4 fc2 sc0 ls0 ws0">Działania <span class="_ _10"></span>te doprowadziły <span class="_ _10"></span>do <span class="_ _10"></span>napięć <span class="_ _1"></span>handlowych, <span class="_ _10"></span>w szczeg<span class="_ _1"></span>ólności <span class="_ _10"></span>na lin<span class="_ _1"></span>ii <span class="_ _10"></span>USA<span class="_ _0"></span>–UE, ale<span class="_ _1"></span> <span class="_ _10"></span>także w <span class="_ _10"></span>relacjach <span class="_ _10"></span>z pozostałymi <span class="_ _10"></span>kluczowymi <span class="_ _10"></span>partnerami </div><div class="t m0 x1 h10 yd1f ff8 fs4 fc2 sc0 ls0 ws0">gospodarczymi. <span class="_ _10"></span>T<span class="_ _0"></span>ego <span class="_ _10"></span>rodzaju <span class="_ _1"></span>posunięcia <span class="_ _10"></span>mogą <span class="_ _1"></span>w <span class="_ _1"></span>krótkim <span class="_ _10"></span>i ś<span class="_ _1"></span>rednim <span class="_ _10"></span>okresie <span class="_ _10"></span>wpłynąć des<span class="_ _1"></span>tabilizująco <span class="_ _10"></span>na globalne<span class="_ _1"></span> <span class="_ _10"></span>przepływy<span class="_ _0"></span><span class="ff6"> towarowe, <span class="_ _10"></span>poziom </span></div><div class="t m0 x1 h10 yd36 ff8 fs4 fc2 sc0 ls0 ws0">inwestycji oraz przewidywalność polityki h<span class="_ _1"></span>andlowej.<span class="ff6"> </span></div><div class="t m0 x1 h10 yd37 ff8 fs4 fc2 sc0 ls0 ws0">Wśród <span class="_ _18"> </span>potencjalnych <span class="_ _18"> </span>konsekw<span class="_ _0"></span>encji <span class="_ _18"> </span>wskazuje <span class="_ _18"> </span>się <span class="_ _17"> </span>na <span class="_ _19"> </span>w<span class="_ _0"></span>zrost <span class="_ _17"> </span>kosztów <span class="_ _18"> </span>surowców <span class="_ _17"> </span>energ<span class="_ _1"></span>etycznych <span class="_ _18"> </span>i <span class="_ _17"> </span>przemysłowych, <span class="_ _18"> </span>zaburzenia <span class="_ _18"> </span>w </div><div class="t m0 x1 h10 y726 ff8 fs4 fc2 sc0 ls0 ws0">funkcjonowaniu <span class="_ _23"> </span>ł<span class="_ _0"></span>ańcuchów <span class="_ _15"> </span>dostaw, <span class="_ _23"> </span>a <span class="_ _19"> </span>także <span class="_ _23"> </span>opóźnienia <span class="_ _15"> </span>w <span class="_ _15"> </span>realizacji <span class="_ _15"> </span>projektów <span class="_ _15"> </span>infrastrukturalnych <span class="_ _23"> </span>i <span class="_ _15"> </span>przemysłowych, <span class="_ _15"> </span>wynikające <span class="_ _15"> </span>z </div><div class="t m0 x1 h10 yd38 ff6 fs4 fc2 sc0 ls0 ws0">niestabilnych <span class="ff8">warunków importowych i wahania cen komponen<span class="_ _1"></span>tów. <span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 h10 y17d ff8 fs4 fc2 sc0 ls0 ws0">Jednocześnie <span class="_ _6"></span>należy <span class="_ _12"> </span>zaznaczyć, <span class="_ _6"></span>że <span class="_ _12"> </span>na <span class="_ _6"></span>o<span class="_ _0"></span>becnym <span class="_ _7"></span>etapie <span class="_ _6"></span>skala <span class="_ _7"> </span>i <span class="_ _12"> </span>kierunek <span class="_ _6"></span>z<span class="_ _0"></span>mian <span class="_ _7"></span>pozostają <span class="_ _7"> </span>trudne <span class="_ _7"> </span>do <span class="_ _12"> </span>jednoznacznego <span class="_ _6"></span>o<span class="_ _0"></span>szacowania.  <span class="ff6">Gru<span class="_ _1"></span>pa </span></div><div class="t m0 x1 h10 yd39 ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="ff8">, <span class="_ _0"></span>choć aktywnie monitoruje rozwój <span class="_ _0"></span>sytuacji, nie jest w <span class="_ _0"></span>stanie obecnie określić potencjalnych skutków <span class="_ _0"></span>tych przekształceń dla <span class="_ _0"></span>s<span class="_ _0"></span></span>w<span class="_ _0"></span>ojej </div><div class="t m0 x1 h10 yd3a ff8 fs4 fc2 sc0 ls0 ws0">sytuacji <span class="_ _5"></span>finansowej, <span class="_ _6"></span>majątkowej <span class="_ _5"></span>ani <span class="_ _6"></span>kadrowej. <span class="_ _5"></span>Wszelkie <span class="_ _6"></span>ewentualne <span class="_ _5"></span>działania <span class="_ _6"></span>będą <span class="_ _5"></span>uzależnione <span class="_ _5"></span>o<span class="_ _0"></span>d <span class="_ _5"></span>dal<span class="_ _0"></span>szego <span class="_ _5"></span>roz<span class="_ _0"></span>woju <span class="_ _6"></span>wydarzeń<span class="_ _1"></span> <span class="_ _5"></span>na<span class="_ _0"></span> <span class="_ _7"></span><span class="ff6">arenie </span></div><div class="t m0 x1 h10 yd3b ff8 fs4 fc2 sc0 ls0 ws0">międzynarodowej oraz od pojawienia się konkre<span class="_ _1"></span>tnych regulacji wpływających bezpośrednio na działalność operacyjną <span class="_ _0"></span>Spółki.<span class="ff6"> </span></div><div class="t m0 x1 h22 yd3c ff7 fs4 fc2 sc0 ls0 ws0">MAKROEKONOMIA<span class="ff8">, 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 h10 y1b5 ff8 fs4 fc2 sc0 ls0 ws0">stóp <span class="_ _5"></span>procentowych. <span class="_ _5"></span>Zmiany <span class="_ _5"></span>mo<span class="_ _0"></span>gą <span class="_ _6"></span>doprowadzić <span class="_ _0"></span>do <span class="_ _6"></span>spowolnienia <span class="_ _5"></span>gospodarczego, <span class="_ _5"></span>a <span class="_ _5"></span>nawet <span class="_ _5"></span>recesji <span class="_ _6"></span>na <span class="_ _5"></span>rynkach <span class="_ _5"></span>globalnych, <span class="_ _5"></span>a <span class="_ _5"></span>tym<span class="_ _0"></span> <span class="_ _5"></span>samym <span class="_ _6"></span>na </div><div class="t m0 x1 h10 y6ea ff8 fs4 fc2 sc0 ls0 ws0">rynku krajowym. Spowolnienie gospodarcze może prowadzić do spad<span class="_ _1"></span>ku popytu na towary i produkty oferowane przez Grupę.<span class="_ _0"></span><span class="ff6 fc4"> </span></div><div class="t m0 x1 h22 yd3d ff7 fs4 fc2 sc0 ls0 ws0">PRAWO <span class="_ _5"></span>I <span class="_ _5"></span>REGULACJE<span class="ff8">, <span class="_ _5"></span>tj. <span class="_ _5"></span>zmiany <span class="_ _5"></span>systemu <span class="_ _5"></span>prawnego, <span class="_ _5"></span>niepewność <span class="_ _5"></span>o<span class="_ _0"></span>toczenia <span class="_ _0"></span>regulacyjnego, <span class="_ _5"></span>niespójność <span class="_ _5"></span>w <span class="_ _5"></span>interpretacji <span class="_ _5"></span>przepisów, <span class="_ _5"></span>m.in. <span class="_ _5"></span>w </span></div><div class="t m0 x1 h10 yd3e ff8 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 h10 ya29 ff6 fs4 fc2 sc0 ls0 ws0">i energii, <span class="ff8">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 h22 yd3f ff7 fs4 fc2 sc0 ls0 ws0">KONKURENCJA<span class="ff8">, <span class="_ _6"></span>tj. <span class="_ _6"></span>z<span class="_ _0"></span>akłócenia <span class="_ _6"></span>w <span class="_ _6"></span>konkurencji <span class="_ _6"></span>w <span class="_ _6"></span>związku <span class="_ _6"></span>z <span class="_ _7"></span>istnieniem <span class="_ _6"></span>szarej <span class="_ _6"></span>strefy <span class="_ _6"></span>(nieprzestrzeganiem <span class="_ _6"></span>przez <span class="_ _6"></span>nieuczciwych <span class="_ _7"></span>kontrahen<span class="_ _1"></span>tów </span></div><div class="t m0 x1 h10 yd40 ff8 fs4 fc2 sc0 ls0 ws0">przepisów <span class="_ _12"> </span>o <span class="_ _12"> </span>koncesji, <span class="_ _12"> </span>VAT <span class="_ _12"> </span>lub <span class="_ _12"> </span>embarga), <span class="_ _7"> </span>a  także <span class="_ _7"> </span>pojawienie <span class="_ _12"> </span>si<span class="_ _0"></span>ę <span class="_ _12"> </span>na <span class="_ _12"> </span>polskim <span class="_ _12"> </span>rynku <span class="_ _12"> </span>nowych <span class="_ _12"> </span>międzynarodowych <span class="_ _12"> </span>koncernów <span class="_ _7"> </span>lu<span class="_ _0"></span>b <span class="_ _12"> </span>zmiany </div><div class="t m0 x1 h10 yd41 ff8 fs4 fc2 sc0 ls0 ws0">zachowań podmiotów <span class="_ _10"></span>działających <span class="_ _1"></span>w <span class="_ _1"></span>Polsce <span class="_ _10"></span>w branży <span class="_ _10"></span>o<span class="_ _0"></span>brotu <span class="_ _1"></span>towarami. <span class="_ _10"></span>Powyższe zjawiska <span class="_ _10"></span>mogą spo<span class="_ _1"></span>wodować s<span class="_ _1"></span>padek <span class="_ _10"></span>efektywności importu </div><div class="t m0 x1 h10 y74f ff8 fs4 fc2 sc0 ls0 ws0">produktów.<span class="ff6 fs9">  </span></div><div class="t m0 x1 h22 yd42 ff5 fs4 fc2 sc0 ls0 ws0">PREFERENCJE SPOŁ<span class="_ _1"></span>ECZNE<span class="ff8">, 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="_ _10"></span>w<span class="_ _0"></span> ki<span class="_ _1"></span>erunku d<span class="_ _1"></span>bałości 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 h10 yd43 ff8 fs4 fc2 sc0 ls0 ws0">zrównoważonej działalności i odpowiedzialności społecznej. <span class="ff6"> </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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">90<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h22 y69 ff5 fs4 fc2 sc0 ls0 ws0">BEZPIECZEŃSTWO<span class="ff8">, <span class="_ _19"> </span>tj. <span class="_ _19"> </span>konieczność <span class="_ _19"> </span>zapewnienie <span class="_ _19"> </span>bezpieczeństwa <span class="_ _18"> </span>fizycznego <span class="_ _19"> </span>i <span class="_ _19"> </span>infrastruktury <span class="_ _19"> </span>informatycznej, <span class="_ _19"> </span>które <span class="_ _19"> </span>narażone <span class="_ _19"> </span>są <span class="_ _18"> </span>na </span></div><div class="t m0 x1 h10 y28d ff8 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 h10 y536 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 yd44 ff5 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>ramach <span class="_ _6"></span>powyższych <span class="_ _5"></span>głównych <span class="_ _5"></span>czynników, <span class="_ _5"></span>n<span class="_ _0"></span>ależy <span class="_ _5"></span>w <span class="_ _6"></span>szczególności <span class="_ _5"></span>mieć <span class="_ _6"></span>na <span class="_ _0"></span>uwadze <span class="_ _6"></span>następujące <span class="_ _5"></span>kwestie, <span class="_ _6"></span>które <span class="_ _5"></span>mogą <span class="_ _6"></span>mieć <span class="_ _5"></span>wpływ <span class="_ _6"></span>na </div><div class="t m0 x1 h22 y290 ff5 fs4 fc2 sc0 ls0 ws0">Emitenta i jego Grupę w perspektywie krótkoterminowej:<span class="ff7"> </span></div><div class="t m0 x1 h4b yd45 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5">Poziom stóp procentowych<span class="ff6"> <span class="ff8">–<span class="_ _1"></span><span class="ff6"> <span class="ff8">Grupa korzysta <span class="_ _1"></span>z zewnętrznych <span class="_ _1"></span>źródeł finansowania <span class="_ _1"></span>(głównie kredyty i <span class="_ _1"></span>pożyczki w złotych <span class="_ _1"></span>polskich, <span class="_ _1"></span>a także </span></span></span></span></span></span></div><div class="t m0 x58 h10 y538 ff8 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 h4b yd46 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5">Poziom <span class="_ _13"> </span>kursów <span class="_ _14"> </span>wal<span class="_ _0"></span>utowych<span class="ff6"> <span class="_ _13"> </span><span class="ff8">–</span> <span class="_ _13"> </span><span class="ff8">Grupa <span class="_ _13"> </span>prowadzi <span class="_ _13"> </span>sprzedaż <span class="_ _14"> </span>na <span class="_ _23"> </span>rynku <span class="_ _14"> </span>krajowym <span class="_ _13"> </span>i <span class="_ _13"> </span>rynkach <span class="_ _13"> </span>zagranicznych, <span class="_ _13"> </span>natomiast <span class="_ _14"> </span>zakupy <span class="_ _13"> </span>p<span class="_ _0"></span>aliw </span></span></span></span></div><div class="t m0 x58 h10 yd47 ff8 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="_ _5"></span><span class="ff6">dla <span class="_ _0"></span>tr<span class="_ _0"></span>ansakcji ek<span class="_ _0"></span>sportowych <span class="_ _0"></span></span>są <span class="_ _0"></span>EUR <span class="_ _0"></span>i <span class="_ _0"></span>USD. </div><div class="t m0 x58 h10 y269 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>przypadku <span class="_ _5"></span>nabycia, <span class="_ _5"></span>walutami <span class="_ _5"></span>płatności <span class="_ _5"></span>są: <span class="_ _5"></span>USD, <span class="_ _5"></span>EUR <span class="_ _5"></span>i <span class="_ _5"></span>PLN. <span class="_ _5"></span>Wpływ <span class="_ _5"></span>kursów <span class="_ _0"></span>walutow<span class="_ _0"></span>ych <span class="_ _0"></span>na <span class="_ _5"></span>dział<span class="_ _0"></span>alność <span class="_ _0"></span>Grupy <span class="_ _5"></span>jest <span class="_ _5"></span>niwelowany <span class="_ _5"></span>prze<span class="_ _5"></span><span class="ff6 ls15">z </span></div><div class="t m0 x58 h10 y3d2 ff8 fs4 fc2 sc0 ls0 ws0">stosowane instrumenty zabezpieczające. <span class="ff6"> </span></div><div class="t m0 x1 h4b yd48 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff7">Poziom <span class="_ _1d"> </span>cen<span class="_ _0"></span> <span class="_ _1d"> </span>surowca<span class="ff6"> <span class="_ _f"> </span><span class="ff8">–</span> <span class="_ _1d"> </span><span class="ff8">mo<span class="_ _0"></span>del <span class="_ _1d"> </span>biznesowy <span class="_ _f"> </span>G<span class="_ _1"></span>rupy <span class="_ _1d"> </span>w <span class="_ _f"> </span>przeważającej <span class="_ _1d"> </span>części <span class="_ _1d"> </span>o<span class="_ _0"></span>piera <span class="_ _1d"> </span>się <span class="_ _1d"> </span>na <span class="_ _f"> </span>zakupie <span class="_ _1d"> </span>paliw <span class="_ _1d"> </span>cie<span class="_ _0"></span>kłych <span class="_ _0"></span><span class="ff6"> </span></span></span></span></span></div><div class="t m0 x58 h10 yd49 ff8 fs4 fc2 sc0 ls0 ws0">i <span class="_ _1"></span>gazowych za <span class="_ _10"></span>granicą lub <span class="_ _10"></span>w Polsce, je<span class="_ _1"></span>go d<span class="_ _1"></span>ystrybucji <span class="_ _1"></span>i <span class="_ _1"></span>późniejszej s<span class="_ _1"></span>przedaży. Zmian<span class="_ _1"></span>y cen<span class="_ _1"></span> <span class="_ _1"></span>surowców ene<span class="_ _1"></span>rgetycznych d<span class="_ _1"></span>yktowane <span class="_ _1"></span>są<span class="_ _0"></span><span class="ff6"> kilkoma </span></div><div class="t m0 x58 h10 yd4a ff6 fs4 fc2 sc0 ls0 ws0">kluczowymi <span class="_ _5"></span>czynnikami. <span class="_ _0"></span>Do <span class="_ _5"></span>pierwszej <span class="_ _5"></span><span class="ff8">kategorii <span class="_ _0"></span>czynników <span class="_ _5"></span>należą <span class="_ _0"></span>wzajemne <span class="_ _5"></span>powiązania <span class="_ _0"></span>cen <span class="_ _5"></span>surowców <span class="_ _0"></span>(<span class="_ _0"></span>np. <span class="_ _0"></span>zmiany <span class="_ _0"></span>c<span class="_ _0"></span>en <span class="_ _0"></span>gazu <span class="_ _5"></span>ziemnego </span></div><div class="t m0 x58 h10 yd4b ff8 fs4 fc2 sc0 ls0 ws0">zależą <span class="_ _6"></span>w <span class="_ _5"></span>dużym <span class="_ _6"></span>stopniu <span class="_ _5"></span>od <span class="_ _6"></span>cen <span class="_ _5"></span>ro<span class="_ _0"></span>py <span class="_ _6"></span>naftowej). <span class="_ _5"></span>Kolejnym <span class="_ _6"></span>czynnikiem <span class="_ _5"></span>są <span class="_ _6"></span>kursy <span class="_ _5"></span>walutowe, <span class="_ _6"></span>które <span class="_ _6"></span>decyd<span class="_ _1"></span>ują <span class="_ _6"></span>o <span class="_ _5"></span>pozio<span class="_ _0"></span>mie <span class="_ _6"></span>k<span class="_ _1"></span>osztów <span class="_ _6"></span>zak<span class="_ _1"></span>upu<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x58 h10 ya38 ff8 fs4 fc2 sc0 ls0 ws0">surowców <span class="_ _6"></span>z <span class="_ _6"></span>importu, <span class="_ _7"></span>a <span class="_ _6"></span>w <span class="_ _7"></span>efekcie <span class="_ _6"></span>o <span class="_ _6"></span>ich <span class="_ _6"></span>ce<span class="_ _0"></span>nie <span class="_ _6"></span>na <span class="_ _6"></span>rynku <span class="_ _7"></span>krajowym. <span class="_ _6"></span>O<span class="_ _0"></span>statnim <span class="_ _6"></span>czynnikiem <span class="_ _6"></span>wpływającym <span class="_ _6"></span>na <span class="_ _7"></span>poziom <span class="_ _6"></span>cen <span class="_ _6"></span>surowców <span class="_ _7"></span>jest </div><div class="t m0 x58 h10 yd4c ff8 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 x58 h10 y691 ff8 fs4 fc2 sc0 ls0 ws0">Brak stabilności cenowej surowców w <span class="_ _0"></span>kraju i za <span class="_ _0"></span>granicą ma istotny w<span class="_ _0"></span>pływ na osiągane marże i w <span class="_ _0"></span>konsekwencji na uzyskane przez Grupę </div><div class="t m0 x58 h10 yd4d ff8 fs4 fc2 sc0 ls0 ws0">wyniki. <span class="_ _10"></span>Dodatkowo gwałt<span class="_ _1"></span>owny <span class="_ _1"></span>wzrost <span class="_ _10"></span>cen <span class="_ _1"></span>nośników <span class="_ _10"></span>energii <span class="_ _10"></span>moż<span class="_ _0"></span>e <span class="_ _10"></span>skutkować <span class="_ _1"></span>spadkiem <span class="_ _10"></span>konsumpcji, <span class="_ _10"></span>co<span class="_ _0"></span> <span class="_ _1"></span>może <span class="_ _10"></span>przełożyć <span class="_ _10"></span>się <span class="_ _1"></span>na <span class="_ _10"></span>pogorsze<span class="_ _0"></span><span class="ff6">nie </span></div><div class="t m0 x58 h10 y4db ff6 fs4 fc2 sc0 ls0 ws0">sytuacji finansowej Grupy. </div><div class="t m0 x1 h4b yd4e ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5">Wysokość premii lądowej<span class="ff6"> <span class="ff8">(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 x58 h10 yd4f ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _7"> </span>praktyce <span class="_ _7"> </span>wysokość <span class="_ _12"> </span>premii <span class="_ _6"></span>lądowej <span class="_ _12"> </span>wynika <span class="_ _6"></span>z<span class="_ _0"></span> <span class="_ _7"> </span>poziomu <span class="_ _7"> </span>marż <span class="_ _7"> </span>realizowanych <span class="_ _12"> </span>przez <span class="_ _6"></span>krajo<span class="_ _0"></span>we <span class="_ _7"></span>koncerny <span class="_ _7"></span>petrochemiczne <span class="_ _7"></span>w <span class="_ _7"> </span>segmencie </div><div class="t m0 x58 h10 y6e2 ff6 fs4 fc2 sc0 ls0 ws0">produkcji <span class="_ _13"> </span>oraz <span class="_ _13"> </span>handlu. <span class="_ _13"> </span>Wysoko<span class="ff8">ść <span class="_ _23"> </span>premii <span class="_ _14"> </span>lądowej <span class="_ _23"> </span>wyznacza <span class="_ _13"> </span>obszar <span class="_ _13"> </span>moż<span class="_ _0"></span>liwej <span class="_ _13"> </span>do <span class="_ _13"> </span>zrealizowania <span class="_ _13"> </span>przez <span class="_ _13"> </span>UNIMOT <span class="_ _13"> </span>marży <span class="_ _13"> </span>handlowej </span></div><div class="t m0 x58 h10 yd50 ff8 fs4 fc2 sc0 ls0 ws0">pomniejszonej <span class="_ _5"></span>o <span class="_ _6"></span>koszty <span class="_ _5"></span>logistyki <span class="_ _6"></span>(koszty <span class="_ _5"></span>transportu, <span class="_ _5"></span>obsłu<span class="_ _0"></span>gi <span class="_ _6"></span>przeładu<span class="_ _1"></span>nkowej, <span class="_ _5"></span>badania <span class="_ _6"></span>jakości), <span class="_ _5"></span>koszty <span class="_ _6"></span>wynajmu <span class="_ _5"></span>pojemności <span class="_ _5"></span>baz <span class="_ _7"> </span><span class="ff6">pa<span class="_ _0"></span>liw, </span></div><div class="t m0 x58 h10 yd51 ff6 fs4 fc2 sc0 ls0 ws0">koszty ubezp<span class="ff8">ieczenia należności <span class="_ _0"></span>(w <span class="_ _0"></span>związku z <span class="_ _0"></span>polityką bezpieczeństwa <span class="_ _0"></span>obrotu przyjętą przez <span class="_ _0"></span>Grupę), <span class="_ _0"></span>a także <span class="_ _0"></span>koszty realizacji o<span class="_ _0"></span>bowiązku </span></div><div class="t m0 x58 h22 yd52 ff6 fs4 fc2 sc0 ls0 ws0">NCW.<span class="ff7"> </span></div><div class="t m0 x1 h4b y958 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff7">Szara <span class="_ _5"></span>strefa <span class="_ _5"></span>w <span class="_ _5"></span>obrocie <span class="_ _0"></span>paliwami<span class="_ _0"></span><span class="ff6"> <span class="_ _5"></span><span class="ff8">–</span> <span class="_ _0"></span><span class="ff8">nieuczc<span class="_ _0"></span>iwe <span class="_ _0"></span>praktykami <span class="_ _5"></span>dotyczące <span class="_ _5"></span>sprzedaży <span class="_ _0"></span>paliw <span class="_ _5"></span>bez <span class="_ _5"></span>opłacania <span class="_ _5"></span>należnych <span class="_ _5"></span>opłat <span class="_ _0"></span>i <span class="_ _5"></span>podatkó<span class="_ _0"></span>w <span class="_ _5"></span>oraz <span class="_ _5"></span>z </span></span></span></span></div><div class="t m0 x58 h10 yd53 ff8 fs4 fc2 sc0 ls0 ws0">naruszeniem <span class="_ _6"></span>obowiązujących <span class="_ _6"></span>prze<span class="_ _1"></span>pisów <span class="_ _6"></span>i <span class="_ _6"></span>ustaw <span class="_ _6"></span>przez <span class="_ _6"></span>podmioty <span class="_ _5"></span>działające <span class="_ _6"></span>na <span class="_ _6"></span>rynku, <span class="_ _6"></span>np. <span class="_ _6"></span>fałszowanie<span class="_ _1"></span> <span class="_ _6"></span>jakości <span class="_ _6"></span>paliw <span class="_ _6"></span>poprzez <span class="_ _6"></span>używan<span class="ff6">i<span class="_ _0"></span>e </span></div><div class="t m0 x58 h10 y1ad ff8 fs4 fc2 sc0 ls0 ws0">tańszych <span class="_ _7"></span>komponentów, <span class="_ _7"> </span>brak <span class="_ _7"> </span>rejestracji <span class="_ _7"> </span>działalności <span class="_ _12"> </span>lub <span class="_ _6"></span>naruszanie <span class="_ _7"> </span>przepisów <span class="_ _7"> </span>o<span class="_ _0"></span> <span class="_ _7"> </span>koncesjach <span class="_ _7"></span>i <span class="_ _7"> </span>raportowaniu <span class="_ _7"></span>transakcji. <span class="_ _7"></span>Powoduje <span class="_ _7"></span>to </div><div class="t m0 x58 h10 y40f ff8 fs4 fc2 sc0 ls0 ws0">zmniejszenie  ko<span class="_ _0"></span>nkurencyjności <span class="_ _14"> </span>oraz <span class="_ _14"> </span>ograniczenie <span class="_ _14"> </span>popytu <span class="_ _14"> </span>na <span class="_ _14"> </span>produkty <span class="_ _14"> </span>oferowane <span class="_ _14"> </span>przez <span class="_ _14"> </span>UNIM<span class="_ _0"></span>OT <span class="_ _14"> </span>i <span class="_ _14"> </span>jego <span class="_ _14"> </span>spółki <span class="_ _14"> </span>zależne, <span class="_ _14"> </span>co <span class="_ _14"> </span>może </div><div class="t m0 x58 h22 yd54 ff6 fs4 fc2 sc0 ls13 ws0">nega<span class="ff8 ls0">tywnie wpływać na osiągane wyniki finansowe. <span class="_ _0"></span><span class="ff7"> </span></span></div><div class="t m0 x1 h4b ya0b ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff7">Logistyka  <span class="ff8">–</span>  <span class="ff8">zaspokajanie <span class="_ _12"> </span>potrzeb  odbiorców <span class="_ _12"> </span>w  znacznym  stopn<span class="_ _1"></span>iu  zależy <span class="_ _12"> </span>od  wydolności  l<span class="_ _1"></span>ogistyki  d<span class="_ _1"></span>ostaw  drogą  mors<span class="_ _1"></span>ką  paliw, <span class="_ _12"> </span>ich </span></span></span></div><div class="t m0 x58 h10 ya0c ff8 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="_ _5"></span>produktów <span class="_ _0"></span>ropopochodnych. <span class="_ _0"></span>Należy <span class="_ _0"></span>przyjąć, <span class="_ _0"></span>że <span class="_ _5"></span>wyłącze<span class="_ _0"></span><span class="ff6">nie </span></div><div class="t m0 x58 h10 yd55 ff6 fs4 fc2 sc0 ls0 ws0">dostaw <span class="_ _6"></span>paliw <span class="_ _6"></span>z <span class="_ _6"></span><span class="ff8">Rosji <span class="_ _6"></span>będzie <span class="_ _6"></span>miało <span class="_ _6"></span>charakter <span class="_ _6"></span>trwały <span class="_ _6"></span>i <span class="_ _6"></span>w <span class="_ _6"></span>związku <span class="_ _6"></span>z <span class="_ _6"></span>tym <span class="_ _6"></span>należy <span class="_ _6"></span>kłaść <span class="_ _6"></span>szczególną <span class="_ _6"></span>uwagę <span class="_ _6"></span>na <span class="_ _6"></span>odpowiedni <span class="_ _6"></span>rozwój <span class="_ _6"></span>obszaru </span></div><div class="t m0 x58 h10 yd56 ff6 fs4 fc2 sc0 ls0 ws0">logistyki, w tym przede wszystkim infrastruktury.  </div><div class="t m0 x1 h4b yd57 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5">Koszty realizacji Narodowego <span class="_ _1"></span>Celu Wskaźni<span class="_ _1"></span>kowego, Narodowego Celu <span class="_ _10"></span>Reduk<span class="_ _0"></span>cyjnego i <span class="_ _1"></span>EFE, które zobowi<span class="_ _1"></span>ązani są ponosić pro<span class="_ _1"></span>ducenci <span class="_ _5"></span><span class="ff7 ls3c">i </span></span></span></div><div class="t m0 x58 h22 yd58 ff5 fs4 fc2 sc0 ls0 ws0">importerzy paliw, wpływające na działalność Grupy Emitenta:<span class="ff7"> <span class="ff6"> </span></span></div><div class="t m0 xc6 h4b yd59 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _38"> </span><span class="ff6">NCW  (<span class="ff8">Narodowy  Cel <span class="_ _12"> </span>Wskaźnikowy)<span class="ff7"> </span>–<span class="ff7"> </span>wymó<span class="_ _0"></span>g  realizacji <span class="_ _12"> </span>w  danym <span class="_ _12"> </span>roku  minimalnego <span class="_ _12"> </span>udziału  biokomponentów  i  i<span class="_ _1"></span>nnych  p<span class="_ _1"></span>aliw </span></span></span></div><div class="t m0 x5c h10 yd5a ff8 fs4 fc2 sc0 ls0 ws0">odnawialnych <span class="_ _6"></span>w <span class="_ _6"></span>ogólnej <span class="_ _6"></span>ilości <span class="_ _5"></span>p<span class="_ _0"></span>aliw <span class="_ _6"></span>ciekłych <span class="_ _6"></span>i <span class="_ _6"></span>biopaliw <span class="_ _6"></span>ciekłych <span class="_ _5"></span>sprzedawanych, <span class="_ _6"></span>zbywanych <span class="_ _6"></span>lub <span class="_ _6"></span>zużywanych <span class="_ _6"></span>w <span class="_ _12"> </span><span class="ff6">innej <span class="_ _6"></span>formie <span class="_ _6"></span>na </span></div><div class="t m0 x5c h10 yd5b ff8 fs4 fc2 sc0 ls0 ws0">potrzeby <span class="_ _6"></span>własne. <span class="_ _7"></span>Zapewnienie <span class="_ _7"></span>realizacji <span class="_ _7"></span>NCW <span class="_ _6"></span>pow<span class="_ _0"></span>oduje <span class="_ _6"></span>konieczność <span class="_ _7"> </span>korzystania <span class="_ _7"></span>z <span class="_ _7"></span>infrastruktury <span class="_ _6"></span>lo<span class="_ _0"></span>gistycznej <span class="_ _6"></span>i <span class="_ _7"></span>magazynowej <span class="_ _7"></span>z </div><div class="t m0 x5c h10 yce2 ff8 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>usługo<span class="_ _5"></span><span class="ff6">wo </span></div><div class="t m0 x5c h10 yce3 ff8 fs4 fc2 sc0 ls0 ws0">wykonują  operatorzy  b<span class="_ _1"></span>az  paliw, <span class="_ _12"> </span>z  których <span class="_ _12"> </span>korzysta  Emitent.  Koszty <span class="_ _12"> </span>wykonania  NCW  ora<span class="_ _1"></span>z  koszty <span class="_ _12"> </span>usług  blendowania <span class="_ _12"> </span>paliwa, </div><div class="t m0 x5c h10 yd5c ff8 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 xc6 h4b yce5 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _38"> </span><span class="ff6">NCR <span class="_ _1"></span>(Narodowy <span class="_ _1"></span>Cel <span class="_ _10"></span>Redukcyjny) <span class="ff8">–</span> <span class="_ _10"></span><span class="ff8">konieczność <span class="_ _1"></span>realizacji <span class="_ _10"></span>obowiązku obniżenia <span class="_ _10"></span>średniej <span class="_ _1"></span>emisyjności <span class="_ _1"></span>CO</span></span></span></div><div class="t m0 x8d h3c yd5d ff6 fsd fc2 sc0 ls0 ws0">2</div><div class="t m0 x11a h10 yce5 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _10"></span>w<span class="_ _0"></span>prowadzanych <span class="_ _10"></span>na krajowy </div><div class="t m0 x5c h10 yce6 ff8 fs4 fc2 sc0 ls0 ws0">rynek <span class="_ _7"></span>paliw <span class="_ _12"> </span>transportowych. <span class="_ _7"> </span>W <span class="_ _12"> </span>praktyce <span class="_ _7"></span>oznacza <span class="_ _12"> </span>to <span class="_ _7"> </span>celowość <span class="_ _12"> </span>st<span class="_ _1"></span>osowania <span class="_ _12"> </span>biokomponentów <span class="_ _6"></span>o <span class="_ _12"> </span>niższej <span class="_ _7"> </span>emisyjności, <span class="_ _12"> </span>zawierania </div><div class="t m0 x5c h10 yce7 ff8 fs4 fc2 sc0 ls0 ws0">kontraktów <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _5"></span>importerami <span class="_ _6"></span>paliw <span class="_ _5"></span>oferujących <span class="_ _6"></span>produkty <span class="_ _5"></span>o <span class="_ _6"></span>niżej <span class="_ _5"></span>emisyjności <span class="_ _6"></span> <span class="_ _5"></span>(CNG, <span class="_ _5"></span>L<span class="_ _0"></span>NG <span class="_ _5"></span>o<span class="_ _0"></span>raz <span class="_ _6"></span>LPG) <span class="_ _5"></span>oraz <span class="_ _6"></span>nabywania <span class="_ _5"></span>tzw<span class="_ _5"></span><span class="ff6">. <span class="_ _5"></span>UER,<span class="_ _0"></span> <span class="_ _5"></span>cz<span class="_ _0"></span>yli </span></div><div class="t m0 x5c h10 yce8 ff8 fs4 fc2 sc0 ls0 ws0">uprawnień <span class="_ _0"></span>wynikających <span class="_ _5"></span>z <span class="_ _5"></span>redukcji <span class="_ _5"></span>emisji <span class="_ _5"></span>przy <span class="_ _5"></span>wydobyciu <span class="_ _5"></span>surowców <span class="_ _5"></span>energetycznych. <span class="_ _0"></span>Po<span class="_ _0"></span>wyższe <span class="_ _5"></span>ma <span class="_ _0"></span>w<span class="_ _0"></span>pływ <span class="_ _5"></span>na <span class="_ _0"></span>ceny <span class="_ _5"></span>oferowanych </div><div class="t m0 x5c h10 yd5e ff8 fs4 fc2 sc0 ls0 ws0">paliw oraz realizowaną na<span class="ff6"> </span>nich marżę.<span class="ff6"> </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 y3c w1d h1c" alt="" 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class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">91<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 xc6 h4b y69 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _38"> </span><span class="ff8">EFE <span class="_ _6"></span>(efektywność <span class="_ _5"></span>energetyczna) <span class="_ _6"></span>–<span class="ff6"> <span class="_ _5"></span></span>konieczność <span class="_ _5"></span>realizacji <span class="_ _6"></span>celu <span class="_ _0"></span>o<span class="_ _0"></span>szczędności <span class="_ _5"></span>energii <span class="_ _5"></span>fi<span class="_ _0"></span>nalnej. <span class="_ _6"></span>Podmiotami <span class="_ _5"></span>zobowiązanymi <span class="_ _5"></span>są <span class="_ _6"></span>m.in. </span></span></div><div class="t m0 x5c h10 y28d ff8 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 x5c h10 y28e ff8 fs4 fc2 sc0 ls0 ws0">również <span class="_ _6"></span>podmioty <span class="_ _6"></span>paliwowe <span class="_ _5"></span>w<span class="_ _0"></span>prowadzające <span class="_ _6"></span>do <span class="_ _6"></span>obrotu <span class="_ _6"></span>paliwa <span class="_ _6"></span>ci<span class="_ _1"></span>ekłe. <span class="_ _6"></span>Obowiązek <span class="_ _6"></span>może <span class="_ _6"></span>zostać <span class="_ _5"></span>wypełniony <span class="_ _6"></span>przez: <span class="_ _6"></span>zrealizowanie </div><div class="t m0 x5c h10 y35c ff8 fs4 fc2 sc0 ls0 ws0">przedsięwzięcia <span class="_ _5"></span>służącego <span class="_ _6"></span>poprawie <span class="_ _6"></span>efektywności <span class="_ _6"></span>energe<span class="_ _1"></span>tycznej <span class="_ _6"></span>u <span class="_ _6"></span>odbiorcy <span class="_ _5"></span>końco<span class="_ _0"></span>wego, <span class="_ _6"></span>zrealizowanie <span class="_ _5"></span>programu <span class="_ _6"></span>bezzwrotnych </div><div class="t m0 x5c h10 y35d ff8 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 x5c h10 y3a0 ff8 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 h4b y49c ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5">Koszty <span class="_ _15"> </span>wy<span class="_ _0"></span>nikające <span class="_ _23"> </span>z <span class="_ _15"> </span>zapew<span class="_ _0"></span>nienia <span class="_ _15"> </span>bezpieczeństwa <span class="_ _15"> </span>infrastruktury <span class="_ _19"> </span>informatycznej <span class="_ _19"> </span><span class="ff8">–<span class="ff6"> <span class="_ _15"> </span></span>zapewnienie <span class="_ _15"> </span>bezpieczeństwa <span class="_ _15"> </span>infrastruktury </span></span></span></div><div class="t m0 x58 h10 y49d ff8 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 x58 h10 yd5f ff8 fs4 fc2 sc0 ls0 ws0">które <span class="_ _6"></span>mogą <span class="_ _6"></span>destabilizować <span class="_ _6"></span>systemy <span class="_ _6"></span>wykorzystywane <span class="_ _6"></span>przez <span class="_ _6"></span>Grupę <span class="_ _6"></span>do <span class="_ _6"></span>prowadzenia<span class="_ _0"></span><span class="ff6"> <span class="_ _6"></span></span>działalności, <span class="_ _7"></span>mogą<span class="ff6"> <span class="_ _6"></span></span>również<span class="ff6"> <span class="_ _6"></span></span>prowadzić <span class="_ _6"></span>do <span class="_ _6"></span>wzrostu </div><div class="t m0 x58 h22 yd60 ff8 fs4 fc2 sc0 ls0 ws0">kosztów operacyjnych Grupy Emitenta.<span class="ff7"> </span></div><div class="t m0 x1 h4b yd61 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5">Stabilność systemu <span class="_ _1"></span>prawnego i <span class="_ _1"></span>podatkowego –<span class="ff7"> <span class="ff8">Grupę <span class="_ _1"></span>UNIMOT obowiązują l<span class="_ _1"></span>iczne wymogi p<span class="_ _1"></span>rawne i <span class="_ _1"></span>regulacyjne, <span class="_ _1"></span>które jest <span class="_ _10"></span>z<span class="_ _0"></span>obowiązana </span></span></span></span></div><div class="t m0 x58 h10 yd62 ff8 fs4 fc2 sc0 ls0 ws0">wdrażać <span class="_ _6"></span>i <span class="_ _6"></span>stosować. <span class="_ _6"></span>Wymogi <span class="_ _6"></span>te <span class="_ _6"></span>stale <span class="_ _6"></span>podlegają <span class="_ _6"></span>modyfikacjom <span class="_ _6"></span>lub <span class="_ _6"></span>są <span class="_ _6"></span>wprowadzane <span class="_ _6"></span>nowe <span class="_ _6"></span>obowiązki, <span class="_ _6"></span>które <span class="_ _6"></span>dotyczą <span class="_ _6"></span>Grupy <span class="_ _6"></span>Emitenta.<span class="_ _0"></span> </div><div class="t m0 x58 h10 yd63 ff8 fs4 fc2 sc0 ls0 ws0">Koniecznością <span class="_ _7"> </span>implementacji <span class="_ _12"> </span>regulacji <span class="_ _7"></span>do <span class="_ _12"> </span>procesów<span class="ff6"> <span class="_ _12"> </span></span>i <span class="_ _7"> </span>procedur <span class="_ _12"> </span>obowiązujących <span class="_ _12"> </span>w <span class="_ _7"> </span>Grupie <span class="_ _7"> </span>mo<span class="_ _0"></span>że <span class="_ _7"> </span>generować<span class="_ _0"></span> <span class="_ _12"> </span>konieczność <span class="_ _7"></span>ponoszenia </div><div class="t m0 x58 h10 y13a ff8 fs4 fc2 sc0 ls0 ws0">dodatkowych <span class="_ _15"> </span>kosztów <span class="_ _15"> </span>dostosowania <span class="_ _15"> </span>działalności <span class="_ _15"> </span>lub <span class="_ _23"> </span>ponosze<span class="_ _0"></span>nie <span class="_ _23"> </span>wyż<span class="_ _0"></span>szych <span class="_ _15"> </span>kosztów <span class="_ _15"> </span>obciążeń <span class="_ _23"> </span>np. <span class="_ _15"> </span>podatkowych <span class="_ _15"> </span>zw<span class="_ _0"></span>iązanych <span class="_ _15"> </span>ze </div><div class="t m0 x58 h10 y9fc ff8 fs4 fc2 sc0 ls0 ws0">spełnieniem <span class="_ _12"> </span>nowych  wymogów  prawnych. <span class="_ _12"> </span>Skutki  wejścia <span class="_ _12"> </span>w  życie <span class="_ _12"> </span>nowych  przepisów <span class="_ _12"> </span>mogą  wpłynąć <span class="_ _12"> </span>na  wyniki <span class="_ _12"> </span>finansowe  Grupy <span class="_ _12"> </span>i </div><div class="t m0 x58 h22 yd64 ff8 fs4 fc2 sc0 ls0 ws0">długoterminową strategię rozwoju.<span class="ff7"> </span></div><div class="t m0 x58 h22 y19d ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 yd65 ff7 fs5 fc5 sc0 ls11 ws0">6.8.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff7">WYDARZENIA PO DNIU SPRAWOZDAWCZYM </span></span></div><div class="t m0 x3c h9 y21d ff7 fs2 fc8 sc0 lsb ws0">7.<span class="ff3 ls0"> <span class="_ _15"> </span><span class="ff5">SYTUACJA FINANSOWA GRUPY KAP<span class="_ _1"></span>ITAŁOWEJ<span class="_ _1"></span><span class="ff7"> </span></span></span></div><div class="t m0 x3c h44 yd66 ff7 fs5 fc5 sc0 ls11 ws0">7.1.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff7">ZASADY <span class="ff5">SPORZĄDZANIA</span> SKONSOLIDOWANEGO SPRAWOZDANIA FINANSOWEGO<span class="ls3d">  </span> </span></span></div><div class="t m0 x1 h10 y544 ff8 fs4 fc2 sc0 ls0 ws0">Skonsolidowane <span class="_ _6"></span>sprawozdanie<span class="_ _1"></span> <span class="_ _6"></span>finansowe <span class="_ _5"></span>zo<span class="_ _0"></span>stało <span class="_ _6"></span>sporządzone <span class="_ _5"></span>zgodnie <span class="_ _6"></span>z <span class="_ _6"></span>Międzynarodowymi <span class="_ _5"></span>Standardami <span class="_ _6"></span>Sprawozdawczości <span class="_ _6"></span>Finansowej </div><div class="t m0 x1 h10 y361 ff8 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 h10 yd67 ff8 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="_ _6"></span><span class="ff6"> MSSF </span></div><div class="t m0 x1 h10 yd68 ff6 fs4 fc2 sc0 ls0 ws0">UE.  </div><div class="t m0 x1 h10 yd69 ff8 fs4 fc2 sc0 ls0 ws0">Skonsolidowane <span class="_ _13"> </span>sprawozdanie <span class="_ _13"> </span>finansowe <span class="_ _23"> </span>zostało <span class="_ _23"> </span>sporządzone <span class="_ _13"> </span>w <span class="_ _23"> </span>oparciu <span class="_ _23"> </span>o <span class="_ _13"> </span>z<span class="_ _0"></span>asadę <span class="_ _13"> </span>kosztu <span class="_ _23"> </span>historycznego, <span class="_ _13"> </span>z <span class="_ _23"> </span>wyjątkiem <span class="_ _13"> </span>pochodnych </div><div class="t m0 x1 h10 yd6a ff8 fs4 fc2 sc0 ls0 ws0">instrumentów <span class="_ _7"> </span>finansowych, <span class="_ _12"> </span>zapasu <span class="_ _7"></span>oleju <span class="_ _7"> </span>nap<span class="_ _0"></span>ędowego <span class="_ _7"> </span>i <span class="_ _12"> </span>gazu <span class="_ _7"> </span>ziemnego, <span class="_ _12"> </span>zobowiązań <span class="_ _12"> </span>finansowy<span class="_ _1"></span>ch <span class="_ _7"> </span>z <span class="_ _12"> </span>tytułu <span class="_ _7"> </span>płatności <span class="_ _12"> </span>warunkowych <span class="_ _7"> </span>oraz<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 yd6b ff8 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 h10 y2e1 ff8 fs4 fc2 sc0 ls0 ws0">Sprawozdanie <span class="_ _10"></span>finansow<span class="_ _0"></span>e <span class="_ _1"></span>na <span class="_ _1"></span>dzień <span class="_ _10"></span>i za <span class="_ _1"></span>okres <span class="_ _10"></span>12 miesięcy <span class="_ _10"></span>zako<span class="_ _0"></span>ńczonych <span class="_ _10"></span>31 grudn<span class="_ _1"></span>ia <span class="_ _1"></span>2024 r. <span class="_ _10"></span>zostało s<span class="_ _1"></span>porządzone <span class="_ _1"></span>przy <span class="_ _1"></span>założeniu <span class="_ _10"></span>kon<span class="_ _0"></span><span class="ff6">tynuowania<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y910 ff8 fs4 fc2 sc0 ls0 ws0">działalności <span class="_ _10"></span>gospodarczej p<span class="_ _1"></span>rzez <span class="_ _1"></span>Grupę <span class="_ _10"></span>UNIMOT w <span class="_ _10"></span>dającej <span class="_ _1"></span>się <span class="_ _10"></span>przewidzieć <span class="_ _10"></span>przyszło<span class="_ _0"></span>ści. <span class="_ _10"></span>Na dzie<span class="_ _1"></span>ń <span class="_ _10"></span>sporządzenia <span class="_ _1"></span>skonsolidowane<span class="_ _0"></span><span class="ff6">go <span class="_ _1"></span>sprawozdania </span></div><div class="t m0 x1 h10 yd6c ff8 fs4 fc2 sc0 ls0 ws0">finansowego nie stwierdza się istnienia okoliczności wskazujących na zagrożenia kontyn<span class="_ _1"></span>uowania działalności przez Grupę.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 yd6d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 yd6e ff7 fs5 fc5 sc0 ls11 ws0">7.2.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff7">SKONSOLIDOWANE <span class="ff5">SPRAWOZDANIE Z CAŁKOWITYCH DOCHODÓW </span> </span></span></div><div class="t m0 x1 h22 y749 ff7 fs4 fc5 sc0 ls0 ws0">Roczne skonsolidowane <span class="ff5">sprawozdanie z całkowitych dochodów</span> </div><div class="t m0 x1 hc y67b ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yd6f w88 he0"><div class="t m0 xa h19 y2ae ff8 fs9 fc2 sc0 ls0 ws0">[w tys. zł]<span class="ff6"> </span></div></div><div class="c x11b yd6f w7d he0"><div class="t m0 x19 h15 yd70 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x19 h15 y956 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x4c yd6f w89 he0"><div class="t m0 x43 h15 yd70 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023  </div><div class="t m0 x43 h15 y956 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x11c yd6f w8a he0"><div class="t m0 x43 h15 yd70 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x43 h15 y956 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x8b yd6f w8b he0"><div class="t m0 x5e h15 yd70 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x5e h15 y956 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x8d yd6f w8c he0"><div class="t m0 x4b h15 yd70 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2020 </div><div class="t m0 x55 h15 y956 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x11d yd6f w8d he0"><div class="t m0 x4b h15 yd70 ff7 fs9 fc2 sc0 ls0 ws0">Zmiana % </div><div class="t m0 x52 h15 y956 ff7 fs9 fc2 sc0 ls0 ws0">2024/2023 </div></div><div class="c x1 yd71 w88 ha0"><div class="t m0 xa h19 y556 ff8 fs9 fc2 sc0 ls0 ws0">Przychody ze spr<span class="_ _1"></span>zedaży<span class="ff6"> </span></div></div><div class="c x11b yd71 w7d ha0"><div class="t m0 x4 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">14 084 511 </div></div><div class="c x4c yd71 w89 ha0"><div class="t m0 x9c h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">12 913 244 </div></div><div class="c x11c yd71 w8a ha0"><div class="t m0 x9c h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">13 369 364 </div></div><div class="c x8b yd71 w8b ha0"><div class="t m0 xc h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">8 193 013 </div></div><div class="c x8d yd71 w8c ha0"><div class="t m0 x5e h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">4 819 488 </div></div><div class="c x11d yd71 w8d ha0"><div class="t m0 x98 h19 y556 ff6 fs9 fc2 sc0 ls4 ws0">9%<span class="ls0"> </span></div></div><div class="c x1 yd72 w88 he1"><div class="t m0 xa h19 y29f ff8 fs9 fc2 sc0 ls0 ws0">Zyski/(strat<span class="_ _1"></span>y)  z<span class="_ _0"></span>  instrumentów <span class="_ _29"> </span><span class="ff6">finansowych </span></div><div class="t m0 xa h19 y2a1 ff8 fs9 fc2 sc0 ls0 ws0">zabezpieczających sp<span class="_ _1"></span>rzedaż<span class="ff6"> </span></div></div><div class="c x11b yd72 w7d he1"><div class="t m0 x1 h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">12 303 </div></div><div class="c x4c yd72 w89 he1"><div class="t m0 xa0 h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">(26 255) </div></div><div class="c x11c yd72 w8a he1"><div class="t m0 x17 h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">15 518 </div></div><div class="c x8b yd72 w8b he1"><div class="t m0 x18 h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">14 203 </div></div><div class="c x8d yd72 w8c he1"><div class="t m0 x14 h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">(49 494) </div></div><div class="c x11d yd72 w8d he1"><div class="t m0 x107 h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">-147% </div></div><div class="c x1 y9ad w88 he2"><div class="t m0 xa h19 y2ad ff8 fs9 fc2 sc0 ls0 ws0">Koszty  sp<span class="_ _1"></span>rzedanych <span class="_ _7"> </span>produktów,  t<span class="_ _1"></span>owarów <span class="_ _12"> </span>i </div><div class="t m0 xa h19 y2ae ff8 fs9 fc2 sc0 ls0 ws0">materiałów <span class="ff6"> </span></div></div><div class="c x11b y9ad w7d he2"><div class="t m0 x9c h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">(13 216 292) </div></div><div class="c x4c y9ad w89 he2"><div class="t m0 x11e h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">(12 163 386) </div></div><div class="c x11c y9ad w8a he2"><div class="t m0 x11e h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">(12 430 677) </div></div><div class="c x8b y9ad w8b he2"><div class="t m0 x5e h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">(7 840 977) </div></div><div class="c x8d y9ad w8c he2"><div class="t m0 x4b h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">(4 520 473) </div></div><div class="c x11d y9ad w8d he2"><div class="t m0 x98 h19 y551 ff6 fs9 fc2 sc0 ls4 ws0">9%<span class="ls0"> </span></div></div><div class="c x1 y74e w88 h91"><div class="t m0 x4b h15 y54c ff5 fs9 fc2 sc0 ls0 ws0">Zysk brutto ze spr<span class="_ _1"></span>zedaży <span class="ff7"> </span></div></div><div class="c x11b y74e w7d h91"><div class="t m0 xfc h15 y54c ff7 fs9 fc2 sc0 ls0 ws0">880 522 </div></div><div class="c x4c y74e w89 h91"><div class="t m0 x12 h15 y54c ff7 fs9 fc2 sc0 ls0 ws0">723 603 </div></div><div class="c x11c y74e w8a h91"><div class="t m0 x12 h15 y54c ff7 fs9 fc2 sc0 ls0 ws0">954 205 </div></div><div class="c x8b y74e w8b h91"><div class="t m0 xb1 h15 y54c ff7 fs9 fc2 sc0 ls0 ws0">366 239 </div></div><div class="c x8d y74e w8c h91"><div class="t m0 x98 h15 y54c ff7 fs9 fc2 sc0 ls0 ws0">249 521 </div></div><div class="c x11d y74e w8d h91"><div class="t m0 x4d h19 y54c ff6 fs9 fc2 sc0 ls4 ws0">22%<span class="ls0"> </span></div></div><div class="c x1 yd73 w88 h77"><div class="t m0 xa h19 y2a1 ff8 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 x11b yd73 w7d h77"><div class="t m0 x1 h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">14 871 </div></div><div class="c x4c yd73 w89 h77"><div class="t m0 x1b h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">27 138 </div></div><div class="c x11c yd73 w8a h77"><div class="t m0 x5 h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">9 792 </div></div><div class="c x8b yd73 w8b h77"><div class="t m0 x38 h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">2 262 </div></div><div class="c x8d yd73 w8c h77"><div class="t m0 x11f h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">3 049 </div></div><div class="c x11d yd73 w8d h77"><div class="t m0 x16 h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls4">45%</span> </div></div><div class="c x1 yd74 w88 h1d"><div class="t m0 xa h19 y36 ff8 fs9 fc2 sc0 ls0 ws0">Koszty sprzedaży<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c x11b yd74 w7d h1d"><div class="t m0 x1c h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(491 504) </div></div><div class="c x4c yd74 w89 h1d"><div class="t m0 x4 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(464 810) </div></div><div class="c x11c yd74 w8a h1d"><div class="t m0 x4 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(367 403) </div></div><div class="c x8b yd74 w8b h1d"><div class="t m0 x98 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(211 734) </div></div><div class="c x8d yd74 w8c h1d"><div class="t m0 x107 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(162 899) </div></div><div class="c x11d yd74 w8d h1d"><div class="t m0 x98 h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">6%<span class="ls0"> </span></div></div><div class="c x1 yd75 w88 h78"><div class="t m0 xa h19 y36 ff8 fs9 fc2 sc0 ls0 ws0">Koszty ogólnego zar<span class="_ _10"></span>z<span class="_ _0"></span>ądu<span class="ff6"> </span></div></div><div class="c x11b yd75 w7d h78"><div class="t m0 x1c h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(149 576) </div></div><div class="c x4c yd75 w89 h78"><div class="t m0 x4 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(131 495) </div></div><div class="c x11c yd75 w8a h78"><div class="t m0 xa0 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(97 368) </div></div><div class="c x8b yd75 w8b h78"><div class="t m0 x15 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(48 901) </div></div><div class="c x8d yd75 w8c h78"><div class="t m0 x14 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(30 678) </div></div><div class="c x11d yd75 w8d h78"><div class="t m0 x4d h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">14%<span class="ls0"> </span></div></div><div class="c x1 y2ed w88 ha0"><div class="t m0 xa h19 y556 ff8 fs9 fc2 sc0 ls0 ws0">Pozostałe <span class="ff6">zyski/(st<span class="_ _1"></span>raty) ne<span class="_ _1"></span>tto </span></div></div><div class="c x11b y2ed w7d ha0"><div class="t m0 xdf h19 y556 ff6 fs9 fc2 sc0 ls4 ws0">452<span class="ls0"> </span></div></div><div class="c x4c y2ed w89 ha0"><div class="t m0 x12 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">436 307 </div></div><div class="c x11c y2ed w8a ha0"><div class="t m0 x1b h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">(2 974) </div></div><div class="c x8b y2ed w8b ha0"><div class="t m0 xca h19 y556 ff6 fs9 fc2 sc0 ls4 ws0">18<span class="ls0"> </span></div></div><div class="c x8d y2ed w8c ha0"><div class="t m0 x24 h19 y556 ff6 fs9 fc2 sc0 ls4 ws0">21<span class="ls0"> </span></div></div><div class="c x11d y2ed w8d ha0"><div class="t m0 x107 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">-100% </div></div><div class="c x1 y1c2 w88 he1"><div class="t m0 xa h19 y29f ff8 fs9 fc2 sc0 ls0 ws0">w <span class="_ _14"> </span>tym: <span class="_ _14"> </span>Zysk <span class="_ _14"> </span>z <span class="_ _14"> </span>tytułu <span class="_ _14"> </span>okazyjnego <span class="_ _14"> </span>nabyci<span class="_ _1"></span>a </div><div class="t m0 xa h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">Lotos Termina<span class="_ _1"></span>le </div></div><div class="c x11b y1c2 w7d he1"><div class="t m0 xaa h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x4c y1c2 w89 he1"><div class="t m0 x12 h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">434 972 </div></div><div class="c x11c y1c2 w8a he1"><div class="t m0 x25 h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x8b y1c2 w8b he1"><div class="t m0 x1d h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x8d y1c2 w8c he1"><div class="t m0 x3a h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x11d y1c2 w8d he1"><div class="t m0 x107 h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">-100% </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 y3c w5 h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">92<span class="ls0"> </span></div></div><div class="c x1 yd76 w88 h91"><div class="t m0 xa h19 y54c ff6 fs9 fc2 sc0 ls0 ws0"> <span class="ff8">Pozostałe koszty<span class="_ _1"></span> operacy<span class="_ _1"></span>jne<span class="ff6"> </span></span></div></div><div class="c x11b yd76 w7d h91"><div class="t m0 x17 h19 y54c ff6 fs9 fc2 sc0 ls0 ws0">(21 262) </div></div><div class="c x4c yd76 w89 h91"><div class="t m0 xa0 h19 y54c ff6 fs9 fc2 sc0 ls0 ws0">(15 850) </div></div><div class="c x11c yd76 w8a h91"><div class="t m0 xa0 h19 y54c ff6 fs9 fc2 sc0 ls0 ws0">(10 878) </div></div><div class="c x8b yd76 w8b h91"><div class="t m0 x37 h19 y54c ff6 fs9 fc2 sc0 ls0 ws0">(3 474) </div></div><div class="c x8d yd76 w8c h91"><div class="t m0 xcb h19 y54c ff6 fs9 fc2 sc0 ls0 ws0">(9 759) </div></div><div class="c x11d yd76 w8d h91"><div class="t m0 x4d h19 y54c ff6 fs9 fc2 sc0 ls4 ws0">34%<span class="ls0"> </span></div></div><div class="c x1 yd77 w88 he3"><div class="t m0 xa h15 y600 ff5 fs9 fc2 sc0 ls0 ws0">Zysk/(strata) na <span class="_ _1"></span>działalności <span class="ff7">operacy<span class="_ _1"></span>jnej </span></div></div><div class="c x11b yd77 w7d he3"><div class="t m0 xfc h15 y600 ff7 fs9 fc2 sc0 ls0 ws0">233 503 </div></div><div class="c x4c yd77 w89 he3"><div class="t m0 x12 h15 y600 ff7 fs9 fc2 sc0 ls0 ws0">574 893 </div></div><div class="c x11c yd77 w8a he3"><div class="t m0 x12 h15 y600 ff7 fs9 fc2 sc0 ls0 ws0">485 374 </div></div><div class="c x8b yd77 w8b he3"><div class="t m0 xb1 h15 y600 ff7 fs9 fc2 sc0 ls0 ws0">104 410 </div></div><div class="c x8d yd77 w8c he3"><div class="t m0 x15 h15 y600 ff7 fs9 fc2 sc0 ls0 ws0">49 255 </div></div><div class="c x11d yd77 w8d he3"><div class="t m0 x16 h19 y600 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls4">59%</span> </div></div><div class="c x1 yd78 w88 h80"><div class="t m0 xa h19 y25 ff6 fs9 fc2 sc0 ls0 ws0"> Przychody f<span class="_ _1"></span>inansowe  </div></div><div class="c x11b yd78 w7d h80"><div class="t m0 x1 h19 y25 ff6 fs9 fc2 sc0 ls0 ws0">55 343 </div></div><div class="c x4c yd78 w89 h80"><div class="t m0 x1b h19 y25 ff6 fs9 fc2 sc0 ls0 ws0">16 144 </div></div><div class="c x11c yd78 w8a h80"><div class="t m0 xff h19 y25 ff6 fs9 fc2 sc0 ls4 ws0">819<span class="ls0"> </span></div></div><div class="c x8b yd78 w8b h80"><div class="t m0 x39 h19 y25 ff6 fs9 fc2 sc0 ls4 ws0">695<span class="ls0"> </span></div></div><div class="c x8d yd78 w8c h80"><div class="t m0 x3 h19 y25 ff6 fs9 fc2 sc0 ls4 ws0">903<span class="ls0"> </span></div></div><div class="c x11d yd78 w8d h80"><div class="t m0 x10 h19 y25 ff6 fs9 fc2 sc0 ls4 ws0">243%<span class="ls0"> </span></div></div><div class="c x1 yd79 w88 h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0"> Koszty fina<span class="_ _1"></span>nsowe  </div></div><div class="c x11b yd79 w7d h78"><div class="t m0 x1c h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">(101 632) </div></div><div class="c x4c yd79 w89 h78"><div class="t m0 xa0 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">(82 290) </div></div><div class="c x11c yd79 w8a h78"><div class="t m0 xa0 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">(21 969) </div></div><div class="c x8b yd79 w8b h78"><div class="t m0 x37 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">(8 752) </div></div><div class="c x8d yd79 w8c h78"><div class="t m0 xcb h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">(6 426) </div></div><div class="c x11d yd79 w8d h78"><div class="t m0 x4d h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">24%<span class="ls0"> </span></div></div><div class="c x1 yd7a w88 h4f"><div class="t m0 xa h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">Przychody/(kos<span class="_ _1"></span>zty) finansowe n<span class="_ _1"></span>etto </div></div><div class="c x11b yd7a w7d h4f"><div class="t m0 x17 h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">(46 289) </div></div><div class="c x4c yd7a w89 h4f"><div class="t m0 x2c h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">(66 146) </div></div><div class="c x11c yd7a w8a h4f"><div class="t m0 xa0 h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">(21 150) </div></div><div class="c x8b yd7a w8b h4f"><div class="t m0 x37 h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">(8 057) </div></div><div class="c x8d yd7a w8c h4f"><div class="t m0 xcb h15 y197 ff7 fs9 fc2 sc0 ls3e ws0">(5 <span class="ls4">523)<span class="ls0"> </span></span></div></div><div class="c x11d yd7a w8d h4f"><div class="t m0 x16 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls4">30%</span> </div></div><div class="c x1 yd7b w88 h4f"><div class="t m0 xa h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">Zysk/(strata) prz<span class="_ _1"></span>ed opodatkowani<span class="_ _10"></span>em </div></div><div class="c x11b yd7b w7d h4f"><div class="t m0 xfc h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">187 214 </div></div><div class="c x4c yd7b w89 h4f"><div class="t m0 x12 h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">508 747 </div></div><div class="c x11c yd7b w8a h4f"><div class="t m0 x12 h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">464 224 </div></div><div class="c x8b yd7b w8b h4f"><div class="t m0 x18 h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">96 353 </div></div><div class="c x8d yd7b w8c h4f"><div class="t m0 x15 h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">43 732 </div></div><div class="c x11d yd7b w8d h4f"><div class="t m0 x16 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls4">63%</span> </div></div><div class="c x1 yd7c w88 h4f"><div class="t m0 xa h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">Podatek do<span class="_ _1"></span>chodowy </div></div><div class="c x11b yd7c w7d h4f"><div class="t m0 x17 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">(47 873) </div></div><div class="c x4c yd7c w89 h4f"><div class="t m0 xa0 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">(20 235) </div></div><div class="c x11c yd7c w8a h4f"><div class="t m0 xa0 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">(90 327) </div></div><div class="c x8b yd7c w8b h4f"><div class="t m0 x15 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">(20 392) </div></div><div class="c x8d yd7c w8c h4f"><div class="t m0 xcb h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">(8 997) </div></div><div class="c x11d yd7c w8d h4f"><div class="t m0 x10 h19 y197 ff6 fs9 fc2 sc0 ls4 ws0">137%<span class="ls0"> </span></div></div><div class="c x1 yfe w88 h4f"><div class="t m0 xa h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">Zysk/(strata) nett<span class="_ _1"></span>o za okres obroto<span class="_ _10"></span>wy  </div></div><div class="c x11b yfe w7d h4f"><div class="t m0 xfc h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">139 341 </div></div><div class="c x4c yfe w89 h4f"><div class="t m0 x12 h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">488 512 </div></div><div class="c x11c yfe w8a h4f"><div class="t m0 x12 h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">373 897 </div></div><div class="c x8b yfe w8b h4f"><div class="t m0 x18 h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">75 961 </div></div><div class="c x8d yfe w8c h4f"><div class="t m0 x15 h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">34 735 </div></div><div class="c x11d yfe w8d h4f"><div class="t m0 x16 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls4">71%</span> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x8 hc y5b1 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yd7d ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _7"> </span>UNIMOT<span class="_ _0"></span> <span class="_ _7"> </span><span class="ff8">o<span class="_ _0"></span>siąga <span class="_ _12"> </span>przychody <span class="_ _7"></span>ze <span class="_ _12"> </span>sprzedaży <span class="_ _7"> </span>paliw <span class="_ _12"> </span>ciekłych, <span class="_ _12"> </span>LPG, <span class="_ _7"> </span>gazu <span class="_ _12"> </span>ziemnego, <span class="_ _7"> </span>energii <span class="_ _12"> </span>elektrycznej <span class="_ _12"> </span>, <span class="_ _7"> </span>odnawialnych <span class="_ _12"> </span>źródeł <span class="_ _12"> </span>energii, </span></div><div class="t m0 x1 h10 yd7e ff8 fs4 fc2 sc0 ls0 ws0">asfaltów <span class="_ _5"></span>i <span class="_ _6"></span>paliw <span class="_ _5"></span>ciekłych <span class="_ _6"></span>a <span class="_ _5"></span>także <span class="_ _6"></span>w <span class="_ _5"></span>obszarze <span class="_ _5"></span>magaz<span class="_ _0"></span>ynowania <span class="_ _5"></span>i <span class="_ _6"></span>składowania <span class="_ _5"></span>paliw <span class="_ _5"></span>ciekłych. <span class="_ _6"></span>Szczegółowy <span class="_ _5"></span>podział <span class="_ _6"></span>źr<span class="_ _1"></span>ódeł <span class="_ _5"></span>przychodów <span class="_ _6"></span>został </div><div class="t m0 x1 h10 y9f9 ff6 fs4 fc2 sc0 ls0 ws0">przedstawiony <span class="_ _1"></span>w pkt 6.1 niniejszego S<span class="_ _1"></span>prawozdania <span class="ff8">z działalności, oraz w pkt <span class="_ _1"></span>3.2 Skonsolidowanego Sp<span class="_ _1"></span>rawozdania <span class="ff6">Finansowego za 2024 rok. </span></span></div><div class="t m0 x1 h10 yd7f ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="ff8">osiągnęł</span>a przychody na poziom<span class="ls7">ie</span> <span class="ls6">14</span> <span class="ls6">096 814 </span><span class="ff8">tys. zł</span><span class="ls5">. </span><span class="ff8">W porównaniu do 2023 roku</span> <span class="ff8">był</span> <span class="ff8">to wzrost o 9%, zauważalny</span> <span class="ff8">wartościowy</span> wzrost </div><div class="t m0 x1 h10 yd80 ff8 fs4 fc2 sc0 ls0 ws0">nastąpił<span class="ff6"> </span>w segmencie paliw ciekłych, bitu<span class="_ _1"></span>menu oraz gazu ziemnego.<span class="ff6"> </span></div><div class="t m0 x1 h10 yd81 ff8 fs4 fc2 sc0 ls0 ws0">Dominującym <span class="_ _12"> </span>źródłem  p<span class="_ _1"></span>rzychodów <span class="_ _12"> </span>Grupy<span class="ff6"> <span class="_ _12"> </span></span>był <span class="_ _12"> </span>segment <span class="_ _12"> </span>paliw  cie<span class="_ _1"></span>kłych, <span class="_ _12"> </span>osiągając<span class="ff6">  9 <span class="ls6">452</span> <span class="ls6">503 <span class="_ _12"> </span></span></span>tys. <span class="_ _12"> </span>zł, <span class="_ _12"> </span>co <span class="_ _12"> </span>stanowi <span class="_ _12"> </span>około  67%<span class="_ _1"></span>  osi<span class="_ _1"></span>ągniętych<span class="ff6"> </span></div><div class="t m0 x1 h10 y13b ff8 fs4 fc2 sc0 ls0 ws0">przychodów.<span class="ff6"> </span></div><div class="t m0 x1 h10 yd82 ff8 fs4 fc2 sc0 ls0 ws0">Przychody z segmentu LPG wyniosły 814 037 tys. zł<span class="ff6"> </span>i stanowiły 5,8% udziału w sprzedaży.<span class="ff6"> </span></div><div class="t m0 x1 h10 y402 ff8 fs4 fc2 sc0 ls0 ws0">Przychody z segmentu Bitumen wyniosły 1<span class="ff6"> <span class="ls6">497 436 </span></span>tys. zł<span class="ff6"> </span>i stanowiły 10,6 % udziału w sprzedaży.<span class="ff6"> </span></div><div class="t m0 x1 h10 y403 ff8 fs4 fc2 sc0 ls0 ws0">Koszt <span class="_ _12"> </span>sprzedanych <span class="_ _12"> </span>towarów <span class="_ _12"> </span>i <span class="_ _12"> </span>materiałów <span class="_ _12"> </span>stanowi <span class="_ _12"> </span>wartość  sprzedan<span class="_ _1"></span>ych <span class="_ _12"> </span>towarów  i<span class="_ _1"></span> <span class="_ _12"> </span>materiałów <span class="_ _12"> </span>skorygowan<span class="ff6">ych <span class="_ _12"> </span></span>o: <span class="_ _12"> </span>wycenę <span class="_ _12"> </span>zapasów  d<span class="_ _1"></span>o </div><div class="t m0 x1 h10 y404 ff8 fs4 fc2 sc0 ls0 ws0">wartości <span class="_ _15"> </span>godziwej, <span class="_ _19"> </span>efekt <span class="_ _15"> </span>wyce<span class="_ _0"></span>ny <span class="_ _15"> </span>bilansowej <span class="_ _19"> </span>do <span class="_ _19"> </span>wartości <span class="_ _15"> </span>godziwej <span class="_ _19"> </span>oraz <span class="_ _19"> </span>realizacji <span class="_ _15"> </span>instrumentów<span class="_ _0"></span> <span class="_ _15"> </span>finansowych <span class="_ _19"> </span>dotyczących <span class="_ _15"> </span>z<span class="_ _0"></span>apasu </div><div class="t m0 x1 h10 y405 ff8 fs4 fc2 sc0 ls0 ws0">obowiązkowego <span class="_ _12"> </span>paliw <span class="_ _12"> </span>ciekłych <span class="_ _12"> </span>i  gazowych <span class="_ _12"> </span>zabezpieczających <span class="_ _12"> </span>ceny <span class="_ _12"> </span>(zaliczanych  d<span class="_ _1"></span>o <span class="_ _12"> </span>aktywów/zobowiązań <span class="_ _12"> </span>finansowych <span class="_ _14"> </span><span class="ff6">wycenianych <span class="_ _12"> </span>do </span></div><div class="t m0 x1 h10 y406 ff8 fs4 fc2 sc0 ls0 ws0">wartości <span class="_ _14"> </span>godziwej <span class="_ _14"> </span>przez <span class="_ _14"> </span>wynik <span class="_ _14"> </span>finansowy), <span class="_ _14"> </span>efekt <span class="_ _14"> </span>wyceny <span class="_ _14"> </span>bilansowej <span class="_ _14"> </span>do <span class="_ _14"> </span>wartości <span class="_ _14"> </span>godziwej <span class="_ _14"> </span>oraz <span class="_ _14"> </span>realizacji <span class="_ _14"> </span>pozostałych <span class="_ _14"> </span>instrument<span class="_ _0"></span>ó<span class="_ _0"></span>w </div><div class="t m0 x1 h10 y63e ff8 fs4 fc2 sc0 ls0 ws0">finansowych <span class="_ _5"></span>dotyczących <span class="_ _5"></span>działalności <span class="_ _5"></span>podstawowej <span class="_ _5"></span>(<span class="_ _0"></span>głównie <span class="_ _5"></span>dotyczące<span class="_ _0"></span><span class="ff6"> <span class="_ _5"></span></span>segmentu <span class="_ _5"></span>bitumen), <span class="_ _5"></span>koszty <span class="_ _6"></span>odpis<span class="_ _1"></span>ów <span class="_ _5"></span>na <span class="_ _5"></span>zapasy, <span class="_ _6"></span>zreali<span class="_ _1"></span>zowane <span class="_ _5"></span>oraz </div><div class="t m0 x1 h10 yd83 ff8 fs4 fc2 sc0 ls0 ws0">niezrealizowane <span class="_ _15"> </span>różnice <span class="_ _15"> </span>kursowe <span class="_ _19"> </span>od <span class="_ _15"> </span>z<span class="_ _0"></span>adłużenia <span class="_ _15"> </span>finansującego <span class="_ _15"> </span>zakup <span class="_ _15"> </span>z<span class="_ _0"></span>apasu, <span class="_ _15"> </span>zrealizowane <span class="_ _15"> </span>i <span class="_ _15"> </span>niezrealizowane <span class="_ _15"> </span>róż<span class="_ _0"></span>nice <span class="_ _15"> </span>kursowe <span class="_ _15"> </span>od </div><div class="t m0 x1 h10 y701 ff8 fs4 fc2 sc0 ls0 ws0">rozrachunków handlowych.<span class="ff6"> </span></div><div class="t m0 x1 h10 y3df ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>2024 <span class="_ _0"></span>roku <span class="_ _0"></span>wzro<span class="_ _0"></span>st <span class="_ _0"></span>kosztów <span class="_ _0"></span>sprzedanych produktów, <span class="_ _5"></span>towarów <span class="_ _0"></span> <span class="_ _5"></span>i materiałów <span class="_ _6"></span><span class="ff6">odpowiada wzrostowi <span class="_ _0"></span></span>przychodów <span class="_ _5"></span>i <span class="_ _0"></span>w <span class="_ _0"></span>porównaniu <span class="_ _0"></span>z <span class="_ _0"></span>rokiem </div><div class="t m0 x1 h10 yd84 ff8 fs4 fc2 sc0 ls0 ws0">2023 jest o 8,7% wyższy.<span class="ff6"> </span></div><div class="t m0 x1 h10 yd85 ff8 fs4 fc2 sc0 ls0 ws0">Mimo rosnących kosztów sprzedanych p<span class="_ _1"></span>roduktów, towarów i mate<span class="_ _1"></span>riałów w<span class="ff6"> <span class="_ _0"></span></span>2024 roku zysk bru<span class="_ _1"></span>tto wzrósł o 22%, osiąg<span class="_ _1"></span>ając 880 522 tys. zł<span class="_ _1"></span> (w </div><div class="t m0 x1 h10 yd86 ff8 fs4 fc2 sc0 ls0 ws0">porównaniu do 723 603 tys. zł w 2023 roku). <span class="ff6"> </span></div><div class="t m0 x1 h10 yd87 ff8 fs4 fc2 sc0 ls0 ws0">Wynik na <span class="_ _0"></span>działalności <span class="_ _0"></span>operacyjne<span class="_ _0"></span>j<span class="ff6"> <span class="_ _0"></span>w <span class="_ _0"></span>2024 <span class="_ _0"></span>roku <span class="_ _5"></span></span>był <span class="_ _0"></span>niższy<span class="ff6"> <span class="_ _0"></span>o <span class="_ _0"></span>59%, <span class="_ _0"></span></span>c<span class="_ _0"></span>o <span class="_ _0"></span>stanowi ró<span class="_ _0"></span>żnicę 341<span class="_ _0"></span><span class="ff6"> <span class="ls6">390 <span class="_ _0"></span></span></span>tys. <span class="_ _0"></span>zł. <span class="_ _0"></span>Spa<span class="_ _0"></span>dek wyniku<span class="_ _0"></span> <span class="_ _0"></span>operacyjnego <span class="_ _0"></span>wynikał z<span class="_ _0"></span> </div><div class="t m0 x1 h10 yd88 ff8 fs4 fc2 sc0 ls0 ws0">kilku czynników:<span class="ff6"> </span></div><div class="t m0 x1 h10 yd89 ff6 fs4 fc2 sc0 ls0 ws0">-  wzrostu <span class="_ _12"> </span><span class="ff8">kosztów  sprzedaży <span class="_ _12"> </span>i  ogólnych <span class="_ _12"> </span>kosztów</span>  <span class="ff8">zarządu, <span class="_ _12"> </span>które  wzrosły <span class="_ _12"> </span>o  6<span class="_ _1"></span>%  <span class="ff6 ls7">i  <span class="ls0">odpowied<span class="_ _1"></span>nio  <span class="ls6">14%</span>, <span class="_ _12"> </span>wzrost <span class="_ _12"> </span>ten  <span class="ff8">wynika <span class="_ _12"> </span>z  konieczności </span></span></span></span></div><div class="t m0 x1 h10 yd8a ff8 fs4 fc2 sc0 ls0 ws0">dostosowania obsługi i serwisu do wielkości Grupy<span class="ff6"> <span class="ls7">i </span></span>są dopasowane do osiągniętych<span class="ff6"> </span>przychodów<span class="ff6">. </span></div><div class="t m0 x1 h10 yd8b ff6 fs4 fc2 sc0 ls0 ws0">- je<span class="_ _1"></span>dnorazowe<span class="ls38">go</span> <span class="ff8">ujęci</span>a <span class="_ _10"></span>w<span class="_ _0"></span> przychodach <span class="_ _10"></span>o<span class="_ _0"></span>peracyjnych roku <span class="_ _10"></span>2023 <span class="ff8">zysku z <span class="_ _10"></span>tyt<span class="_ _0"></span>ułu <span class="_ _1"></span>okazyjnego n<span class="_ _1"></span>abycia Lotos Termin<span class="_ _1"></span>ale <span class="_ _1"></span>( <span class="_ _1"></span>kwota 434<span class="ff6"> </span>972 tyś. PLN.)<span class="_ _1"></span><span class="ff6"> </span></span></div><div class="t m0 x1 h10 yd8c ff6 fs4 fc2 sc0 ls0 ws0">- wzrostu koszt<span class="ff8 ls12">ów</span> finansowych o 24%, <span class="ff8">osiągając</span> <span class="ls6">101</span> <span class="ls6">632 </span><span class="ff8">tys. zł</span>  (w 2023 roku: 82 <span class="ls6">290 </span><span class="ff8">tys. zł), mimo wzrostu przychodów finansowych.</span> </div><div class="t m0 x1 h10 yd8d ff8 fs4 fc2 sc0 ls0 ws0">Zysk netto <span class="_ _0"></span>Grupy <span class="_ _0"></span>w <span class="_ _0"></span>2024 <span class="_ _0"></span>roku <span class="_ _0"></span>w<span class="_ _0"></span>yniósł 121 <span class="_ _0"></span>698 <span class="_ _5"></span>tys. <span class="_ _0"></span>zł<span class="ff6 lsf">, <span class="_ _0"></span></span>i <span class="_ _0"></span>w <span class="_ _0"></span>porównaniu <span class="_ _0"></span>z <span class="_ _0"></span>2023 <span class="_ _0"></span>rokiem <span class="_ _0"></span>był <span class="_ _0"></span>znacznie <span class="_ _0"></span>niższy, <span class="_ _5"></span>co <span class="_ _0"></span>wynika <span class="_ _0"></span>z <span class="_ _0"></span>czynników <span class="_ _0"></span>opisanych </div><div class="t m0 x1 h10 y677 ff8 fs4 fc2 sc0 ls0 ws0">powyżej.<span class="ff6"> </span></div><div class="t m0 x1 h10 yd8e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h11 yd8f ff5 fs3 fc9 sc0 ls0 ws0">Koszty według rodzaju<span class="_ _0"></span><span class="ff7"> </span></div><div class="t m0 x1 h10 yd57 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y3c1 w8e h28"><div class="t m0 x17 h14 yd90 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x120 y3c1 w8f h28"><div class="t m0 x1d h15 yd91 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024  </div><div class="t m0 x30 h15 yd92 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x121 y3c1 w90 h28"><div class="t m0 x10 h15 yd91 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x10 h15 yd92 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x8a y3c1 w91 h28"><div class="t m0 xcb h15 yd91 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 xcb h15 yd92 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x122 y3c1 w92 h28"><div class="t m0 x50 h15 yd91 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x50 h15 yd92 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x123 y3c1 w93 h28"><div class="t m0 x107 h15 yd91 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2020 </div><div class="t m0 x107 h15 yd92 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x124 y3c1 w94 h28"><div class="t m0 x8c h15 yd91 ff7 fs9 fc2 sc0 ls0 ws0">Zmiana % </div><div class="t m0 xa h15 yd92 ff7 fs9 fc2 sc0 ls0 ws0">2024/2023 </div></div><div class="c x1 yd93 w8e he4"><div class="t m0 xa h19 y2be ff8 fs9 fc2 sc0 ls0 ws0">Amortyzacja rzec<span class="_ _1"></span>zowych akt<span class="_ _1"></span>ywów </div><div class="t m0 xa h19 y2a1 ff8 fs9 fc2 sc0 ls0 ws0">trwałych i war<span class="_ _1"></span>tości nie<span class="_ _1"></span>materialnych<span class="ff6"> </span></div></div><div class="c x120 yd93 w8f he4"><div class="t m0 x3c h19 y1a7 ff6 fs9 fc2 sc0 ls0 ws0">(89 706) </div></div><div class="c x121 yd93 w90 he4"><div class="t m0 x5f h19 y1a7 ff6 fs9 fc2 sc0 ls0 ws0">(67 653) </div></div><div class="c x8a yd93 w91 he4"><div class="t m0 xfc h19 y1a7 ff6 fs9 fc2 sc0 ls0 ws0">(5 370) </div></div><div class="c x122 yd93 w92 he4"><div class="t m0 x5f h19 y1a7 ff6 fs9 fc2 sc0 ls0 ws0">(4 085) </div></div><div class="c x123 yd93 w93 he4"><div class="t m0 x11f h19 y1a7 ff6 fs9 fc2 sc0 ls0 ws0">(3 082) </div></div><div class="c x124 yd93 w94 he4"><div class="t m0 x75 h14 y1a7 ffa fs9 fc2 sc0 ls4 ws0">33%<span class="ls0"> </span></div></div><div class="c x1 y6ed w8e he5"><div class="t m0 xa h19 y1a6 ff8 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 h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">użytkowania <span class="_ _1"></span>aktywów<span class="ff6"> </span></div></div><div class="c x120 y6ed w8f he5"><div class="t m0 x3c h19 yd94 ff6 fs9 fc2 sc0 ls0 ws0">(46 844) </div></div><div class="c x121 y6ed w90 he5"><div class="t m0 x5f h19 yd94 ff6 fs9 fc2 sc0 ls0 ws0">(26 419) </div></div><div class="c x8a y6ed w91 he5"><div class="t m0 x38 h19 yd94 ff6 fs9 fc2 sc0 ls0 ws0">(11 115) </div></div><div class="c x122 y6ed w92 he5"><div class="t m0 x5f h19 yd94 ff6 fs9 fc2 sc0 ls0 ws0">(8 600) </div></div><div class="c x123 y6ed w93 he5"><div class="t m0 x11f h19 yd94 ff6 fs9 fc2 sc0 ls0 ws0">(5 943) </div></div><div class="c x124 y6ed w94 he5"><div class="t m0 x75 h14 yd94 ffa fs9 fc2 sc0 ls4 ws0">77%<span class="ls0"> </span></div></div><div class="c x1 yd95 w8e h1d"><div class="t m0 xa h19 y36 ff8 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 x120 yd95 w8f h1d"><div class="t m0 x58 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(522 660) </div></div><div class="c x121 yd95 w90 h1d"><div class="t m0 x9c h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(497 276) </div></div><div class="c x8a yd95 w91 h1d"><div class="t m0 x38 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(13 479) </div></div><div class="c x122 yd95 w92 h1d"><div class="t m0 x125 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(12 542) </div></div><div class="c x123 yd95 w93 h1d"><div class="t m0 x11f h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(6 203) </div></div><div class="c x124 yd95 w94 h1d"><div class="t m0 x107 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">5%<span class="ls0"> </span></div></div><div class="c x1 y9d3 w8e h78"><div class="t m0 xa h19 y36 ff8 fs9 fc2 sc0 ls0 ws0">Usługi obce<span class="ff6"> </span></div></div><div class="c x120 y9d3 w8f h78"><div class="t m0 x58 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(560 547) </div></div><div class="c x121 y9d3 w90 h78"><div class="t m0 x125 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(517 185) </div></div><div class="c x8a y9d3 w91 h78"><div class="t m0 x18 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(317 052) </div></div><div class="c x122 y9d3 w92 h78"><div class="t m0 x4d h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(192 412) </div></div><div class="c x123 y9d3 w93 h78"><div class="t m0 x98 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(142 514) </div></div><div class="c x124 y9d3 w94 h78"><div class="t m0 x107 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">8%<span class="ls0"> </span></div></div><div class="c x1 yd96 w8e h78"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">Podatki i<span class="_ _1"></span> opłaty<span class="ff6"> </span></div></div><div class="c x120 yd96 w8f h78"><div class="t m0 x3c h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">(31 998) </div></div><div class="c x121 yd96 w90 h78"><div class="t m0 x5f h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">(18 953) </div></div><div class="c x8a yd96 w91 h78"><div class="t m0 xfc h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">(8 982) </div></div><div class="c x122 yd96 w92 h78"><div class="t m0 x5f h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">(4 819) </div></div><div class="c x123 yd96 w93 h78"><div class="t m0 x11f h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">(2 481) </div></div><div class="c x124 yd96 w94 h78"><div class="t m0 x75 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">69%<span class="ls0"> </span></div></div><div class="c x1 yd97 w8e h1d"><div class="t m0 xa h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">Wynagrodzenia </div></div><div class="c x120 yd97 w8f h1d"><div class="t m0 x58 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(167 948) </div></div><div class="c x121 yd97 w90 h1d"><div class="t m0 x125 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(143 237) </div></div><div class="c x8a yd97 w91 h1d"><div class="t m0 x38 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(91 049) </div></div><div class="c x122 yd97 w92 h1d"><div class="t m0 x125 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(26 533) </div></div><div class="c x123 yd97 w93 h1d"><div class="t m0 x15 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(20 475) </div></div><div class="c x124 yd97 w94 h1d"><div class="t m0 x75 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">17%<span class="ls0"> </span></div></div><div class="c x1 y252 w8e h51"><div class="t m0 xa h19 yd98 ff8 fs9 fc2 sc0 ls0 ws0">Ubezpieczenia sp<span class="_ _1"></span>ołeczne i inn<span class="_ _1"></span>e </div><div class="t m0 xa h19 y654 ff8 fs9 fc2 sc0 ls0 ws0">świadczenia<span class="ff6"> </span></div></div><div class="c x120 y252 w8f h51"><div class="t m0 x3c h19 y548 ff6 fs9 fc2 sc0 ls0 ws0">(34 043) </div></div><div class="c x121 y252 w90 h51"><div class="t m0 x5f h19 y548 ff6 fs9 fc2 sc0 ls0 ws0">(21 521) </div></div><div class="c x8a y252 w91 h51"><div class="t m0 xfc h19 y548 ff6 fs9 fc2 sc0 ls0 ws0">(5 368) </div></div><div class="c x122 y252 w92 h51"><div class="t m0 x5f h19 y548 ff6 fs9 fc2 sc0 ls0 ws0">(3 564) </div></div><div class="c x123 y252 w93 h51"><div class="t m0 x11f h19 y548 ff6 fs9 fc2 sc0 ls0 ws0">(2 772) </div></div><div class="c x124 y252 w94 h51"><div class="t m0 x75 h14 y548 ffa fs9 fc2 sc0 ls4 ws0">58%<span class="ls0"> </span></div></div><div class="c x1 yccd w8e h78"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">Pozostałe koszty<span class="_ _1"></span> rodzajowe<span class="ff6"> </span></div></div><div class="c x120 yccd w8f h78"><div class="t m0 x3c h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">(40 879) </div></div><div class="c x121 yccd w90 h78"><div class="t m0 x5f h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">(31 824) </div></div><div class="c x8a yccd w91 h78"><div class="t m0 x38 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">(22 456) </div></div><div class="c x122 yccd w92 h78"><div class="t m0 x125 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">(18 447) </div></div><div class="c x123 yccd w93 h78"><div class="t m0 x11f h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">(8 968) </div></div><div class="c x124 yccd w94 h78"><div class="t m0 x75 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">28%<span class="ls0"> </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 y3c w5 h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">93<span class="ls0"> </span></div></div><div class="c x1 yd99 w8e h73"><div class="t m0 xa h15 y56d ff5 fs9 fc2 sc0 ls0 ws0">Koszty według rod<span class="_ _1"></span>zaju razem<span class="ff7"> </span></div></div><div class="c x120 yd99 w8f h73"><div class="t m0 x1d h15 y56d ff7 fs9 fc2 sc0 ls0 ws0">(1 494 625) </div></div><div class="c x121 yd99 w90 h73"><div class="t m0 x10 h15 y56d ff7 fs9 fc2 sc0 ls0 ws0">(1 324 068) </div></div><div class="c x8a yd99 w91 h73"><div class="t m0 x18 h15 y56d ff7 fs9 fc2 sc0 ls0 ws0">(474 871) </div></div><div class="c x122 yd99 w92 h73"><div class="t m0 x11e h15 y56d ff7 fs9 fc2 sc0 ls0 ws0">(271 002) </div></div><div class="c x123 yd99 w93 h73"><div class="t m0 x98 h15 y56d ff7 fs9 fc2 sc0 ls0 ws0">(192 438) </div></div><div class="c x124 yd99 w94 h73"><div class="t m0 x75 hb1 y56d ff12 fs9 fc2 sc0 ls4 ws0">13%<span class="ls0"> </span></div></div><div class="c x1 yd9a w8e he6"><div class="t m0 xa h19 y29f ff8 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 h19 y2a1 ff8 fs9 fc2 sc0 ls0 ws0">materiałów<span class="ff6"> </span></div></div><div class="c x120 yd9a w8f he6"><div class="t m0 x2d h19 y1a7 ff6 fs9 fc2 sc0 ls0 ws0">(12 370 576) </div></div><div class="c x121 yd9a w90 he6"><div class="t m0 x34 h19 y1a7 ff6 fs9 fc2 sc0 ls0 ws0">(11 421 823) </div></div><div class="c x8a yd9a w91 he6"><div class="t m0 x14 h19 y1a7 ff6 fs9 fc2 sc0 ls0 ws0">(12 423 866) </div></div><div class="c x122 yd9a w92 he6"><div class="t m0 x50 h19 y1a7 ff6 fs9 fc2 sc0 ls0 ws0">(7 827 662) </div></div><div class="c x123 yd9a w93 he6"><div class="t m0 x107 h19 y1a7 ff6 fs9 fc2 sc0 ls0 ws0">(4 516 121) </div></div><div class="c x124 yd9a w94 he6"><div class="t m0 x56 h14 y1a7 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">8%</span> </div></div><div class="c x1 y2c8 w8e h33"><div class="t m0 xa h19 y2b3 ff8 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 h19 y16e ff8 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 x120 y2c8 w8f h33"><div class="t m0 xbb h19 yd94 ff6 fs9 fc2 sc0 ls0 ws0">8 126 </div></div><div class="c x121 y2c8 w90 h33"><div class="t m0 x5f h19 yd94 ff6 fs9 fc2 sc0 ls0 ws0">(11 941) </div></div><div class="c x8a y2c8 w91 h33"><div class="t m0 x1a h19 yd94 ff6 fs9 fc2 sc0 ls0 ws0">5 186 </div></div><div class="c x122 y2c8 w92 h33"><div class="t m0 x2c h19 yd94 ff6 fs9 fc2 sc0 ls0 ws0">1 552 </div></div><div class="c x123 y2c8 w93 h33"><div class="t m0 x38 h19 yd94 ff6 fs9 fc2 sc0 ls0 ws0">1 353 </div></div><div class="c x124 y2c8 w94 h33"><div class="t m0 x55 h14 yd94 ffa fs9 fc2 sc0 ls0 ws0">-330% </div></div><div class="c x1 yd9b w8e h78"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">Pozostałe<span class="ff6"> </span></div></div><div class="c x120 yd9b w8f h78"><div class="t m0 x21 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">(297) </div></div><div class="c x121 yd9b w90 h78"><div class="t m0 xfd h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">(1 859) </div></div><div class="c x8a yd9b w91 h78"><div class="t m0 xfc h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">(1 898) </div></div><div class="c x122 yd9b w92 h78"><div class="t m0 x5f h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">(4 500) </div></div><div class="c x123 yd9b w93 h78"><div class="t m0 x11f h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">(6 844) </div></div><div class="c x124 yd9b w94 h78"><div class="t m0 x56 h14 y16e ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">2%</span> </div></div><div class="c x1 y9b3 w8e he7"><div class="t m0 xa h15 yd9c ff5 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 h15 y564 ff5 fs9 fc2 sc0 ls0 ws0">materiałów, kos<span class="_ _1"></span>zty sprzedaży i </div><div class="t m0 xa h15 y1aa ff5 fs9 fc2 sc0 ls0 ws0">ogólnego zarządu<span class="ff7"> </span></div></div><div class="c x120 y9b3 w8f he7"><div class="t m0 x2d h15 y564 ff7 fs9 fc2 sc0 ls0 ws0">(13 857 372) </div></div><div class="c x121 y9b3 w90 he7"><div class="t m0 x50 h15 y564 ff7 fs9 fc2 sc0 ls0 ws0">(12 759 691) </div></div><div class="c x8a y9b3 w91 he7"><div class="t m0 xc h15 y564 ff7 fs9 fc2 sc0 ls0 ws0">(12 895 449) </div></div><div class="c x122 y9b3 w92 he7"><div class="t m0 x50 h15 y564 ff7 fs9 fc2 sc0 ls0 ws0">(8 101 612) </div></div><div class="c x123 y9b3 w93 he7"><div class="t m0 x5e h15 y564 ff7 fs9 fc2 sc0 ls0 ws0">(4 714 050) </div></div><div class="c x124 y9b3 w94 he7"><div class="t m0 x107 hb1 y564 ff12 fs9 fc2 sc0 ls4 ws0">9%<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y476 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y477 ff6 fs4 fc2 sc0 ls0 ws0">W 2024 roku koszty <span class="ff8">wg układu rodzajowego</span> <span class="lse">w </span>odniesieniu do 2023 <span class="ff8">wzrosły</span> <span class="ls12">o <span class="ls6">13</span></span> <span class="ff8">% tj. o kwotę </span>170 757 <span class="ff8">tys. zł</span>. </div><div class="t m0 x1 h10 y478 ff8 fs4 fc2 sc0 ls0 ws0">Nastąpił w<span class="ff6">zrost <span class="_ _1"></span><span class="lse">we<span class="ls0"> wszystkich<span class="_ _1"></span> pozycjach kosztowych, <span class="ff8">najwięks<span class="_ _1"></span>zy wartościowy <span class="_ _1"></span>wzrost wystąpił <span class="ff6 ls13">na<span class="ls0"> </span></span>z<span class="_ _1"></span>użyci<span class="ff6">u </span>materi<span class="_ _1"></span>ałów i energ<span class="_ _1"></span>ii, wynagrodzeń<span class="ff6"> </span></span></span></span></span></div><div class="t m0 x1 h10 yd9d ff8 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _5"></span>usług <span class="_ _0"></span>obcych <span class="_ _5"></span>na <span class="_ _5"></span>które <span class="_ _0"></span>składają <span class="_ _5"></span>się <span class="_ _0"></span>ko<span class="_ _0"></span>szty <span class="_ _0"></span>z<span class="_ _0"></span>wiązane <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _5"></span>udostępniani<span class="ff6 ls10">em<span class="ls0"> <span class="_ _5"></span></span></span>pojemności <span class="_ _0"></span>magazyno<span class="_ _0"></span>wych <span class="_ _5"></span>oraz <span class="_ _5"></span>przeładunk<span class="ff6 lsa">ami<span class="ls0"> <span class="_ _5"></span>na <span class="_ _0"></span>terminalach<span class="_ _0"></span> </span></span></div><div class="t m0 x1 h10 y479 ff6 fs4 fc2 sc0 ls0 ws0">paliw<span class="ff8">, koszty związane z<span class="_ _0"></span> transportem, magazynowaniem, obsługą lo<span class="_ _0"></span>gistyczną, obsługą prawną, umowami przedstawicielskimi i dorad<span class="_ _0"></span>czym<span class="_ _5"></span></span>i. </div><div class="t m0 x1 h10 y3a7 ff8 fs4 fc2 sc0 ls0 ws0">Wzrost <span class="_ _1"></span>ten <span class="_ _10"></span>wyniósł <span class="ff6">8</span>%, <span class="_ _10"></span>co stan<span class="_ _1"></span>owi <span class="_ _1"></span>kwotę <span class="_ _1"></span><span class="ff6">43 <span class="_ _10"></span>362 <span class="ff8">tys. <span class="_ _10"></span>zł<span class="ff6">. </span>Koszty <span class="_ _10"></span>znajdują s<span class="_ _1"></span>ię <span class="_ _1"></span>na <span class="_ _1"></span>poziomach, <span class="_ _1"></span>które <span class="_ _10"></span>odzwierciedlają <span class="_ _1"></span>skalę <span class="_ _10"></span>pro<span class="_ _0"></span>wadzonego <span class="_ _1"></span>biznesu </span></span></div><div class="t m0 x1 h10 y3a8 ff8 fs4 fc2 sc0 ls0 ws0">i mają swoje odzwierciedlenie w przychodach ze sprzed<span class="_ _1"></span>aży.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y3a9 ff6 fs4 fc2 sc0 ls0 ws0">Wynagrodzenia <span class="_ _0"></span>w <span class="_ _6"></span>GK <span class="_ _5"></span>UNIMOT<span class="_ _0"></span> <span class="_ _5"></span><span class="ff8">wzrosły <span class="_ _6"></span>o <span class="_ _5"></span></span><span class="ls6">17</span> <span class="_ _5"></span><span class="ff8">% <span class="_ _5"></span>w<span class="_ _0"></span>zględem <span class="_ _5"></span></span>roku <span class="_ _5"></span><span class="ff8">i <span class="_ _6"></span>były <span class="_ _0"></span>w<span class="_ _0"></span>yższe <span class="_ _5"></span>o <span class="_ _6"></span></span>24 <span class="_ _0"></span>711 <span class="_ _6"></span><span class="ff8">tys. <span class="_ _5"></span>zł</span> <span class="_ _5"></span>w <span class="_ _6"></span>odniesieniu <span class="_ _0"></span>do <span class="_ _6"></span>analogicznego <span class="_ _0"></span>okr<span class="_ _0"></span>esu <span class="_ _5"></span>roku </div><div class="t m0 x1 h10 yd9e ff6 fs4 fc2 sc0 ls0 ws0">poprzedniego. Przyrost <span class="ff8">kosztów</span> <span class="ff8">amortyzacji jest konsekwencją wzrostu wartości majątku trwałego</span> <span class="ff8">i prawa do użytkowania aktywów.</span> </div><div class="t m0 x1 h10 yd9f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 y272 ff7 fs5 fc5 sc0 ls11 ws0">7.3.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">PODSTAWOWE WILELKOŚCI FINANSOWO<span class="ff7">-EKONOMICZNE GK </span></span></span></div><div class="t m0 x1 h1b yda0 ffa fsa fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yd1e w95 he8"><div class="t m0 xa h14 y2f2 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x126 yd1e w96 he8"><div class="t m0 x4 h15 y2a6 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x4 h15 y2ad ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x4c yd1e w97 he8"><div class="t m0 x5e h15 y2a6 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023  </div><div class="t m0 x5e h15 y2ad ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x127 yd1e w98 he8"><div class="t m0 x5e h15 y2a6 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x5e h15 y2ad ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x128 yd1e w99 he8"><div class="t m0 x37 h15 y2a6 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x11f h15 y2ad ff7 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x8d yd1e w9a he8"><div class="t m0 x4b h15 y2a6 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2020 </div><div class="t m0 x55 h15 y2ad ff7 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x11d yd1e w8d he8"><div class="t m0 x4b hb1 y2a6 ff12 fs9 fc2 sc0 ls0 ws0">Zmiana % </div><div class="t m0 x52 hb1 y2ad ff12 fs9 fc2 sc0 ls0 ws0">2024/2023 </div></div><div class="c x1 yda1 w95 h16"><div class="t m0 xa h19 y27 ff6 fs9 fc2 sc0 ls0 ws0">EBIT * </div></div><div class="c x126 yda1 w96 h16"><div class="t m0 xfc h19 y27 ff6 fs9 fc2 sc0 ls0 ws0">233 503 </div></div><div class="c x4c yda1 w97 h16"><div class="t m0 xb1 h19 y27 ff6 fs9 fc2 sc0 ls0 ws0">574 893 </div></div><div class="c x127 yda1 w98 h16"><div class="t m0 xb1 h19 y27 ff6 fs9 fc2 sc0 ls0 ws0">485 978 </div></div><div class="c x128 yda1 w99 h16"><div class="t m0 x39 h19 y27 ff6 fs9 fc2 sc0 ls0 ws0">103 734 </div></div><div class="c x8d yda1 w9a h16"><div class="t m0 x15 h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">49 255 </div></div><div class="c x11d yda1 w8d h16"><div class="t m0 x16 h14 y27 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">59%</span> </div></div><div class="c x1 yda2 w95 h17"><div class="t m0 xa h19 y29 ff6 fs9 fc2 sc0 ls0 ws0">EBITDA ** </div></div><div class="c x126 yda2 w96 h17"><div class="t m0 xfc h19 y29 ff6 fs9 fc2 sc0 ls0 ws0">370 053 </div></div><div class="c x4c yda2 w97 h17"><div class="t m0 xb1 h19 y29 ff6 fs9 fc2 sc0 ls0 ws0">668 965 </div></div><div class="c x127 yda2 w98 h17"><div class="t m0 xb1 h19 y29 ff6 fs9 fc2 sc0 ls0 ws0">501 859 </div></div><div class="c x128 yda2 w99 h17"><div class="t m0 x39 h19 y29 ff6 fs9 fc2 sc0 ls0 ws0">116 419 </div></div><div class="c x8d yda2 w9a h17"><div class="t m0 x15 h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">58 293 </div></div><div class="c x11d yda2 w8d h17"><div class="t m0 x16 h14 y29 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">45%</span> </div></div><div class="c x1 yda3 w95 h16"><div class="t m0 xa h19 y27 ff6 fs9 fc2 sc0 ls0 ws0">WYNIK BRUTTO </div></div><div class="c x126 yda3 w96 h16"><div class="t m0 xfc h19 y27 ff6 fs9 fc2 sc0 ls0 ws0">187 214 </div></div><div class="c x4c yda3 w97 h16"><div class="t m0 xb1 h19 y27 ff6 fs9 fc2 sc0 ls0 ws0">508 747 </div></div><div class="c x127 yda3 w98 h16"><div class="t m0 xb1 h19 y27 ff6 fs9 fc2 sc0 ls0 ws0">464 224 </div></div><div class="c x128 yda3 w99 h16"><div class="t m0 xca h19 y27 ff6 fs9 fc2 sc0 ls0 ws0">96 353 </div></div><div class="c x8d yda3 w9a h16"><div class="t m0 x15 h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">43 732 </div></div><div class="c x11d yda3 w8d h16"><div class="t m0 x16 h14 y27 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">63%</span> </div></div><div class="c x1 yda4 w95 he9"><div class="t m0 xa h19 y654 ff6 fs9 fc2 sc0 ls0 ws0">WYNIK NETTO </div></div><div class="c x126 yda4 w96 he9"><div class="t m0 xfc h19 y654 ff6 fs9 fc2 sc0 ls0 ws0">139 341 </div></div><div class="c x4c yda4 w97 he9"><div class="t m0 xb1 h19 y654 ff6 fs9 fc2 sc0 ls0 ws0">488 512 </div></div><div class="c x127 yda4 w98 he9"><div class="t m0 xb1 h19 y654 ff6 fs9 fc2 sc0 ls0 ws0">373 897 </div></div><div class="c x128 yda4 w99 he9"><div class="t m0 xca h19 y654 ff6 fs9 fc2 sc0 ls0 ws0">75 961 </div></div><div class="c x8d yda4 w9a he9"><div class="t m0 x15 h19 y654 ff6 fs9 fc2 sc0 ls0 ws0">34 735 </div></div><div class="c x11d yda4 w8d he9"><div class="t m0 x16 h14 y654 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">71%</span> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h15 yda5 ffa fsa fc2 sc0 ls0 ws0">*<span class="ff7 fs9 ls20">  <span class="ff5 ls0">wskaźnik EBIT </span><span class="ls33">--<span class="ls31">&gt; <span class="ff9 ls0">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 class="ffa"> </span></span></span></span></span></div><div class="t m0 x1 h15 yda6 ffa fsa fc2 sc0 ls3f ws0">**<span class="ff5 fs9 ls0">wskaźnik  EBITD<span class="_ _1"></span>A  <span class="ff7 ls40">--<span class="ls31">&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.  <span class="ffa">Earnings  Before  Interest,  Taxes<span class="_ _1"></span>, </span></span></span></div><div class="t m0 x97 h14 yd87 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 h10 yda7 ff6 fs4 fc2 sc0 ls0 ws0">Wypracowana <span class="_ _7"></span>EBITDA <span class="_ _7"></span>w <span class="_ _6"></span><span class="ls6">202</span>4 <span class="_ _7"> </span><span class="ff8">r. <span class="_ _7"></span>wyniosła</span> <span class="_ _7"> </span>370 <span class="_ _7"></span>253 <span class="_ _6"></span><span class="ff8">tys. <span class="_ _7"> </span>zł</span><span class="lsf">, <span class="_ _7"> </span></span>co <span class="_ _7"></span>stanowi <span class="_ _6"></span>spadek <span class="_ _7"></span>o <span class="_ _7"></span><span class="ls6">45</span> <span class="_ _7"></span><span class="ff8">% <span class="_ _6"></span>wz<span class="_ _0"></span>ględem</span> <span class="_ _6"></span>roku <span class="_ _7"></span><span class="ls6">2023</span> <span class="_ _7"></span><span class="ls14">r.</span><span class="ff8">, <span class="_ _7"></span>która <span class="_ _7"></span>po <span class="_ _6"></span>z<span class="_ _0"></span>mianie <span class="_ _6"></span>danych </span></div><div class="t m0 x1 h10 yda8 ff8 fs4 fc2 sc0 ls0 ws0">prezentacyjnych wynosiła<span class="ff6"> 668 965 </span>tys. zł<span class="ff6">. </span></div><div class="t m0 x1 h10 yda9 ff6 fs4 fc2 sc0 ls0 ws0">Wynik brutto <span class="_ _0"></span>w 2024 <span class="_ _0"></span>r. <span class="ff8">wyniósł <span class="_ _0"></span></span>187 <span class="_ _0"></span>214  <span class="_ _0"></span><span class="ff8">tys. zł</span> <span class="_ _0"></span><span class="ff8">i był <span class="_ _0"></span>niższ</span>y <span class="_ _0"></span>o <span class="_ _0"></span>321 533 <span class="_ _0"></span><span class="ff8">tys. zł<span class="_ _0"></span></span> co <span class="_ _0"></span>stanowi <span class="_ _0"></span>spadek <span class="ls12">o </span>63 <span class="_ _0"></span><span class="ff8">% <span class="_ _0"></span>względem w</span>ypracowanego <span class="_ _0"></span>wyniku <span class="lse">w </span></div><div class="t m0 x1 h10 ydaa ff6 fs4 fc2 sc0 ls6 ws0">2023<span class="ls0"> roku. </span></div><div class="t m0 x1 h10 y5dd ff6 fs4 fc2 sc0 ls0 ws0">Wynik netto w <span class="ls6">2024 </span><span class="ff8">r. wyniósł </span>1<span class="ls6">39 341</span> <span class="ff8">tys. zł</span> <span class="ff8">i był niższ</span>y <span class="ls12">o </span>3<span class="ls6">49 171</span> <span class="ff8">tys. zł</span> od wyniku wypracowanego wyniku w 2023 roku. </div><div class="t m0 x1 h10 ydab ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ydac w9b h7a"><div class="t m0 x0 h22 ydad ff7 fs4 fc5 sc0 ls0 ws0">WYNIKI - skorygowane </div></div><div class="c xfe ydac w9c h7a"><div class="t m0 x0 h22 ydae ff7 fs4 fc5 sc0 ls0 ws0"> </div></div><div class="c xd8 ydac w59 h7a"><div class="t m0 x0 hc ydae ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xb8 ydac w87 h7a"><div class="t m0 x0 hc ydae ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x129 ydac w87 h7a"><div class="t m0 x0 hc ydae ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x85 ydac w9d h7a"><div class="t m0 x0 hc y0 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x12a ydac w9e h7a"><div class="t m0 x0 hc y0 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ydaf w9b hea"><div class="t m0 x0 h14 yb8f ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c xfe ydaf w9c hea"><div class="t m0 x11e h15 ydb0 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x11e h15 y564 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xd8 ydaf w59 hea"><div class="t m0 x5 h15 ydb0 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x5 h15 y564 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xb8 ydaf w87 hea"><div class="t m0 x53 h15 ydb0 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x53 h15 y564 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x129 ydaf w87 hea"><div class="t m0 x53 h15 ydb0 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x53 h15 y564 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x85 ydaf w9d hea"><div class="t m0 x53 h15 ydb0 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2020 </div><div class="t m0 x53 h15 y564 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x12a ydaf w9e hea"><div class="t m0 x12b hb1 ydb0 ff12 fs9 fc2 sc0 ls0 ws0">Zmiana % </div><div class="t m0 x0 hb1 y564 ff12 fs9 fc2 sc0 ls0 ws0">2024/2023 </div></div><div class="c x1 ydb1 w9b h81"><div class="t m0 x0 h19 y2f8 ff6 fs9 fc2 sc0 ls0 ws0">EBITDA skorygowana<span class="_ _1"></span> </div></div><div class="c xfe ydb1 w9c h81"><div class="t m0 x39 h19 y2f8 ff6 fs9 fc2 sc0 ls0 ws0">307 693 </div></div><div class="c xd8 ydb1 w59 h81"><div class="t m0 x9a h19 y2f8 ff6 fs9 fc2 sc0 ls0 ws0">243 771 </div></div><div class="c xb8 ydb1 w87 h81"><div class="t m0 x37 h19 y2f8 ff6 fs9 fc2 sc0 ls0 ws0">513 663 </div></div><div class="c x129 ydb1 w87 h81"><div class="t m0 xfd h19 y2f8 ff6 fs9 fc2 sc0 ls0 ws0">70 596  </div></div><div class="c x85 ydb1 w9d h81"><div class="t m0 x12 h19 y2f8 ff6 fs9 fc2 sc0 ls0 ws0">87 195 </div></div><div class="c x12a ydb1 w9e h81"><div class="t m0 x4b h14 y2f8 ffa fs9 fc2 sc0 ls4 ws0">26%<span class="ls0"> </span></div></div><div class="c x1 ybf1 w9b h82"><div class="t m0 x0 h19 y547 ff6 fs9 fc2 sc0 ls0 ws0">WYNIK NETTO sko<span class="_ _1"></span>rygowany </div></div><div class="c xfe ybf1 w9c h82"><div class="t m0 x39 h19 y547 ff6 fs9 fc2 sc0 ls0 ws0">106 209 </div></div><div class="c xd8 ybf1 w59 h82"><div class="t m0 x12c h19 y547 ff6 fs9 fc2 sc0 ls0 ws0">63 319 </div></div><div class="c xb8 ybf1 w87 h82"><div class="t m0 x37 h19 y547 ff6 fs9 fc2 sc0 ls0 ws0">385 098 </div></div><div class="c x129 ybf1 w87 h82"><div class="t m0 xfd h19 y547 ff6 fs9 fc2 sc0 ls0 ws0">30 138  </div></div><div class="c x85 ybf1 w9d h82"><div class="t m0 x12 h19 y547 ff6 fs9 fc2 sc0 ls0 ws0">63 637 </div></div><div class="c x12a ybf1 w9e h82"><div class="t m0 x4b h14 y547 ffa fs9 fc2 sc0 ls4 ws0">68%<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y2b7 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff8">Wyniki narastająco w</span> <span class="ls6">202</span>4 r. <span class="ff8">zostały skorygowane o kwotę </span>(-<span class="ls2c">) </span>62 360 <span class="ff8">tys. zł</span> w wyniku:  </div><div class="t m0 x3c h4b ydb2 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Korekty wyceny zapasów obowiązkowych na paliwach (<span class="ff6">-) 3 <span class="ls6">999 </span></span>tys. zł<span class="ff6">. </span></span></span></div><div class="t m0 x3c h4b ydb3 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Korekty przesunięć w czasie dotyczących kosztów zapasów obowiązkowych, logistyki i N<span class="_ _1"></span>CW (<span class="_ _0"></span><span class="ff6">-) 2 796 </span>tys. zł<span class="ff6">. </span></span></span></div><div class="t m0 x3c h4b y710 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Korekty kosztów amortyzacji inwestycji n<span class="_ _1"></span>a stacjach franczyzowych ujętych księgowo w kosztach RMK w wysokości <span class="_ _0"></span><span class="ff6">+<span class="ls6">3 832 </span></span>tys. zł<span class="ff6">. </span></span></span></div><div class="t m0 x3c h4b ydb4 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Korekty wyceny księgowej zapasów obowiązkowych i zabezpieczeń w gazie ziemnym <span class="ff6">+<span class="ls6">1 567</span> </span>tys. zł<span class="ff6">. </span></span></span></div><div class="t m0 x3c h4b ydb5 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Korekty <span class="ff8">kosztów </span>finansowych i amortyzacji w Unimot Bitumen(-<span class="ls2c">) <span class="ls6">38 677</span></span> <span class="ff8">tys. zł</span>; </span></span></div><div class="t m0 x3c h4b y9d5 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">W segmencie gazu LPG <span class="ff8">–</span> <span class="ff8">korekta przesunięć w czasie kosztów dotyczących zapasów obowiązkowych i in<span class="_ _1"></span>nych <span class="ff6">(-<span class="ls2c">) <span class="ls6">1 807</span></span> </span>tys. zł<span class="_ _0"></span><span class="ff6">; </span></span></span></span></div><div class="t m0 x3c h4b ydb6 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">W funkcjach korporacyjnych rozwiązanie odpisu Un<span class="_ _1"></span>imot System (<span class="_ _0"></span><span class="ff6">-) 11 <span class="ls6">100 </span></span>tys. zł<span class="ff6">; </span></span></span></div><div class="t m0 x3c h4b ydb7 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">W segmencie paliw stałych<span class="ff6"> </span>zawiązanie<span class="ff6"> odpisu aktualizacyjn<span class="ls10">ego</span> + 9 415 </span>tys. zł<span class="ff6">; </span></span></span></div><div class="t m0 x3c h4b y217 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">W segmencie Infrastruktura i Logistyka korekta w związku z MSSF<span class="ff6">-</span>16 i pozostałe (<span class="ff6">-) 10 307 </span>tys. zł<span class="ff6">; </span></span></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 y3c w5 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">94<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h4b y62d ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Korekta wynikająca z płatności warunkowej za 2024 r. w segmen<span class="_ _1"></span>cie Bitumen (<span class="ff6">-) 8 <span class="ls6">489 </span></span>tys. zł<span class="ff6"> </span></span></span></div><div class="t m0 x1 h10 ydb8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ydb9 ff6 fs4 fc2 sc0 ls0 ws0">Na wynik n<span class="ff8">etto skorygowany miały wpływ korekty EBITDA o których</span> <span class="ff8">wyżej</span> <span class="ff8">a także:</span> </div><div class="t m0 x3c h4b y499 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Korekty kosztów amortyzacji na stacjach franczyzowych +3<span class="ff6"> <span class="ls6">831 </span></span>tys. zł<span class="ff6">. </span></span></span></div><div class="t m0 x3c h4b ydba ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Korekty <span class="ff8">wyceny instrumentów finansowych zabezpieczających kontrakty na st<span class="_ _1"></span>ałej cenie<span class="ff6"> (<span class="_ _0"></span>-)<span class="ls6">3 021 </span></span>tys. zł<span class="ff6">; </span></span></span></span></div><div class="t m0 x3c h4b ydbb ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Korekty wyceny Earn-outu bitumenowego Unimot Terminale +36 080 <span class="ff8">tys. zł</span>. </span></span></div><div class="t m0 x3d h10 ydbc ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 ydbd ff7 fs5 fc5 sc0 ls11 ws0">7.4.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff7">SKONSOLIDOWANE SPRAWOZDANIE Z SYTUACJI FINANSOWEJ </span></span></div><div class="t m0 x1 h10 ydbe ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h11 y4a0 ff7 fs3 fc5 sc0 ls0 ws0">Roczne sko<span class="_ _0"></span>nsolidowane spr<span class="_ _0"></span>awozdanie z sytuacji finansowej<span class="_ _0"></span> </div><div class="t m0 x1 h10 ydbf ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ydc0 w9f heb"><div class="t m0 xa h14 y1a9 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x12d ydc0 wa0 heb"><div class="t m0 x5f h15 y1a9 ff7 fs9 fc2 sc0 ls0 ws0"> 31.12.2024 </div></div><div class="c x121 ydc0 wa1 heb"><div class="t m0 x10 h15 yd91 ff5 fs9 fc2 sc0 ls0 ws0">Udział % w sumie </div><div class="t m0 x19 h15 y54e ff7 fs9 fc2 sc0 ls0 ws0">bilansowej </div></div><div class="c x94 ydc0 wa2 heb"><div class="t m0 x55 h15 y1a9 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x12e ydc0 wa3 heb"><div class="t m0 xa h15 y1d8 ff5 fs9 fc2 sc0 ls0 ws0">Udział % w </div><div class="t m0 x55 h15 y1a9 ff7 fs9 fc2 sc0 ls0 ws0">sumie </div><div class="t m0 xa h15 y54c ff7 fs9 fc2 sc0 ls0 ws0">bilansowej </div></div><div class="c x12f ydc0 wa4 heb"><div class="t m0 xbd h15 y1a9 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x130 ydc0 wa5 heb"><div class="t m0 x9f hb1 yd91 ff12 fs9 fc2 sc0 ls0 ws0">zmiany </div><div class="t m0 xa hb1 y54e ff12 fs9 fc2 sc0 ls0 ws0">2024/2023 </div></div><div class="c x1 ydc1 w9f he3"><div class="t m0 xa h15 y54c ff5 fs9 fc5 sc0 ls0 ws0">Aktywa trwałe<span class="_ _1"></span><span class="ff7"> </span></div></div><div class="c x12d ydc1 wa0 he3"><div class="t m0 xa h15 y54c ff7 fs9 fc5 sc0 ls0 ws0">  </div></div><div class="c x121 ydc1 wa1 he3"><div class="t m0 xa hc y35 ff6 fs3 fc2 sc0 ls0 ws0">  </div></div><div class="c x94 ydc1 wa2 he3"><div class="t m0 xa hc ydc2 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x12e ydc1 wa3 he3"><div class="t m0 xa hc ydc2 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x12f ydc1 wa4 he3"><div class="t m0 xa hc ydc2 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x130 ydc1 wa5 he3"><div class="t m0 xa hc y35 ff6 fs3 fc2 sc0 ls0 ws0">  </div></div><div class="c x1 ydc3 w9f h78"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">Rzeczowe akty<span class="_ _1"></span>wa trwałe<span class="ff6"> </span></div></div><div class="c x12d ydc3 wa0 h78"><div class="t m0 x24 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">802 451 </div></div><div class="c x121 ydc3 wa1 h78"><div class="t m0 x24 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">24%<span class="ls0"> </span></div></div><div class="c x94 ydc3 wa2 h78"><div class="t m0 x98 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">791 984 </div></div><div class="c x12e ydc3 wa3 h78"><div class="t m0 x75 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">25%<span class="ls0"> </span></div></div><div class="c x12f ydc3 wa4 h78"><div class="t m0 x107 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">101 838 </div></div><div class="c x130 ydc3 wa5 h78"><div class="t m0 x5e h14 y16e ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x1 y3d8 w9f h1d"><div class="t m0 xa h19 y36 ff8 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 x12d y3d8 wa0 h1d"><div class="t m0 x24 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">337 916 </div></div><div class="c x121 y3d8 wa1 h1d"><div class="t m0 x24 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">10%<span class="ls0"> </span></div></div><div class="c x94 y3d8 wa2 h1d"><div class="t m0 x98 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">233 725 </div></div><div class="c x12e y3d8 wa3 h1d"><div class="t m0 x107 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">7%<span class="ls0"> </span></div></div><div class="c x12f y3d8 wa4 h1d"><div class="t m0 x107 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">105 230 </div></div><div class="c x130 y3d8 wa5 h1d"><div class="t m0 x75 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">45%<span class="ls0"> </span></div></div><div class="c x1 ydc4 w9f h78"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">Wartości n<span class="_ _1"></span>iematerialne<span class="ff6"> </span></div></div><div class="c x12d ydc4 wa0 h78"><div class="t m0 x24 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">291 053 </div></div><div class="c x121 ydc4 wa1 h78"><div class="t m0 x5 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">9%<span class="ls0"> </span></div></div><div class="c x94 ydc4 wa2 h78"><div class="t m0 x98 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">324 673 </div></div><div class="c x12e ydc4 wa3 h78"><div class="t m0 x75 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">10%<span class="ls0"> </span></div></div><div class="c x12f ydc4 wa4 h78"><div class="t m0 xcb h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">1 427 </div></div><div class="c x130 ydc4 wa5 h78"><div class="t m0 x50 h14 y16e ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">10%</span> </div></div><div class="c x1 ydc5 w9f h78"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">Wartość fi<span class="_ _1"></span>rmy<span class="ff6"> </span></div></div><div class="c x12d ydc5 wa0 h78"><div class="t m0 x1a h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">30 118 </div></div><div class="c x121 ydc5 wa1 h78"><div class="t m0 x5 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x94 ydc5 wa2 h78"><div class="t m0 x15 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">39 469 </div></div><div class="c x12e ydc5 wa3 h78"><div class="t m0 x107 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x12f ydc5 wa4 h78"><div class="t m0 xc h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">17 904 </div></div><div class="c x130 ydc5 wa5 h78"><div class="t m0 x50 h14 y16e ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">24%</span> </div></div><div class="c x1 y3ae w9f h1d"><div class="t m0 xa h19 y36 ff8 fs9 fc2 sc0 ls0 ws0">Pozostałe akty<span class="_ _1"></span>wa finansowe<span class="ff6"> </span></div></div><div class="c x12d y3ae wa0 h1d"><div class="t m0 x32 h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">614<span class="ls0"> </span></div></div><div class="c x121 y3ae wa1 h1d"><div class="t m0 x5 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x94 y3ae wa2 h1d"><div class="t m0 x3 h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">986<span class="ls0"> </span></div></div><div class="c x12e y3ae wa3 h1d"><div class="t m0 x107 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x12f y3ae wa4 h1d"><div class="t m0 x11f h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">260<span class="ls0"> </span></div></div><div class="c x130 y3ae wa5 h1d"><div class="t m0 x50 h14 y36 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">38%</span> </div></div><div class="c x1 y612 w9f h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Pochodne ins<span class="_ _1"></span>trumenty<span class="_ _1"></span> finansowe </div></div><div class="c x12d y612 wa0 h78"><div class="t m0 xde h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">8439<span class="ls0"> </span></div></div><div class="c x121 y612 wa1 h78"><div class="t m0 x5 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x94 y612 wa2 h78"><div class="t m0 x3 h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">703<span class="ls0"> </span></div></div><div class="c x12e y612 wa3 h78"><div class="t m0 x107 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x12f y612 wa4 h78"><div class="t m0 x15 h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">6675<span class="ls0"> </span></div></div><div class="c x130 y612 wa5 h78"><div class="t m0 x131 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">1100%<span class="ls0"> </span></div></div><div class="c x1 ydc6 w9f h78"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">Należności d<span class="_ _1"></span>ługoterminowe<span class="ff6"> </span></div></div><div class="c x12d ydc6 wa0 h78"><div class="t m0 x1a h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">20 313 </div></div><div class="c x121 ydc6 wa1 h78"><div class="t m0 x5 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x94 ydc6 wa2 h78"><div class="t m0 x15 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">11 783 </div></div><div class="c x12e ydc6 wa3 h78"><div class="t m0 x107 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x12f ydc6 wa4 h78"><div class="t m0 x15 h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">7835<span class="ls0"> </span></div></div><div class="c x130 ydc6 wa5 h78"><div class="t m0 x75 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">72%<span class="ls0"> </span></div></div><div class="c x1 ydc7 w9f h1d"><div class="t m0 xa h19 y36 ff8 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 x12d ydc7 wa0 h1d"><div class="t m0 x1e h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">8 081 </div></div><div class="c x121 ydc7 wa1 h1d"><div class="t m0 x5 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x94 ydc7 wa2 h1d"><div class="t m0 x18 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">9 406 </div></div><div class="c x12e ydc7 wa3 h1d"><div class="t m0 x107 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x12f ydc7 wa4 h1d"><div class="t m0 xcb h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">8 586 </div></div><div class="c x130 ydc7 wa5 h1d"><div class="t m0 x50 h14 y36 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">14%</span> </div></div><div class="c x1 y73f w9f h78"><div class="t m0 xa h19 y558 ff8 fs9 fc2 sc0 ls0 ws0">Aktywa z tyt<span class="_ _1"></span>ułu <span class="ff6">odroczonego po<span class="_ _1"></span>datku </span></div><div class="t m0 xa h19 ydc8 ff6 fs9 fc2 sc0 ls0 ws0">dochodowego </div></div><div class="c x12d y73f wa0 h78"><div class="t m0 x1a h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">32 650 </div></div><div class="c x121 y73f wa1 h78"><div class="t m0 x5 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x94 y73f wa2 h78"><div class="t m0 x15 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">43 898 </div></div><div class="c x12e y73f wa3 h78"><div class="t m0 x107 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x12f y73f wa4 h78"><div class="t m0 xc h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">19 319 </div></div><div class="c x130 y73f wa5 h78"><div class="t m0 x50 h14 y16e ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">26%</span> </div></div><div class="c x1 ydc9 w9f h77"><div class="t m0 xa h15 y2a1 ff5 fs9 fc2 sc0 ls0 ws0">Aktywa trwałe ra<span class="_ _1"></span>zem<span class="ff7"> </span></div></div><div class="c x12d ydc9 wa0 h77"><div class="t m0 x1c h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">1 531 635 </div></div><div class="c x121 ydc9 wa1 h77"><div class="t m0 x24 hb1 y2a1 ff12 fs9 fc2 sc0 ls4 ws0">45%<span class="ls0"> </span></div></div><div class="c x94 ydc9 wa2 h77"><div class="t m0 x107 h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">1 456 627 </div></div><div class="c x12e ydc9 wa3 h77"><div class="t m0 x75 hb1 y2a1 ff12 fs9 fc2 sc0 ls4 ws0">46%<span class="ls0"> </span></div></div><div class="c x12f ydc9 wa4 h77"><div class="t m0 x107 h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">269 074 </div></div><div class="c x130 ydc9 wa5 h77"><div class="t m0 x5e hb1 y2a1 ff12 fs9 fc2 sc0 ls4 ws0">5%<span class="ls0"> </span></div></div><div class="c x1 y4f7 w9f h80"><div class="t m0 xa h15 y25 ff7 fs9 fc5 sc0 ls0 ws0">Aktywa obrotowe<span class="_ _1"></span> </div></div><div class="c x12d y4f7 wa0 h80"><div class="t m0 xa hc y55f ff6 fs3 fc2 sc0 ls0 ws0">  </div></div><div class="c x121 y4f7 wa1 h80"><div class="t m0 x5 h14 y25 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x94 y4f7 wa2 h80"><div class="t m0 xe h14 y562 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x12e y4f7 wa3 h80"><div class="t m0 x107 h14 y25 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x12f y4f7 wa4 h80"><div class="t m0 x43 h14 y562 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x130 y4f7 wa5 h80"><div class="t m0 xc h14 y25 ffa fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c x1 ydca w9f h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Zapasy </div></div><div class="c x12d ydca wa0 h78"><div class="t m0 x24 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">628 380 </div></div><div class="c x121 ydca wa1 h78"><div class="t m0 x24 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">18%<span class="ls0"> </span></div></div><div class="c x94 ydca wa2 h78"><div class="t m0 x98 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">382 618 </div></div><div class="c x12e ydca wa3 h78"><div class="t m0 x75 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">12%<span class="ls0"> </span></div></div><div class="c x12f ydca wa4 h78"><div class="t m0 x107 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">257 175 </div></div><div class="c x130 ydca wa5 h78"><div class="t m0 x75 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">64%<span class="ls0"> </span></div></div><div class="c x1 ydcb w9f h78"><div class="t m0 xa h19 y16e ff8 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 x12d ydcb wa0 h78"><div class="t m0 x1e h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">3 828 </div></div><div class="c x121 ydcb wa1 h78"><div class="t m0 x5 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x94 ydcb wa2 h78"><div class="t m0 x18 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">3 790 </div></div><div class="c x12e ydcb wa3 h78"><div class="t m0 x107 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x12f ydcb wa4 h78"><div class="t m0 xcb h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">3 094<span class="ls0"> </span></div></div><div class="c x130 ydcb wa5 h78"><div class="t m0 x5e h14 y16e ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x1 y51e w9f h1d"><div class="t m0 xa h19 y36 ff8 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 x12d y51e wa0 h1d"><div class="t m0 x24 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">778 097 </div></div><div class="c x121 y51e wa1 h1d"><div class="t m0 x24 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">23%<span class="ls0"> </span></div></div><div class="c x94 y51e wa2 h1d"><div class="t m0 x98 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">840 515 </div></div><div class="c x12e y51e wa3 h1d"><div class="t m0 x75 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">27%<span class="ls0"> </span></div></div><div class="c x12f y51e wa4 h1d"><div class="t m0 x107 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">728 757 </div></div><div class="c x130 y51e wa5 h1d"><div class="t m0 x9f h14 y36 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">7%</span> </div></div><div class="c x1 ydcc w9f h78"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">Pozostałe akty<span class="_ _1"></span>wa finansowe<span class="ff6"> </span></div></div><div class="c x12d ydcc wa0 h78"><div class="t m0 x1a h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">17 503 </div></div><div class="c x121 ydcc wa1 h78"><div class="t m0 x5 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x94 ydcc wa2 h78"><div class="t m0 x15 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">11 454 </div></div><div class="c x12e ydcc wa3 h78"><div class="t m0 x107 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x12f ydcc wa4 h78"><div class="t m0 xc h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">72 315 </div></div><div class="c x130 ydcc wa5 h78"><div class="t m0 x75 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">53%<span class="ls0"> </span></div></div><div class="c x1 ydcd w9f h8f"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Pochodne ins<span class="_ _1"></span>trumenty<span class="_ _1"></span> finansowe </div></div><div class="c x12d ydcd wa0 h8f"><div class="t m0 x3a h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">19499<span class="ls0"> </span></div></div><div class="c x121 ydcd wa1 h8f"><div class="t m0 x5 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x94 ydcd wa2 h8f"><div class="t m0 x19 h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">14697<span class="ls0"> </span></div></div><div class="c x12e ydcd wa3 h8f"><div class="t m0 x107 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x12f ydcd wa4 h8f"><div class="t m0 xcb h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">7 820 </div></div><div class="c x130 ydcd wa5 h8f"><div class="t m0 x75 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">33%<span class="ls0"> </span></div></div><div class="c x1 ydce w9f h1d"><div class="t m0 xa h19 y36 ff8 fs9 fc2 sc0 ls0 ws0">Należności z t<span class="_ _1"></span>ytułu podat<span class="_ _1"></span>ku <span class="ff6">dochodowego </span></div></div><div class="c x12d ydce wa0 h1d"><div class="t m0 xde h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">3917<span class="ls0"> </span></div></div><div class="c x121 ydce wa1 h1d"><div class="t m0 x5 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x94 ydce wa2 h1d"><div class="t m0 x2c h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">7335<span class="ls0"> </span></div></div><div class="c x12e ydce wa3 h1d"><div class="t m0 x107 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x12f ydce wa4 h1d"><div class="t m0 xcb h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">5 951 </div></div><div class="c x130 ydce wa5 h1d"><div class="t m0 x50 h14 y36 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">47%</span> </div></div><div class="c x1 ydcf w9f h78"><div class="t m0 xa h19 y16e ff8 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 x12d ydcf wa0 h78"><div class="t m0 x24 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">401 971 </div></div><div class="c x121 ydcf wa1 h78"><div class="t m0 x24 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">12%<span class="ls0"> </span></div></div><div class="c x94 ydcf wa2 h78"><div class="t m0 x98 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">410 232 </div></div><div class="c x12e ydcf wa3 h78"><div class="t m0 x75 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">13%<span class="ls0"> </span></div></div><div class="c x12f ydcf wa4 h78"><div class="t m0 x107 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">312 463 </div></div><div class="c x130 ydcf wa5 h78"><div class="t m0 x9f h14 y16e ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">2%</span> </div></div><div class="c x1 ydd0 w9f h78"><div class="t m0 xa h19 y16e ff8 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 x12d ydd0 wa0 h78"><div class="t m0 x1a h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">17 290 </div></div><div class="c x121 ydd0 wa1 h78"><div class="t m0 x5 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x94 ydd0 wa2 h78"><div class="t m0 x18 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">9 965 </div></div><div class="c x12e ydd0 wa3 h78"><div class="t m0 x107 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x12f ydd0 wa4 h78"><div class="t m0 xcb h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">8 628 </div></div><div class="c x130 ydd0 wa5 h78"><div class="t m0 x75 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">74%<span class="ls0"> </span></div></div><div class="c x1 ydd1 w9f h80"><div class="t m0 xa h15 y25 ff7 fs9 fc2 sc0 ls0 ws0">Aktywa obrotowe ra<span class="_ _10"></span>z<span class="_ _0"></span>em </div></div><div class="c x12d ydd1 wa0 h80"><div class="t m0 x1c h15 y25 ff7 fs9 fc2 sc0 ls0 ws0">1 870 485 </div></div><div class="c x121 ydd1 wa1 h80"><div class="t m0 x24 hb1 y25 ff12 fs9 fc2 sc0 ls4 ws0">55%<span class="ls0"> </span></div></div><div class="c x94 ydd1 wa2 h80"><div class="t m0 x107 h15 y25 ff7 fs9 fc2 sc0 ls0 ws0">1 680 606 </div></div><div class="c x12e ydd1 wa3 h80"><div class="t m0 x75 hb1 y25 ff12 fs9 fc2 sc0 ls4 ws0">54%<span class="ls0"> </span></div></div><div class="c x12f ydd1 wa4 h80"><div class="t m0 x4b h15 y25 ff7 fs9 fc2 sc0 ls0 ws0">1 396 203 </div></div><div class="c x130 ydd1 wa5 h80"><div class="t m0 x75 hb1 y25 ff12 fs9 fc2 sc0 ls4 ws0">11%<span class="ls0"> </span></div></div><div class="c x1 ydd2 w9f h73"><div class="t m0 xa h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">AKTYWA RAZEM<span class="_ _1"></span> </div></div><div class="c x12d ydd2 wa0 h73"><div class="t m0 x1c h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">3 402 <span class="ls4">120</span> </div></div><div class="c x121 ydd2 wa1 h73"><div class="t m0 x1b hb1 y547 ff12 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x94 ydd2 wa2 h73"><div class="t m0 x107 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">3 137 233 </div></div><div class="c x12e ydd2 wa3 h73"><div class="t m0 x50 hb1 y547 ff12 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x12f ydd2 wa4 h73"><div class="t m0 x4b h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">1 665 277 </div></div><div class="c x130 ydd2 wa5 h73"><div class="t m0 x5e hb1 y547 ff12 fs9 fc2 sc0 ls4 ws0">8%<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y466 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ydd3 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>2024 <span class="_ _5"></span>roku <span class="_ _5"></span>Grupa <span class="_ _5"></span>UNIMOT<span class="_ _0"></span> <span class="_ _0"></span><span class="ff8">o<span class="_ _0"></span>dnotowała <span class="_ _5"></span>dalszy <span class="_ _0"></span>w<span class="_ _0"></span>zrost <span class="_ _0"></span>skali <span class="_ _5"></span>działalności, <span class="_ _5"></span>co <span class="_ _5"></span>znalazło <span class="_ _5"></span>odzwierciedleni<span class="_ _1"></span>e <span class="_ _0"></span>w <span class="_ _5"></span>zwiększeniu <span class="_ _5"></span>sumy <span class="_ _5"></span>bilanso<span class="_ _0"></span>wej <span class="_ _5"></span>do </span></div><div class="t m0 x1 h10 ydd4 ff6 fs4 fc2 sc0 ls0 ws0">poziomu <span class="_ _5"></span>3 <span class="_ _6"></span>402 <span class="_ _5"></span>120 <span class="_ _6"></span><span class="ff8">tys. <span class="_ _5"></span>zł,<span class="_ _0"></span> <span class="_ _5"></span>tj. <span class="_ _6"></span>o <span class="_ _5"></span>8% <span class="_ _6"></span>w <span class="_ _5"></span>porównaniu <span class="_ _5"></span>do <span class="_ _6"></span>końca <span class="_ _5"></span>2023 <span class="_ _6"></span>roku. <span class="_ _5"></span>Struktura <span class="_ _5"></span>aktywów<span class="_ _0"></span> <span class="_ _5"></span>poz<span class="_ _0"></span>ostała <span class="_ _5"></span>względnie <span class="_ _6"></span>stab<span class="_ _1"></span>ilna <span class="_ _6"></span>–<span class="ff6"> <span class="_ _6"></span></span>aktywa <span class="_ _5"></span>trwał<span class="_ _0"></span>e </span></div><div class="t m0 x1 h10 y4bb ff8 fs4 fc2 sc0 ls0 ws0">stanowiły 45% sumy bilansowej (wobec 46% rok wcześnie<span class="_ _1"></span>j), a aktywa obrotowe 55% (wobec 54% w 2023 roku).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 ya26 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ydd5 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>o<span class="_ _0"></span>bszarze <span class="_ _5"></span>aktywów <span class="_ _6"></span>trwałych <span class="_ _5"></span>odnotowano <span class="_ _6"></span>wzrost <span class="_ _5"></span>ich <span class="_ _6"></span>wartości <span class="_ _5"></span>o <span class="_ _6"></span>5% <span class="_ _5"></span>r/r, <span class="_ _6"></span>głównie <span class="_ _5"></span>za <span class="_ _6"></span>sprawą <span class="_ _5"></span>zwiększenia <span class="_ _5"></span>pozyc<span class="_ _0"></span>ji <span class="_ _5"></span>„prawo <span class="_ _6"></span>do <span class="_ _5"></span>użytkow<span class="_ _0"></span>a<span class="_ _5"></span><span class="ff6">nia </span></div><div class="t m0 x1 h10 yd5a ff8 fs4 fc2 sc0 ls0 ws0">aktywów” <span class="_ _12"> </span>–<span class="ff6"> <span class="_ _12"> </span>o <span class="_ _12"> </span>45%, <span class="_ _12"> </span>do <span class="_ _12"> </span>poziomu <span class="_ _7"> </span>337 <span class="_ _12"> </span>916 <span class="_ _12"> </span></span>tys. <span class="_ _12"> </span>zł. <span class="_ _12"> </span>Wzro<span class="_ _0"></span>st <span class="_ _12"> </span>ten <span class="_ _12"> </span>wynika <span class="_ _7"> </span>głów<span class="_ _0"></span>nie <span class="_ _12"> </span>zawarcia <span class="_ _12"> </span>nowych <span class="_ _7"> </span>umów <span class="_ _12"> </span>leasingowych. <span class="_ _12"> </span>Umiarkowany, <span class="_ _12"> </span>1<span class="_ _0"></span><span class="ff6">-</span></div><div class="t m0 x1 h10 yd5b ff8 fs4 fc2 sc0 ls0 ws0">procentowy wzrost wyka<span class="_ _1"></span>zały także<span class="_ _1"></span> rzeczowe aktywa <span class="_ _1"></span>trwałe, <span class="_ _1"></span>osiągając wartość 802 <span class="_ _10"></span>451 <span class="_ _0"></span>tys. zł. Z <span class="_ _1"></span>drugiej <span class="_ _1"></span>strony, część <span class="_ _1"></span>pozycji ule<span class="_ _1"></span>gła spadkowi </div><div class="t m0 x1 h10 yce2 ff8 fs4 fc2 sc0 ls0 ws0">–<span class="ff6"> <span class="_ _1"></span><span class="ff8">m.in. <span class="_ _1"></span>wartość n<span class="_ _1"></span>iematerialna <span class="_ _1"></span>obniżyła się<span class="_ _1"></span> o <span class="_ _10"></span>10%, wartość <span class="_ _1"></span>firmy <span class="_ _1"></span>zmniejs<span class="_ _1"></span>zyła się<span class="_ _1"></span> o <span class="_ _10"></span>24%, a aktywa <span class="_ _10"></span>z t<span class="_ _1"></span>ytułu <span class="_ _1"></span>odroczonego p<span class="_ _1"></span>oda<span class="_ _0"></span><span class="ff6">tku dochodowego<span class="_ _1"></span> </span></span></span></div><div class="t m0 x1 h10 yce3 ff8 fs4 fc2 sc0 ls0 ws0">spadły <span class="_ _12"> </span>o  26%. <span class="_ _12"> </span>Znaczący  wzrost <span class="_ _12"> </span>o  ponad  <span class="ff6 ls6">72</span>% <span class="_ _12"> </span>zanotowano  w  n<span class="_ _10"></span>ależnościach  długoterminowych,  wzrost <span class="_ _12"> </span>ten  wynika <span class="_ _12"> </span>głównie <span class="_ _12"> </span>z  wzrostu </div><div class="t m0 x1 h10 yce4 ff8 fs4 fc2 sc0 ls0 ws0">należności z tytułu zabezpieczenia akcyzowego.<span class="ff6"> </span></div><div class="t m0 x1 h10 ydd6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ya2e ff8 fs4 fc2 sc0 ls0 ws0">Aktywa obrotowe zwiększyły się w ujęciu rocznym o 11%, osiągając wartość 1 870 485 <span class="_ _0"></span>tys. zł. Największy wpływ na ten wzrost miało istotne </div><div class="t m0 x1 h10 yce7 ff8 fs4 fc2 sc0 ls0 ws0">zwiększenie <span class="_ _0"></span>poziomu <span class="_ _0"></span>zapasów <span class="_ _5"></span>–<span class="ff6"> <span class="_ _5"></span></span>aż <span class="_ _5"></span>o <span class="_ _0"></span>64%, <span class="_ _5"></span>do <span class="_ _0"></span>poziomu <span class="_ _5"></span>628 <span class="_ _0"></span>380 <span class="_ _5"></span>tys. <span class="_ _5"></span>zł, <span class="_ _0"></span>c<span class="_ _0"></span>o <span class="_ _0"></span>wynikało <span class="_ _5"></span>przede w<span class="_ _0"></span>szystkim <span class="_ _0"></span>ze <span class="_ _5"></span>wzrostu <span class="_ _0"></span>zapasu <span class="_ _0"></span>o<span class="_ _0"></span>bowiązkowego <span class="_ _0"></span>i<span class="_ _0"></span> </div><div class="t m0 x1 h10 yce8 ff8 fs4 fc2 sc0 ls0 ws0">operacyjnego. <span class="_ _5"></span>Znacząc<span class="_ _0"></span>o <span class="_ _6"></span>wzrosły <span class="_ _5"></span>także <span class="_ _6"></span>pozostałe <span class="_ _6"></span>aktywa <span class="_ _5"></span>o<span class="_ _0"></span>brotowe <span class="_ _5"></span>(o <span class="_ _6"></span>74%) <span class="_ _6"></span>oraz <span class="_ _5"></span>poc<span class="_ _0"></span>hodne <span class="_ _5"></span>instrumenty <span class="_ _6"></span>finansowe <span class="_ _6"></span>(o <span class="_ _6"></span>33%). <span class="_ _5"></span>O<span class="_ _0"></span>dnotowan<span class="_ _5"></span><span class="ff6 ls12">o </span></div><div class="t m0 x1 h10 yd5e ff8 fs4 fc2 sc0 ls0 ws0">natomiast spadki w należnościach handlowych i pozostałych należnościach –<span class="ff6"> </span>o 7% r/r, a także w środkach pieniężnych i <span class="ff6">ich ekw<span class="_ _0"></span>iwalentach </span>–<span class="ff6"> </span></div><div class="t m0 x1 h10 ydd7 ff8 fs4 fc2 sc0 ls0 ws0">o 2% względem końca 2023 roku.<span class="ff6"> </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 y3c w5 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">95<span class="ls0"> </span></div></div><div class="c x1 ydd8 wa6 hec"><div class="t m0 xa h14 y2aa ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x132 ydd8 w14 hec"><div class="t m0 x4 h15 y2aa ff7 fs9 fc2 sc0 ls0 ws0"> 31.12.2024 </div></div><div class="c xa3 ydd8 wa7 hec"><div class="t m0 x10 h15 ydd9 ff5 fs9 fc2 sc0 ls0 ws0">Udział % w sumie </div><div class="t m0 x4 h15 ydda ff7 fs9 fc2 sc0 ls0 ws0">bilansowej </div></div><div class="c x133 ydd8 wa8 hec"><div class="t m0 x50 h15 y2aa ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x33 ydd8 wa9 hec"><div class="t m0 x134 h15 yddb ff5 fs9 fc2 sc0 ls0 ws0">Udział % w </div><div class="t m0 x55 h15 y2aa ff7 fs9 fc2 sc0 ls0 ws0">sumie </div><div class="t m0 x134 h15 y16e ff7 fs9 fc2 sc0 ls0 ws0">bilansowej </div></div><div class="c x135 ydd8 waa hec"><div class="t m0 x4b h15 y2aa ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x130 ydd8 wa5 hec"><div class="t m0 xa hb1 ydd9 ff12 fs9 fc2 sc0 ls0 ws0">zmiany </div><div class="t m0 xa hb1 ydda ff12 fs9 fc2 sc0 ls0 ws0">2024/2023 </div></div><div class="c x1 yddc wa6 ha9"><div class="t m0 xa h15 y556 ff7 fs9 fc2 sc0 ls0 ws0">PASYWA   </div></div><div class="c x132 yddc w14 ha9"><div class="t m0 x136 h15 y556 ff7 fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c xa3 yddc wa7 ha9"><div class="t m0 xa hc y27 ff6 fs3 fc2 sc0 ls0 ws0">  </div></div><div class="c x133 yddc wa8 ha9"><div class="t m0 xa hc yddd ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x33 yddc wa9 ha9"><div class="t m0 xa hc y0 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x135 yddc waa ha9"><div class="t m0 xa hc y0 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x130 yddc wa5 ha9"><div class="t m0 xa hc y1aa ff6 fs3 fc2 sc0 ls0 ws0">  </div></div><div class="c x1 ydde wa6 h78"><div class="t m0 xa h15 y36 ff5 fs9 fc2 sc0 ls0 ws0">Kapitał własny<span class="_ _1"></span><span class="ff7"> </span></div></div><div class="c x132 ydde w14 h78"><div class="t m0 x136 h15 y36 ff7 fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c xa3 ydde wa7 h78"><div class="t m0 x3a h14 y36 ffa fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c x133 ydde wa8 h78"><div class="t m0 x15 h14 y2f4 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x33 ydde wa9 h78"><div class="t m0 xa hc y2f4 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x135 ydde waa h78"><div class="t m0 xe hc y0 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x130 ydde wa5 h78"><div class="t m0 xc h14 y36 ffa fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c x1 yddf wa6 h78"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">Kapitał zakładowy<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c x132 yddf w14 h78"><div class="t m0 x97 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">8 198 </div></div><div class="c xa3 yddf wa7 h78"><div class="t m0 x5 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x133 yddf wa8 h78"><div class="t m0 xfd h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">8 198 </div></div><div class="c x33 yddf wa9 h78"><div class="t m0 x107 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x135 yddf waa h78"><div class="t m0 x37 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">8 198 </div></div><div class="c x130 yddf wa5 h78"><div class="t m0 x5e h14 y16e ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x1 yde0 wa6 h1d"><div class="t m0 xa h19 y36 ff8 fs9 fc2 sc0 ls0 ws0">Pozostałe kapit<span class="_ _1"></span>ały<span class="ff6"> </span></div></div><div class="c x132 yde0 w14 h1d"><div class="t m0 x39 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">324 298 </div></div><div class="c xa3 yde0 wa7 h1d"><div class="t m0 x24 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">10%<span class="ls0"> </span></div></div><div class="c x133 yde0 wa8 h1d"><div class="t m0 x125 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">312 050 </div></div><div class="c x33 yde0 wa9 h1d"><div class="t m0 x9f h14 y36 ffa fs9 fc2 sc0 ls4 ws0">10%<span class="ls0"> </span></div></div><div class="c x135 yde0 waa h1d"><div class="t m0 x98 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">306 922 </div></div><div class="c x130 yde0 wa5 h1d"><div class="t m0 x5e h14 y36 ffa fs9 fc2 sc0 ls4 ws0">4%<span class="ls0"> </span></div></div><div class="c x1 yde1 wa6 h78"><div class="t m0 xa h19 y558 ff8 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 h19 ydc8 ff6 fs9 fc2 sc0 ls0 ws0">zagranicznych </div></div><div class="c x132 yde1 w14 h78"><div class="t m0 x1a h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(1 493) </div></div><div class="c xa3 yde1 wa7 h78"><div class="t m0 x5 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x133 yde1 wa8 h78"><div class="t m0 xb1 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(1 087) </div></div><div class="c x33 yde1 wa9 h78"><div class="t m0 x107 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x135 yde1 waa h78"><div class="t m0 x38 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">(56) </div></div><div class="c x130 yde1 wa5 h78"><div class="t m0 x75 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">37%<span class="ls0"> </span></div></div><div class="c x1 y133 wa6 h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Zyski/(strat<span class="_ _1"></span>y) aktuarialne </div></div><div class="c x132 y133 w14 h78"><div class="t m0 x1d h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">(929) </div></div><div class="c xa3 y133 wa7 h78"><div class="t m0 x5 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x133 y133 wa8 h78"><div class="t m0 x2c h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">(999) </div></div><div class="c x33 y133 wa9 h78"><div class="t m0 x107 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x135 y133 waa h78"><div class="t m0 x1e h14 y2f4 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x130 y133 wa5 h78"><div class="t m0 x9f h14 y16e ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">7%</span> </div></div><div class="c x1 y37e wa6 ha0"><div class="t m0 xa h19 y558 ff6 fs9 fc2 sc0 ls0 ws0">Wynik z lat <span class="ff8">ubi<span class="_ _1"></span>egłych i wyni<span class="_ _1"></span>k roku bieżącego<span class="_ _1"></span><span class="ff6"> </span></span></div></div><div class="c x132 y37e w14 ha0"><div class="t m0 x39 h19 y558 ff6 fs9 fc2 sc0 ls0 ws0">853 638 </div></div><div class="c xa3 y37e wa7 ha0"><div class="t m0 x24 h14 y558 ffa fs9 fc2 sc0 ls4 ws0">25%<span class="ls0"> </span></div></div><div class="c x133 y37e wa8 ha0"><div class="t m0 x125 h19 y558 ff6 fs9 fc2 sc0 ls0 ws0">758 786 </div></div><div class="c x33 y37e wa9 ha0"><div class="t m0 x9f h14 y558 ffa fs9 fc2 sc0 ls4 ws0">24%<span class="ls0"> </span></div></div><div class="c x135 y37e waa ha0"><div class="t m0 x98 h19 y558 ff6 fs9 fc2 sc0 ls0 ws0">388 940 </div></div><div class="c x130 y37e wa5 ha0"><div class="t m0 x75 h14 y558 ffa fs9 fc2 sc0 ls4 ws0">13%<span class="ls0"> </span></div></div><div class="c x1 yde2 wa6 h52"><div class="t m0 xa h15 y2a7 ff5 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 h15 y2a8 ff5 fs9 fc2 sc0 ls0 ws0">Dominującej<span class="ff7"> </span></div></div><div class="c x132 yde2 w14 h52"><div class="t m0 x38 h15 y551 ff7 fs9 fc2 sc0 ls0 ws0">1 183 712 </div></div><div class="c xa3 yde2 wa7 h52"><div class="t m0 x24 h14 y551 ffa fs9 fc2 sc0 ls4 ws0">35%<span class="ls0"> </span></div></div><div class="c x133 yde2 wa8 h52"><div class="t m0 x10 h15 y551 ff7 fs9 fc2 sc0 ls0 ws0">1 076 948 </div></div><div class="c x33 yde2 wa9 h52"><div class="t m0 x9f h14 y551 ffa fs9 fc2 sc0 ls4 ws0">34%<span class="ls0"> </span></div></div><div class="c x135 yde2 waa h52"><div class="t m0 x98 h15 y551 ff7 fs9 fc2 sc0 ls0 ws0">704 074 </div></div><div class="c x130 yde2 wa5 h52"><div class="t m0 x75 h14 y551 ffa fs9 fc2 sc0 ls4 ws0">10%<span class="ls0"> </span></div></div><div class="c x1 yd61 wa6 h91"><div class="t m0 xa h19 y54c ff8 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 x132 yd61 w14 h91"><div class="t m0 x97 h19 y54c ff6 fs9 fc2 sc0 ls0 ws0">1 225 </div></div><div class="c xa3 yd61 wa7 h91"><div class="t m0 x5 h14 y54c ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x133 yd61 wa8 h91"><div class="t m0 x1b h19 y54c ff6 fs9 fc2 sc0 ls4 ws0">924<span class="ls0"> </span></div></div><div class="c x33 yd61 wa9 h91"><div class="t m0 x107 h14 y54c ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x135 yd61 waa h91"><div class="t m0 x18 h19 y54c ff6 fs9 fc2 sc0 ls0 ws0">(280) </div></div><div class="c x130 yd61 wa5 h91"><div class="t m0 x75 h14 y54c ffa fs9 fc2 sc0 ls4 ws0">33%<span class="ls0"> </span></div></div><div class="c x1 yde3 wa6 h91"><div class="t m0 xa h15 y600 ff5 fs9 fc2 sc0 ls0 ws0">Kapitał własny ogó<span class="_ _1"></span>łem<span class="ff7"> </span></div></div><div class="c x132 yde3 w14 h91"><div class="t m0 x38 h15 y600 ff7 fs9 fc2 sc0 ls0 ws0">1 184 937 </div></div><div class="c xa3 yde3 wa7 h91"><div class="t m0 x24 h14 y600 ffa fs9 fc2 sc0 ls4 ws0">35%<span class="ls0"> </span></div></div><div class="c x133 yde3 wa8 h91"><div class="t m0 x10 h15 y600 ff7 fs9 fc2 sc0 ls4 ws0">1 <span class="ls0">077 872 </span></div></div><div class="c x33 yde3 wa9 h91"><div class="t m0 x9f h14 y600 ffa fs9 fc2 sc0 ls4 ws0">34%<span class="ls0"> </span></div></div><div class="c x135 yde3 waa h91"><div class="t m0 x98 h15 y600 ff7 fs9 fc2 sc0 ls0 ws0">703 794 </div></div><div class="c x130 yde3 wa5 h91"><div class="t m0 x75 h14 y600 ffa fs9 fc2 sc0 ls4 ws0">10%<span class="ls0"> </span></div></div><div class="c x1 yde4 wa6 ha0"><div class="t m0 xa h15 y556 ff5 fs9 fc2 sc0 ls0 ws0">Zobowiązania dług<span class="_ _1"></span>oterminowe<span class="_ _1"></span><span class="ff7"> </span></div></div><div class="c x132 yde4 w14 ha0"><div class="t m0 x137 h15 y54d ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xa3 yde4 wa7 ha0"><div class="t m0 x2d h14 y54d ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x133 yde4 wa8 ha0"><div class="t m0 xde h14 y54d ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x33 yde4 wa9 ha0"><div class="t m0 x98 hc y54d ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x135 yde4 waa ha0"><div class="t m0 x1e hc y0 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x130 yde4 wa5 ha0"><div class="t m0 xc h14 y556 ffa fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c x1 yde5 wa6 he1"><div class="t m0 xa h19 y29f ff8 fs9 fc2 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu kre<span class="_ _1"></span>dytów, pożyczek<span class="_ _1"></span>, </div><div class="t m0 xa h19 y2a1 ff8 fs9 fc2 sc0 ls0 ws0">leasingu or<span class="_ _1"></span>az innych instr<span class="_ _1"></span>umentów dłużnych<span class="ff6"> </span></div></div><div class="c x132 yde5 w14 he1"><div class="t m0 x39 h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">596 850 </div></div><div class="c xa3 yde5 wa7 he1"><div class="t m0 x24 h14 y9a3 ffa fs9 fc2 sc0 ls4 ws0">18%<span class="ls0"> </span></div></div><div class="c x133 yde5 wa8 he1"><div class="t m0 x125 h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">523 366 </div></div><div class="c x33 yde5 wa9 he1"><div class="t m0 x9f h14 y9a3 ffa fs9 fc2 sc0 ls4 ws0">17%<span class="ls0"> </span></div></div><div class="c x135 yde5 waa he1"><div class="t m0 xe h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">96 332 </div></div><div class="c x130 yde5 wa5 he1"><div class="t m0 x75 h14 y9a3 ffa fs9 fc2 sc0 ls4 ws0">14%<span class="ls0"> </span></div></div><div class="c x1 yde6 wa6 hed"><div class="t m0 xa h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">Pochodne ins<span class="_ _1"></span>trumenty<span class="_ _1"></span> finansowe </div></div><div class="c x132 yde6 w14 hed"><div class="t m0 x97 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">5 784 </div></div><div class="c xa3 yde6 wa7 hed"><div class="t m0 x5 h14 y556 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x133 yde6 wa8 hed"><div class="t m0 x5f h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">17 318 </div></div><div class="c x33 yde6 wa9 hed"><div class="t m0 x107 h14 y556 ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x135 yde6 waa hed"><div class="t m0 x3a h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x130 yde6 wa5 hed"><div class="t m0 x50 h14 y556 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">67%</span> </div></div><div class="c x1 yde7 wa6 ha9"><div class="t m0 xa h19 y556 ff8 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 x132 yde7 w14 ha9"><div class="t m0 x39 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">125 253 </div></div><div class="c xa3 yde7 wa7 ha9"><div class="t m0 x5 h14 y556 ffa fs9 fc2 sc0 ls4 ws0">4%<span class="ls0"> </span></div></div><div class="c x133 yde7 wa8 ha9"><div class="t m0 x125 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">169 050 </div></div><div class="c x33 yde7 wa9 ha9"><div class="t m0 x107 h14 y556 ffa fs9 fc2 sc0 ls4 ws0">5%<span class="ls0"> </span></div></div><div class="c x135 yde7 waa ha9"><div class="t m0 x138 h19 y556 ff6 fs9 fc2 sc0 ls4 ws0">282<span class="ls0"> </span></div></div><div class="c x130 yde7 wa5 ha9"><div class="t m0 x50 h14 y556 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">26%</span> </div></div><div class="c x1 y999 wa6 h50"><div class="t m0 xa h19 y2ad ff8 fs9 fc2 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu świadczeń </div><div class="t m0 xa h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">pracowniczyc<span class="_ _1"></span>h </div></div><div class="c x132 y999 w14 h50"><div class="t m0 xca h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">22 787 </div></div><div class="c xa3 y999 wa7 h50"><div class="t m0 x5 h14 y551 ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x133 y999 wa8 h50"><div class="t m0 x5f h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">28 976 </div></div><div class="c x33 y999 wa9 h50"><div class="t m0 x107 h14 y551 ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x135 y999 waa h50"><div class="t m0 x3a h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x130 y999 wa5 h50"><div class="t m0 x50 h14 y551 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">21%</span> </div></div><div class="c x1 y10b wa6 ha0"><div class="t m0 xa h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">Rezerwy </div></div><div class="c x132 y10b w14 ha0"><div class="t m0 xca h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">21 605 </div></div><div class="c xa3 y10b wa7 ha0"><div class="t m0 x5 h14 y556 ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x133 y10b wa8 ha0"><div class="t m0 x5f h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">18 365 </div></div><div class="c x33 y10b wa9 ha0"><div class="t m0 x107 h14 y556 ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x135 y10b waa ha0"><div class="t m0 x3a h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x130 y10b wa5 ha0"><div class="t m0 x75 h14 y556 ffa fs9 fc2 sc0 ls4 ws0">18%<span class="ls0"> </span></div></div><div class="c x1 yde8 wa6 h50"><div class="t m0 xa h19 y2ad ff8 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 h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">dochodowego </div></div><div class="c x132 yde8 w14 h50"><div class="t m0 xca h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">72 791 </div></div><div class="c xa3 yde8 wa7 h50"><div class="t m0 x5 h14 y551 ffa fs9 fc2 sc0 ls4 ws0">2%<span class="ls0"> </span></div></div><div class="c x133 yde8 wa8 h50"><div class="t m0 x5f h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">82 245 </div></div><div class="c x33 yde8 wa9 h50"><div class="t m0 x107 h14 y551 ffa fs9 fc2 sc0 ls4 ws0">3%<span class="ls0"> </span></div></div><div class="c x135 yde8 waa h50"><div class="t m0 x3a h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x130 yde8 wa5 h50"><div class="t m0 x50 h14 y551 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">11%</span> </div></div><div class="c x1 yde9 wa6 h91"><div class="t m0 xa h15 y54c ff5 fs9 fc2 sc0 ls0 ws0">Zobowiązania dług<span class="_ _1"></span>oterminowe ra<span class="_ _10"></span>z<span class="_ _0"></span>em<span class="ff7"> </span></div></div><div class="c x132 yde9 w14 h91"><div class="t m0 x39 h15 y54c ff7 fs9 fc2 sc0 ls0 ws0">845 070 </div></div><div class="c xa3 yde9 wa7 h91"><div class="t m0 x24 h14 y54c ffa fs9 fc2 sc0 ls4 ws0">25%<span class="ls0"> </span></div></div><div class="c x133 yde9 wa8 h91"><div class="t m0 x125 h15 y54c ff7 fs9 fc2 sc0 ls0 ws0">839 320 </div></div><div class="c x33 yde9 wa9 h91"><div class="t m0 x9f h14 y54c ffa fs9 fc2 sc0 ls4 ws0">27%<span class="ls0"> </span></div></div><div class="c x135 yde9 waa h91"><div class="t m0 xe h15 y54c ff7 fs9 fc2 sc0 ls0 ws0">96 614 </div></div><div class="c x130 yde9 wa5 h91"><div class="t m0 x5e h14 y54c ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x1 y519 wa6 ha0"><div class="t m0 xa h15 y556 ff5 fs9 fc2 sc0 ls0 ws0">Zobowiązania krót<span class="_ _1"></span>koterminowe<span class="_ _1"></span><span class="ff7"> </span></div></div><div class="c x132 y519 w14 ha0"><div class="t m0 x137 h15 yddd ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xa3 y519 wa7 ha0"><div class="t m0 x2d h14 yddd ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x133 y519 wa8 ha0"><div class="t m0 xde h14 yddd ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x33 y519 wa9 ha0"><div class="t m0 x98 hc yddd ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x135 y519 waa ha0"><div class="t m0 x1e hc y0 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x130 y519 wa5 ha0"><div class="t m0 xc h14 y556 ffa fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c x1 y277 wa6 ha0"><div class="t m0 xa h19 y556 ff8 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 x132 y277 w14 ha0"><div class="t m0 x39 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">371 915 </div></div><div class="c xa3 y277 wa7 ha0"><div class="t m0 x24 h14 y556 ffa fs9 fc2 sc0 ls4 ws0">11%<span class="ls0"> </span></div></div><div class="c x133 y277 wa8 ha0"><div class="t m0 x125 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">298 513 </div></div><div class="c x33 y277 wa9 ha0"><div class="t m0 x9f h14 y556 ffa fs9 fc2 sc0 ls4 ws0">10%<span class="ls0"> </span></div></div><div class="c x135 y277 waa ha0"><div class="t m0 x98 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">206 754 </div></div><div class="c x130 y277 wa5 ha0"><div class="t m0 x75 h14 y556 ffa fs9 fc2 sc0 ls4 ws0">25%<span class="ls0"> </span></div></div><div class="c x1 ydea wa6 he1"><div class="t m0 xa h19 y29f ff8 fs9 fc2 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu kre<span class="_ _1"></span>dytów, pożyczek<span class="_ _1"></span>, </div><div class="t m0 xa h19 y25 ff6 fs9 fc2 sc0 ls0 ws0">leasingu or<span class="_ _1"></span>az innych <span class="ff8">instrume<span class="_ _1"></span>ntów dłużnych<span class="ff6"> </span></span></div></div><div class="c x132 ydea w14 he1"><div class="t m0 x39 h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">192 515 </div></div><div class="c xa3 ydea wa7 he1"><div class="t m0 x5 h14 y9a3 ffa fs9 fc2 sc0 ls4 ws0">6%<span class="ls0"> </span></div></div><div class="c x133 ydea wa8 he1"><div class="t m0 x125 h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">195 848 </div></div><div class="c x33 ydea wa9 he1"><div class="t m0 x107 h14 y9a3 ffa fs9 fc2 sc0 ls4 ws0">6%<span class="ls0"> </span></div></div><div class="c x135 ydea waa he1"><div class="t m0 xe h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">11 300 </div></div><div class="c x130 ydea wa5 he1"><div class="t m0 x9f h14 y9a3 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">2%</span> </div></div><div class="c x1 y113 wa6 ha0"><div class="t m0 xa h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">Pochodne ins<span class="_ _1"></span>trumenty<span class="_ _1"></span> finansowe </div></div><div class="c x132 y113 w14 ha0"><div class="t m0 xca h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">12 804 </div></div><div class="c xa3 y113 wa7 ha0"><div class="t m0 x5 h14 y556 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x133 y113 wa8 ha0"><div class="t m0 xfd h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">9 914 </div></div><div class="c x33 y113 wa9 ha0"><div class="t m0 x107 h14 y556 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x135 y113 waa ha0"><div class="t m0 xe h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">16 356 </div></div><div class="c x130 y113 wa5 ha0"><div class="t m0 x75 h14 y556 ffa fs9 fc2 sc0 ls4 ws0">29%<span class="ls0"> </span></div></div><div class="c x1 ydeb wa6 h50"><div class="t m0 xa h19 y2ad ff8 fs9 fc2 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu świadczeń </div><div class="t m0 xa h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">pracowniczyc<span class="_ _1"></span>h </div></div><div class="c x132 ydeb w14 h50"><div class="t m0 xca h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">21 344 </div></div><div class="c xa3 ydeb wa7 h50"><div class="t m0 x5 h14 y551 ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x133 ydeb wa8 h50"><div class="t m0 xfd h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">6 884 </div></div><div class="c x33 ydeb wa9 h50"><div class="t m0 x107 h14 y551 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x135 ydeb waa h50"><div class="t m0 x37 h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">1 290 </div></div><div class="c x130 ydeb wa5 h50"><div class="t m0 x55 h14 y551 ffa fs9 fc2 sc0 ls4 ws0">210%<span class="ls0"> </span></div></div><div class="c x1 yd22 wa6 hed"><div class="t m0 xa h19 y558 ff6 fs9 fc2 sc0 ls0 ws0">Rezerwy </div></div><div class="c x132 yd22 w14 hed"><div class="t m0 xca h19 y558 ff6 fs9 fc2 sc0 ls0 ws0">19 981 </div></div><div class="c xa3 yd22 wa7 hed"><div class="t m0 x5 h14 y558 ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x133 yd22 wa8 hed"><div class="t m0 x5f h19 y558 ff6 fs9 fc2 sc0 ls0 ws0">18 254 </div></div><div class="c x33 yd22 wa9 hed"><div class="t m0 x107 h14 y558 ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x135 yd22 waa hed"><div class="t m0 x1e h14 ydec ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x130 yd22 wa5 hed"><div class="t m0 x5e h14 y558 ffa fs9 fc2 sc0 ls4 ws0">9%<span class="ls0"> </span></div></div><div class="c x1 y95d wa6 h52"><div class="t m0 xa h19 y2a7 ff8 fs9 fc2 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu <span class="ff6">podatk<span class="_ _1"></span>u </span></div><div class="t m0 xa h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">dochodowego </div></div><div class="c x132 y95d w14 h52"><div class="t m0 x9b h19 y551 ff6 fs9 fc2 sc0 ls4 ws0">308<span class="ls0"> </span></div></div><div class="c xa3 y95d wa7 h52"><div class="t m0 x5 h14 y551 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x133 y95d wa8 h52"><div class="t m0 x1b h19 y551 ff6 fs9 fc2 sc0 ls4 ws0">186<span class="ls0"> </span></div></div><div class="c x33 y95d wa9 h52"><div class="t m0 x107 h14 y551 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x135 y95d waa h52"><div class="t m0 xe h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">23 144 </div></div><div class="c x130 y95d wa5 h52"><div class="t m0 x75 h14 y551 ffa fs9 fc2 sc0 ls4 ws0">66%<span class="ls0"> </span></div></div><div class="c x1 yded wa6 ha0"><div class="t m0 xa h19 y556 ff8 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 x132 yded w14 ha0"><div class="t m0 xca h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">54 901 </div></div><div class="c xa3 yded wa7 ha0"><div class="t m0 x5 h14 y556 ffa fs9 fc2 sc0 ls4 ws0">2%<span class="ls0"> </span></div></div><div class="c x133 yded wa8 ha0"><div class="t m0 x125 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">104 421 </div></div><div class="c x33 yded wa9 ha0"><div class="t m0 x107 h14 y556 ffa fs9 fc2 sc0 ls4 ws0">3%<span class="ls0"> </span></div></div><div class="c x135 yded waa ha0"><div class="t m0 xe h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">73 429 </div></div><div class="c x130 yded wa5 ha0"><div class="t m0 x50 h14 y556 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">47%</span> </div></div><div class="c x1 ydee wa6 h50"><div class="t m0 xa h19 y2ad ff8 fs9 fc2 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu dostaw i<span class="_ _1"></span> usług oraz </div><div class="t m0 xa h19 y2a8 ff8 fs9 fc2 sc0 ls0 ws0">pozostałe<span class="ff6"> </span></div></div><div class="c x132 ydee w14 h50"><div class="t m0 x39 h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">698 345 </div></div><div class="c xa3 ydee wa7 h50"><div class="t m0 x24 h14 y551 ffa fs9 fc2 sc0 ls4 ws0">21%<span class="ls0"> </span></div></div><div class="c x133 ydee wa8 h50"><div class="t m0 x125 h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">586 021 </div></div><div class="c x33 ydee wa9 h50"><div class="t m0 x9f h14 y551 ffa fs9 fc2 sc0 ls4 ws0">19%<span class="ls0"> </span></div></div><div class="c x135 ydee waa h50"><div class="t m0 x98 h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">532 596 </div></div><div class="c x130 ydee wa5 h50"><div class="t m0 x75 h14 y551 ffa fs9 fc2 sc0 ls4 ws0">19%<span class="ls0"> </span></div></div><div class="c x1 ydef wa6 h91"><div class="t m0 xa h15 y54c ff5 fs9 fc2 sc0 ls0 ws0">Zobowiązania krót<span class="_ _1"></span>koterminowe ra<span class="_ _10"></span>z<span class="_ _0"></span>em<span class="ff7"> </span></div></div><div class="c x132 ydef w14 h91"><div class="t m0 x38 h15 y54c ff7 fs9 fc2 sc0 ls0 ws0">1 372 113 </div></div><div class="c xa3 ydef wa7 h91"><div class="t m0 x24 h14 y54c ffa fs9 fc2 sc0 ls4 ws0">40%<span class="ls0"> </span></div></div><div class="c x133 ydef wa8 h91"><div class="t m0 x10 h15 y54c ff7 fs9 fc2 sc0 ls0 ws0">1 220 041 </div></div><div class="c x33 ydef wa9 h91"><div class="t m0 x9f h14 y54c ffa fs9 fc2 sc0 ls4 ws0">39%<span class="ls0"> </span></div></div><div class="c x135 ydef waa h91"><div class="t m0 x98 h15 y54c ff7 fs9 fc2 sc0 ls0 ws0">864 869 </div></div><div class="c x130 ydef wa5 h91"><div class="t m0 x75 h14 y54c ffa fs9 fc2 sc0 ls4 ws0">12%<span class="ls0"> </span></div></div><div class="c x1 ydf0 wa6 h91"><div class="t m0 xa h15 y600 ff5 fs9 fc2 sc0 ls0 ws0">Zobowiązania raze<span class="_ _1"></span>m<span class="ff7"> </span></div></div><div class="c x132 ydf0 w14 h91"><div class="t m0 x38 h15 y600 ff7 fs9 fc2 sc0 ls0 ws0">2 217 183 </div></div><div class="c xa3 ydf0 wa7 h91"><div class="t m0 x24 h14 y600 ffa fs9 fc2 sc0 ls4 ws0">65%<span class="ls0"> </span></div></div><div class="c x133 ydf0 wa8 h91"><div class="t m0 x10 h15 y600 ff7 fs9 fc2 sc0 ls0 ws0">2 059 361 </div></div><div class="c x33 ydf0 wa9 h91"><div class="t m0 x9f h14 y600 ffa fs9 fc2 sc0 ls4 ws0">66%<span class="ls0"> </span></div></div><div class="c x135 ydf0 waa h91"><div class="t m0 x98 h15 y600 ff7 fs9 fc2 sc0 ls0 ws0">961 483 </div></div><div class="c x130 ydf0 wa5 h91"><div class="t m0 x5e h14 y600 ffa fs9 fc2 sc0 ls4 ws0">8%<span class="ls0"> </span></div></div><div class="c x1 y93d wa6 h91"><div class="t m0 xa h15 y54c ff7 fs9 fc2 sc0 ls0 ws0">PASYWA RAZEM </div></div><div class="c x132 y93d w14 h91"><div class="t m0 x38 h15 y54c ff7 fs9 fc2 sc0 ls0 ws0">3 402 120 </div></div><div class="c xa3 y93d wa7 h91"><div class="t m0 x17 h14 y54c ffa fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x133 y93d wa8 h91"><div class="t m0 x10 h15 y54c ff7 fs9 fc2 sc0 ls0 ws0">3 137 233 </div></div><div class="c x33 y93d wa9 h91"><div class="t m0 x50 h14 y54c ffa fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x135 y93d waa h91"><div class="t m0 x56 h15 y54c ff7 fs9 fc2 sc0 ls0 ws0">1 665 277 </div></div><div class="c x130 y93d wa5 h91"><div class="t m0 x5e h14 y54c ffa fs9 fc2 sc0 ls4 ws0">8%<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 ydf1 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ydf2 ff6 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _10"></span>koniec <span class="_ _10"></span>2024 roku<span class="_ _1"></span> <span class="_ _10"></span>pasywa <span class="_ _1"></span>Grupy <span class="_ _1"></span>UNIMOT<span class="ff8">j <span class="_ _10"></span>osiągnęły <span class="_ _1"></span>wartość <span class="_ _10"></span>3 <span class="_ _10"></span>4<span class="_ _0"></span>02 <span class="_ _10"></span>120 tys<span class="_ _1"></span>. <span class="_ _10"></span>z<span class="_ _0"></span>ł<span class="ff6">, <span class="_ _10"></span>c<span class="_ _0"></span>o <span class="_ _10"></span>oz<span class="_ _0"></span>nacza <span class="_ _10"></span>wzrost <span class="_ _10"></span>o <span class="_ _1"></span>8% <span class="_ _10"></span><span class="ff8">wz<span class="_ _0"></span>ględem <span class="_ _10"></span>końca <span class="_ _10"></span>roku poprzedni<span class="_ _1"></span>ego. </span></span></span></div><div class="t m0 x1 h10 y962 ff8 fs4 fc2 sc0 ls0 ws0">Struktura źróde<span class="_ _1"></span>ł finansowania działalności pozostała zbliżona <span class="_ _1"></span>do tej z 2023 <span class="_ _10"></span>roku <span class="_ _0"></span>–<span class="ff6"> </span>kapitał własny stanowił 35% sumy <span class="_ _10"></span>bi<span class="_ _0"></span>lansowej (wobec 34% </div><div class="t m0 x1 h10 ydf3 ff8 fs4 fc2 sc0 ls0 ws0">rok wcześniej), natomiast zobowiązania –<span class="ff6"> 65% (wobec 66% w 2023 roku). </span></div><div class="t m0 x1 h10 ydf4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ydf5 ff8 fs4 fc2 sc0 ls0 ws0">Kapitał własny Gr<span class="_ _0"></span>upy zwiększył <span class="_ _0"></span>się o <span class="_ _0"></span>10%, do <span class="_ _0"></span>poziomu 1 <span class="_ _0"></span>184 <span class="_ _0"></span>937 <span class="_ _5"></span>tys. <span class="_ _0"></span>zł. <span class="_ _0"></span>Głównym czynnikiem wzro<span class="_ _0"></span>stu była <span class="_ _0"></span>poprawa wyniku <span class="_ _0"></span>finansowego <span class="_ _5"></span>–<span class="ff6"> </span></div><div class="t m0 x1 h10 ydf6 ff8 fs4 fc2 sc0 ls0 ws0">pozycja <span class="_ _1"></span>„wynik <span class="_ _10"></span>z lat <span class="_ _10"></span>ubiegłych <span class="_ _10"></span>i <span class="_ _1"></span>wynik <span class="_ _10"></span>roku <span class="_ _1"></span>bieżącego” <span class="_ _10"></span>wzrosła o <span class="_ _10"></span>13%, <span class="_ _1"></span>co <span class="_ _10"></span>stanowi p<span class="_ _1"></span>rzyrost <span class="_ _10"></span>o 94<span class="ff6"> <span class="ls6">852 <span class="_ _1"></span><span class="ff8 ls0">tys. <span class="_ _10"></span>zł. W<span class="_ _1"></span>zrosły <span class="_ _10"></span>również poz<span class="_ _1"></span>ostałe <span class="_ _10"></span>kapitały, </span></span></span></div><div class="t m0 x1 h10 ydf7 ff8 fs4 fc2 sc0 ls0 ws0">o <span class="_ _0"></span>4% r/r, <span class="_ _0"></span>a <span class="_ _0"></span>udział niekontrolujący <span class="_ _0"></span>zwiększył <span class="_ _0"></span>się o <span class="_ _0"></span>33%, <span class="_ _0"></span>co <span class="_ _5"></span>wynika głównie <span class="_ _0"></span>z zmian <span class="_ _0"></span>w <span class="_ _0"></span>strukturze <span class="ff6">GK <span class="_ _5"></span>UNIMOT. <span class="_ _0"></span>Niewielkie zmiany z<span class="_ _0"></span>anotowano </span></div><div class="t m0 x1 h10 ydf8 ff8 fs4 fc2 sc0 ls0 ws0">w pozycjach <span class="_ _1"></span>o charakte<span class="_ _1"></span>rze przeszacowań –<span class="ff6"> </span>różnice<span class="_ _1"></span> kursowe <span class="_ _1"></span>oraz zyski/s<span class="_ _1"></span>traty aktuarialne <span class="_ _1"></span>wykazały odpo<span class="ff6">wiednio wzrost o <span class="_ _1"></span>37% <span class="_ _1"></span>i spad<span class="_ _1"></span>ek o 7%.<span class="_ _1"></span> </span></div><div class="t m0 x1 h10 y893 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ydf9 ff8 fs4 fc2 sc0 ls0 ws0">Zobowiązania długotermin<span class="_ _1"></span>owe ogółem zwiększyły s<span class="_ _1"></span>ię ni<span class="_ _1"></span>eznacznie <span class="_ _0"></span>–<span class="ff6"> o 1% <span class="_ _1"></span>r/r, do <span class="_ _1"></span>poziomu 845 070 <span class="_ _1"></span><span class="ff8">tys. zł. Wzrost wynikał g<span class="_ _1"></span>łównie z w<span class="_ _1"></span>yższych </span></span></div><div class="t m0 x1 h10 ydfa ff8 fs4 fc2 sc0 ls0 ws0">zobowiązań z tytułu kredytów, pożyczek i<span class="_ _1"></span> leasingów, które wzrosły o 14<span class="_ _1"></span>%. Spadły natomiast pozostałe zobowiązania fin<span class="_ _1"></span>ansowe (o<span class="_ _0"></span><span class="ff6"> 26%) oraz </span></div><div class="t m0 x1 h10 ya51 ff8 fs4 fc2 sc0 ls0 ws0">pochodne <span class="_ _0"></span>instrumenty <span class="_ _0"></span>finansowe <span class="_ _0"></span>(o <span class="_ _5"></span>67%). <span class="_ _0"></span>Zmniejszeniu <span class="_ _0"></span>uległy <span class="_ _0"></span>również <span class="_ _0"></span>rezerwy <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>tytułu<span class="_ _0"></span><span class="ff6"> <span class="_ _0"></span>o<span class="_ _0"></span>droczonego podatku <span class="_ _0"></span>dochodowego <span class="_ _5"></span>(o <span class="_ _0"></span>11%) <span class="_ _5"></span>oraz </span></div><div class="t m0 x1 h10 y317 ff8 fs4 fc2 sc0 ls0 ws0">zobowiązania z tytułu świadczeń pracowniczych (o 21%).<span class="ff6"> </span></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 y3c w5 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">96<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y28d ff8 fs4 fc2 sc0 ls0 ws0">Zobowiązania <span class="_ _12"> </span>krótkoterminowe <span class="_ _12"> </span>wzrosły <span class="_ _12"> </span>w <span class="_ _12"> </span>analizowanym <span class="_ _7"> </span>okresie <span class="_ _12"> </span>o <span class="_ _12"> </span>12%,  co <span class="_ _12"> </span>daje <span class="_ _12"> </span>przyrost <span class="_ _7"> </span>o<span class="_ _0"></span> <span class="_ _12"> </span>kwotę <span class="_ _12"> </span>152 <span class="_ _12"> </span>072<span class="ff6"> <span class="_ _12"> </span></span>tys. <span class="_ _12"> </span>zł. <span class="_ _12"> </span>Największy <span class="_ _12"> </span>wzrost </div><div class="t m0 x1 h10 y28e ff8 fs4 fc2 sc0 ls0 ws0">odnotowano <span class="_ _6"></span>w <span class="_ _6"></span>kred<span class="_ _1"></span>ytach <span class="_ _6"></span>w <span class="_ _5"></span>rac<span class="_ _0"></span>hunku <span class="_ _6"></span>bieżącym <span class="_ _6"></span>–<span class="ff6"> <span class="_ _6"></span>o <span class="_ _6"></span>25%. <span class="_ _5"></span></span>Z<span class="_ _0"></span>nacząco <span class="_ _6"></span>wzrosły <span class="_ _6"></span>także <span class="_ _5"></span>zo<span class="_ _0"></span>bowiązania <span class="_ _6"></span>z <span class="_ _5"></span>tytułu <span class="_ _6"></span>świadczeń <span class="_ _6"></span>pracowniczych, <span class="_ _6"></span>które </div><div class="t m0 x1 h10 y35c ff8 fs4 fc2 sc0 ls0 ws0">zwiększyły <span class="_ _23"> </span>się <span class="_ _23"> </span>ponad <span class="_ _23"> </span>trzykrotni<span class="_ _0"></span>e <span class="_ _23"> </span>(o <span class="_ _23"> </span>210%)<span class="_ _0"></span><span class="ff6"> <span class="_ _15"> </span></span>na <span class="_ _23"> </span>wzrost <span class="_ _23"> </span>ten <span class="_ _23"> </span>w<span class="_ _0"></span>pływają <span class="_ _23"> </span>o<span class="_ _0"></span>dprawy <span class="_ _23"> </span>emerytalno<span class="ff6">-</span>rentowe, <span class="_ _23"> </span>odprawy <span class="_ _23"> </span>pośmiertne, <span class="_ _15"> </span>nagrody </div><div class="t m0 x1 h10 y35d ff8 fs4 fc2 sc0 ls0 ws0">jubileuszowe, płatności za <span class="_ _0"></span>udziały mniejszościowe oraz <span class="_ _0"></span>rezerwy urlopowe<span class="_ _0"></span>. <span class="_ _0"></span>Z kolei z<span class="_ _0"></span>obowiązania z <span class="_ _0"></span>tytułu umów <span class="_ _0"></span>z klientami spa<span class="_ _0"></span>dły o <span class="_ _0"></span>47%,<span class="_ _0"></span><span class="ff6"> <span class="_ _0"></span><span class="ls13">na</span> </span></div><div class="t m0 x1 h10 y3a0 ff8 fs4 fc2 sc0 ls0 ws0">co głównie miała pozycja<span class="ff6"> </span>związana z <span class="ff6"> z</span>obowiązania<span class="ff6 lsa">mi<span class="ls0"> </span></span>z tytułu umów z klientami z tytułu sprzedaży ON<span class="ff6">. </span></div><div class="t m0 x1 h10 y50f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ydfb ff8 fs4 fc2 sc0 ls0 ws0">Pochodne <span class="_ _6"></span>instrumenty <span class="_ _7"></span>finansowe <span class="_ _7"></span>wykazały <span class="_ _6"></span>w<span class="_ _0"></span>zrost <span class="_ _6"></span>o <span class="_ _7"> </span>29%, <span class="_ _7"></span>a <span class="_ _6"></span>zo<span class="_ _0"></span>bowiązania <span class="_ _6"></span>z <span class="_ _7"> </span>tytułu <span class="_ _7"></span>podatku <span class="_ _6"></span>dochodowego <span class="_ _7"></span>wzrosły <span class="_ _7"></span>o <span class="_ _6"></span>66%, <span class="_ _7"> </span>jednak <span class="_ _6"></span>nada<span class="_ _0"></span>l<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 ydfc ff8 fs4 fc2 sc0 ls0 ws0">pozostają <span class="_ _1"></span>relatywnie <span class="_ _10"></span>niewielką <span class="_ _1"></span>pozycją w <span class="_ _10"></span>strukturze. <span class="_ _10"></span>Istotny udział <span class="_ _10"></span>w pasywach <span class="_ _10"></span>zachowały zobowiązani<span class="_ _1"></span>a <span class="_ _1"></span>handlowe <span class="_ _10"></span>i pozostałe <span class="_ _10"></span>zo<span class="_ _5"></span>bowią<span class="ff6">zania, </span></div><div class="t m0 x1 h10 ydfd ff8 fs4 fc2 sc0 ls0 ws0">których wartość wzrosła o 19%, <span class="ff6">co stanowi przyrost o 112 324 </span>tys. zł<span class="ff6">. </span></div><div class="t m0 x1 h10 y193 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 y137 ff7 fs5 fc5 sc0 ls11 ws0">7.5.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">ANALIZA WSKAŹNIKOWO<span class="ff7">-</span>PORÓWNAWCZA GRUPY KAPITAŁOWEJ<span class="ff7">  </span></span></span></div><div class="t m0 x1 h10 y18 ff8 fs4 fc2 sc0 ls0 ws0">Przedstawiona <span class="_ _10"></span>poniżej <span class="_ _1"></span>ocena <span class="_ _10"></span>w<span class="_ _0"></span>skaźnikowa Gru<span class="_ _1"></span>py <span class="_ _1"></span>została <span class="_ _1"></span>przeprowadzona <span class="_ _10"></span>na pods<span class="_ _1"></span>tawie<span class="ff6"> <span class="_ _1"></span>rocznego <span class="_ _10"></span>s<span class="_ _0"></span>prawozdania fin<span class="_ _1"></span>ansowego <span class="_ _10"></span>za<span class="_ _0"></span> <span class="_ _1"></span><span class="ls6">202<span class="ls0">4 <span class="_ _10"></span>r. oraz </span></span></span></div><div class="t m0 x1 h10 y19 ff8 fs4 fc2 sc0 ls0 ws0">okres porównawcz<span class="ff6">y<span class="ls5">. </span> </span></div><div class="t m0 x1 h22 ydfe ff5 fs4 fc2 sc0 ls0 ws0">Płynność finansowa<span class="ff7"> </span></div><div class="t m0 x1 h10 y4d ff8 fs4 fc2 sc0 ls0 ws0">Do oceny płynności finansowej wykorzystano następujące wskaźniki:<span class="ff6"> </span></div><div class="t m0 x1 h4b ydff ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5 fc5">Wskaźnik <span class="_ _6"></span>bieżącej <span class="_ _5"></span>płynności <span class="_ _6"></span>–<span class="ff7"> <span class="_ _6"></span></span>stosunek <span class="_ _5"></span>majątku <span class="_ _6"></span>obrotowego <span class="_ _6"></span>do <span class="_ _5"></span>zobowiązań <span class="_ _5"></span>kr<span class="_ _0"></span>ótkoterminowych.</span><span class="ff7"> <span class="_ _6"></span><span class="ff8">Wskaźnik <span class="_ _5"></span>wyz<span class="_ _0"></span>naczający <span class="_ _6"></span>zdoln<span class="_ _1"></span>ość </span></span></span></div><div class="t m0 x58 h10 ye00 ff8 fs4 fc2 sc0 ls0 ws0">Grupy  do <span class="_ _14"> </span>spłaty  jej <span class="_ _14"> </span>bieżących <span class="_ _14"> </span>zobowiązań  krótkoterminowych <span class="_ _14"> </span>w <span class="_ _14"> </span>średn<span class="_ _1"></span>im  o<span class="_ _0"></span>kresie,  to <span class="_ _14"> </span>jest  po<span class="_ _0"></span> <span class="_ _14"> </span>upłynnieniu<span class="_ _1"></span> <span class="_ _14"> </span>posiadanych  zapasów<span class="_ _0"></span>, </div><div class="t m0 x58 h10 y920 ff8 fs4 fc2 sc0 ls0 ws0">krótkoterminowych aktywów finansowych,<span class="ff6"> </span>ściągnięciu należności krótkoterminowych i wykorzystani<span class="_ _1"></span>u gotówki.<span class="ff6"> </span></div><div class="t m0 x1 h4b y1a0 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5 fc5">Wskaźnik <span class="_ _0"></span>płynności <span class="_ _0"></span>szybki <span class="_ _5"></span>–<span class="ff7"> <span class="_ _0"></span></span>sto<span class="_ _0"></span>sunek <span class="_ _0"></span>majątku <span class="_ _0"></span>obrotowego <span class="_ _0"></span>pomniejszonego <span class="_ _0"></span>o <span class="_ _5"></span>zapasy <span class="_ _0"></span>do <span class="_ _0"></span>zobowiązań <span class="_ _5"></span>krótkoterminowych.</span><span class="ff7"> <span class="_ _5"></span><span class="ff8">Wskaźnik </span></span></span></div><div class="t m0 x58 h10 y1a1 ff8 fs4 fc2 sc0 ls0 ws0">wyznaczający <span class="_ _14"> </span>zdolność  Grupy <span class="_ _14"> </span>do  spłaty <span class="_ _14"> </span>jej <span class="_ _14"> </span>bieżących  zobowiązań  krótkoterminowych <span class="_ _14"> </span>w <span class="_ _14"> </span>krótkim  okresie,  to <span class="_ _14"> </span>jest <span class="_ _14"> </span>po  upłynnieniu </div><div class="t m0 x58 h10 ybe ff8 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="_ _5"></span><span class="ff6">. </span></div><div class="t m0 x1 h4b y1a3 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5 fc5">Wskaźnik <span class="_ _12"> </span>płynności <span class="_ _7"> </span>gotówką  –<span class="_ _1"></span><span class="ff7"> <span class="_ _12"> </span><span class="ff5">stosunek <span class="_ _12"> </span>stanu <span class="_ _12"> </span>środków <span class="_ _7"> </span>pieniężnych <span class="_ _12"> </span>do <span class="_ _12"> </span>zobowiązań <span class="_ _7"> </span>krótkoter<span class="_ _0"></span>minowych</span><span class="fc2 ls6">. <span class="_ _12"> </span><span class="ff8 ls0">Wskaźnik <span class="_ _12"> </span>wyznaczający </span></span></span></span></span></div><div class="t m0 x58 h10 ye01 ff8 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 x58 h10 ye02 ff8 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 ye03 wab h7d"><div class="t m0 xa h15 y310 ff5 fs9 fc2 sc0 ls0 ws0">WSKAŹNIKI PŁYN<span class="_ _1"></span>NOSCI FINAN<span class="_ _1"></span>SOWEJ<span class="ff7"> </span></div></div><div class="c x7 ye03 wac h7d"><div class="t m0 x1 h15 y310 ff7 fs9 fc2 sc0 ls0 ws0"> 31.12.2024 </div></div><div class="c x6c ye03 wad h7d"><div class="t m0 x4b h15 y310 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x139 ye03 wae h7d"><div class="t m0 x75 h15 y310 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x13a ye03 waf h7d"><div class="t m0 x54 h15 y310 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x13b ye03 w7e h7d"><div class="t m0 x52 hb1 y545 ff12 fs9 fc2 sc0 ls0 ws0">Zmiana p.p<span class="_ _1"></span>. </div><div class="t m0 x131 hb1 y35 ff12 fs9 fc2 sc0 ls0 ws0">2024/2023 </div></div><div class="c x1 yd6a wab h91"><div class="t m0 xa h19 y54c ff8 fs9 fc2 sc0 ls0 ws0">Wskaźnik płynnośc<span class="_ _1"></span>i bieżącej<span class="ff6"> </span></div></div><div class="c x7 yd6a wac h91"><div class="t m0 x21 h19 y54c ff6 fs9 fc2 sc0 ls0 ws0">1<span class="lsf">,4</span> </div></div><div class="c x6c yd6a wad h91"><div class="t m0 x9c h19 y54c ff6 fs9 fc2 sc0 ls0 ws0">1,4 </div></div><div class="c x139 yd6a wae h91"><div class="t m0 x19 h19 y54c ff6 fs9 fc2 sc0 ls0 ws0">1,6 </div></div><div class="c x13a yd6a waf h91"><div class="t m0 x43 h19 y54c ff6 fs9 fc2 sc0 ls0 ws0">1,3 </div></div><div class="c x13b yd6a w7e h91"><div class="t m0 x43 h14 y54c ffa fs9 fc2 sc0 ls4 ws0">0,<span class="ls0">0 </span></div></div><div class="c x1 ye04 wab h75"><div class="t m0 xa h19 y547 ff8 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 x7 ye04 wac h75"><div class="t m0 x21 h19 y547 ff6 fs9 fc2 sc0 ls0 ws0">0,9 </div></div><div class="c x6c ye04 wad h75"><div class="t m0 x9c h19 y547 ff6 fs9 fc2 sc0 ls0 ws0">1,1 </div></div><div class="c x139 ye04 wae h75"><div class="t m0 x19 h19 y547 ff6 fs9 fc2 sc0 ls0 ws0">1,3 </div></div><div class="c x13a ye04 waf h75"><div class="t m0 x43 h19 y547 ff6 fs9 fc2 sc0 ls0 ws0">0,9 </div></div><div class="c x13b ye04 w7e h75"><div class="t m0 xc h14 y547 ffa fs9 fc2 sc0 ls0 ws0">(0,2) </div></div><div class="c x1 y4b3 wab h7f"><div class="t m0 xa h19 y56d ff8 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 x7 y4b3 wac h7f"><div class="t m0 x21 h19 y56d ff6 fs9 fc2 sc0 ls0 ws0">0,3 </div></div><div class="c x6c y4b3 wad h7f"><div class="t m0 x9c h19 y56d ff6 fs9 fc2 sc0 ls0 ws0">0,3 </div></div><div class="c x139 y4b3 wae h7f"><div class="t m0 x19 h19 y56d ff6 fs9 fc2 sc0 ls0 ws0">0,4 </div></div><div class="c x13a y4b3 waf h7f"><div class="t m0 x43 h19 y56d ff6 fs9 fc2 sc0 ls0 ws0">0,1 </div></div><div class="c x13b y4b3 w7e h7f"><div class="t m0 x43 h19 y56d ff6 fs9 fc2 sc0 ls0 ws0">0,0 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 ye05 ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 h10 y3e7 ff8 fs4 fc2 sc0 ls0 ws0">Wypracowane w 2024 <span class="_ _1"></span>roku wskaźni<span class="_ _1"></span>ki są bard<span class="_ _1"></span>zo zbliżone d<span class="_ _1"></span>o wskaźników płynności fin<span class="_ _1"></span>ansowej  prezen<span class="_ _1"></span>towanych do roku <span class="_ _10"></span>2023, co świa<span class="_ _5"></span><span class="ff6">dczy o </span></div><div class="t m0 x1 h10 ye06 ff6 fs4 fc2 sc0 ls0 ws0">stabilnej  sytuacji finansowej G<span class="ff8">rupy w zakresie zdolności do regulowania bieżących zobowiązań.</span> </div><div class="t m0 x1 h10 ye07 ff8 fs4 fc2 sc0 ls0 ws0">Wskaźnik <span class="_ _5"></span>płynności <span class="_ _6"></span>bie<span class="_ _1"></span>żącej <span class="_ _6"></span><span class="ff6">-</span>utrzymał <span class="_ _5"></span>się <span class="_ _5"></span>na <span class="_ _6"></span>poziomie <span class="_ _5"></span>1,4, <span class="_ _5"></span>co <span class="_ _6"></span>ozn<span class="_ _1"></span>acza <span class="_ _6"></span>stab<span class="_ _1"></span>ilną <span class="_ _5"></span>sytuację <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _5"></span>zakresie <span class="_ _6"></span>zdolności <span class="_ _5"></span>do <span class="_ _5"></span>regulowania <span class="_ _5"></span>z<span class="_ _0"></span>obowiązań </div><div class="t m0 x1 h10 ye08 ff8 fs4 fc2 sc0 ls0 ws0">bieżących. Jednak wartość ta znajduje się tuż poniżej dolnej granicy poziomu pożądanego, który według literatur powinien<span class="_ _1"></span> znaj<span class="_ _5"></span>dować się na </div><div class="t m0 x1 h10 ydac ff6 fs4 fc2 sc0 ls0 ws0">poziomie 1,5-2,0. </div><div class="t m0 x1 h10 ye09 ff8 fs4 fc2 sc0 ls0 ws0">Wskaźnik <span class="_ _7"> </span>płynności <span class="_ _12"> </span>szybkiej <span class="_ _7"> </span><span class="ff6">- <span class="_ _12"> </span></span>spadek <span class="_ _12"> </span>wskaźnika <span class="_ _7"> </span>do <span class="_ _12"> </span>poziomu <span class="_ _12"> </span>0,9 <span class="_ _7"> </span>oz<span class="_ _0"></span>nacza <span class="_ _12"> </span>nieznaczne <span class="_ _6"></span>pogo<span class="_ _0"></span>rszenie <span class="_ _7"> </span>płynności <span class="_ _12"> </span>szybkiej, <span class="_ _7"> </span>czyli <span class="_ _12"> </span>zdolności <span class="_ _12"> </span>do </div><div class="t m0 x1 h10 ye0a ff8 fs4 fc2 sc0 ls0 ws0">pokrycia zobowiązań bez konieczności sprzed<span class="_ _1"></span>aży zapasów. Jest to wartość nieco poniżej poziomu uznawanego za bezpieczny (≥1,0<span class="_ _0"></span><span class="ff6 ls2c">).<span class="ls0"> </span></span></div><div class="t m0 x1 h10 y5e4 ff8 fs4 fc2 sc0 ls0 ws0">Wskaźnik płynności natychmiastowej pozostał na poziomie 0,3, co<span class="_ _0"></span> mieści się w bezpiecznym zakresie<span class="ff6">- oczekiwany bezpieczny poziom to 0,2 </span></div><div class="t m0 x1 h10 y6eb ff8 fs4 fc2 sc0 ls0 ws0">do 0,5 <span class="_ _0"></span>w zależności od branży. O<span class="_ _0"></span>trzymany wynik świadczy to o <span class="_ _0"></span>umiarkowanej gotowości do natychmiastowej spłaty z<span class="_ _0"></span>obowiązań przy<span class="_ _0"></span><span class="ff6"> <span class="_ _0"></span></span>użyciu </div><div class="t m0 x1 h10 ye6 ff8 fs4 fc2 sc0 ls0 ws0">środków pieniężnych i ich ekwiwalentów. <span class="ff6"> </span></div><div class="t m0 x1 h10 y70d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 ye0b ff5 fs4 fc2 sc0 ls0 ws0">Rentowność<span class="ff7"> </span></div><div class="t m0 x1 h10 y63 ff8 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 h10 ye0c ff8 fs4 fc2 sc0 ls0 ws0">i wpływ poszczególnych grup kosztów na jej wynik finansowy:<span class="ff6"> </span></div><div class="t m0 x1 h4b ye0d ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5 fc5">Stopa <span class="_ _7"> </span>zy<span class="_ _0"></span>sku <span class="_ _7"> </span>ze<span class="_ _0"></span> <span class="_ _12"> </span>sprzedaży</span><span class="ff7"> <span class="_ _12"> </span>- <span class="_ _7"> </span><span class="ff8">rentowność <span class="_ _12"> </span>sprzedaży <span class="_ _7"></span>wyznacza <span class="_ _12"> </span>efektywność <span class="_ _7"></span>prowadzonych <span class="_ _12"> </span>działań <span class="_ _7"> </span>sprzedażowych, <span class="_ _12"> </span>czyli <span class="_ _7"> </span>pozwala <span class="_ _12"> </span>ona </span></span></span></div><div class="t m0 x58 h10 ye0e ff8 fs4 fc2 sc0 ls0 ws0">określić <span class="_ _5"></span>cz<span class="_ _0"></span>ęść <span class="_ _6"></span>przychodów <span class="_ _5"></span>pozo<span class="_ _0"></span>stającą <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _6"></span>spółce <span class="_ _5"></span>na <span class="_ _6"></span>pokrycie <span class="_ _5"></span>ko<span class="_ _0"></span>sztów <span class="_ _6"></span>jej <span class="_ _5"></span>funkcjonowania <span class="_ _7"> </span>–<span class="ff6"> <span class="_ _6"></span></span>po <span class="_ _6"></span>uwzględn<span class="_ _1"></span>ieniu <span class="_ _6"></span>kosztów <span class="_ _6"></span>bezpośre<span class="_ _1"></span>dnich </div><div class="t m0 x58 h10 ye0f ff8 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 x1 h4b ye10 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5 fc5">Rentowność brutt<span class="_ _0"></span>o</span><span class="ff7"> <span class="_ _0"></span>- <span class="_ _0"></span><span class="ff8">wyznacza <span class="_ _0"></span>efektywność prowadzonej <span class="_ _0"></span>przez <span class="_ _0"></span>Grupę działalności, <span class="_ _0"></span>czyli <span class="_ _0"></span>pozwala <span class="_ _0"></span>ocenić c<span class="_ _0"></span>zęść przychodów<span class="_ _0"></span> pozostającą </span></span></span></div><div class="t m0 x58 h10 ye11 ff8 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="_ _5"></span><span class="ff6">k t<span class="_ _0"></span>en, </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 y3c w5 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">97<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x58 h10 y69 ff8 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="_ _5"></span>lność </div><div class="t m0 x58 h10 y28d ff8 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 x1 h4b y28e ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5 fc5">Rentowność  netto</span><span class="ff7"> <span class="_ _14"> </span>- <span class="_ _14"> </span><span class="ff8">wyznacza <span class="_ _14"> </span>procent  przychodów <span class="_ _14"> </span>Grupy  sta<span class="_ _0"></span>nowiący <span class="_ _14"> </span>jej  wynik <span class="_ _14"> </span>netto,  cz<span class="_ _0"></span>yli  po <span class="_ _14"> </span>pokryciu  wszystkich <span class="_ _14"> </span>kosztów  jej </span></span></span></div><div class="t m0 x58 h10 y35c ff8 fs4 fc2 sc0 ls0 ws0">działalności: sprzedaży, operacyjnych, finansowych oraz opłaceniu podatków.<span class="ff6"> </span></div><div class="t m0 x1 h4b y35d ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff7 fc5">ROE <span class="_ _0"></span></span><span class="ff8">–<span class="ff6"> <span class="_ _0"></span></span>rentowność <span class="_ _0"></span>kapitału <span class="_ _0"></span>wł<span class="_ _0"></span>asnego: stosunek <span class="_ _0"></span>zysk<span class="_ _0"></span>u n<span class="_ _0"></span>etto do <span class="_ _5"></span>stanu <span class="_ _0"></span>kapitałów <span class="_ _0"></span>własnych <span class="_ _0"></span>w <span class="_ _0"></span>ciągu <span class="_ _5"></span>roku obroto<span class="_ _0"></span>wego. <span class="_ _0"></span>Wskaźnik poz<span class="_ _0"></span>wala </span></span></div><div class="t m0 x58 h10 y3a0 ff8 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 x58 h10 y50f ff6 fs4 fc2 sc0 ls0 ws0">przez <span class="_ _23"> </span>Gr<span class="ff8">upę <span class="_ _13"> </span>(w<span class="_ _0"></span>yniku <span class="_ _13"> </span>netto<span class="_ _0"></span>), <span class="_ _23"> </span>które <span class="_ _23"> </span>mogą <span class="_ _13"> </span>z<span class="_ _0"></span>ostać <span class="_ _23"> </span>wypłacone <span class="_ _13"> </span>w<span class="_ _0"></span> <span class="_ _23"> </span>postaci <span class="_ _23"> </span>dywidendy, <span class="_ _13"> </span>do <span class="_ _15"> </span>wniesionego <span class="_ _13"> </span>przez <span class="_ _23"> </span>inwestorów <span class="_ _23"> </span>kapitału </span></div><div class="t m0 x58 h10 y510 ff8 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 x1 h4b y511 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff7 fc5">ROA <span class="_ _7"> </span></span><span class="ff6">- <span class="_ _12"> </span><span class="ff8">rentowność <span class="_ _7"></span>aktywów <span class="_ _7"></span>ogółem: <span class="_ _7"> </span>stosunek <span class="_ _7"> </span>zysku <span class="_ _7"> </span>n<span class="_ _0"></span>etto <span class="_ _7"></span>do <span class="_ _7"> </span>stanu <span class="_ _7"> </span>aktywów <span class="_ _12"> </span>w <span class="_ _7"></span>ciągu <span class="_ _7"> </span>roku <span class="_ _7"> </span>obrotow<span class="_ _0"></span>ego. <span class="_ _7"> </span>Wskaźnik <span class="_ _7"> </span>pozwala <span class="_ _7"> </span>ocenić </span></span></span></div><div class="t m0 x58 h10 y512 ff8 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 class="t m0 x58 h10 y513 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x58 h10 y514 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye12 wb0 he0"><div class="t m0 xa h15 ye13 ff5 fs9 fc2 sc0 ls0 ws0">WSKAŹNIKI RENTO<span class="_ _1"></span>WNOŚCI<span class="ff7"> </span></div></div><div class="c x13c ye12 wb1 he0"><div class="t m0 x4b h15 yd70 ff7 fs9 fc2 sc0 ls20 ws0">  <span class="ls4">01.01.2024 <span class="ls0"> <span class="_ _1"></span> </span></span></div><div class="t m0 x4b h15 y956 ff7 fs9 fc2 sc0 ls20 ws0">  <span class="ls4">31.12.2024<span class="ls0"> </span></span></div></div><div class="c x13d ye12 wb2 he0"><div class="t m0 xa0 h15 yd70 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023  </div><div class="t m0 xa0 h15 y956 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x13e ye12 wb3 he0"><div class="t m0 x4b h15 yd70 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x4b h15 y956 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c xb9 ye12 wb4 he0"><div class="t m0 xbd h15 yd70 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 xbd h15 y956 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xb5 ye12 wb5 he0"><div class="t m0 xbd hb1 yd70 ff12 fs9 fc2 sc0 ls0 ws0">Zmiana p.p<span class="_ _1"></span>. </div><div class="t m0 x53 hb1 y956 ff12 fs9 fc2 sc0 ls0 ws0">2024/2023 </div></div><div class="c x1 ye14 wb0 ha0"><div class="t m0 xa h19 y556 ff6 fs9 fc2 sc0 ls41 ws0">ROA<span class="ls0"> </span></div></div><div class="c x13c ye14 wb1 ha0"><div class="t m0 x18 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">4,1% </div></div><div class="c x13d ye14 wb2 ha0"><div class="t m0 x39 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">15,6% </div></div><div class="c x13e ye14 wb3 ha0"><div class="t m0 x4d h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">22,0% </div></div><div class="c xb9 ye14 wb4 ha0"><div class="t m0 x107 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">6,0% </div></div><div class="c xb5 ye14 wb5 ha0"><div class="t m0 x5e h14 y556 ffa fs9 fc2 sc0 ls0 ws0">(11,5) </div></div><div class="c x1 ye15 wb0 hed"><div class="t m0 xa h19 ye16 ff6 fs9 fc2 sc0 ls41 ws0">ROE<span class="ls0"> </span></div></div><div class="c x13c ye15 wb1 hed"><div class="t m0 x4 h19 ye16 ff6 fs9 fc2 sc0 ls0 ws0">11,8% </div></div><div class="c x13d ye15 wb2 hed"><div class="t m0 x39 h19 ye16 ff6 fs9 fc2 sc0 ls0 ws0">45,3% </div></div><div class="c x13e ye15 wb3 hed"><div class="t m0 x4d h19 ye16 ff6 fs9 fc2 sc0 ls0 ws0">53,0% </div></div><div class="c xb9 ye15 wb4 hed"><div class="t m0 x75 h19 ye16 ff6 fs9 fc2 sc0 ls0 ws0">23,0% </div></div><div class="c xb5 ye15 wb5 hed"><div class="t m0 x5e h14 ye16 ffa fs9 fc2 sc0 ls0 ws0">(33,5) </div></div><div class="c x1 ye17 wb0 ha0"><div class="t m0 xa h19 y556 ff8 fs9 fc2 sc0 ls0 ws0">STOPA ZYSKU ZE S<span class="_ _1"></span>PRZEDAŻY<span class="ff6"> </span></div></div><div class="c x13c ye17 wb1 ha0"><div class="t m0 x18 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">6,2% </div></div><div class="c x13d ye17 wb2 ha0"><div class="t m0 x13f h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">5,6% </div></div><div class="c x13e ye17 wb3 ha0"><div class="t m0 x14 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">7,1% </div></div><div class="c xb9 ye17 wb4 ha0"><div class="t m0 x107 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">4,5% </div></div><div class="c xb5 ye17 wb5 ha0"><div class="t m0 xc h14 y556 ffa fs9 fc2 sc0 ls0 ws0">0,6 </div></div><div class="c x1 y571 wb0 ha0"><div class="t m0 xa h19 y556 ff8 fs9 fc2 sc0 ls0 ws0">RENTOWNOŚĆ EBI<span class="_ _1"></span>T<span class="ff6"> </span></div></div><div class="c x13c y571 wb1 ha0"><div class="t m0 x18 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">1,7% </div></div><div class="c x13d y571 wb2 ha0"><div class="t m0 x13f h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">4,5% </div></div><div class="c x13e y571 wb3 ha0"><div class="t m0 x14 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">3,6% </div></div><div class="c xb9 y571 wb4 ha0"><div class="t m0 x107 h19 y556 ff6 fs9 fc2 sc0 ls0 ws0">1,3% </div></div><div class="c xb5 y571 wb5 ha0"><div class="t m0 x16 h14 y556 ffa fs9 fc2 sc0 ls0 ws0">(2,8) </div></div><div class="c x1 ye18 wb0 ha0"><div class="t m0 xa h19 y558 ff8 fs9 fc2 sc0 ls0 ws0">RENTOWNOŚĆ EBI<span class="_ _1"></span>TDA<span class="ff6"> </span></div></div><div class="c x13c ye18 wb1 ha0"><div class="t m0 x18 h19 y558 ff6 fs9 fc2 sc0 ls0 ws0">2,6% </div></div><div class="c x13d ye18 wb2 ha0"><div class="t m0 x13f h19 y558 ff6 fs9 fc2 sc0 ls0 ws0">5,2% </div></div><div class="c x13e ye18 wb3 ha0"><div class="t m0 x14 h19 y558 ff6 fs9 fc2 sc0 ls0 ws0">3,8% </div></div><div class="c xb9 ye18 wb4 ha0"><div class="t m0 x107 h19 y558 ff6 fs9 fc2 sc0 ls0 ws0">1,0% </div></div><div class="c xb5 ye18 wb5 ha0"><div class="t m0 x16 h14 y558 ffa fs9 fc2 sc0 ls0 ws0">(2,6) </div></div><div class="c x1 ye19 wb0 h91"><div class="t m0 xa h19 y600 ff8 fs9 fc2 sc0 ls0 ws0">RENTOWNOŚĆ NE<span class="_ _1"></span>TTO<span class="ff6"> </span></div></div><div class="c x13c ye19 wb1 h91"><div class="t m0 x18 h19 y600 ff6 fs9 fc2 sc0 ls0 ws0">1,0% </div></div><div class="c x13d ye19 wb2 h91"><div class="t m0 x13f h19 y600 ff6 fs9 fc2 sc0 ls0 ws0">3,8% </div></div><div class="c x13e ye19 wb3 h91"><div class="t m0 x14 h19 y600 ff6 fs9 fc2 sc0 ls0 ws0">2,8% </div></div><div class="c xb9 ye19 wb4 h91"><div class="t m0 x107 h19 y600 ff6 fs9 fc2 sc0 ls0 ws0">0,9% </div></div><div class="c xb5 ye19 wb5 h91"><div class="t m0 x16 h14 y600 ffa fs9 fc2 sc0 ls0 ws0">(2,8) </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 ye1a ff8 fs4 fc2 sc0 ls0 ws0">Uzyskany <span class="_ _5"></span>w<span class="_ _0"></span>skaźnik <span class="_ _5"></span>rentowności <span class="_ _6"></span>aktywów <span class="_ _6"></span>w <span class="_ _6"></span>wys<span class="_ _1"></span>okości <span class="_ _6"></span>4,1% <span class="_ _5"></span>na <span class="_ _6"></span>koniec <span class="_ _5"></span>2024 <span class="_ _6"></span>roku <span class="_ _5"></span>jest <span class="_ _6"></span>niższy <span class="_ _6"></span>o <span class="_ _5"></span>11,5 <span class="_ _6"></span>p.p. <span class="_ _5"></span>w<span class="_ _0"></span>zględem <span class="_ _5"></span>wyniku <span class="_ _6"></span>uzyskanego<span class="_ _5"></span><span class="ff6"> <span class="_ _6"></span><span class="lse">w </span></span></div><div class="t m0 x1 h10 ye1b ff6 fs4 fc2 sc0 ls0 ws0">okresie analogicznym.  </div><div class="t m0 x1 h10 ye1c ff8 fs4 fc2 sc0 ls0 ws0">Wskaźnik rentowności kapitału własnego na konie<span class="_ _1"></span>c 2024 roku jest niższy o 33,<span class="_ _0"></span><span class="ff6">5 p.p.  </span>względem wyniku na koniec 2023 roku.<span class="ff6">  </span></div><div class="t m0 x1 h10 y144 ff8 fs4 fc2 sc0 ls0 ws0">Stopa zysku ze sprzedaży na koniec 2024 roku wzrosła o 0,6 p.p. względ<span class="_ _1"></span>em końca 2023 roku i osiągnęła poziom 6,<span class="_ _0"></span><span class="ff6">2%. </span></div><div class="t m0 x1 h10 ya3e ff8 fs4 fc2 sc0 ls0 ws0">Pozostałe wskaźniki są również niższe od osiągniętych w 2023 roku.<span class="ff6">  </span></div><div class="t m0 x1 h22 y278 ff5 fs4 fc2 sc0 ls0 ws0">Sprawność działania<span class="ff7"> </span></div><div class="t m0 x1 h10 y40a ff8 fs4 fc2 sc0 ls0 ws0">Do oceny sprawności działania wykorzystano następujące wskaźniki:<span class="ff6"> </span></div><div class="t m0 x1 h4b ye1d ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5 fc5">Rotacja n<span class="_ _1"></span>ależności (w <span class="_ _10"></span>dniach):<span class="ff7 fc2"> <span class="ff8">relacja <span class="_ _1"></span>stanu <span class="_ _10"></span>należności handlowych <span class="_ _10"></span>na koniec <span class="_ _1"></span>roku <span class="_ _1"></span>obrotowego d<span class="_ _1"></span>o <span class="_ _1"></span>przychodów <span class="_ _1"></span>ze s<span class="_ _1"></span>przedaży <span class="_ _1"></span>netto <span class="_ _1"></span>x <span class="ff6 ls6">36<span class="ls0">0 </span></span></span></span></span></span></div><div class="t m0 x58 h10 ye1e ff8 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 x58 h10 ye1f ff8 fs4 fc2 sc0 ls0 ws0">W ogólnym przypadku należy dążyć do minimalizacji tego wskaźnika.<span class="ff6"> </span></div><div class="t m0 x1 h4b ye20 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5 fc5">Rotacja <span class="_ _5"></span>zobowiązań <span class="_ _5"></span>krótkoterminowych <span class="_ _5"></span>(w <span class="_ _5"></span>dniach):<span class="_ _0"></span></span><span class="ff7"> <span class="_ _5"></span><span class="ff8">relacja <span class="_ _5"></span>stan<span class="_ _0"></span>u <span class="_ _5"></span>zobowiązań <span class="_ _5"></span>krótkoterminowych <span class="_ _5"></span>wobec <span class="_ _5"></span>dostawcó<span class="_ _0"></span>w <span class="_ _5"></span>na <span class="_ _5"></span>koniec <span class="_ _5"></span>roku </span></span></span></div><div class="t m0 x58 h10 y462 ff8 fs4 fc2 sc0 ls0 ws0">obrotowego do <span class="_ _10"></span>przychodów ze <span class="_ _10"></span>sprzedaży netto <span class="_ _10"></span>x <span class="ff6 ls6">36</span>0 dni. <span class="_ _10"></span>Wskaźnik<span class="_ _0"></span> wyznacza <span class="_ _10"></span>średni <span class="_ _1"></span>okres<span class="ff6"> </span>określ<span class="_ _1"></span>any w <span class="_ _10"></span>dniach, po <span class="_ _1"></span>jakim <span class="_ _1"></span>następuje <span class="_ _10"></span>spłata </div><div class="t m0 x58 h10 y982 ff8 fs4 fc2 sc0 ls0 ws0">zobowiązań Grupy. Należy dążyć do maksymalizacji tego wskaźnika.<span class="ff6"> </span></div><div class="t m0 x1 h4b ye21 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5 fc5">Rotacja zapasów (w dniach):</span><span class="ff7"> <span class="ff8">relac<span class="_ _0"></span>ja średniego stanu zapasów na koniec roku obrotowego do przychodów ze sprzedaży netto x <span class="_ _5"></span><span class="ff6 ls6">36<span class="ls0">0 dni. </span></span></span></span></span></div><div class="t m0 x58 h10 ye22 ff8 fs4 fc2 sc0 ls0 ws0">Wskaźnik <span class="_ _12"> </span>wyznacza  śred<span class="_ _1"></span>ni <span class="_ _12"> </span>okres  określany <span class="_ _12"> </span>w  dn<span class="_ _1"></span>iach,  p<span class="_ _1"></span>rzez  kt<span class="_ _1"></span>óry <span class="_ _12"> </span>Grupa  p<span class="_ _1"></span>rzetrzymuje <span class="_ _12"> </span>zapasy  przed <span class="_ _12"> </span>ich  s<span class="_ _1"></span>przedażą. <span class="_ _12"> </span>Ze  względu <span class="_ _12"> </span>na </div><div class="t m0 x58 h10 y48d ff8 fs4 fc2 sc0 ls0 ws0">efektywność należy dążyć do minimalizacji tego wskaźnika.<span class="ff6"> </span></div></div><div class="c x1 y398 wb6 hee"><div class="t m0 xa h15 y2ad ff5 fs9 fc2 sc0 ls0 ws0">WSKAŹNIKI SPRA<span class="_ _1"></span>WNOŚCI DZIAŁ<span class="_ _1"></span>ANIA<span class="ff7"> </span></div></div><div class="c xaf y398 w1a hee"><div class="t m0 xc h15 ye23 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x11e h15 y551 ff7 fs9 fc2 sc0 ls0 ws0"> 31.12.2024 </div></div><div class="c x10a y398 wb7 hee"><div class="t m0 x15 h15 ye23 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 xcb h15 y551 ff7 fs9 fc2 sc0 ls0 ws0"> 31.12.2023 </div></div><div class="c x33 y398 wb8 hee"><div class="t m0 xbd h15 ye23 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x2 h15 y551 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x140 y398 wb9 hee"><div class="t m0 xa h15 ye23 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 xa h15 y551 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x124 y398 wba hee"><div class="t m0 x54 hb1 y8fa ff12 fs9 fc2 sc0 ls0 ws0">Zmiana </div><div class="t m0 x134 hb1 y2ad ff12 fs9 fc2 sc0 ls0 ws0">2024/2023 </div><div class="t m0 x34 hb1 y2ae ff12 fs9 fc2 sc0 ls0 ws0">(dni) </div></div><div class="c x1 ye24 wb6 h80"><div class="t m0 xa h19 y25 ff8 fs9 fc2 sc0 ls0 ws0">Rotacji n<span class="_ _1"></span>ależności handl<span class="_ _1"></span>owych (w <span class="ff6">dniach) </span></div></div><div class="c xaf ye24 w1a h80"><div class="t m0 x11f h19 y25 ff6 fs9 fc2 sc0 ls4 ws0">20<span class="ls0"> </span></div></div><div class="c x10a ye24 wb7 h80"><div class="t m0 x39 h19 y25 ff6 fs9 fc2 sc0 ls4 ws0">23<span class="ls0"> </span></div></div><div class="c x33 ye24 wb8 h80"><div class="t m0 x14 h19 y25 ff6 fs9 fc2 sc0 ls4 ws0">20<span class="ls0"> </span></div></div><div class="c x140 ye24 wb9 h80"><div class="t m0 x10 h19 y25 ff6 fs9 fc2 sc0 ls4 ws0">23<span class="ls0"> </span></div></div><div class="c x124 ye24 wba h80"><div class="t m0 x10 h14 y25 ffa fs9 fc2 sc0 ls0 ws0">(3) </div></div><div class="c x1 ye25 wb6 h78"><div class="t m0 xa h19 y16e ff8 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 xaf ye25 w1a h78"><div class="t m0 x11f h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">19<span class="ls0"> </span></div></div><div class="c x10a ye25 wb7 h78"><div class="t m0 x39 h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">16<span class="ls0"> </span></div></div><div class="c x33 ye25 wb8 h78"><div class="t m0 x14 h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">14<span class="ls0"> </span></div></div><div class="c x140 ye25 wb9 h78"><div class="t m0 x10 h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">17<span class="ls0"> </span></div></div><div class="c x124 ye25 wba h78"><div class="t m0 x4d h14 y16e ffa fs9 fc2 sc0 ls0 ws0">3 </div></div><div class="c x1 ye26 wb6 h78"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">Rotacji zapas<span class="_ _1"></span>ów (w dniach)<span class="ff6"> </span></div></div><div class="c xaf ye26 w1a h78"><div class="t m0 x11f h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">16<span class="ls0"> </span></div></div><div class="c x10a ye26 wb7 h78"><div class="t m0 x39 h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">11<span class="ls0"> </span></div></div><div class="c x33 ye26 wb8 h78"><div class="t m0 x43 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">7 </div></div><div class="c x140 ye26 wb9 h78"><div class="t m0 x10 h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">14<span class="ls0"> </span></div></div><div class="c x124 ye26 wba h78"><div class="t m0 x4d h14 y16e ffa fs9 fc2 sc0 ls0 ws0">5 </div></div><div class="c x1 ye27 wb6 h1d"><div class="t m0 xa h19 y36 ff8 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 xaf ye27 w1a h1d"><div class="t m0 x2c h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">7 </div></div><div class="c x10a ye27 wb7 h1d"><div class="t m0 x1 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">7 </div></div><div class="c x33 ye27 wb8 h1d"><div class="t m0 x43 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">7 </div></div><div class="c x140 ye27 wb9 h1d"><div class="t m0 x4d h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">4 </div></div><div class="c x124 ye27 wba h1d"><div class="t m0 x10 h14 y36 ffa fs9 fc2 sc0 ls0 ws0">(0) </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 ye28 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ye29 ff8 fs4 fc2 sc0 ls0 ws0">Wskaźnik rotacji należności handlowych w 2024 ro<span class="_ _0"></span>ku wyniósł 20 dni, co oz<span class="_ _0"></span>nacza, że średni czas oczekiwania na należności zosta<span class="_ _5"></span>ł skróc<span class="_ _0"></span>ony o </div><div class="t m0 x1 h10 ye2a ff8 fs4 fc2 sc0 ls0 ws0">3 dni <span class="_ _0"></span>w <span class="_ _0"></span>porównaniu <span class="_ _0"></span>z <span class="_ _0"></span>końcem ro<span class="_ _0"></span>ku 2023. <span class="_ _0"></span>Wydłużeniu o<span class="_ _0"></span> <span class="_ _0"></span>3<span class="_ _0"></span><span class="ff6"> </span>dni <span class="_ _0"></span>uległ <span class="_ _0"></span>czas <span class="_ _0"></span>spłaty zobowiązań <span class="_ _0"></span>w <span class="_ _0"></span>porównaniu z <span class="_ _0"></span>wynikiem <span class="_ _0"></span>na ko<span class="_ _0"></span>ni<span class="_ _0"></span><span class="ff6">ec <span class="_ _0"></span>roku 2023. </span></div><div class="t m0 x1 h10 y6ee ff8 fs4 fc2 sc0 ls0 ws0">Wskaźnik <span class="_ _10"></span>rotacji <span class="_ _10"></span>zapasów w <span class="_ _9"></span>2024 <span class="_ _10"></span>roku <span class="_ _1"></span>uległ <span class="_ _9"></span>w<span class="_ _0"></span>ydłużeniu <span class="_ _10"></span>o <span class="_ _10"></span>5<span class="_ _0"></span><span class="ff6"> </span>dni. <span class="_ _10"></span>Cyk<span class="_ _0"></span>l <span class="_ _10"></span>rotacji <span class="_ _1"></span>zapasów <span class="_ _10"></span>skorygowany <span class="_ _10"></span>o <span class="_ _10"></span>wartość <span class="_ _1"></span>zapasu <span class="_ _10"></span>obowiązkowego <span class="_ _10"></span>pozostał </div><div class="t m0 x1 h10 ye2b ff6 fs4 fc2 sc0 ls0 ws0">na tym samym poziomie w stosunku do danych uzyskanych<span class="_ _1"></span> na koniec 2023 roku. <span class="_ _0"></span> </div><div class="t m0 x1 h10 y57d ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yaa wbb heb"><div class="t m0 x80 h15 y1a9 ff7 fs9 fc2 sc0 ls0 ws0">CASH TO CASH </div></div><div class="c x22 yaa wbc heb"><div class="t m0 x9c h15 ye2c ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024  </div><div class="t m0 x9c h15 y54e ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x141 yaa wbd heb"><div class="t m0 xbd h15 ye2c ff7 fs9 fc2 sc0 ls0 ws0">30.01.2023 </div><div class="t m0 xbd h15 y54e ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x142 yaa wbe heb"><div class="t m0 x53 h15 ye2c ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x53 h15 y54e ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x95 yaa wbf heb"><div class="t m0 x52 h15 ye2c ff7 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x52 h15 y54e ff7 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x143 yaa wc0 heb"><div class="t m0 x16 hb1 ye2c ff12 fs9 fc2 sc0 ls0 ws0">Zmiana </div><div class="t m0 x134 hb1 y54e ff12 fs9 fc2 sc0 ls0 ws0">2024/2023 (dni) </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 y3c w5 h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">98<span class="ls0"> </span></div></div><div class="c x1 yd76 wbb h91"><div class="t m0 xa h19 y54c ff8 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 x22 yd76 wbc h91"><div class="t m0 x1c h19 y54c ff6 fs9 fc2 sc0 ls0 ws0">17 </div></div><div class="c x141 yd76 wbd h91"><div class="t m0 xc h19 y54c ff6 fs9 fc2 sc0 ls4 ws0">18<span class="ls0"> </span></div></div><div class="c x142 yd76 wbe h91"><div class="t m0 x98 h19 y54c ff6 fs9 fc2 sc0 ls4 ws0">13<span class="ls0"> </span></div></div><div class="c x95 yd76 wbf h91"><div class="t m0 x43 h19 y54c ff6 fs9 fc2 sc0 ls4 ws0">20<span class="ls0"> </span></div></div><div class="c x143 yd76 wc0 h91"><div class="t m0 x15 h14 y54c ffa fs9 fc2 sc0 ls0 ws0">(1) </div></div><div class="c x1 y58d wbb hb4"><div class="t m0 xa h19 ye2d ff8 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 h19 y35 ff8 fs9 fc2 sc0 ls0 ws0">pieniężnyc<span class="_ _1"></span>h<span class="ff6"> </span></div></div><div class="c x22 y58d wbc hb4"><div class="t m0 x3 h19 y310 ff6 fs9 fc2 sc0 ls0 ws0">8 </div></div><div class="c x141 y58d wbd hb4"><div class="t m0 xc h19 y310 ff6 fs9 fc2 sc0 ls4 ws0">14<span class="ls0"> </span></div></div><div class="c x142 y58d wbe hb4"><div class="t m0 x98 h19 y310 ff6 fs9 fc2 sc0 ls4 ws0">13<span class="ls0"> </span></div></div><div class="c x95 y58d wbf hb4"><div class="t m0 x43 h19 y310 ff6 fs9 fc2 sc0 ls4 ws0">10<span class="ls0"> </span></div></div><div class="c x143 y58d wc0 hb4"><div class="t m0 x15 h19 y310 ffa fs9 fc2 sc0 ls0 ws0">(6)<span class="ff6"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y630 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ye2e ff8 fs4 fc2 sc0 ls0 ws0">Cykl środków pieniężnych na koniec 2024 roku wyniósł 17<span class="ff6"> </span>dni i był krótszy o 1 dzień od prezentowanego na koniec 2023 roku.<span class="ff6">  </span></div><div class="t m0 x1 h10 ye2f ff8 fs4 fc2 sc0 ls0 ws0">Cykl <span class="_ _6"></span>środków <span class="_ _5"></span>pieniężnych <span class="_ _5"></span>skoryg<span class="_ _0"></span>owany <span class="_ _6"></span>o <span class="_ _5"></span>warto<span class="_ _0"></span>ść <span class="_ _5"></span>zapasu <span class="_ _6"></span>obowiązkowego <span class="_ _6"></span>na <span class="_ _5"></span>koniec <span class="_ _6"></span>2024 <span class="_ _5"></span>roku <span class="_ _6"></span>uległ <span class="_ _6"></span>skróceniu <span class="_ _6"></span>o <span class="_ _5"></span>6 <span class="_ _6"></span>dni <span class="_ _6"></span>w <span class="_ _5"></span>odniesieniu <span class="_ _6"></span>do </div><div class="t m0 x1 h10 ye30 ff8 fs4 fc2 sc0 ls0 ws0">końca 2023 roku, wówczas cykl ten wynosił 14 dni<span class="_ _1"></span>.<span class="ff6"> <span class="_ _0"></span> </span></div><div class="t m0 x1 h22 ye31 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 ye32 ff5 fs4 fc2 sc0 ls0 ws0">Ocena zadłużenia<span class="ff7"> </span></div><div class="t m0 x1 h10 ye33 ff8 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 h4b ye34 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5 fc5">Wskaźnik <span class="_ _0"></span>pokrycia <span class="_ _0"></span>aktywów:<span class="_ _0"></span></span><span class="ff7"> <span class="_ _0"></span><span class="ff8">rel<span class="_ _0"></span>acja <span class="_ _0"></span>sumy <span class="_ _5"></span>wartości <span class="_ _0"></span>kapitałów <span class="_ _5"></span>własnych do <span class="_ _5"></span>sumy <span class="_ _0"></span>aktywó<span class="_ _0"></span>w <span class="_ _0"></span>ogółem. <span class="_ _0"></span>Wskaźnik <span class="_ _0"></span>o<span class="_ _0"></span>kreśla <span class="_ _0"></span>stopień <span class="_ _0"></span>pok<span class="_ _0"></span>rycia </span></span></span></div><div class="t m0 x58 h10 ye35 ff8 fs4 fc2 sc0 ls0 ws0">majątku Grupy posiadanymi przez nią kapitałami własnymi.<span class="ff6"> </span></div><div class="t m0 x1 h4b ye36 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5 fc5">Wskaźnik <span class="_ _22"> </span>ogólnego <span class="_ _1b"> </span>zadłużenia:<span class="_ _0"></span></span><span class="ff7"> <span class="_ _22"> </span><span class="ff8">relacja <span class="_ _1b"> </span>wielkości <span class="_ _22"> </span>zobowiązań <span class="_ _1b"> </span>ogółem <span class="_ _22"> </span>do <span class="_ _1b"> </span>wartości <span class="_ _22"> </span>majątku <span class="_ _1b"> </span>ogół<span class="_ _0"></span>em. <span class="_ _22"> </span>Wskaźnik <span class="_ _1b"> </span>określa <span class="ff6"> </span></span></span></span></div><div class="t m0 x58 h10 ye37 ff8 fs4 fc2 sc0 ls0 ws0">w jakiej części majątek Grupy został sfinansowany jej długiem.<span class="ff6"> </span></div></div><div class="c x1 yd9e wc1 hb4"><div class="t m0 xa h15 ye38 ff5 fs9 fc2 sc0 ls0 ws0">WSKAŹNIKI ZADŁ<span class="_ _1"></span>UŻENIA<span class="ff7"> </span></div></div><div class="c x7 yd9e wc2 hb4"><div class="t m0 x9c h15 ye38 ff7 fs9 fc2 sc0 ls0 ws0"> 31.12.2024 </div></div><div class="c x104 yd9e wad hb4"><div class="t m0 x4b h15 ye38 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x144 yd9e wae hb4"><div class="t m0 x75 h15 ye38 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x1f yd9e waf hb4"><div class="t m0 x54 h15 ye38 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x143 yd9e wc0 hb4"><div class="t m0 xa hb1 ye39 ff12 fs9 fc2 sc0 ls0 ws0">Zmiana </div><div class="t m0 xa hb1 y35 ff12 fs9 fc2 sc0 ls0 ws0">2024/2023 </div></div><div class="c x1 y2d5 wc1 h77"><div class="t m0 xa h19 y2a1 ff8 fs9 fc2 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _1"></span>a ogółem<span class="ff6"> </span></div></div><div class="c x7 y2d5 wc2 h77"><div class="t m0 xa0 h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">65% </div></div><div class="c x104 y2d5 wad h77"><div class="t m0 x98 h19 y2a1 ff6 fs9 fc2 sc0 ls4 ws0">66%<span class="ls0"> </span></div></div><div class="c x144 y2d5 wae h77"><div class="t m0 x15 h19 y2a1 ff6 fs9 fc2 sc0 ls4 ws0">58%<span class="ls0"> </span></div></div><div class="c x1f y2d5 waf h77"><div class="t m0 xc h19 y2a1 ff6 fs9 fc2 sc0 ls4 ws0">74%<span class="ls0"> </span></div></div><div class="c x143 y2d5 wc0 h77"><div class="t m0 x9c h14 y2a1 ffa fs9 fc2 sc0 ls0 ws0">(-) 1 </div></div><div class="c x1 y1c wc1 h1d"><div class="t m0 xa h19 y36 ff8 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 x7 y1c wc2 h1d"><div class="t m0 xa0 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">35% </div></div><div class="c x104 y1c wad h1d"><div class="t m0 x98 h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">34%<span class="ls0"> </span></div></div><div class="c x144 y1c wae h1d"><div class="t m0 x15 h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">42%<span class="ls0"> </span></div></div><div class="c x1f y1c waf h1d"><div class="t m0 xc h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">27%<span class="ls0"> </span></div></div><div class="c x143 y1c wc0 h1d"><div class="t m0 x5f h14 y36 ffa fs9 fc2 sc0 ls0 ws0"> 1 </div></div><div class="c x1 y610 wc1 h33"><div class="t m0 xa h19 y2b3 ff8 fs9 fc2 sc0 ls0 ws0">Wskaźnik pok<span class="_ _1"></span>rycia majątk<span class="_ _1"></span>u trwałego kapi<span class="_ _1"></span>tałem </div><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">własnym<span class="ff6"> </span></div></div><div class="c x7 y610 wc2 h33"><div class="t m0 xa0 h19 y959 ff6 fs9 fc2 sc0 ls0 ws0">77% </div></div><div class="c x104 y610 wad h33"><div class="t m0 x98 h19 y959 ff6 fs9 fc2 sc0 ls4 ws0">74%<span class="ls0"> </span></div></div><div class="c x144 y610 wae h33"><div class="t m0 x9c h19 y959 ff6 fs9 fc2 sc0 ls4 ws0">262%<span class="ls0"> </span></div></div><div class="c x1f y610 waf h33"><div class="t m0 x11e h19 y959 ff6 fs9 fc2 sc0 ls4 ws0">174%<span class="ls0"> </span></div></div><div class="c x143 y610 wc0 h33"><div class="t m0 x4 h14 y959 ffa fs9 fc2 sc0 ls0 ws0">3 </div></div><div class="c x1 y4db wc1 hef"><div class="t m0 xa h19 y1a6 ff8 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 h19 y197 ff8 fs9 fc2 sc0 ls0 ws0">zapas obowiązkowy<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c x7 y4db wc2 hef"><div class="t m0 xa0 h19 yd94 ff6 fs9 fc2 sc0 ls0 ws0">65% </div></div><div class="c x104 y4db wad hef"><div class="t m0 x98 h19 yd94 ff6 fs9 fc2 sc0 ls4 ws0">66%<span class="ls0"> </span></div></div><div class="c x144 y4db wae hef"><div class="t m0 x15 h19 yd94 ff6 fs9 fc2 sc0 ls4 ws0">58%<span class="ls0"> </span></div></div><div class="c x1f y4db waf hef"><div class="t m0 xc h19 yd94 ff6 fs9 fc2 sc0 ls4 ws0">66%<span class="ls0"> </span></div></div><div class="c x143 y4db wc0 hef"><div class="t m0 xcb h19 yd94 ff6 fs9 fc2 sc0 ls0 ws0">(-1) </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 ye3a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y10e ff6 fs4 fc2 sc0 ls42 ws0">Na<span class="ls0"> <span class="ff8">dzień 31 <span class="_ _0"></span>grudnia 2024 roku wskaźniki zadłużenia Grupy <span class="_ _0"></span>Kapitałowej wskazują na stabilną strukturę finansową, z<span class="_ _0"></span> niewielkimi zmi<span class="_ _0"></span></span>anami <span class="_ _0"></span>w </span></div><div class="t m0 x1 h10 y576 ff8 fs4 fc2 sc0 ls0 ws0">porównaniu do roku 2023.<span class="ff6"> </span></div><div class="t m0 x1 h10 y51a ff8 fs4 fc2 sc0 ls0 ws0">Wskaźnik <span class="_ _10"></span>zadłużenia <span class="_ _10"></span>ogół<span class="_ _0"></span>em <span class="_ _10"></span>wyniósł <span class="_ _10"></span>65%<span class="_ _0"></span> <span class="_ _10"></span>na <span class="_ _10"></span>koniec<span class="_ _0"></span> <span class="_ _10"></span>2024 <span class="_ _10"></span>ro<span class="_ _0"></span>ku, <span class="_ _10"></span>co <span class="_ _1"></span>stanowi <span class="_ _10"></span>spadek <span class="_ _10"></span>o 1 <span class="_ _10"></span>p.p. <span class="_ _10"></span>w <span class="_ _1"></span>porównaniu <span class="_ _10"></span>do <span class="_ _1"></span>66% <span class="_ _10"></span>na <span class="_ _1"></span>koniec <span class="_ _10"></span>2023 <span class="_ _10"></span>rok<span class="_ _5"></span><span class="ff6">u. Sp<span class="_ _1"></span>adek </span></div><div class="t m0 x1 h10 y51b ff8 fs4 fc2 sc0 ls0 ws0">ten wskazuje na nieznaczną poprawę struktury finansowania Grupy, z lekkim zmniejszen<span class="_ _1"></span>iem udziału zadłużenia w ogólnych akt<span class="_ _0"></span><span class="ff6">ywach. </span></div><div class="t m0 x1 h10 y51c ff8 fs4 fc2 sc0 ls0 ws0">Wskaźnik <span class="_ _5"></span>pokrycia <span class="_ _6"></span>aktywów <span class="_ _5"></span>wzrósł <span class="_ _5"></span>do <span class="_ _6"></span>35% <span class="_ _5"></span>w <span class="_ _6"></span>2024 <span class="_ _5"></span>roku <span class="_ _5"></span>z <span class="_ _6"></span>poziomu <span class="_ _0"></span>34%<span class="_ _0"></span> <span class="_ _5"></span>w <span class="_ _6"></span>2023 <span class="_ _5"></span>roku, <span class="_ _5"></span>c<span class="_ _0"></span>o <span class="_ _6"></span>stan<span class="_ _1"></span>owi <span class="_ _5"></span>wzrost <span class="_ _6"></span>o <span class="_ _5"></span>1 <span class="_ _6"></span>p.p<span class="_ _1"></span>. <span class="_ _5"></span>Zmiana <span class="_ _6"></span>ta <span class="_ _5"></span>wskazuje <span class="_ _7"> </span><span class="ff6">na </span></div><div class="t m0 x1 h10 y45e ff8 fs4 fc2 sc0 ls0 ws0">poprawę <span class="_ _14"> </span>w <span class="_ _13"> </span>zakresie <span class="_ _13"> </span>udziału <span class="_ _13"> </span>kapitałów<span class="_ _0"></span> <span class="_ _13"> </span>własnych <span class="_ _14"> </span>w<span class="_ _0"></span> <span class="_ _13"> </span>pokrywaniu <span class="_ _14"> </span>aktywów <span class="_ _13"> </span>Grupy, <span class="_ _13"> </span>co <span class="_ _13"> </span>wynika <span class="_ _13"> </span>z <span class="_ _13"> </span>o <span class="_ _13"> </span>bardziej <span class="_ _13"> </span>zrównoważonej <span class="_ _13"> </span>struktury  </div><div class="t m0 x1 h10 ye3b ff6 fs4 fc2 sc0 ls0 ws0">finans<span class="ff8">owania i większej stabilności kapitałowej.</span> </div><div class="t m0 x1 h10 y97 ff8 fs4 fc2 sc0 ls0 ws0">Wskaźnik <span class="_ _10"></span>pokrycia majątku<span class="_ _1"></span> <span class="_ _10"></span>trwałego kap<span class="_ _1"></span>itałem <span class="_ _10"></span>w<span class="_ _0"></span>łasnym <span class="_ _10"></span>wzrósł o<span class="_ _1"></span> <span class="_ _10"></span>3 <span class="_ _1"></span>p.p., <span class="_ _10"></span>osiągając <span class="_ _1"></span>wartość <span class="_ _1"></span>77% <span class="_ _10"></span>w <span class="_ _1"></span>2024 <span class="_ _10"></span>roku, <span class="_ _1"></span>w <span class="_ _10"></span>porównaniu <span class="_ _10"></span>do 74% <span class="_ _10"></span><span class="ff6">na koniec </span></div><div class="t m0 x1 h10 ye3c ff8 fs4 fc2 sc0 ls0 ws0">2023 roku. Wzrost ten świadczy o efektywniejszym wykorzystaniu kapitału własne<span class="_ _1"></span>go do finansowania aktywów trwałych.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y4b3 ff8 fs4 fc2 sc0 ls0 ws0">Wskaźnik <span class="_ _7"></span>zadłużenia <span class="_ _7"></span>ogółem <span class="_ _7"> </span>skorygowany <span class="_ _12"> </span>o <span class="_ _6"></span>kredyt <span class="_ _7"> </span>na <span class="_ _12"> </span>zapas <span class="_ _7"> </span>obowiąz<span class="_ _0"></span>kowy <span class="_ _7"></span>pozostał <span class="_ _7"> </span>na <span class="_ _7"> </span>niezmienionym <span class="_ _7"></span>poziomie <span class="_ _7"> </span>65% <span class="_ _12"> </span>w <span class="_ _7"></span>2024 <span class="_ _6"></span>roku, <span class="_ _7"> </span>co </div><div class="t m0 x1 h10 y522 ff8 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="_ _6"></span>lność w </div><div class="t m0 x1 h10 y2e3 ff8 fs4 fc2 sc0 ls0 ws0">zarządzaniu dźwignią finansową, mimo zmian w poziomie zapasów.<span class="ff6"> </span></div><div class="t m0 x3c h44 y72a ff7 fs5 fc5 sc0 ls11 ws0">7.6.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">ZARZĄDZANIE ZASOBAMI FINANSOWYMI GRUP<span class="_ _1"></span>Y    <span class="_ _0"></span><span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 ye3d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y153 ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="ff8">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 h10 ye3e ff8 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _14"> </span>podejmuje <span class="_ _13"> </span>działania <span class="_ _13"> </span>mając<span class="_ _0"></span>e <span class="_ _14"> </span>na <span class="_ _13"> </span>celu <span class="_ _13"> </span>zapewnienie <span class="_ _13"> </span>stabilnego <span class="_ _13"> </span>i <span class="_ _13"> </span>efektywnego <span class="_ _13"> </span>finansowania <span class="_ _13"> </span>działalności. <span class="_ _14"> </span>Zarządzani<span class="_ _0"></span>e <span class="_ _14"> </span>z<span class="_ _0"></span>asobami<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y1b7 ff8 fs4 fc2 sc0 ls0 ws0">finansowymi <span class="_ _6"></span>Grupy <span class="_ _5"></span>polega <span class="_ _6"></span>przede <span class="_ _6"></span>wszystkim <span class="_ _6"></span>na <span class="_ _6"></span>planowaniu <span class="_ _6"></span>i <span class="_ _5"></span>mo<span class="_ _0"></span>nitorowaniu <span class="_ _6"></span>przepływów <span class="_ _6"></span>pie<span class="_ _1"></span>niężnych <span class="_ _6"></span>w <span class="_ _6"></span>krótkim <span class="_ _6"></span>i <span class="_ _5"></span>długim <span class="_ _6"></span>horyzoncie <span class="_ _7"> </span><span class="ff6 lse">w </span></div><div class="t m0 x1 h10 y39a ff6 fs4 fc2 sc0 ls0 ws0">zak<span class="ff8">resie <span class="_ _6"></span>prowadzonej <span class="_ _5"></span>działalności <span class="_ _6"></span>operacyjnej, <span class="_ _6"></span>inwestycyjnej <span class="_ _5"></span>i <span class="_ _6"></span>finansowej <span class="_ _6"></span>oraz <span class="_ _6"></span>na <span class="_ _6"></span>podejmowaniu <span class="_ _5"></span>działań <span class="_ _6"></span>mających <span class="_ _6"></span>na <span class="_ _6"></span>celu <span class="_ _5"></span>pozyskiw<span class="_ _5"></span></span>anie<span class="_ _0"></span> </div><div class="t m0 x1 h10 ye3f ff8 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 ls1d">                     <span class="ls0"> </span></span></div><div class="t m0 x1 h10 ye40 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _1"></span>celu <span class="_ _10"></span>realizacji <span class="_ _1"></span>procesu <span class="_ _10"></span>zarządzania <span class="_ _10"></span>płynnością G<span class="_ _1"></span>rupa <span class="_ _10"></span>ko<span class="_ _0"></span>rzysta <span class="_ _10"></span>z<span class="_ _0"></span> <span class="_ _1"></span>narzęd<span class="_ _1"></span>zi <span class="_ _10"></span>w<span class="_ _0"></span>spierających <span class="_ _10"></span>efektywność <span class="_ _1"></span>tego <span class="_ _10"></span>procesu. <span class="_ _1"></span>Jednym <span class="_ _10"></span>z nich <span class="_ _10"></span>są kred<span class="_ _1"></span>yty </div><div class="t m0 x1 h10 y70f ff8 fs4 fc2 sc0 ls0 ws0">parasolowe <span class="_ _6"></span>obejmujące <span class="_ _5"></span>kilka <span class="_ _6"></span>spółek <span class="_ _6"></span>w <span class="_ _6"></span>Grupie, <span class="_ _5"></span>linie <span class="_ _6"></span>faktoringowe, <span class="_ _6"></span>a <span class="_ _5"></span>także <span class="_ _6"></span>linie <span class="_ _6"></span>pożyczkowe <span class="_ _6"></span>pomiędzy <span class="_ _5"></span>spółkami <span class="_ _6"></span>w <span class="_ _6"></span>Grupie<span class="_ _0"></span><span class="ff6">. <span class="_ _6"></span>Pozwala <span class="_ _6"></span>to <span class="_ _6"></span>na </span></div><div class="t m0 x1 h10 ye41 ff8 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="_ _5"></span><span class="ff6 ls43">h </span></div><div class="t m0 x1 h10 yc43 ff8 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 h22 ye42 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff5 fc9">CHARAKTERYSTYKA STRUKTURY AKTYWÓW I PASYWÓW Z PUNKTU WIDZENIA PŁYNNOŚCI<span class="ff7"> <span class="ff6">  </span></span></span></div><div class="t m0 x1 h22 ye43 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff5 fc9">W zarządzaniu płynnością Grupa kieruje się następując<span class="_ _1"></span>ymi zasadami:<span class="_ _0"></span><span class="ff6">  </span></span></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 y3c w5 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x26 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">99<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 xc6 h3e ye44 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _36"> </span><span class="ff8 fs4">zapewnienie <span class="_ _14"> </span>stabilnego <span class="_ _13"> </span>i <span class="_ _13"> </span>zdywersyfikowanego <span class="_ _14"> </span>finansow<span class="_ _0"></span>ania <span class="_ _14"> </span>o<span class="_ _0"></span>d <span class="_ _14"> </span>instytucji <span class="_ _13"> </span>zewnętrznych <span class="_ _13"> </span>w <span class="_ _13"> </span>formie <span class="_ _14"> </span>kredytów<span class="_ _0"></span> <span class="_ _13"> </span>odnawialnych, </span></span></div><div class="t m0 x5c h10 ye45 ff8 fs4 fc2 sc0 ls0 ws0">kredytów w rachunku bieżącym, kredytów inwestycyjn<span class="_ _1"></span>ych, leasingów,<span class="_ _0"></span><span class="ff6 ls1d">  <span class="ls0"> </span></span></div><div class="t m0 xc6 h3e ye46 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _36"> </span><span class="ff8 fs4">bieżące monitorowanie wskaźników zadłużenia i kowenantów bankowych<span class="ff6">  </span></span></span></div><div class="t m0 xc6 h3e ye47 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _36"> </span><span class="ff8 fs4">przeznaczanie <span class="_ _10"></span>nadwyżek <span class="_ _1"></span>finansowych <span class="_ _1"></span>na <span class="_ _10"></span>spłatę <span class="_ _1"></span>zadłużenia <span class="_ _10"></span>odsetkowego bądź <span class="_ _10"></span>efektywne <span class="_ _10"></span>lokowanie i<span class="_ _1"></span>ch <span class="_ _10"></span>w<span class="_ _0"></span> <span class="_ _1"></span>bezpieczne<span class="_ _1"></span> <span class="_ _1"></span>instrumenty,<span class="ff6"> <span class="_ _0"></span> </span></span></span></div><div class="t m0 xc6 h3e ye48 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _36"> </span><span class="ff8 fs4">pozyskiwanie limitów kredytowych u wiodących partnerów <span class="ff6">handlowych,<span class="_ _0"></span>  </span></span></span></div><div class="t m0 xc6 h3e ye49 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _36"> </span><span class="ff8 fs4">ściągalność <span class="_ _1e"> </span>należności <span class="_ _1e"> </span>z<span class="_ _0"></span>godnie <span class="_ _1e"> </span>z <span class="_ _3"> </span>ich <span class="_ _1e"> </span>terminami <span class="_ _1e"> </span>płatności, <span class="_ _3"> </span>ewentualnie <span class="_ _1e"> </span>wystawianie <span class="_ _1e"> </span>not <span class="_ _3"> </span>odsetkowych <span class="_ _1e"> </span>w <span class="_ _3"> </span>przypadku </span></span></div><div class="t m0 x5c h10 ye4a ff8 fs4 fc2 sc0 ls0 ws0">przeterminowań,<span class="ff6">  </span></div><div class="t m0 xc6 h3e yfe ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _36"> </span><span class="ff8 fs4">efektywne zarządzanie pozostałymi elementami kapi<span class="_ _1"></span>tału obrotowego.<span class="_ _0"></span><span class="ff6">  </span></span></span></div><div class="t m0 x1 h10 ye4b ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y295 wc3 h73"><div class="t m0 xa h14 y547 ff9 fs9 fc2 sc0 ls0 ws0">Wyszczególn<span class="_ _1"></span>ienie<span class="ffa"> </span></div></div><div class="c x145 y295 w8a h73"><div class="t m0 x107 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xd6 y295 wc4 h73"><div class="t m0 x9f h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x33 y295 w72 h73"><div class="t m0 x11e h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x7f y295 wc5 h73"><div class="t m0 x50 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x1 ye4c wc3 h4f"><div class="t m0 xa h19 y1aa ff8 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 x145 ye4c w8a h4f"><div class="t m0 x16 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">170 027 </div></div><div class="c xd6 ye4c wc4 h4f"><div class="t m0 x4d h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">(29 919) </div></div><div class="c x33 ye4c w72 h4f"><div class="t m0 x9c h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">502 260 </div></div><div class="c x7f ye4c wc5 h4f"><div class="t m0 x56 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">(139 954) </div></div><div class="c x1 ye4d wc3 h1a"><div class="t m0 xa h19 y35 ff8 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 x145 ye4d w8a h1a"><div class="t m0 x16 h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">(49 350) </div></div><div class="c xd6 ye4d wc4 h1a"><div class="t m0 x10 h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">(155 116) </div></div><div class="c x33 ye4d w72 h1a"><div class="t m0 x98 h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">(105 675) </div></div><div class="c x7f ye4d wc5 h1a"><div class="t m0 x16 h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">(18 992) </div></div><div class="c x1 ye4e wc3 h1a"><div class="t m0 xa h19 y35 ff8 fs9 fc2 sc0 ls0 ws0">Przepływy pieni<span class="_ _1"></span>ężne netto<span class="_ _1"></span> z działalnośc<span class="_ _1"></span>i <span class="ff6">finansowej </span></div></div><div class="c x145 ye4e w8a h1a"><div class="t m0 x5e h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">(206 023) </div></div><div class="c xd6 ye4e wc4 h1a"><div class="t m0 xc h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">187 524 </div></div><div class="c x33 ye4e w72 h1a"><div class="t m0 x125 h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">(38 251) </div></div><div class="c x7f ye4e wc5 h1a"><div class="t m0 x16 h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">(36 113) </div></div><div class="c x1 y105 wc3 h4f"><div class="t m0 xa h15 y1aa ff5 fs9 fc2 sc0 ls0 ws0">Zmiana netto stanu <span class="_ _10"></span>ś<span class="_ _0"></span>rodków pienię<span class="_ _1"></span>żnych i ich ekwi<span class="_ _1"></span>walentów<span class="ff7"> </span></div></div><div class="c x145 y105 w8a h4f"><div class="t m0 x16 h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">(85 346) </div></div><div class="c xd6 y105 wc4 h4f"><div class="t m0 x9c h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">2 489 </div></div><div class="c x33 y105 w72 h4f"><div class="t m0 x9c h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">358 334 </div></div><div class="c x7f y105 wc5 h4f"><div class="t m0 x56 h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">(195 059) </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h22 ye4f ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 ycd0 ff5 fs4 fc9 sc0 ls0 ws0">Środki pieniężne z działalności operacyjnej<span class="ff6">  </span></div><div class="t m0 x1 h10 y6dc ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ya68 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _1"></span>2024 <span class="_ _10"></span>roku p<span class="_ _1"></span>rzepływy <span class="_ _10"></span>pieniężne ne<span class="_ _1"></span>tto <span class="_ _1"></span>z <span class="_ _10"></span>działalności operacyjne<span class="_ _1"></span>j wyni<span class="_ _1"></span>osły <span class="_ _1"></span>170 <span class="_ _10"></span>027 tys. <span class="_ _10"></span>z<span class="_ _0"></span>ł. G<span class="_ _1"></span>łównym <span class="_ _10"></span>cz<span class="_ _0"></span>ynnikiem <span class="_ _10"></span>wpływającym na <span class="_ _10"></span>ten <span class="_ _10"></span>poziom </div><div class="t m0 x1 h10 y9bc ff8 fs4 fc2 sc0 ls0 ws0">był <span class="_ _5"></span>znacz<span class="_ _0"></span>ący <span class="_ _5"></span>wzrost <span class="_ _6"></span>stanu <span class="_ _5"></span>zapasów <span class="_ _6"></span>o <span class="_ _5"></span>245 <span class="_ _6"></span>762 <span class="_ _6"></span>tys. <span class="_ _5"></span>zł, <span class="_ _6"></span>wynikający <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _5"></span>ko<span class="_ _0"></span>nieczności<span class="ff6"> <span class="_ _5"></span></span>uzupełnienia <span class="_ _6"></span>stanu <span class="_ _5"></span>zapasów <span class="_ _6"></span>obowiązkowych. <span class="_ _5"></span>Wzrost <span class="_ _6"></span>ten </div><div class="t m0 x1 h10 y9bd ff8 fs4 fc2 sc0 ls0 ws0">został <span class="_ _5"></span>częściowo <span class="_ _5"></span>z<span class="_ _0"></span>równoważony <span class="_ _5"></span>przez <span class="_ _5"></span>zwiększenie <span class="_ _5"></span>stanu <span class="_ _5"></span>z<span class="_ _0"></span>obowiązań <span class="_ _5"></span>z <span class="_ _5"></span>tytułu <span class="_ _5"></span>dostaw <span class="_ _6"></span>i <span class="_ _5"></span>usług <span class="_ _5"></span>oraz <span class="_ _5"></span>innych <span class="_ _5"></span>zo<span class="_ _0"></span>bowiązań <span class="_ _5"></span>operacyjnych,<span class="_ _6"></span><span class="ff6"> <span class="_ _0"></span></span>które<span class="_ _0"></span> </div><div class="t m0 x1 h10 y9be ff8 fs4 fc2 sc0 ls0 ws0">łącznie wyniosły 68 153 tys. zł<span class="ff6 ls5">. <span class="ls0"> </span></span></div><div class="t m0 x1 h10 y9bf ff8 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>13<span class="_ _5"></span><span class="ff6">6 <span class="_ _0"></span>550 </span></div><div class="t m0 x1 h10 ye50 ff8 fs4 fc2 sc0 ls0 ws0">tys. <span class="_ _5"></span>zł. <span class="_ _6"></span>Zysk <span class="_ _0"></span>przed <span class="_ _6"></span>opodatkowaniem <span class="_ _0"></span>wyniósł <span class="_ _5"></span>187 <span class="_ _6"></span>214 <span class="_ _5"></span>tys.<span class="_ _0"></span> <span class="_ _5"></span>zł<span class="ff6"> <span class="_ _6"></span></span>i <span class="_ _0"></span>był <span class="_ _6"></span>znacząco <span class="_ _5"></span>niższy <span class="_ _5"></span>w <span class="_ _6"></span>porównaniu <span class="_ _0"></span>do <span class="_ _6"></span>2023 <span class="_ _0"></span>roku. <span class="_ _5"></span>W<span class="_ _0"></span>ówczas <span class="_ _5"></span>wynik <span class="_ _5"></span>fin<span class="_ _0"></span>ansowy </div><div class="t m0 x1 h10 ye51 ff8 fs4 fc2 sc0 ls0 ws0">został istotnie zwiększony przez j<span class="_ _1"></span>ednorazowy, niepien<span class="_ _1"></span>iężny zysk z tytułu okazyjnego nabycia L<span class="_ _1"></span>otos Terminale, uję<span class="_ _1"></span>ty w kwocie 4<span class="_ _0"></span><span class="ff6">34 972 </span>tys. zł<span class="ff6 ls44">. <span class="ls0"> </span></span></div><div class="t m0 x1 h10 y2de ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y55 ff7 fs4 fc9 sc0 ls0 ws0"> <span class="ff5">Środki pieniężne z działalności<span class="_ _1"></span> inwestycyjnej  <span class="_ _0"></span><span class="ff7"> </span></span></div><div class="t m0 x1 h10 yd20 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y6e6 ff8 fs4 fc2 sc0 ls0 ws0">W 2024 roku przepływy pienię<span class="_ _1"></span>żne netto z działalności inwestycyjnej wyniosły (<span class="ff6">-)49 350 </span>tys. zł<span class="ff6"> </span>i były znacznie ni<span class="_ _1"></span>ższe niż w roku 2023, kiedy to </div><div class="t m0 x1 h10 y9c5 ff8 fs4 fc2 sc0 ls0 ws0">Grupa Kapitałowa poniosła istotne nakłady związane z przejęciami sp<span class="_ _1"></span>ółek oraz inwestycjami w środki transportu, w tym cysterny<span class="ff6 ls5">. <span class="_ _0"></span><span class="ls0"> </span></span></div><div class="t m0 x1 h10 ye52 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _7"> </span>2024 <span class="_ _7"> </span>roku <span class="_ _12"> </span>działalność <span class="_ _6"></span>inwestycyjna <span class="_ _7"> </span>koncentrowała <span class="_ _12"> </span>się <span class="_ _6"></span>głów<span class="_ _0"></span>nie <span class="_ _6"></span>na <span class="_ _7"> </span>zakupie <span class="_ _7"> </span>rzeczo<span class="_ _0"></span>wych <span class="_ _7"> </span>aktywów <span class="_ _7"> </span>trwałych <span class="_ _7"> </span>(54 <span class="_ _12"> </span>051  tys<span class="_ _1"></span>. <span class="_ _7"></span>zł<span class="ff6">), <span class="_ _7"> </span>takich <span class="_ _7"> </span>jak </span></div><div class="t m0 x1 h10 y1b0 ff8 fs4 fc2 sc0 ls0 ws0">lokomotywy, infrastru<span class="_ _1"></span>ktura techniczna czy <span class="_ _1"></span>sprzęt ope<span class="_ _1"></span>racyjny, oraz <span class="_ _1"></span>wartości niemate<span class="_ _1"></span>rialnych (1 177 tys. zł). Dodatko<span class="_ _1"></span>wo odnotowano <span class="_ _10"></span>w<span class="_ _0"></span>pływy </div><div class="t m0 x1 h10 ye53 ff8 fs4 fc2 sc0 ls0 ws0">z <span class="_ _5"></span>tytułu <span class="_ _6"></span>sprzedaży <span class="_ _5"></span>aktywów <span class="_ _6"></span>trwałych <span class="_ _5"></span>i <span class="_ _5"></span>niematerialnych <span class="_ _6"></span>w <span class="_ _5"></span>wysokości <span class="_ _6"></span>5 <span class="_ _5"></span>539 <span class="_ _6"></span>tys. <span class="_ _5"></span>z<span class="_ _0"></span>ł<span class="ff6"> <span class="_ _6"></span>oraz <span class="_ _5"></span>otrzymane <span class="_ _5"></span>odsetki <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _5"></span>kwo<span class="_ _0"></span>cie <span class="_ _5"></span>10 <span class="_ _6"></span>399 <span class="_ _6"></span></span>tys. <span class="_ _5"></span>zł. <span class="_ _6"></span>Wśród </div><div class="t m0 x1 h10 ye54 ff8 fs4 fc2 sc0 ls0 ws0">pozostałych <span class="_ _6"></span>pozycji <span class="_ _6"></span>z<span class="_ _0"></span>nalazły <span class="_ _6"></span>się <span class="_ _6"></span>m.in. <span class="_ _6"></span>roz<span class="_ _0"></span>liczenia <span class="_ _6"></span>płatności <span class="_ _6"></span>warunkowyc<span class="_ _0"></span>h <span class="_ _6"></span>z <span class="_ _6"></span>tytułu <span class="_ _7"></span>nabycia <span class="_ _6"></span>spółek <span class="_ _6"></span>(<span class="_ _5"></span><span class="ff6">-4 <span class="_ _7"></span>522 <span class="_ _6"></span></span>tys. <span class="_ _6"></span>zł<span class="_ _0"></span><span class="ff6">) <span class="_ _6"></span>oraz <span class="_ _7"></span>wydatki <span class="_ _6"></span>na <span class="_ _6"></span>aktywa </span></div><div class="t m0 x1 h10 ye55 ff6 fs4 fc2 sc0 ls0 ws0">finansowe (-)<span class="ls6">6 049 </span><span class="ff8">tys. zł</span><span class="ls5">. </span> </div><div class="t m0 x1 h10 ye56 ff8 fs4 fc2 sc0 ls0 ws0">W porównaniu do roku ubiegłego, w którym przepływy z działalności inwestycyjne<span class="_ _1"></span>j wyniosły (<span class="_ _0"></span><span class="ff6">-)155 116 </span>tys. zł<span class="_ _0"></span>, 2024 rok charakteryzował się </div><div class="t m0 x1 h10 ye57 ff8 fs4 fc2 sc0 ls0 ws0">mniejszą <span class="_ _23"> </span>intensywnością <span class="_ _15"> </span>inwes<span class="_ _0"></span>tycyjną, <span class="_ _15"> </span>co <span class="_ _15"> </span>wynikało <span class="_ _15"> </span>z <span class="_ _15"> </span>zakończenia <span class="_ _15"> </span>głównych <span class="_ _15"> </span>projektów <span class="_ _15"> </span>akwizycji <span class="_ _15"> </span>oraz <span class="_ _15"> </span>realizacji <span class="_ _15"> </span>dużych <span class="_ _15"> </span>inwestycj<span class="_ _5"></span><span class="ff6 ls7">i </span></div><div class="t m0 x1 h10 ye58 ff6 fs4 fc2 sc0 ls0 ws0">infrastrukturalnych.  </div><div class="t m0 x1 h10 y7e5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 ye59 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff5 fc9">Środki pieniężne z działalności<span class="_ _1"></span> finansowej<span class="_ _0"></span><span class="ff6 ls1d">  <span class="fc2 ls0"> </span></span></span></div><div class="t m0 x1 h10 ye5a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ye5b ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _6"></span>2024 <span class="_ _5"></span>roku <span class="_ _6"></span>Grupa <span class="_ _5"></span>Kapitałow<span class="_ _0"></span>a <span class="_ _5"></span>Unimot <span class="_ _6"></span>znacząco <span class="_ _6"></span>ograniczyła <span class="_ _6"></span>nowe <span class="_ _5"></span>finansowanie <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _6"></span>porównaniu <span class="_ _5"></span>do <span class="_ _6"></span>roku <span class="_ _6"></span>poprzedniego, <span class="_ _5"></span>koncentrując <span class="_ _6"></span>si<span class="_ _0"></span><span class="ls10">ę </span></div><div class="t m0 x1 h10 ye5c ff8 fs4 fc2 sc0 ls0 ws0">przede wszystk<span class="_ _0"></span>im <span class="_ _0"></span>na <span class="_ _0"></span>s<span class="_ _0"></span>płacie <span class="_ _0"></span>zobowiązań <span class="_ _5"></span>oraz <span class="_ _0"></span>wypłacie <span class="_ _0"></span>dywidend. <span class="_ _0"></span>Przepływy <span class="_ _5"></span>pieniężne netto<span class="_ _0"></span> <span class="_ _0"></span>z <span class="_ _5"></span>działalności <span class="_ _0"></span>finansowej <span class="_ _0"></span>wyniosły <span class="_ _0"></span>(<span class="_ _5"></span><span class="ff6">-<span class="_ _0"></span>)206 <span class="_ _0"></span>023 </span></div><div class="t m0 x1 h10 y87f ff8 fs4 fc2 sc0 ls0 ws0">tys. zł, podczas gdy w 2023 roku miały one dodatni charakt<span class="_ _1"></span>er i osiągnęły poziom 187 524 <span class="_ _0"></span>tys. zł<span class="ff6 ls5">. <span class="ls0"> </span></span></div><div class="t m0 x1 h10 y46e ff8 fs4 fc2 sc0 ls0 ws0">W an<span class="_ _1"></span>alizowanym okres<span class="_ _1"></span>ie <span class="_ _1"></span>spółka zaciągnęła <span class="_ _10"></span>nowe kredyty, <span class="_ _1"></span>pożyczki oraz <span class="_ _10"></span>inne instrumenty <span class="_ _10"></span>dłużne w wysokości <span class="_ _10"></span>122 238 tys. zł, <span class="_ _1"></span>jednak wartość<span class="_ _1"></span> </div><div class="t m0 x1 h10 y289 ff8 fs4 fc2 sc0 ls0 ws0">ich spłat b<span class="_ _1"></span>yła wyższa i wyni<span class="_ _1"></span>osła łącznie (<span class="ff6">-)153 935 </span>tys. zł. Dodatkowo <span class="_ _1"></span>zrealizowano płatności z <span class="_ _1"></span>tytułu leasingu <span class="_ _1"></span>finansowego na poziomie <span class="_ _1"></span>(<span class="_ _0"></span><span class="ff6">-)46 </span></div><div class="t m0 x1 h10 y46f ff6 fs4 fc2 sc0 ls6 ws0">185 <span class="ff8 ls0">tys. zł</span><span class="ls5">. <span class="ls0"> </span></span></div><div class="t m0 x1 h10 y470 ff8 fs4 fc2 sc0 ls0 ws0">Znaczący <span class="_ _5"></span>wpływ <span class="_ _0"></span>na <span class="_ _5"></span>przepływy <span class="_ _0"></span>finansowe <span class="_ _5"></span>miały <span class="_ _5"></span>również <span class="_ _0"></span>rosnące <span class="_ _5"></span>koszty <span class="_ _0"></span>finansowania <span class="_ _6"></span>–<span class="ff6"> <span class="_ _0"></span></span>odsetki <span class="_ _5"></span>oraz <span class="_ _5"></span>koszty <span class="_ _5"></span>transakcyjne <span class="_ _0"></span>zapłacone <span class="_ _0"></span>w <span class="_ _5"></span>2024 </div><div class="t m0 x1 h10 y5eb ff8 fs4 fc2 sc0 ls0 ws0">roku  wyniosły  (<span class="ff6">-)96  201  </span>tys.  zł,  co  stanowi  wzrost  w  porównaniu  do  roku  ubiegłego.  Spółka  wypłaciła  również  dywidendy  na  rzecz </div><div class="t m0 x1 h10 y5ec ff8 fs4 fc2 sc0 ls0 ws0">akcjonariuszy Jednostki Do<span class="_ _0"></span>minującej <span class="_ _0"></span>w wysoko<span class="_ _0"></span>ści (<span class="_ _0"></span><span class="ff6">-)32 <span class="_ _0"></span>791 </span>tys. <span class="_ _0"></span>zł, <span class="_ _0"></span>czyli o <span class="_ _0"></span>ponad <span class="_ _0"></span>78 mln <span class="_ _0"></span>PLN <span class="_ _0"></span>mniej niż <span class="_ _0"></span>w <span class="_ _0"></span>2023 <span class="_ _0"></span>roku, co <span class="_ _0"></span>także <span class="_ _0"></span>przyczyniło się </div><div class="t m0 x1 h10 y5ed ff8 fs4 fc2 sc0 ls0 ws0">do zmniejszenia wypływów finansowych w tym obszarze. <span class="ff6"> </span></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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">100<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff8 fs4 fc2 sc0 ls0 ws0">Dla  pełnego <span class="_ _14"> </span>obrazu <span class="_ _14"> </span>przepływów <span class="_ _14"> </span>pieniężnych  w <span class="_ _14"> </span>Grupie <span class="_ _14"> </span>w  20<span class="_ _0"></span>24 <span class="_ _14"> </span>roku  należy <span class="_ _14"> </span>przeanalizować <span class="_ _14"> </span>również  z<span class="_ _0"></span>mianę  środków <span class="_ _14"> </span>pieniężnych <span class="_ _14"> </span>z </div><div class="t m0 x1 h10 y28d ff8 fs4 fc2 sc0 ls0 ws0">uwzględnieniem <span class="_ _10"></span>kre<span class="_ _0"></span>dytów w <span class="_ _10"></span>rachunku bieżącym. <span class="_ _10"></span>Saldo środków <span class="_ _1"></span>pieniężnych <span class="_ _10"></span>oraz<span class="_ _0"></span> kr<span class="_ _1"></span>edytów w <span class="_ _1"></span>rachunku <span class="_ _10"></span>bieżącym w tym <span class="_ _10"></span>okresie <span class="_ _1"></span>zmniej<span class="_ _0"></span>szyło </div><div class="t m0 x1 h10 y28e ff8 fs4 fc2 sc0 ls38 ws0">się<span class="ff6 ls0"> <span class="ff8">z nadwyżki netto w wysokości 111 719 tys. zł</span> <span class="ff8">do poz<span class="_ _0"></span>iomu 30 056 tys. zł</span><span class="ls5">.   </span> </span></div><div class="t m0 x1 h10 y35c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 ye5d ff7 fs5 fc5 sc0 ls11 ws0">7.7.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">ZOBOWIĄZANIA Z TYTUŁU KREDYTÓW POŻYCZEK I LEASINGU <span class="_ _1"></span>ORAZ KREDYTÓW W </span></span></div><div class="t m0 x84 he y6f2 ff5 fs5 fc5 sc0 ls0 ws0">RACHUNKU BIEŻĄCYM<span class="ff7"> </span></div><div class="t m0 x1 h70 ye5e ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _63"> </span> <span class="_ _63"> </span><span class="ff13 fc5">Analiza umów kredytowych i pożyczek na dzień 3<span class="ff14">1.12.202<span class="_ _0"></span>4 rok </span></span></div></div><div class="c x1 y2ce wc6 hf0"><div class="t m0 xa h1b ye5f ff9 fsa fc2 sc0 ls0 ws0">w tysiącach </div><div class="t m0 xa h1b ye60 ff9 fsa fc2 sc0 ls0 ws0">złotych<span class="ffa"> </span></div></div><div class="c x6 y2ce wc7 hf0"><div class="t m0 xa hf1 ye60 ff6 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x146 y2ce w70 hf0"><div class="t m0 xa hf1 ye60 ff6 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x10f y2ce wc8 hf0"><div class="t m0 xa hf1 ye60 ff6 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x147 y2ce wc9 hf0"><div class="t m0 xa hf1 ye60 ff6 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x148 y2ce wca hf0"><div class="t m0 xa hf1 ye60 ff6 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x149 y2ce wcb hf0"><div class="t m0 xa hf1 ye60 ff6 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x94 y2ce wcc hf0"><div class="t m0 xa hf1 ye60 ff6 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x14a y2ce wcd hf0"><div class="t m0 xa hf1 ye60 ff6 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x123 y2ce wce hf0"><div class="t m0 xa hf1 ye60 ff6 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x36 y2ce wcf hf0"><div class="t m0 xa hf1 ye60 ff6 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x12a y2ce wcd hf0"><div class="t m0 xa hf1 ye60 ff6 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x1 y47b wc6 hf2"><div class="t m0 x16 hf3 ye61 ff7 fsa fc2 sc0 ls0 ws0">Rodzaj </div><div class="t m0 x53 hf3 ye62 ff5 fsa fc2 sc0 ls0 ws0">zobowiązania<span class="ff7"> </span></div></div><div class="c x6 y47b wc7 hf2"><div class="t m0 x54 hf3 ye63 ff7 fsa fc2 sc0 ls0 ws0">Nazwa </div><div class="t m0 x4b hf3 ye61 ff7 fsa fc2 sc0 ls0 ws0">firmy </div><div class="t m0 x134 hf3 ye62 ff5 fsa fc2 sc0 ls0 ws0">finansując</div><div class="t m0 x5e hf3 y306 ff7 fsa fc2 sc0 ls45 ws0">ej<span class="ls0"> </span></div></div><div class="c x146 y47b w70 hf2"><div class="t m0 x16 hf3 y8c3 ff7 fsa fc2 sc0 ls0 ws0">Cel </div></div><div class="c x10f y47b wc8 hf2"><div class="t m0 x55 hf3 ye61 ff7 fsa fc2 sc0 ls0 ws0">Data </div><div class="t m0 x134 hf3 ye62 ff7 fsa fc2 sc0 ls0 ws0">udzielenia </div></div><div class="c x147 y47b wc9 hf2"><div class="t m0 x134 hf3 ye63 ff5 fsa fc2 sc0 ls0 ws0">Termin spłaty </div><div class="t m0 x50 hf3 ye61 ff7 fsa fc2 sc0 ls0 ws0">/ okres </div><div class="t m0 xa hf3 ye62 ff5 fsa fc2 sc0 ls0 ws0">obowiązywan</div><div class="t m0 x134 hf3 y306 ff7 fsa fc2 sc0 ls0 ws0">ia umowy do: </div></div><div class="c x148 y47b wca hf2"><div class="t m0 x55 hf3 y8c3 ff7 fsa fc2 sc0 ls0 ws0">Waluta </div></div><div class="c x149 y47b wcb hf2"><div class="t m0 xa hf3 ye61 ff7 fsa fc2 sc0 ls0 ws0">Oprocentowan</div><div class="t m0 x98 hf3 ye62 ff7 fsa fc2 sc0 ls46 ws0">ie<span class="ls0"> </span></div></div><div class="c x94 y47b wcc hf2"><div class="t m0 x53 hf3 ye64 ff7 fsa fc2 sc0 ls0 ws0">Instrument </div><div class="t m0 x134 hf3 y8c3 ff5 fsa fc2 sc0 ls0 ws0">zabezpieczają</div><div class="t m0 xc hf3 ye65 ff7 fsa fc2 sc0 ls47 ws0">cy<span class="ls0"> </span></div></div><div class="c x14a y47b wcd hf2"><div class="t m0 x8c hf3 y211 ff5 fsa fc2 sc0 ls0 ws0">Wartość </div><div class="t m0 x3f hf3 ye63 ff7 fsa fc2 sc0 ls0 ws0">bilansow</div><div class="t m0 x55 hf3 ye61 ff7 fsa fc2 sc0 ls0 ws0">a na </div><div class="t m0 x4f hf3 ye62 ff5 fsa fc2 sc0 ls0 ws0">dzień </div><div class="t m0 xa hf3 y306 ff7 fsa fc2 sc0 ls0 ws0">31.12.202</div><div class="t m0 x56 hf3 y549 ff7 fsa fc2 sc0 ls0 ws0">4 </div></div><div class="c x123 y47b wce hf2"><div class="t m0 x53 hf3 ye64 ff5 fsa fc2 sc0 ls0 ws0">Część </div><div class="t m0 x134 hf3 y8c3 ff5 fsa fc2 sc0 ls0 ws0">długote</div><div class="t m0 x50 hf3 ye65 ff7 fsa fc2 sc0 ls48 ws0">r.<span class="ls0"> </span></div></div><div class="c x36 y47b wcf hf2"><div class="t m0 x52 hf3 ye64 ff5 fsa fc2 sc0 ls0 ws0">Część </div><div class="t m0 x134 hf3 y8c3 ff5 fsa fc2 sc0 ls0 ws0">krótkote</div><div class="t m0 x75 hf3 ye65 ff7 fsa fc2 sc0 ls48 ws0">r.<span class="ls0"> </span></div></div><div class="c x12a y47b wcd hf2"><div class="t m0 x8c hf3 y211 ff5 fsa fc2 sc0 ls0 ws0">Wartość </div><div class="t m0 x3f hf3 ye63 ff7 fsa fc2 sc0 ls0 ws0">bilansow</div><div class="t m0 x55 hf3 ye61 ff7 fsa fc2 sc0 ls0 ws0">a na </div><div class="t m0 x4f hf3 ye62 ff5 fsa fc2 sc0 ls0 ws0">dzień </div><div class="t m0 xa hf3 y306 ff7 fsa fc2 sc0 ls0 ws0">31.12.202</div><div class="t m0 x56 hf3 y549 ff7 fsa fc2 sc0 ls0 ws0">3 </div></div><div class="c x1 y5b9 wc6 hf4"><div class="t m0 x107 hf1 ye66 ff6 fsa fc2 sc0 ls0 ws0">Umowa </div><div class="t m0 x2 hf1 y243 ff6 fsa fc2 sc0 ls0 ws0">finansow<span class="_ _0"></span>ania z </div><div class="t m0 x4b hf1 ye5f ff6 fsa fc2 sc0 ls0 ws0">konsorcjum </div><div class="t m0 x3f hf1 y2f5 ff8 fsa fc2 sc0 ls0 ws0">banków, w<span class="_ _0"></span> tym:<span class="ff6"> </span></div></div><div class="c x6 y5b9 wc7 hf4"><div class="t m0 x16 hf3 ye67 ff7 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x146 y5b9 w70 hf4"><div class="t m0 x98 hf3 ye67 ff7 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x10f y5b9 wc8 hf4"><div class="t m0 x16 hf3 ye67 ff7 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x147 y5b9 wc9 hf4"><div class="t m0 x43 hf3 ye67 ff7 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x148 y5b9 wca hf4"><div class="t m0 x14 hf3 ye67 ff7 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x149 y5b9 wcb hf4"><div class="t m0 x9c hf3 ye67 ff7 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x94 y5b9 wcc hf4"><div class="t m0 x43 hf3 ye67 ff7 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x14a y5b9 wcd hf4"><div class="t m0 x107 hf3 ye67 ff7 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x123 y5b9 wce hf4"><div class="t m0 x75 hf1 ye67 ff6 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x36 y5b9 wcf hf4"><div class="t m0 x56 hf1 ye67 ff6 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x12a y5b9 wcd hf4"><div class="t m0 x107 hf3 ye67 ff7 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x1 y598 wc6 hf5"><div class="t m0 x56 hf1 y30f ff6 fsa fc2 sc0 ls0 ws0">Kredyt B </div></div><div class="c x6 ye68 wc7 hf6"><div class="t m0 x54 hf1 y808 ff6 fsa fc2 sc0 ls0 ws0">mBank </div><div class="t m0 x50 hf1 ye69 ff6 fsa fc2 sc0 ls49 ws0">S.A.<span class="ls0"> </span></div><div class="t m0 x134 hf1 y779 ff6 fsa fc2 sc0 ls0 ws0">Pekao S.A. </div><div class="t m0 x52 hf1 ye6a ff6 fsa fc2 sc0 ls0 ws0">PKO BP </div><div class="t m0 x50 hf1 ye6b ff6 fsa fc2 sc0 ls49 ws0">S.A.<span class="ls0"> </span></div><div class="t m0 x53 hf1 ye6c ff6 fsa fc2 sc0 ls0 ws0">Haitong </div><div class="t m0 x8c hf1 ye6d ff6 fsa fc2 sc0 ls0 ws0">Bank S.A. </div></div><div class="c x146 ye68 w70 hf6"><div class="t m0 x3f hf1 ye6e ff6 fsa fc2 sc0 ls0 ws0">sfinansowan<span class="_ _0"></span>i</div><div class="t m0 x4f hf1 ye6f ff6 fsa fc2 sc0 ls0 ws0">e nabycia </div><div class="t m0 x53 hf1 y261 ff6 fsa fc2 sc0 ls0 ws0">akcji Lotos </div><div class="t m0 xbd hf1 ye70 ff6 fsa fc2 sc0 ls0 ws0">Terminale + </div><div class="t m0 xa hf1 ye71 ff6 fsa fc2 sc0 ls0 ws0">refinansowa<span class="_ _0"></span>n</div><div class="t m0 x3f hf1 yabe ff8 fsa fc2 sc0 ls0 ws0">ie zadłużenia<span class="ff6"> </span></div></div><div class="c x10f ye68 wc8 hf6"><div class="t m0 x3f hf1 ye6e ff6 fsa fc2 sc0 ls0 ws0">12.01.202</div><div class="t m0 x3f hf1 ye6f ff6 fsa fc2 sc0 ls4a ws0">2 <span class="ls0">(aneksy: </span></div><div class="t m0 x3f hf1 y261 ff6 fsa fc2 sc0 ls0 ws0">30.09.202</div><div class="t m0 x56 hf1 ye70 ff6 fsa fc2 sc0 ls0 ws0">2 i </div><div class="t m0 x3f hf1 ye71 ff6 fsa fc2 sc0 ls0 ws0">21.09.202</div><div class="t m0 x56 hf1 yabe ff6 fsa fc2 sc0 ls4a ws0">2)<span class="ls0"> </span></div></div><div class="c x147 y598 wc9 hf5"><div class="t m0 x53 hf1 y30f ff6 fsa fc2 sc0 ls0 ws0">31.12.2028 </div></div><div class="c x148 ye68 wca hf6"><div class="t m0 x5e hf1 ye6a ff6 fsa fc2 sc0 ls0 ws0">PLN </div></div><div class="c x149 ye68 wcb hf6"><div class="t m0 x50 hf1 y779 ff6 fsa fc2 sc0 ls0 ws0">zmienne  </div><div class="t m0 x4f hf1 ye6a ff6 fsa fc2 sc0 ls0 ws0">3M WIBOR </div><div class="t m0 x131 hf1 ye6b ff6 fsa fc2 sc0 ls0 ws0"> <span class="ff8">+ marża *</span> </div></div><div class="c x94 y598 wcc hf5"><div class="t m0 x43 hf1 y30f ff6 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x14a y598 wcd hf5"><div class="t m0 x50 hf3 y30f ff7 fsa fc2 sc0 ls0 ws0">66 030 </div></div><div class="c x123 y598 wce hf5"><div class="t m0 x53 hf1 y30f ff6 fsa fc2 sc0 ls0 ws0">66 030 </div></div><div class="c x36 y598 wcf hf5"><div class="t m0 x5f hf1 y30f ff6 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x12a y598 wcd hf5"><div class="t m0 x50 hf3 y30f ff7 fsa fc2 sc0 ls0 ws0">65 919 </div></div><div class="c x1 ya02 wc6 hf7"><div class="t m0 x56 hf1 ye72 ff6 fsa fc2 sc0 ls0 ws0">Kredyt C </div></div><div class="c x147 ya02 wc9 hf7"><div class="t m0 x53 hf1 yc78 ff6 fsa fc2 sc0 ls0 ws0">29.12.2028 </div><div class="t m0 x134 hf1 yd9c ff6 fsa fc2 sc0 ls0 ws0">kwartalnie od </div><div class="t m0 xa hf1 ye67 ff8 fsa fc2 sc0 ls0 ws0">września 2023 </div><div class="t m0 x107 hf1 y2f4 ff6 fsa fc2 sc0 ls0 ws0">roku </div></div><div class="c x94 ya02 wcc hf7"><div class="t m0 x11e hf1 ye72 ff6 fsa fc2 sc0 ls0 ws0">IRS  </div></div><div class="c x14a ya02 wcd hf7"><div class="t m0 x50 hf3 ye72 ff7 fsa fc2 sc0 ls0 ws0">68 078 </div></div><div class="c x123 ya02 wce hf7"><div class="t m0 x53 hf1 ye72 ff6 fsa fc2 sc0 ls0 ws0">53 016 </div></div><div class="c x36 ya02 wcf hf7"><div class="t m0 x131 hf1 ye72 ff6 fsa fc2 sc0 ls0 ws0">15 062 </div></div><div class="c x12a ya02 wcd hf7"><div class="t m0 x50 hf3 ye72 ff7 fsa fc2 sc0 ls0 ws0">80 667 </div></div><div class="c x1 ye68 wc6 hf7"><div class="t m0 x54 hf1 y243 ff6 fsa fc2 sc0 ls0 ws0">Kredyt D - <span class="ls4b">T1</span> </div></div><div class="c x147 ye68 wc9 hf7"><div class="t m0 x53 hf1 yc78 ff6 fsa fc2 sc0 ls0 ws0">30.06.2028 </div><div class="t m0 x134 hf1 yd9c ff6 fsa fc2 sc0 ls0 ws0">kwartalnie od </div><div class="t m0 xa hf1 ye67 ff8 fsa fc2 sc0 ls0 ws0">września 2024 </div><div class="t m0 x107 hf1 y565 ff6 fsa fc2 sc0 ls0 ws0">roku </div></div><div class="c x94 ye68 wcc hf7"><div class="t m0 x43 hf1 y243 ff6 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x14a ye68 wcd hf7"><div class="t m0 x50 hf3 y243 ff7 fsa fc2 sc0 ls0 ws0">79 627 </div></div><div class="c x123 ye68 wce hf7"><div class="t m0 x53 hf1 y243 ff6 fsa fc2 sc0 ls0 ws0">79 627 </div></div><div class="c x36 ye68 wcf hf7"><div class="t m0 x5f hf1 y243 ff6 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x12a ye68 wcd hf7"><div class="t m0 x50 hf3 y243 ff7 fsa fc2 sc0 ls0 ws0">79 059 </div></div><div class="c x1 ye73 wc6 hf0"><div class="t m0 x16 hf1 ye5f ff6 fsa fc2 sc0 ls0 ws0">Kredyt </div><div class="t m0 x52 hf1 ye60 ff6 fsa fc2 sc0 ls0 ws0">revolvingowy<span class="_ _0"></span> </div></div><div class="c x6 ye73 wc7 hf0"><div class="t m0 x16 hf1 y565 ff6 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x146 ye73 w70 hf0"><div class="t m0 x98 hf1 y565 ff6 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x10f ye73 wc8 hf0"><div class="t m0 x16 hf1 y565 ff6 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x147 ye73 wc9 hf0"><div class="t m0 x2 hf1 y565 ff6 fsa fc2 sc0 ls0 ws0">31.12.2028  </div></div><div class="c x148 ye73 wca hf0"><div class="t m0 x14 hf1 y565 ff6 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x149 ye73 wcb hf0"><div class="t m0 x9c hf1 y565 ff6 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x94 ye73 wcc hf0"><div class="t m0 x43 hf1 y565 ff6 fsa fc2 sc0 ls0 ws0">  </div></div><div class="c x14a ye73 wcd hf0"><div class="t m0 x37 hf3 y565 ff7 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x123 ye73 wce hf0"><div class="t m0 xe hf1 y565 ff6 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x36 ye73 wcf hf0"><div class="t m0 x5f hf1 y565 ff6 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x12a ye73 wcd hf0"><div class="t m0 x37 hf3 y565 ff7 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x1 ye74 wc6 hf8"><div class="t m0 x16 hf1 ye75 ff6 fsa fc2 sc0 ls0 ws0">Kredyt </div><div class="t m0 xbd hf1 ye76 ff6 fsa fc2 sc0 ls0 ws0">odnawialny / w </div><div class="t m0 x75 hf1 ye77 ff6 fsa fc2 sc0 ls0 ws0">rachunku </div><div class="t m0 x75 hf1 y565 ff8 fsa fc2 sc0 ls0 ws0">bieżącym<span class="ff6"> </span></div></div><div class="c x6 ye74 wc7 hf8"><div class="t m0 x3f hf1 ye76 ff8 fsa fc2 sc0 ls0 ws0">BOŚ Bank </div><div class="t m0 x50 hf1 ye77 ff6 fsa fc2 sc0 ls49 ws0">S.A.<span class="ls0"> </span></div></div><div class="c x146 ye74 w70 hf8"><div class="t m0 x134 hf1 ye78 ff6 fsa fc2 sc0 ls0 ws0">finansow<span class="_ _0"></span>anie </div><div class="t m0 x55 hf1 ye79 ff8 fsa fc2 sc0 ls0 ws0">bieżącej </div><div class="t m0 xbd hf1 ye7a ff8 fsa fc2 sc0 ls0 ws0">działalności<span class="ff6"> </span></div></div><div class="c x10f ye74 wc8 hf8"><div class="t m0 x3f hf1 ye76 ff6 fsa fc2 sc0 ls0 ws0">20.06.202</div><div class="t m0 x107 hf1 ye77 ff6 fsa fc2 sc0 ls0 ws0">3 </div></div><div class="c x147 ye74 wc9 hf8"><div class="t m0 xbd hf1 ye79 ff8 fsa fc2 sc0 ls0 ws0"> <span class="ff6"> 19.06.2025 </span></div></div><div class="c x148 ye74 wca hf8"><div class="t m0 x56 hf1 ye79 ff6 fsa fc2 sc0 ls0 ws0">PLN  </div></div><div class="c x149 ye74 wcb hf8"><div class="t m0 x50 hf1 ye78 ff6 fsa fc2 sc0 ls0 ws0">zmienne </div><div class="t m0 x2 hf1 ye79 ff6 fsa fc2 sc0 ls0 ws0">3M WIBOR + <span class="_ _0"></span> </div><div class="t m0 x107 hf1 ye7a ff8 fsa fc2 sc0 ls0 ws0">marża <span class="ff6"> </span></div></div><div class="c x94 ye74 wcc hf8"><div class="t m0 x10 hf1 ye79 ff6 fsa fc2 sc0 ls0 ws0">brak </div></div><div class="c x14a ye74 wcd hf8"><div class="t m0 x50 hf3 ye79 ff7 fsa fc2 sc0 ls0 ws0">47 229 </div></div><div class="c x123 ye74 wce hf8"><div class="t m0 xe hf1 ye79 ff6 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x36 ye74 wcf hf8"><div class="t m0 x131 hf1 ye79 ff6 fsa fc2 sc0 ls0 ws0">47 229 </div></div><div class="c x12a ye74 wcd hf8"><div class="t m0 x54 hf3 ye79 ff7 fsa fc2 sc0 ls0 ws0">104 286 </div></div><div class="c x1 ye7b wc6 h4d"><div class="t m0 x16 hf1 ye7c ff6 fsa fc2 sc0 ls0 ws0">Kredyt </div><div class="t m0 xbd hf1 yb65 ff6 fsa fc2 sc0 ls0 ws0">parasolowy / w </div><div class="t m0 x75 hf1 ye7d ff6 fsa fc2 sc0 ls0 ws0">rachunku </div><div class="t m0 x75 hf1 y194 ff8 fsa fc2 sc0 ls0 ws0">bieżącym<span class="ff6"> </span></div></div><div class="c x6 ye7b wc7 h4d"><div class="t m0 x55 hf1 ye7e ff6 fsa fc2 sc0 ls0 ws0">Bank </div><div class="t m0 x3f hf1 ye7f ff6 fsa fc2 sc0 ls0 ws0">Millenium </div><div class="t m0 x50 hf1 ye80 ff6 fsa fc2 sc0 ls49 ws0">S.A. <span class="ls0"> </span></div></div><div class="c x146 ye7b w70 h4d"><div class="t m0 x134 hf1 ye7e ff6 fsa fc2 sc0 ls0 ws0">finansow<span class="_ _0"></span>anie </div><div class="t m0 x55 hf1 ye7f ff8 fsa fc2 sc0 ls0 ws0">bieżącej </div><div class="t m0 xbd hf1 ye80 ff8 fsa fc2 sc0 ls0 ws0">działalności<span class="ff6"> </span></div></div><div class="c x10f ye7b wc8 h4d"><div class="t m0 x3f hf1 yb65 ff6 fsa fc2 sc0 ls0 ws0">25.11.201</div><div class="t m0 x107 hf1 ye7d ff6 fsa fc2 sc0 ls0 ws0">9 </div></div><div class="c x147 ye7b wc9 h4d"><div class="t m0 x53 hf1 ye7f ff6 fsa fc2 sc0 ls0 ws0">20.03.2025 </div></div><div class="c x148 ye7b wca h4d"><div class="t m0 x54 hf1 yb65 ff6 fsa fc2 sc0 ls0 ws0">PLN/EUR </div><div class="t m0 x34 hf1 ye7d ff6 fsa fc2 sc0 ls0 ws0">/USD  </div></div><div class="c x149 ye7b wcb h4d"><div class="t m0 x50 hf1 yacc ff6 fsa fc2 sc0 ls0 ws0">zmienne </div><div class="t m0 x53 hf1 ye7e ff6 fsa fc2 sc0 ls0 ws0">1M WIBOR / </div><div class="t m0 x131 hf1 ye7f ff6 fsa fc2 sc0 ls0 ws0">EURIBOR / </div><div class="t m0 x4f hf1 ye80 ff6 fsa fc2 sc0 ls0 ws0">SOFR ON +  </div><div class="t m0 x107 hf1 ye81 ff8 fsa fc2 sc0 ls0 ws0">marża <span class="ff6"> </span></div></div><div class="c x94 ye7b wcc h4d"><div class="t m0 x10 hf1 ye7f ff6 fsa fc2 sc0 ls0 ws0">brak </div></div><div class="c x14a ye7b wcd h4d"><div class="t m0 x50 hf3 ye7f ff7 fsa fc2 sc0 ls0 ws0">31 834 </div></div><div class="c x123 ye7b wce h4d"><div class="t m0 xe hf1 ye7f ff6 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x36 ye7b wcf h4d"><div class="t m0 x131 hf1 ye7f ff6 fsa fc2 sc0 ls0 ws0">31 834 </div></div><div class="c x12a ye7b wcd h4d"><div class="t m0 x50 hf3 ye7f ff7 fsa fc2 sc0 ls0 ws0">25 022 </div></div><div class="c x1 ye82 wc6 hf7"><div class="t m0 x9f hf1 yccc ff6 fsa fc2 sc0 ls0 ws0">Kredyt w </div><div class="t m0 x75 hf1 y243 ff6 fsa fc2 sc0 ls0 ws0">rachunku </div><div class="t m0 x75 hf1 y239 ff8 fsa fc2 sc0 ls0 ws0">bieżącym<span class="ff6"> </span></div></div><div class="c x6 ye82 wc7 hf7"><div class="t m0 x54 hf1 yd9c ff6 fsa fc2 sc0 ls0 ws0">mBank </div><div class="t m0 x50 hf1 ye67 ff6 fsa fc2 sc0 ls49 ws0">S.A.<span class="ls0"> </span></div></div><div class="c x146 ye82 w70 hf7"><div class="t m0 x134 hf1 yccc ff6 fsa fc2 sc0 ls0 ws0">finansow<span class="_ _0"></span>anie </div><div class="t m0 x55 hf1 y243 ff8 fsa fc2 sc0 ls0 ws0">bieżącej </div><div class="t m0 xbd hf1 y239 ff8 fsa fc2 sc0 ls0 ws0">działalności<span class="ff6"> </span></div></div><div class="c x10f ye82 wc8 hf7"><div class="t m0 x3f hf1 yd9c ff6 fsa fc2 sc0 ls0 ws0">29.12.202</div><div class="t m0 x5e hf1 ye67 ff6 fsa fc2 sc0 ls0 ws0">1  </div></div><div class="c x147 ye82 wc9 hf7"><div class="t m0 x2 hf1 y243 ff6 fsa fc2 sc0 ls0 ws0"> 14.02.2025 </div></div><div class="c x148 ye82 wca hf7"><div class="t m0 x56 hf1 y243 ff6 fsa fc2 sc0 ls0 ws0">PLN  </div></div><div class="c x149 ye82 wcb hf7"><div class="t m0 x50 hf1 yccc ff6 fsa fc2 sc0 ls0 ws0">zmienne </div><div class="t m0 x2 hf1 y243 ff6 fsa fc2 sc0 ls0 ws0">1M WIBOR + </div><div class="t m0 x107 hf1 y239 ff8 fsa fc2 sc0 ls0 ws0">marża <span class="ff6"> </span></div></div><div class="c x94 ye82 wcc hf7"><div class="t m0 x10 hf1 y243 ff6 fsa fc2 sc0 ls0 ws0">brak </div></div><div class="c x14a ye82 wcd hf7"><div class="t m0 x37 hf3 y243 ff7 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x123 ye82 wce hf7"><div class="t m0 xe hf1 y243 ff6 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x36 ye82 wcf hf7"><div class="t m0 x5f hf1 y243 ff6 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x12a ye82 wcd hf7"><div class="t m0 x37 hf3 y243 ff7 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x1 yf4 wc6 hf9"><div class="t m0 x16 hf1 ye83 ff6 fsa fc2 sc0 ls0 ws0">Kredyt </div><div class="t m0 x2 hf1 ye84 ff6 fsa fc2 sc0 ls0 ws0">rewolwingowy </div></div><div class="c x6 yf4 wc7 hf9"><div class="t m0 x54 hf1 ye83 ff6 fsa fc2 sc0 ls0 ws0">mBank </div><div class="t m0 x50 hf1 ye84 ff6 fsa fc2 sc0 ls49 ws0">S.A.<span class="ls0"> </span></div></div><div class="c x146 yf4 w70 hf9"><div class="t m0 x134 hf1 ye85 ff6 fsa fc2 sc0 ls0 ws0">finansow<span class="_ _0"></span>anie </div><div class="t m0 x3f hf1 y545 ff6 fsa fc2 sc0 ls0 ws0">zakupu oleju </div><div class="t m0 x3f hf1 y547 ff8 fsa fc2 sc0 ls0 ws0">napędowego<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x10f yf4 wc8 hf9"><div class="t m0 x3f hf1 y545 ff6 fsa fc2 sc0 ls0 ws0">7.07.2015 </div></div><div class="c x147 yf4 wc9 hf9"><div class="t m0 x53 hf1 y545 ff6 fsa fc2 sc0 ls0 ws0">14.02.2025 </div></div><div class="c x148 yf4 wca hf9"><div class="t m0 x5e hf1 y545 ff6 fsa fc2 sc0 ls0 ws0">USD </div></div><div class="c x149 yf4 wcb hf9"><div class="t m0 x50 hf1 ye85 ff6 fsa fc2 sc0 ls0 ws0">zmienne </div><div class="t m0 x4f hf1 y545 ff6 fsa fc2 sc0 ls0 ws0">SOFR ON + </div><div class="t m0 x107 hf1 y547 ff8 fsa fc2 sc0 ls0 ws0">marża <span class="ff6"> </span></div></div><div class="c x94 yf4 wcc hf9"><div class="t m0 x10 hf1 y545 ff6 fsa fc2 sc0 ls0 ws0">brak </div></div><div class="c x14a yf4 wcd hf9"><div class="t m0 x37 hf3 y545 ff7 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x123 yf4 wce hf9"><div class="t m0 xe hf1 y545 ff6 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x36 yf4 wcf hf9"><div class="t m0 x5f hf1 y545 ff6 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x12a yf4 wcd hf9"><div class="t m0 x54 hf3 y545 ff7 fsa fc2 sc0 ls0 ws0">169 205 </div></div><div class="c x1 ye86 wc6 hfa"><div class="t m0 x16 hf1 yce0 ff6 fsa fc2 sc0 ls0 ws0">Kredyt </div><div class="t m0 x55 hf1 ye87 ff6 fsa fc2 sc0 ls0 ws0">parasolowy </div></div><div class="c x6 ye86 wc7 hfa"><div class="t m0 x54 hf1 yce0 ff6 fsa fc2 sc0 ls0 ws0">mBank </div><div class="t m0 x50 hf1 ye87 ff6 fsa fc2 sc0 ls49 ws0">S.A.<span class="ls0">  </span></div></div><div class="c x146 ye86 w70 hfa"><div class="t m0 x134 hf1 ye88 ff6 fsa fc2 sc0 ls0 ws0">finansow<span class="_ _0"></span>anie </div><div class="t m0 x55 hf1 ye89 ff8 fsa fc2 sc0 ls0 ws0">bieżącej </div><div class="t m0 xbd hf1 ye8a ff8 fsa fc2 sc0 ls0 ws0">działalności<span class="ff6"> </span></div></div><div class="c x10f ye86 wc8 hfa"><div class="t m0 x3f hf1 yce0 ff6 fsa fc2 sc0 ls0 ws0">07.11.202</div><div class="t m0 x107 hf1 ye87 ff6 fsa fc2 sc0 ls0 ws0">4 </div></div><div class="c x147 ye86 wc9 hfa"><div class="t m0 x53 hf1 ye89 ff6 fsa fc2 sc0 ls0 ws0">15.04.2025 </div></div><div class="c x148 ye86 wca hfa"><div class="t m0 x134 hf1 yce0 ff6 fsa fc2 sc0 ls0 ws0">PLN/EUR/US</div><div class="t m0 x11e hf1 ye87 ff6 fsa fc2 sc0 ls0 ws0">D  </div></div><div class="c x149 ye86 wcb hfa"><div class="t m0 x53 hf1 ye8b ff6 fsa fc2 sc0 ls0 ws0">zmienne 1M </div><div class="t m0 x50 hf1 ye8c ff6 fsa fc2 sc0 ls0 ws0">WIBOR / </div><div class="t m0 x131 hf1 yce0 ff6 fsa fc2 sc0 ls0 ws0">EURIBOR / </div><div class="t m0 x131 hf1 ye87 ff6 fsa fc2 sc0 ls0 ws0">SOFR ON / </div><div class="t m0 x2 hf1 y194 ff6 fsa fc2 sc0 ls0 ws0">WIBOR ON + <span class="_ _0"></span> </div><div class="t m0 x5e hf1 y2bc ff8 fsa fc2 sc0 ls0 ws0">marża<span class="ff6"> </span></div></div><div class="c x94 ye86 wcc hfa"><div class="t m0 x10 hf1 ye89 ff6 fsa fc2 sc0 ls0 ws0">brak </div></div><div class="c x14a ye86 wcd hfa"><div class="t m0 x54 hf3 ye89 ff7 fsa fc2 sc0 ls0 ws0">262 326 </div></div><div class="c x123 ye86 wce hfa"><div class="t m0 xe hf1 ye89 ff6 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x36 ye86 wcf hfa"><div class="t m0 x2 hf1 ye89 ff6 fsa fc2 sc0 ls0 ws0">262 326 </div></div><div class="c x12a ye86 wcd hfa"><div class="t m0 x37 hf3 ye89 ff7 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y1bc wc6 h91"><div class="t m0 x5f hf3 y0 ff7 fsa fc2 sc0 ls0 ws0"> </div></div><div class="c x6 y1bc wc7 h91"><div class="t m0 xa hf1 y0 ff6 fsa fc2 sc0 ls0 ws0"> </div></div><div class="c x146 y1bc w70 h91"><div class="t m0 xa hf1 y0 ff6 fsa fc2 sc0 ls0 ws0"> </div></div><div class="c x10f y1bc wc8 h91"><div class="t m0 xa hf1 y0 ff6 fsa fc2 sc0 ls0 ws0"> </div></div><div class="c x147 y1bc wc9 h91"><div class="t m0 xa hf1 y0 ff6 fsa fc2 sc0 ls0 ws0"> </div></div><div class="c x148 y1bc wca h91"><div class="t m0 xa hf1 y0 ff6 fsa fc2 sc0 ls0 ws0"> </div></div><div class="c x149 y1bc wcb h91"><div class="t m0 xa hf1 y0 ff6 fsa fc2 sc0 ls0 ws0"> </div></div><div class="c x94 y1bc wcc h91"><div class="t m0 xa hf1 y0 ff6 fsa fc2 sc0 ls0 ws0"> </div></div><div class="c x14a y1bc wcd h91"><div class="t m0 xa hf1 y0 ff6 fsa fc2 sc0 ls0 ws0"> </div></div><div class="c x123 y1bc wce h91"><div class="t m0 xa hf1 y0 ff6 fsa fc2 sc0 ls0 ws0"> </div></div><div class="c x36 y1bc wcf h91"><div class="t m0 xa hf1 y0 ff6 fsa fc2 sc0 ls0 ws0"> </div></div><div class="c x12a y1bc wcd h91"><div class="t m0 xa hf1 y0 ff6 fsa fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 ye8d ff6 fs4 fc2 sc0 ls0 ws0">W  <span class="ff8">okresie  objętym  skonsolidowanym  raportem  rocznym,  jak  również  po  dniu  sprawozdawczym,  Grupa  Emitenta  wywiązywała  się  z </span></div><div class="t m0 x1 h10 ye8e ff8 fs4 fc2 sc0 ls0 ws0">obowiązku spłaty zobowiązań finansowych, zarówno rat kapitałowych, jak i odsetk<span class="_ _1"></span>owych. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 ye8f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y8f ff8 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _10"></span>31.12.2024 aktywna <span class="_ _10"></span>pozostawała <span class="_ _1"></span>Umowa <span class="_ _10"></span>Kredytu <span class="_ _1"></span>parasolowego <span class="_ _1"></span>zawarta <span class="_ _10"></span>z mBan<span class="_ _1"></span>k <span class="_ _10"></span>S.A., przezn<span class="_ _1"></span>aczona <span class="_ _1"></span>na <span class="_ _10"></span>bieżące fin<span class="_ _1"></span>ansowanie <span class="_ _10"></span>oraz spłatę </div><div class="t m0 x1 h10 ya16 ff8 fs4 fc2 sc0 ls0 ws0">kredytu w rachunku bieżącym oraz kredytu re<span class="_ _1"></span>wolwingowego w mBanku. Termin zapadalności został określony na 15.04.2025 r.  <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y473 ff6 fs4 fc2 sc0 ls0 ws0"> </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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">101<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h22 yab ff7 fs4 fc2 sc0 ls0 ws0">Po dniu bilansowym: </div><div class="t m0 x1 h10 y12c ff6 fs4 fc2 sc0 ls0 ws0"> Dnia 19.02.2025 <span class="_ _0"></span>umowa <span class="_ _0"></span>ta <span class="_ _0"></span><span class="ff8">została <span class="_ _0"></span>aneksowana, a <span class="_ _0"></span>w <span class="_ _0"></span>następstwie tego <span class="_ _0"></span>zdarzenia Unimot <span class="_ _0"></span>SA <span class="_ _0"></span>zawarł now<span class="_ _0"></span>ą <span class="_ _0"></span>indywidualn<span class="_ _1"></span>ą <span class="_ _0"></span>Umowę <span class="_ _0"></span>o <span class="_ _0"></span>kredyt w </span></div><div class="t m0 x1 h10 y12d ff8 fs4 fc2 sc0 ls0 ws0">rachunku <span class="_ _12"> </span>bieżącym  nr <span class="_ _12"> </span>22/002/25/Z/V<span class="_ _0"></span>V  z <span class="_ _12"> </span>limitem <span class="_ _12"> </span>10  mln <span class="_ _12"> </span>PLN  (od <span class="_ _12"> </span>dnia <span class="_ _12"> </span>21.03.2025  <span class="ff6">-  </span>50 <span class="_ _12"> </span>m<span class="_ _0"></span>ln <span class="_ _12"> </span>P<span class="_ _0"></span>LN).  Z <span class="_ _12"> </span>kolei <span class="_ _12"> </span>cał<span class="_ _0"></span>y  l<span class="_ _1"></span>imit <span class="_ _12"> </span>Umowy  Kredytu </div><div class="t m0 x1 h10 y12e ff6 fs4 fc2 sc0 ls0 ws0">parasolowego 270 <span class="_ _0"></span>mln <span class="_ _0"></span>PLN <span class="_ _0"></span>zos<span class="_ _0"></span><span class="ff8">tał <span class="_ _0"></span>przekierowany do <span class="_ _0"></span>Unimot <span class="_ _0"></span>Paliwa<span class="_ _0"></span></span> <span class="_ _0"></span><span class="ff8">Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o., <span class="_ _0"></span>z <span class="_ _0"></span>zachowaniem <span class="_ _0"></span>sublimitów <span class="_ _0"></span>na <span class="_ _0"></span>gwarancje dla <span class="_ _5"></span>innych s<span class="_ _0"></span>półek <span class="_ _0"></span>z </span></div><div class="t m0 x1 h10 y12f ff6 fs4 fc2 sc0 ls0 ws0">G<span class="ff8">rupy. Termin zapadalności został określony na 15.04.2026 r.</span><span class="ls1d">  </span> </div><div class="t m0 x1 h10 y130 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>dniu <span class="_ _5"></span>21.03.2025 <span class="_ _5"></span>nastąpiła <span class="_ _5"></span>przedterminowa <span class="_ _5"></span>całkowita <span class="_ _5"></span>spłata <span class="_ _5"></span>zobowiązań <span class="_ _5"></span>kredytowych <span class="_ _5"></span>zaciągniętych <span class="_ _5"></span>12 <span class="_ _5"></span>stycznia <span class="_ _6"></span>2022 <span class="_ _0"></span>na <span class="_ _5"></span>sfinanso<span class="_ _0"></span><span class="ff6">w<span class="_ _0"></span>anie </span></div><div class="t m0 x1 h10 y131 ff8 fs4 fc2 sc0 ls0 ws0">zakupu <span class="_ _0"></span>akcji <span class="_ _5"></span>spółki <span class="_ _5"></span>Lotos <span class="_ _5"></span>Terminale <span class="_ _5"></span>S.A. <span class="_ _5"></span>(„Lotos <span class="_ _5"></span>Terminale”). <span class="_ _0"></span>J<span class="_ _0"></span>ednocześnie <span class="_ _0"></span>Emit<span class="_ _0"></span>ent <span class="_ _5"></span>informuje, <span class="_ _0"></span>o <span class="_ _5"></span>z<span class="_ _0"></span>aciągnięciu <span class="_ _0"></span>now<span class="_ _0"></span>ych <span class="_ _0"></span>z<span class="_ _0"></span>obowiąza<span class="_ _5"></span>ń <span class="_ _5"></span>z <span class="_ _5"></span>dniem </div><div class="t m0 x1 h10 y132 ff6 fs4 fc2 sc0 ls0 ws0">03.04.2025:  </div><div class="t m0 x3c h3e y326 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Umowa <span class="_ _12"> </span>limitu <span class="_ _12"> </span>kredytowego <span class="_ _12"> </span>wielocelowego <span class="_ _12"> </span>w  PKO<span class="_ _1"></span> <span class="_ _12"> </span>BP <span class="_ _12"> </span>na <span class="_ _12"> </span>kwotę <span class="_ _12"> </span>150 <span class="_ _12"> </span>mln <span class="_ _12"> </span>PLN,  dla <span class="_ _7"> </span>Unimot <span class="_ _12"> </span>Terminale, <span class="_ _12"> </span>Unimot <span class="_ _12"> </span>Bitumen <span class="_ _12"> </span>oraz </span></span></div><div class="t m0 x3d h10 ye90 ff6 fs4 fc2 sc0 ls0 ws0">RCEkoenergia;  </div><div class="t m0 x3c h3e ye91 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Umbrella Wieloproduktowa w mBanku na kwotę 50 mln PLN, dla Unimot termin<span class="_ _1"></span>ale oraz Unimot Bitumen.<span class="ff6"> <span class="_ _0"></span> </span></span></span></div><div class="t m0 x1 h10 ye92 ff8 fs4 fc2 sc0 ls0 ws0">W d<span class="_ _1"></span>niu 17.02.2025 <span class="_ _10"></span>została uruchomiona lini<span class="_ _1"></span>a kredytowa <span class="_ _10"></span>w<span class="_ _0"></span> Banque <span class="_ _10"></span>de Commerce <span class="_ _1"></span>et de <span class="_ _10"></span>Placeme<span class="_ _0"></span>nts S<span class="_ _1"></span>A <span class="ff6">- Facility A<span class="_ _1"></span>greement, n<span class="_ _1"></span>a finansowanie </span></div><div class="t m0 x1 h10 ye93 ff8 fs4 fc2 sc0 ls0 ws0">bieżących zobowiązań oraz zaliczek te<span class="_ _1"></span>rminowych na zakup towarów i transakcji powiązanych <span class="_ _1"></span>w kwocie 50 mln<span class="_ _1"></span> USD dla Unimot SA<span class="_ _1"></span> <span class="_ _0"></span>z siedzibą </div><div class="t m0 x1 h10 ye94 ff6 fs4 fc2 sc0 ls0 ws0">w Genewie.   </div><div class="t m0 x1 h10 y4b ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 h22 y299 ff5 fs4 fc2 sc0 ls0 ws0">ZABEZPIECZENIA KREDYTÓW I POŻYCZEK WYMIENIONYCH W TABELI POWYŻEJ<span class="ff6">  </span></div><div class="t m0 x3c h4b y6b6 ff6 fs4 fc2 sc0 ls6 ws0">1.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff5">Oświadczenie o poddaniu się egzekucji do kwoty 1,55 mld<span class="_ _1"></span> złotych:<span class="_ _0"></span><span class="ff8"> <span class="ff6">  </span></span></span></span></div><div class="t m0 x3c h3e ye95 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">114,35 mln złotych dotyczy kredytu parasolowego w Banku Mil<span class="_ _1"></span>lennium, <span class="ff6"> <span class="_ _0"></span> </span></span></span></div><div class="t m0 x3c h3e ye96 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">405 mln złotych dotyczy kredytu parasolowego w mBanku, <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e ye00 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">99 mln złotych dotyczy kredytu odnawialnego/w rachunku bieżącym w BOŚ Bank S.A., <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e y47f ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">75 mln złotych dotyczy linii faktoringu odwrotnego w BOŚ Faktoring, <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e ye97 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">75 mln złotych dotyczy linii faktoringu odwrotnego w PKO Faktoring, <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e ye98 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">320 mln złotych dotyczy umowy finansowania z konsorcjum banków, <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e yd34 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">27 mln złotych dotyczy umowy faktoringu odwrotnego w Banku Millenniu<span class="_ _1"></span>m, <span class="ff6"> <span class="_ _0"></span> </span></span></span></div><div class="t m0 x3c h3e ye99 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">180 mln złotych dotyczy umowy wieloproduktowej w ING Banku<span class="_ _1"></span> Śląskim S.A., <span class="ff6"> <span class="_ _0"></span> </span></span></span></div><div class="t m0 x3c h3e y4de ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">255 mln złotych dotyczy umowy kredytu z niewykorzystaną bazą pożyczkową w Raiffeise<span class="_ _1"></span>n Bank International AG. <span class="ff6"> <span class="_ _0"></span> </span></span></span></div><div class="t m0 x1 h10 ya1d ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x3c h4b y99e ff6 fs4 fc2 sc0 ls6 ws0">2.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff5">Hipoteka łączna do kwoty 587,9 mln złotych:<span class="ff8"> <span class="ff6">  </span></span></span></span></div><div class="t m0 x3c h3e y3b6 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">3,4 <span class="_ _5"></span>mln <span class="_ _6"></span>złotych <span class="_ _5"></span>na <span class="_ _6"></span>ni<span class="_ _1"></span>eruchomościach <span class="_ _5"></span>należących <span class="_ _6"></span>do <span class="_ _5"></span>Unimot <span class="_ _6"></span>Expr<span class="_ _1"></span>ess <span class="_ _5"></span>Sp. <span class="_ _6"></span>z.o.o. <span class="_ _5"></span>wraz <span class="_ _6"></span>z <span class="_ _5"></span>cesją <span class="_ _5"></span>praw <span class="_ _6"></span>z <span class="_ _5"></span>polisy <span class="_ _5"></span>ubezpieczenia <span class="_ _5"></span>dotycz<span class="_ _0"></span>y </span></span></div><div class="t m0 x3d h10 ye9a ff8 fs4 fc2 sc0 ls0 ws0">kredytu parasolowego w rachunku bieżącym w Banku Millenniu<span class="_ _1"></span>m, <span class="_ _0"></span><span class="ff6">  </span></div><div class="t m0 x3c h3e ye9b ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">8,5 <span class="_ _5"></span>mln <span class="_ _6"></span>złotych <span class="_ _5"></span>na <span class="_ _6"></span>ni<span class="_ _1"></span>eruchomościach <span class="_ _5"></span>należących <span class="_ _6"></span>do <span class="_ _5"></span>Unimot <span class="_ _6"></span>Expr<span class="_ _1"></span>ess <span class="_ _5"></span>Sp. <span class="_ _6"></span>z.o.o, <span class="_ _5"></span>wraz <span class="_ _6"></span>z <span class="_ _5"></span>cesją <span class="_ _5"></span>praw <span class="_ _6"></span>z <span class="_ _5"></span>polisy <span class="_ _5"></span>ubezpieczenia <span class="_ _5"></span>dotycz<span class="_ _0"></span>y </span></span></div><div class="t m0 x3d h10 ycb5 ff8 fs4 fc2 sc0 ls0 ws0">kredytu parasolowego w rachunku bieżącym w Banku Millenniu<span class="_ _1"></span>m, <span class="_ _0"></span><span class="ff6">  </span></div><div class="t m0 x3c h3e ye9c ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">16 <span class="_ _6"></span>mln <span class="_ _5"></span>zło<span class="_ _0"></span>tych <span class="_ _6"></span>na <span class="_ _5"></span>nieruchomościach <span class="_ _6"></span>należących: <span class="_ _5"></span>Unimot <span class="_ _6"></span>S.A., <span class="_ _5"></span>po<span class="_ _0"></span>łożonej <span class="_ _6"></span>w <span class="_ _6"></span>miejs<span class="_ _1"></span>cowości <span class="_ _6"></span>Zawadzkie<span class="_ _1"></span>, <span class="_ _6"></span>Unimot <span class="_ _5"></span>Express <span class="_ _6"></span>Sp. <span class="_ _6"></span>z <span class="_ _5"></span>o.o<span class="_ _0"></span>., </span></span></div><div class="t m0 x3d h10 ye9d ff8 fs4 fc2 sc0 ls0 ws0">położonej w Częstochowie, ul. Torowa 3B dotyczy kredytu paras<span class="_ _1"></span>olowego w rachunku bieżącym w banku Millennium, <span class="ff6"> <span class="_ _0"></span> </span></div><div class="t m0 x3c h3e y675 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">560 <span class="_ _6"></span>mln <span class="_ _5"></span>zło<span class="_ _0"></span>tych <span class="_ _6"></span>na <span class="_ _5"></span>wszystkich <span class="_ _6"></span>nieruch<span class="_ _1"></span>omościach <span class="_ _6"></span>wraz <span class="_ _6"></span>z <span class="_ _5"></span>cesją <span class="_ _6"></span>praw <span class="_ _6"></span>z <span class="_ _6"></span>polis<span class="_ _1"></span> <span class="_ _6"></span>ube<span class="_ _1"></span>zpieczeniowych <span class="_ _6"></span>dotyczy <span class="_ _6"></span>umowy <span class="_ _5"></span>finansowania <span class="_ _6"></span>w </span></span></div><div class="t m0 x3d h10 ye9e ff8 fs4 fc2 sc0 ls0 ws0">konsorcjum banków. <span class="ff6">  </span></div><div class="t m0 x1 h10 ye9f ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x3c h4b yea0 ff6 fs4 fc2 sc0 ls6 ws0">3.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff5">Poręczenia do kwoty 102,4 mln złotych oraz do wysokości<span class="_ _1"></span> zaciągniętych zobowiązań:<span class="ff8"> <span class="ff6"> <span class="_ _0"></span> </span></span></span></span></div><div class="t m0 x3c h3e yea1 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">102,4 mln<span class="_ _1"></span> złotych <span class="_ _10"></span>wzajemne Unimot <span class="_ _1"></span>S.A., <span class="_ _10"></span>Unimot Paliwa <span class="_ _1"></span>Sp. <span class="_ _1"></span>z o.o.; <span class="_ _10"></span>Tradea Sp<span class="_ _1"></span>. z <span class="_ _10"></span>o.o<span class="_ _0"></span>. i <span class="_ _10"></span>UEIG Sp. <span class="_ _10"></span>z o.o. <span class="_ _1"></span>dotyczy kre<span class="_ _1"></span>dytu <span class="_ _1"></span>parasol<span class="ff6">ow<span class="_ _0"></span>ego </span></span></span></div><div class="t m0 x3d h10 y559 ff8 fs4 fc2 sc0 ls0 ws0">w Banku Millennium, <span class="ff6">  </span></div><div class="t m0 x3c h3e ya53 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Do <span class="_ _4"> </span>wysokości <span class="_ _4"> </span>zaciągniętych <span class="_ _4"> </span>zobowiązań <span class="_ _4"> </span>dotyczy <span class="_ _1b"> </span>linii <span class="_ _3"> </span>kre<span class="_ _0"></span>dytowej <span class="_ _4"> </span>typu <span class="_ _4"> </span>Commo<span class="_ _0"></span>dity <span class="_ _4"> </span>Trade <span class="_ _3"> </span>Finance <span class="_ _4"> </span>ING <span class="_ _1b"> </span>Bank <span class="_ _4"> </span>N.V. </span></span></div><div class="t m0 x3d h10 y156 ff8 fs4 fc2 sc0 ls0 ws0">Amsterdam/Geneva. <span class="ff6">  </span></div><div class="t m0 x1 h10 y940 ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x3c h4b y158 ff6 fs4 fc2 sc0 ls6 ws0">4.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff5">Gwarancja do kwoty 282,8 mln złotych oraz do wysokości<span class="_ _1"></span> zaciągniętych zobowiązań:<span class="ff8"> <span class="ff6"> <span class="_ _0"></span> </span></span></span></span></div><div class="t m0 x3c h3e yea2 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">52,8 <span class="_ _0"></span>mln <span class="_ _0"></span>złotych <span class="_ _5"></span>PLG <span class="_ _0"></span>FGP <span class="_ _0"></span>BGK <span class="_ _0"></span>do <span class="_ _5"></span>kwoty <span class="_ _0"></span>77,8 <span class="_ _0"></span>52,8 <span class="_ _0"></span>mln <span class="_ _0"></span>złotych <span class="_ _5"></span>dotyczy <span class="_ _0"></span>kredytu <span class="_ _0"></span>odnawialnego/w <span class="_ _0"></span>rachunku <span class="_ _0"></span>bieżącym <span class="_ _0"></span>w <span class="_ _5"></span>BOŚ <span class="_ _0"></span>Bank </span></span></div><div class="t m0 x3d h10 yea3 ff8 fs4 fc2 sc0 ls0 ws0">S.A., <span class="ff6">  </span></div><div class="t m0 x3c h3e y711 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">25 mln złotych LGF FGP BGK linii faktoringu odwrotnego w BOŚ Faktoring, <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e yea4 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Do <span class="_ _20"> </span>wysokości <span class="_ _20"> </span>zaciągniętych <span class="_ _20"> </span>zobowiązań <span class="_ _1e"> </span>dotyczy <span class="_ _17"> </span>linii <span class="_ _20"> </span>kredytowej <span class="_ _1e"> </span>typu <span class="_ _17"> </span>Commo<span class="_ _0"></span>dity <span class="_ _20"> </span>Trade <span class="_ _20"> </span>Finance <span class="_ _17"> </span>w <span class="_ _1e"> </span>ING <span class="_ _17"> </span>Bank <span class="_ _20"> </span>N.V<span class="_ _0"></span>. </span></span></div><div class="t m0 x3d h10 yc44 ff8 fs4 fc2 sc0 ls0 ws0">Amsterdam/Geneva, <span class="ff6">  </span></div><div class="t m0 x3c h3e yea5 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Gwarancja KUKE do kwoty 120 mln złotych do umowy wieloproduktowej w ING Banku Śląskim S.A., <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e ydb6 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Gwarancja do kwoty 85 mln złotych umowy kredytu z nie<span class="_ _1"></span>wykorzystaną bazą pożyczkową w Raiffeisen Bank International AG. <span class="ff6"> <span class="_ _0"></span> </span></span></span></div><div class="t m0 x1 h10 yea6 ff6 fs4 fc2 sc0 ls0 ws0">  </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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">102<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h4b yab ff6 fs4 fc2 sc0 ls6 ws0">5.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff5">Kaucja <span class="_ _6"></span>pieniężna <span class="_ _6"></span>uruchamiana,<span class="_ _1"></span> <span class="_ _6"></span>gdy <span class="_ _6"></span>zadłużenie <span class="_ _6"></span>z <span class="_ _6"></span>tytułu <span class="_ _6"></span>udzielonych <span class="_ _6"></span>Produktów <span class="_ _5"></span>prze<span class="_ _0"></span>kroczy <span class="_ _6"></span>kwotę <span class="_ _6"></span>dopuszczalnego <span class="_ _6"></span>Limitu <span class="_ _5"></span>lub </span></span></div><div class="t m0 x3d h22 y12c ff5 fs4 fc2 sc0 ls0 ws0">Sublimitu produktowego o pon<span class="_ _1"></span>ad 5 % lub będzie trwało dłużej niż 3 dni dotyczy:<span class="ff8"> <span class="ff6">  </span></span></div><div class="t m0 x3c h3e yea7 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Kredytu parasolowego w mBanku. <span class="ff6">  </span></span></span></div><div class="t m0 x1 h10 y630 ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x3c h4b yea8 ff6 fs4 fc2 sc0 ls6 ws0">6.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff5">Weksel własny z deklaracją do wysokości zaciągniętego zadłużenia, do<span class="_ _1"></span>tyczy:<span class="_ _0"></span><span class="ff8"> <span class="ff6">  </span></span></span></span></div><div class="t m0 x3c h3e y992 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Kredytu odnawialnego/w rachunku bieżącym w BOŚ Bank S.A., <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e yea9 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Linii faktoringu odwrotnego z BOŚ Faktoring, <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e y947 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Linii faktoringu odwrotnego w PKO Faktoring, <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e yeaa ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Linii faktoringu należnościowego w PKO Faktoring, <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e yeab ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Linii faktoringu należnościowego w mFaktoring, <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e y8c4 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Umowy wieloproduktowej w PKO BP S.A. <span class="ff6">  </span></span></span></div><div class="t m0 x3c h4b yeac ff6 fs4 fc2 sc0 ls6 ws0">7.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff5">Zastawy rejestrowe <span class="_ _10"></span>i finansowe <span class="_ _1"></span>na <span class="_ _1"></span>udziałach, <span class="_ _10"></span>akty<span class="_ _0"></span>wach (zapasach, <span class="_ _10"></span>masz<span class="_ _0"></span>ynach), <span class="_ _1"></span>rzeczach <span class="_ _1"></span>ruchomych, środkach <span class="_ _10"></span>pieniężnych oraz </span></span></div><div class="t m0 x3d h22 yead ff7 fs4 fc2 sc0 ls0 ws0">rachunkach bankowych <span class="ff5">–</span> <span class="ls4c">do </span><span class="ff5">wysokości zaciągniętego zobowiązania, dotyczy:<span class="ff8"> <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e y9fb ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Kredytu parasolowego w rachunku bieżącym w Banku Millennium, <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e yeae ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Linii kredytowej typu Commodity Trade Finance ING<span class="_ _1"></span> Bank N.V. Amsterdam/Geneva, <span class="_ _0"></span><span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e yeaf ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Umowy finansowania w konsorcjum banków, <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e ycd0 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Linii faktoringu odwrotnego z BOŚ Faktoring, <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e y973 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Kredytu odnawialnego/w rachunku bieżącym w BOŚ Bank S.A., <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e yeb0 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Umowy wieloproduktowej w ING Banku Śląskim S.A., <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e yeb1 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Umowy kredytu parasolowego w mBanku, <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e y66a ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Umowy kredytu z niewykorzystaną bazą pożyczkową w Raiffeisen<span class="_ _1"></span> Bank International AG. <span class="ff6">  </span></span></span></div><div class="t m0 x1 h10 y542 ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x3c h4b ybe ff6 fs4 fc2 sc0 ls6 ws0">8.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff5">Zastawy rejestrowe <span class="_ _10"></span>i finansowe <span class="_ _10"></span>na wierzytelności<span class="_ _1"></span>ach <span class="_ _10"></span>z rachunków bankowych,<span class="_ _1"></span> <span class="_ _1"></span>w tym <span class="_ _10"></span>z tytułu u<span class="_ _1"></span>mów <span class="_ _10"></span>rachunków –<span class="ff7"> </span>do<span class="_ _1"></span> wysoko<span class="_ _1"></span>ści </span></span></div><div class="t m0 x3d h22 yeb2 ff5 fs4 fc2 sc0 ls0 ws0">wierzytelności, dotyczy:<span class="ff8"> <span class="ff6">  </span></span></div><div class="t m0 x3c h3e yeb3 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Kredytu parasolowego w rachunku bieżącym w Banku Millennium.<span class="ff6">  </span></span></span></div><div class="t m0 x1 h10 yba1 ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x3c h4b yeb4 ff6 fs4 fc2 sc0 ls6 ws0">9.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff5">Pełnomocnictwo <span class="_ _23"> </span>do <span class="_ _15"> </span>dysponowania <span class="_ _23"> </span>r<span class="_ _0"></span>achunkami <span class="_ _23"> </span>i <span class="_ _15"> </span>środków <span class="_ _15"> </span>pieniężnych <span class="_ _15"> </span>zgromadzonych <span class="_ _23"> </span>na <span class="_ _19"> </span>rachunkach <span class="_ _15"> </span><span class="ff7">- <span class="_ _15"> </span></span>do <span class="_ _15"> </span>wysokości </span></span></div><div class="t m0 x3d h22 y4f8 ff5 fs4 fc2 sc0 ls0 ws0">zobowiązań, dotyczy:<span class="ff8"> <span class="ff6">  </span></span></div><div class="t m0 x3c h3e y149 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Kredytu odnawialnego/w rachunku bieżącym w BOŚ Bank S.A., <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e ye1e ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Linii faktoringu odwrotnego z BOŚ Faktoring, <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e y460 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Linii faktoringu odwrotnego w PKO Faktoring, <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e yeb5 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Linii faktoringu należnościowego w PKO Faktoring, <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e y2e2 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Umowy faktoringu odwrotnego w Banku Millennium. <span class="ff6">  </span></span></span></div><div class="t m0 x1 h10 yeb6 ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x3c h4b y5a3 ff6 fs4 fc2 sc0 ls6 ws0">10.<span class="ff2 ls0"> <span class="_ _17"> </span><span class="ff5"> Przystąpienie do długu <span class="ff7">- </span>do wysokości zadłużenia, dotyczy:<span class="ff8"> <span class="ff6">  </span></span></span></span></div><div class="t m0 x3c h3e yc5a ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Kredytu odnawialnego/w rachunku bieżącym w BOŚ Bank S.A., <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e y182 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff6 fs4">Linii <span class="ff8">faktoringu odwrotnego z BOŚ Faktoring.</span>  </span></span></div><div class="t m0 x1 h10 y26 ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x3c h4b y527 ff6 fs4 fc2 sc0 ls6 ws0">11.<span class="ff2 ls0"> <span class="_ _17"> </span><span class="ff5"> Cesja n<span class="_ _1"></span>a <span class="_ _10"></span>r<span class="_ _0"></span>zecz <span class="_ _1"></span>Banku <span class="_ _10"></span>wierzytelności nal<span class="_ _1"></span>eżnych <span class="_ _10"></span>K<span class="_ _0"></span>lientowi <span class="_ _10"></span>o<span class="_ _0"></span>d <span class="_ _10"></span>jeg<span class="_ _0"></span>o d<span class="_ _1"></span>łużników, <span class="_ _10"></span>z rachun<span class="_ _1"></span>ków <span class="_ _1"></span>bankowych, <span class="_ _1"></span>z <span class="_ _10"></span>po<span class="_ _0"></span>lisy <span class="_ _10"></span>ubezp<span class="_ _0"></span>ieczeniowej </span></span></div><div class="t m0 x3d h22 yeb7 ff5 fs4 fc2 sc0 ls0 ws0">(KUKE, <span class="_ _6"></span>TU <span class="_ _6"></span>Euler <span class="_ _6"></span>Hermes<span class="_ _1"></span> <span class="_ _6"></span>SA <span class="_ _6"></span>oraz <span class="_ _6"></span>Atradius <span class="_ _5"></span>Cr<span class="_ _0"></span>édito <span class="_ _6"></span>y <span class="_ _6"></span>Cauci<span class="_ _1"></span>ón <span class="_ _6"></span>S.A.de <span class="_ _6"></span>Seguros <span class="_ _6"></span>y <span class="_ _5"></span>Reaseg<span class="_ _0"></span>uros <span class="_ _6"></span>Spó<span class="_ _1"></span>łka <span class="_ _6"></span>Akcyjna <span class="_ _6"></span>Oddział <span class="_ _6"></span>w <span class="_ _6"></span>Polsc<span class="_ _1"></span>e), </div><div class="t m0 x3d h22 yeb8 ff5 fs4 fc2 sc0 ls0 ws0">umowy/umów  ubezpieczenia <span class="_ _12"> </span>o<span class="_ _0"></span>leju  napędowego <span class="_ _12"> </span>(ON),  benzyny  (E05),  oleju  nap<span class="_ _1"></span>ędowego  grzewczego  (ONG) <span class="_ _12"> </span>oraz  umowy<span class="_ _0"></span> </div><div class="t m0 x3d h22 ya1 ff7 fs4 fc2 sc0 ls0 ws0">faktoringu i wieloprodukto<span class="_ _1"></span>wej, dotyczy:<span class="_ _0"></span><span class="ff8"> <span class="ff6">  </span></span></div><div class="t m0 x3c h3e yb16 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Kredytu parasolowego w mBanku, <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e ya11 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Linii faktoringu należnościowego w mFaktoring, <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e yeb9 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Umowy finansowania w konsorcjum banków, <span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e y9ee ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Umowy wieloproduktowej w ING Banku Śląskim S.A. <span class="ff6">  </span></span></span></div><div class="t m0 x1 h10 yeba ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x3c h4b yebb ff6 fs4 fc2 sc0 ls6 ws0">12.<span class="ff2 ls0"> <span class="_ _17"> </span><span class="ff5"> Cesja p<span class="_ _1"></span>raw <span class="_ _1"></span>do <span class="_ _10"></span>przyszłych <span class="_ _1"></span>odszkodowań <span class="_ _10"></span>z <span class="_ _1"></span>umowy <span class="_ _10"></span>ubezpieczenia należności<span class="_ _1"></span> n<span class="_ _1"></span>a <span class="_ _10"></span>podstawie Porozumienia <span class="_ _10"></span>Trójstronnego <span class="_ _1"></span>do <span class="_ _10"></span>Umów </span></span></div><div class="t m0 x3d h22 yebc ff5 fs4 fc2 sc0 ls0 ws0">ubezpieczenia KUKE, <span class="_ _0"></span>TU <span class="_ _0"></span>Euler <span class="_ _0"></span>Hermes <span class="_ _0"></span>SA <span class="_ _0"></span>oraz <span class="_ _0"></span>Atradius Crédito <span class="_ _0"></span>y <span class="_ _0"></span>Caución S.A.de <span class="_ _0"></span>Seguros <span class="_ _0"></span>y <span class="_ _0"></span>Reaseguros <span class="_ _0"></span>Spółka Akcyjna <span class="_ _0"></span>Oddział </div><div class="t m0 x3d h22 y1c3 ff7 fs4 fc2 sc0 ls0 ws0">w Polsce, dotycz<span class="ls4d">y:</span><span class="ff8"> <span class="ff6">  </span></span></div><div class="t m0 x3c h3e y65a ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Linii faktoringu należnościowego w mFaktoring.<span class="ff6">  </span></span></span></div><div class="t m0 x1 h10 yebd ff6 fs4 fc2 sc0 ls0 ws0">  </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 y3c w5 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">103<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h70 yab ff7 fs4 fc2 sc0 ls6 ws0">13.<span class="ff3 ls0"> <span class="_ _17"> </span><span class="ff5"> Umowa podporządkowania w zakresie pożyczek wewnątrzgrupowych d<span class="_ _1"></span>otyczy umowy finansowania w konsorcjum banków<span class="ff7">  </span></span></span></div><div class="t m0 x3d h22 y12c ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y12d ff5 fs4 fc9 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="ff7"> </span></div></div><div class="c x1 yebe wd0 h57"><div class="t m0 x0 h10 y239 ff6 fs4 fc9 sc0 ls0 ws0"> <span class="ff9 fc2">Wyszczególnienie<span class="ff6">  </span></span></div></div><div class="c x14b yebe wd1 h57"><div class="t m0 x2e h22 y239 ff7 fs4 fc2 sc0 ls0 ws0"> <span class="ls6">31.12.2024</span><span class="ff6">  </span></div></div><div class="c x14c yebe wd2 h57"><div class="t m0 x125 h22 y239 ff7 fs4 fc2 sc0 ls6 ws0">31.12.2023<span class="ff6 ls0">  </span></div></div><div class="c x12e yebe w72 h57"><div class="t m0 xfd h22 y239 ff7 fs4 fc2 sc0 ls6 ws0">31.12.2022<span class="ff6 ls0">  </span></div></div><div class="c x14d yebe wd3 h57"><div class="t m0 x56 h22 y2f2 ff7 fs4 fc2 sc0 ls0 ws0">zmiana </div><div class="t m0 x52 h22 y35 ff7 fs4 fc2 sc0 ls0 ws0">2024/2023<span class="ff6"> </span></div></div><div class="c x1 y449 wd0 h88"><div class="t m0 x0 h10 y2bf ff9 fs4 fc2 sc0 ls0 ws0">w tysiącach PLN<span class="ff6">  </span></div></div><div class="c x14b y449 wd1 h88"><div class="t m0 x0 h10 y2bf ff8 fs4 fc2 sc0 ls0 ws0"> <span class="ff6">  </span></div></div><div class="c x14c y449 wd2 h88"><div class="t m0 x0 h10 y2bf ff8 fs4 fc2 sc0 ls0 ws0"> <span class="ff6">  </span></div></div><div class="c x12e y449 w72 h88"><div class="t m0 x0 h10 y2bf ff8 fs4 fc2 sc0 ls0 ws0"> <span class="ff6">  </span></div></div><div class="c x14d y449 wd3 h88"><div class="t m0 x0 h10 y2bf ff8 fs4 fc2 sc0 ls0 ws0"> <span class="ff6">  </span></div></div><div class="c x1 y50f wd0 h7b"><div class="t m0 x0 h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">Kredyty bankowe  </div></div><div class="c x14b y50f wd1 h7b"><div class="t m0 x137 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">213 735<span class="ls0">  </span></div></div><div class="c x14c y50f wd2 h7b"><div class="t m0 x38 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">225 645<span class="ls0">  </span></div></div><div class="c x12e y50f w72 h7b"><div class="t m0 xbb h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">0  </div></div><div class="c x14d y50f wd3 h7b"><div class="t m0 x98 h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls6">5%</span> </div></div><div class="c x1 y735 wd0 h78"><div class="t m0 x0 h10 y1aa ff8 fs4 fc2 sc0 ls0 ws0">Pożyczki<span class="ff6">  </span></div></div><div class="c x14b y735 wd1 h78"><div class="t m0 x62 h10 y1aa ff6 fs4 fc2 sc0 ls0 ws0">0  </div></div><div class="c x14c y735 wd2 h78"><div class="t m0 x24 h10 y1aa ff6 fs4 fc2 sc0 ls6 ws0">30 434<span class="ls0">  </span></div></div><div class="c x12e y735 w72 h78"><div class="t m0 xc6 h10 y1aa ff6 fs4 fc2 sc0 ls6 ws0">348<span class="ls0">  </span></div></div><div class="c x14d y735 wd3 h78"><div class="t m0 x10 h10 y1aa ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls6">100%</span> </div></div><div class="c x1 yebf wd0 h78"><div class="t m0 x0 h10 y1aa ff8 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 x14b yebf wd1 h78"><div class="t m0 x137 h10 y1aa ff6 fs4 fc2 sc0 ls6 ws0">122 775<span class="ls0">  </span></div></div><div class="c x14c yebf wd2 h78"><div class="t m0 x38 h10 y1aa ff6 fs4 fc2 sc0 ls6 ws0">129 296<span class="ls0">  </span></div></div><div class="c x12e yebf w72 h78"><div class="t m0 xbb h10 y1aa ff6 fs4 fc2 sc0 ls0 ws0">0  </div></div><div class="c x14d yebf wd3 h78"><div class="t m0 x98 h10 y1aa ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls6">5%</span> </div></div><div class="c x1 y327 wd0 h1d"><div class="t m0 x0 h10 y197 ff8 fs4 fc2 sc0 ls0 ws0">Zobowiązania z tytułu leasingu<span class="ff6">  </span></div></div><div class="c x14b y327 wd1 h1d"><div class="t m0 x137 h10 y197 ff6 fs4 fc2 sc0 ls6 ws0">339 564<span class="ls0">  </span></div></div><div class="c x14c y327 wd2 h1d"><div class="t m0 x38 h10 y197 ff6 fs4 fc2 sc0 ls6 ws0">236 589<span class="ls0">  </span></div></div><div class="c x12e y327 w72 h1d"><div class="t m0 x13f h10 y197 ff6 fs4 fc2 sc0 ls6 ws0">107 284<span class="ls0">  </span></div></div><div class="c x14d y327 wd3 h1d"><div class="t m0 x14 h10 y197 ff6 fs4 fc2 sc0 ls6 ws0">44%<span class="ls0"> </span></div></div><div class="c x1 yec0 wd0 h78"><div class="t m0 x0 h10 y1aa ff8 fs4 fc2 sc0 ls0 ws0">Zobowiązania z tytułu <span class="ff6">faktoringu odwrotnego  </span></div></div><div class="c x14b yec0 wd1 h78"><div class="t m0 x137 h10 y1aa ff6 fs4 fc2 sc0 ls6 ws0">113 291<span class="ls0">  </span></div></div><div class="c x14c yec0 wd2 h78"><div class="t m0 x24 h10 y1aa ff6 fs4 fc2 sc0 ls6 ws0">97 250<span class="ls0">  </span></div></div><div class="c x12e yec0 w72 h78"><div class="t m0 xbb h10 y1aa ff6 fs4 fc2 sc0 ls0 ws0">0  </div></div><div class="c x14d yec0 wd3 h78"><div class="t m0 x14 h10 y1aa ff6 fs4 fc2 sc0 ls6 ws0">16%<span class="ls0"> </span></div></div><div class="c x1 yec1 wd0 h78"><div class="t m0 x0 h10 y1aa ff8 fs4 fc2 sc0 ls0 ws0">Kredyty w rachunku bieżącym<span class="ff6">  </span></div></div><div class="c x14b yec1 wd1 h78"><div class="t m0 x137 h10 y1aa ff6 fs4 fc2 sc0 ls6 ws0">371 915<span class="ls0">  </span></div></div><div class="c x14c yec1 wd2 h78"><div class="t m0 x38 h10 y1aa ff6 fs4 fc2 sc0 ls6 ws0">298 513<span class="ls0">  </span></div></div><div class="c x12e yec1 w72 h78"><div class="t m0 x13f h10 y1aa ff6 fs4 fc2 sc0 ls6 ws0">206 754<span class="ls0">  </span></div></div><div class="c x14d yec1 wd3 h78"><div class="t m0 x14 h10 y1aa ff6 fs4 fc2 sc0 ls6 ws0">25%<span class="ls0"> </span></div></div><div class="c x1 yec2 wd0 h7b"><div class="t m0 x0 h22 y25 ff7 fs4 fc2 sc0 ls0 ws0">Razem<span class="ff6">  </span></div></div><div class="c x14b yec2 wd1 h7b"><div class="t m0 x99 h22 y25 ff7 fs4 fc2 sc0 ls6 ws0">1 161 280<span class="ff6 ls0">  </span></div></div><div class="c x14c yec2 wd2 h7b"><div class="t m0 x4 h22 y25 ff7 fs4 fc2 sc0 ls6 ws0">1 017 727<span class="ff6 ls0">  </span></div></div><div class="c x12e yec2 w72 h7b"><div class="t m0 x2 h22 y25 ff7 fs4 fc2 sc0 ls1d ws0">                <span class="ls0"> <span class="ls6">314 386</span> <span class="ff6">  </span></span></div></div><div class="c x14d yec2 wd3 h7b"><div class="t m0 x14 h22 y25 ff7 fs4 fc2 sc0 ls6 ws0">14%<span class="ff6 ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yec3 ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 h10 y450 ff8 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="_ _5"></span>grudnia 2024 <span class="_ _5"></span>roku <span class="_ _0"></span>wykazała <span class="_ _0"></span>zobowiązania <span class="_ _0"></span>z <span class="_ _5"></span>tytułu <span class="_ _0"></span>kredytów, <span class="_ _0"></span>pożyczek o<span class="_ _0"></span>raz <span class="_ _0"></span>leasingu w<span class="_ _0"></span> <span class="_ _0"></span>wysokości <span class="_ _0"></span>1 <span class="_ _6"></span><span class="ff6">161 280 </span></div><div class="t m0 x1 h10 yec4 ff8 fs4 fc2 sc0 ls0 ws0">tys. <span class="_ _5"></span>zł, <span class="_ _5"></span>co <span class="_ _6"></span>stan<span class="_ _1"></span>owi <span class="_ _5"></span>wzrost <span class="_ _5"></span>o <span class="_ _5"></span>14% <span class="_ _5"></span>w <span class="_ _5"></span>porównaniu <span class="_ _5"></span>do <span class="_ _5"></span>końca <span class="_ _6"></span>2023 <span class="_ _0"></span>roku. <span class="_ _5"></span>Wzrost <span class="_ _5"></span>zobowiązań <span class="_ _5"></span>jest <span class="_ _5"></span>wynikiem <span class="_ _5"></span>rozwoju <span class="_ _6"></span>Gru<span class="_ _1"></span>py <span class="_ _5"></span>oraz <span class="_ _7"></span><span class="ff6">dostosowania </span></div><div class="t m0 x1 h10 yec5 ff8 fs4 fc2 sc0 ls0 ws0">poziomu zadłużenia do aktualnych przychodów.<span class="ff6"> </span></div></div><div class="c x1 yec6 wd4 hfb"><div class="t m0 x0 h15 yec7 ff5 fs9 fc2 sc0 ls0 ws0">w tysiącach </div><div class="t m0 x0 h15 ye67 ff5 fs9 fc2 sc0 ls0 ws0">złotych<span class="ff6">  </span></div></div><div class="c x61 yec6 wd5 hfb"><div class="t m0 x9f h15 yec7 ff7 fs9 fc2 sc0 ls0 ws0">Stan na </div><div class="t m0 x54 h15 ye67 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024<span class="ff6"> </span></div></div><div class="c xae yec6 w98 hfb"><div class="t m0 x56 h15 yec7 ff5 fs9 fc2 sc0 ls0 ws0">Zaciągnięcie </div><div class="t m0 x14 h15 ye67 ff5 fs9 fc2 sc0 ls0 ws0">zadłużenia<span class="ff6"> </span></div></div><div class="c x14e yec6 wd5 hfb"><div class="t m0 x28 h15 yec8 ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x14f yec6 wd5 hfb"><div class="t m0 x8c h15 yec9 ff5 fs9 fc2 sc0 ls0 ws0">Spłaty kapitału<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c xe1 yec6 wd4 hfb"><div class="t m0 x3f h15 yec7 ff7 fs9 fc2 sc0 ls0 ws0">Zrealizowane </div><div class="t m0 x150 h15 ye67 ff5 fs9 fc2 sc0 ls0 ws0">różnice kursowe<span class="ff6"> </span></div></div><div class="c x151 yec6 wd6 hfb"><div class="t m0 xa h15 yec7 ff7 fs9 fc2 sc0 ls0 ws0">Niezrealizowane </div><div class="t m0 xa h15 ye67 ff5 fs9 fc2 sc0 ls0 ws0">różnice kursowe<span class="ff6"> </span></div></div><div class="c x152 yec6 wd7 hfb"><div class="t m0 x55 h15 yec8 ff5 fs9 fc2 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x5e h15 yec7 ff7 fs9 fc2 sc0 ls0 ws0">zmiany </div><div class="t m0 x8c h15 ye67 ff5 fs9 fc2 sc0 ls0 ws0">niepieniężne, </div><div class="t m0 x53 h15 y16e ff7 fs9 fc2 sc0 ls0 ws0">kompensaty<span class="ff6"> </span></div></div><div class="c x153 yec6 wd5 hfb"><div class="t m0 x9f h15 yec7 ff7 fs9 fc2 sc0 ls0 ws0">Stan na </div><div class="t m0 x54 h15 ye67 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024<span class="ff6"> </span></div></div><div class="c x1 yeca wd4 hfc"><div class="t m0 x0 h19 yecb ff8 fs9 fc2 sc0 ls0 ws0">Zobowiązania </div><div class="t m0 x0 h19 yec7 ff6 fs9 fc2 sc0 ls0 ws0">finansowe z </div><div class="t m0 x0 h19 ye67 ff8 fs9 fc2 sc0 ls0 ws0">tytułu le<span class="_ _1"></span>asingu </div><div class="t m0 x0 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">zwrotnego  </div></div><div class="c x61 yeca wd5 hfc"><div class="t m0 x134 h15 yec9 ff7 fs9 fc2 sc0 ls20 ws0">           <span class="ls0"> 129 296 <span class="ff6">  </span></span></div></div><div class="c xae yeca w98 hfc"><div class="t m0 x39 h19 yec9 ff6 fs9 fc2 sc0 ls4 ws0">323<span class="ls20">  <span class="ls0"> </span></span></div></div><div class="c x14e yeca wd5 hfc"><div class="t m0 x28 h19 yecb ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x14f yeca wd5 hfc"><div class="t m0 xcb h19 yec9 ff6 fs9 fc2 sc0 ls0 ws0">(12 374)<span class="ls20">  </span> </div></div><div class="c xe1 yeca wd4 hfc"><div class="t m0 x38 h19 yec9 ff6 fs9 fc2 sc0 ls0 ws0">(800)<span class="ls20">  </span> </div></div><div class="c x151 yeca wd6 hfc"><div class="t m0 x38 h19 yec9 ff6 fs9 fc2 sc0 ls0 ws0">(1 670)<span class="ls20">  </span> </div></div><div class="c x152 yeca wd7 hfc"><div class="t m0 x1e h19 yec9 ff6 fs9 fc2 sc0 ls0 ws0"> -<span class="ls20">  </span> </div></div><div class="c x153 yeca wd5 hfc"><div class="t m0 x9f h15 yec9 ff7 fs9 fc2 sc0 ls20 ws0">     <span class="ls0"> 122 775 <span class="ff6">  </span></span></div></div><div class="c x1 yecc wd4 hfd"><div class="t m0 x0 h19 ye67 ff8 fs9 fc2 sc0 ls0 ws0">Zobowiązania z </div><div class="t m0 x0 h19 y197 ff8 fs9 fc2 sc0 ls0 ws0">tytułu le<span class="_ _1"></span>asingu<span class="ff6">  </span></div></div><div class="c x61 yecc wd5 hfd"><div class="t m0 x16 h15 y1ab ff7 fs9 fc2 sc0 ls20 ws0">   <span class="ls0"> 236 589 <span class="ff6">  </span></span></div></div><div class="c xae yecc w98 hfd"><div class="t m0 xcb h19 y1ab ff6 fs9 fc2 sc0 ls0 ws0"> 154 749<span class="ls20">  </span> </div></div><div class="c x14e yecc wd5 hfd"><div class="t m0 x28 h19 ye67 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x14f yecc wd5 hfd"><div class="t m0 x15 h19 y1ab ff6 fs9 fc2 sc0 ls0 ws0">(46 185)  </div></div><div class="c xe1 yecc wd4 hfd"><div class="t m0 xff h19 y1ab ff6 fs9 fc2 sc0 ls0 ws0"> -<span class="ls20">  </span> </div></div><div class="c x151 yecc wd6 hfd"><div class="t m0 x2d h19 y1ab ff6 fs9 fc2 sc0 ls0 ws0">(23)  </div></div><div class="c x152 yecc wd7 hfd"><div class="t m0 xfd h19 y1ab ff6 fs9 fc2 sc0 ls0 ws0">(5 647)  </div></div><div class="c x153 yecc wd5 hfd"><div class="t m0 x50 h15 y1ab ff7 fs9 fc2 sc0 ls20 ws0">      <span class="ls0"> 339 564 <span class="ff6">  </span></span></div></div><div class="c x1 y7c wd4 h23"><div class="t m0 x0 h15 y2 ff7 fs9 fc2 sc0 ls0 ws0">Razem<span class="ff6">  </span></div></div><div class="c x61 y7c wd5 h23"><div class="t m0 xe h15 y2 ff7 fs9 fc2 sc0 ls0 ws0">365 885 <span class="ff6">  </span></div></div><div class="c xae y7c w98 h23"><div class="t m0 x15 h15 y2 ff7 fs9 fc2 sc0 ls0 ws0">163 072 <span class="ff6">  </span></div></div><div class="c x14e y7c wd5 h23"><div class="t m0 x28 h15 yecd ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x14f y7c wd5 h23"><div class="t m0 x15 h15 y2 ff7 fs9 fc2 sc0 ls0 ws0">(58 559)<span class="ff6">  </span></div></div><div class="c xe1 y7c wd4 h23"><div class="t m0 x3 h15 y2 ff7 fs9 fc2 sc0 ls3e ws0">(800)<span class="ff6 ls0">  </span></div></div><div class="c x151 y7c wd6 h23"><div class="t m0 x38 h15 y2 ff7 fs9 fc2 sc0 ls0 ws0">(1 693) <span class="ff6">  </span></div></div><div class="c x152 y7c wd7 h23"><div class="t m0 xfd h15 y2 ff7 fs9 fc2 sc0 ls0 ws0">(5 647)<span class="ff6">  </span></div></div><div class="c x153 y7c wd5 h23"><div class="t m0 x8c h15 y2 ff7 fs9 fc2 sc0 ls20 ws0">           <span class="ls0"> 462 339<span class="ff6">  </span></span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yece ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 h10 yecf ff8 fs4 fc2 sc0 ls0 ws0">Całkowite <span class="_ _12"> </span>zobowiązania <span class="_ _12"> </span>leasingowe  n<span class="_ _1"></span>a <span class="_ _12"> </span>dzień <span class="_ _12"> </span>31.12.2024 <span class="_ _12"> </span>wynoszą  462 <span class="_ _7"> </span>339  tys. <span class="_ _12"> </span>zł, <span class="_ _12"> </span>co  stan<span class="_ _1"></span>owi <span class="_ _12"> </span>wzrost  o  ponad<span class="_ _1"></span> <span class="_ _12"> </span>26% <span class="_ _12"> </span>  w <span class="_ _12"> </span>porównaniu<span class="_ _1"></span> <span class="_ _12"> </span>z </div><div class="t m0 x1 h10 yed0 ff8 fs4 fc2 sc0 ls0 ws0">prezentacją na początek roku. Wzrost ten wynosi  <span class="ff6 ls6">96 454 </span>tys. zł<span class="ff6">. </span></div><div class="t m0 x1 h10 yd69 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _6"></span>ciągu <span class="_ _6"></span>roku <span class="_ _6"></span>zaciągnięto <span class="_ _6"></span>zobowiązania <span class="_ _6"></span>leasingowe <span class="_ _6"></span>w <span class="_ _6"></span>wysokości <span class="_ _6"></span>163 <span class="_ _6"></span>072 <span class="_ _6"></span>tys. <span class="_ _6"></span>zł, <span class="_ _6"></span>które <span class="_ _6"></span> <span class="_ _6"></span>wynikają <span class="_ _6"></span>z <span class="_ _6"></span>nowo <span class="_ _6"></span>zawartych <span class="_ _6"></span>umów <span class="_ _6"></span>leasingowych </div><div class="t m0 x1 h10 yed1 ff6 fs4 fc2 sc0 ls0 ws0">zgodnie z MSSF 16 <span class="ls7">i </span><span class="ff8">leasingów zwrotnych</span>. </div><div class="t m0 x1 h10 yed2 ff8 fs4 fc2 sc0 ls0 ws0">Przedmiotem <span class="_ _5"></span>zawartych <span class="_ _6"></span>umów <span class="_ _5"></span>w <span class="_ _6"></span>ramach <span class="_ _5"></span>leasingów <span class="_ _5"></span>zwrotnych <span class="_ _6"></span>były <span class="_ _5"></span>samochody <span class="_ _6"></span>osobowe, <span class="_ _0"></span>c<span class="_ _0"></span>iągniki <span class="_ _5"></span>siodłowe, <span class="_ _6"></span>naczepy, <span class="_ _5"></span>cysterny <span class="_ _5"></span>kolejowe<span class="_ _5"></span><span class="ff6 ls2a">, </span></div><div class="t m0 x1 h10 y5a1 ff8 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 h10 yed3 ff8 fs4 fc2 sc0 ls0 ws0">Pozostałe <span class="_ _6"></span>zobowiązania <span class="_ _5"></span>z <span class="_ _6"></span>tytułu <span class="_ _5"></span>leasingów <span class="_ _6"></span>stanowią <span class="_ _6"></span>umowy <span class="_ _6"></span><span class="ff6">w <span class="_ _6"></span>rozumie<span class="_ _1"></span>niu <span class="_ _6"></span>MSSF <span class="_ _5"></span>16 <span class="_ _6"></span><span class="ff8">dotyczące <span class="_ _6"></span>prawa <span class="_ _6"></span>do <span class="_ _5"></span>użytkowania <span class="_ _6"></span>aktywów <span class="_ _5"></span>na <span class="_ _6"></span>nowo </span></span></div><div class="t m0 x1 h10 yed4 ff8 fs4 fc2 sc0 ls0 ws0">przyjęte stacje paliw.<span class="ff6"> </span>W 2024 roku spłacono część zadłużenia w wysokości 58<span class="ff6"> <span class="ls6">559 </span></span>tys. zł<span class="ff6">. </span></div><div class="t m0 x1 h10 yed5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 y181 ff7 fs5 fc5 sc0 ls11 ws0">7.8.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">UDZIELONE KREDYTY I POŻYCZKI<span class="ff7"> </span></span></span></div><div class="t m0 x1 h22 yed6 ff5 fs4 fc5 sc0 ls0 ws0">Udzielone przez Grupę pożyczki w<span class="ff7"> 2024 roku: </span></div><div class="t m0 x1 h10 y67a ff6 fs4 fc2 sc0 ls0 ws0">W 2024 roku <span class="ff8">Grupa Kapitałowa Unimot nie udzieli<span class="_ _1"></span>ła nowych pożyczek.<span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 h22 y3ed ff5 fs4 fc5 sc0 ls0 ws0">Na dzień 3<span class="ff7">1.<span class="ls6">12.202</span>4 </span>pozycja Pożyczki udzielone obejmuje:<span class="ff7"> </span></div><div class="t m0 x1 h10 yd5a ff8 fs4 fc2 sc0 ls0 ws0">Saldo pożyczek edukacyjnych dla osób będących n<span class="_ _1"></span>a studiach wyższych w ramach współpracy z Fundacją IVY Poland <span class="_ _0"></span>–<span class="ff6"> kwota 0,6 <span class="_ _0"></span></span>tys. zł<span class="ff6">.  </span></div><div class="t m0 x1 h10 y258 ff8 fs4 fc2 sc0 ls0 ws0">Saldo pożyczki udzielonej przez Unimot Energ<span class="_ _1"></span>ię i Gaz na rzecz SM Ożarów wynosi 766 <span class="_ _0"></span>tys. zł<span class="ff6">.  </span></div><div class="t m0 x1 h10 yed7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 yed8 ff7 fs5 fc5 sc0 ls11 ws0">7.9.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">UDZIELONE PORĘCZENIA<span class="ff7"> I GWARANCJE </span></span></span></div></div><div class="c x1 ye8f wd8 h73"><div class="t m0 xa h14 y547 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach PLN<span class="_ _1"></span>/EUR/USD<span class="ffa"> </span></div><div class="t m0 xa h14 y2a1 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x48 ye8f wd9 h73"><div class="t m0 x80 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">Stan na 31.12.2024<span class="_ _1"></span> </div></div><div class="c x154 ye8f wda h73"><div class="t m0 x38 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">Stan na 31.12.2023<span class="_ _1"></span> </div></div><div class="c x1 y1c0 wd8 h7f"><div class="t m0 xa h14 y56d ffa fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c x48 y1c0 wdb h7f"><div class="t m0 x28 h15 y56d ff7 fs9 fc2 sc0 ls0 ws0">PLN </div></div><div class="c x4c y1c0 wdc h7f"><div class="t m0 x5c h15 y56d ff7 fs9 fc2 sc0 ls4e ws0">EUR<span class="ls0"> </span></div></div><div class="c x155 y1c0 wdd h7f"><div class="t m0 x39 h15 y56d ff7 fs9 fc2 sc0 ls4f ws0">USD<span class="ls0"> </span></div></div><div class="c x154 y1c0 wde h7f"><div class="t m0 x37 h15 y56d ff7 fs9 fc2 sc0 ls0 ws0">PLN </div></div><div class="c x12f y1c0 wdf h7f"><div class="t m0 x18 h15 y56d ff7 fs9 fc2 sc0 ls4e ws0">EUR<span class="ls0"> </span></div></div><div class="c x156 y1c0 we0 h7f"><div class="t m0 x98 h15 y56d ff7 fs9 fc2 sc0 ls4f ws0">USD<span class="ls0"> </span></div></div><div class="c x1 yb66 wd8 hfe"><div class="t m0 xa h19 y564 ff8 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 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">zabezpieczenie ak<span class="_ _1"></span>cyzowe </div></div><div class="c x48 yb66 wdb hfe"><div class="t m0 x2d h19 y566 ff6 fs9 fc2 sc0 ls0 ws0">63 100 </div></div><div class="c x4c yb66 wdc hfe"><div class="t m0 x157 h19 y566 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x155 yb66 wdd hfe"><div class="t m0 xdf h19 y566 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x154 yb66 wde hfe"><div class="t m0 x5e h19 y566 ff6 fs9 fc2 sc0 ls0 ws0">205 000 </div></div><div class="c x12f yb66 wdf hfe"><div class="t m0 x39 h19 y566 ff6 fs9 fc2 sc0 ls0 ws0"> -<span class="ls20">  </span> </div></div><div class="c x156 yb66 we0 hfe"><div class="t m0 x2c h19 y566 ff6 fs9 fc2 sc0 ls0 ws0"> -<span class="ls20">  </span> </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 y3c w5 h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">104<span class="ls0"> </span></div></div><div class="c x1 y4ca wd8 hff"><div class="t m0 xa h19 yed9 ff8 fs9 fc2 sc0 ls0 ws0">Poręczenia wy<span class="_ _1"></span>stawione za <span class="ff6">gwarancje<span class="_ _1"></span> </span></div><div class="t m0 xa h19 yeda ff8 fs9 fc2 sc0 ls0 ws0">ubezpieczenio<span class="_ _1"></span>we złożone jako </div><div class="t m0 xa h19 yecd ff6 fs9 fc2 sc0 ls0 ws0">zabezpieczenia k<span class="_ _1"></span>oncesyjne </div></div><div class="c x48 y4ca wdb hff"><div class="t m0 x2d h19 yeda ff6 fs9 fc2 sc0 ls0 ws0">40 000 </div></div><div class="c x4c y4ca wdc hff"><div class="t m0 x157 h19 yeda ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x155 y4ca wdd hff"><div class="t m0 xdf h19 yeda ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x154 y4ca wde hff"><div class="t m0 xc h19 yeda ff6 fs9 fc2 sc0 ls0 ws0">40 000 </div></div><div class="c x12f y4ca wdf hff"><div class="t m0 x39 h19 yeda ff6 fs9 fc2 sc0 ls0 ws0"> -<span class="ls20">  </span> </div></div><div class="c x156 y4ca we0 hff"><div class="t m0 x2c h19 yeda ff6 fs9 fc2 sc0 ls0 ws0"> -<span class="ls20">  </span> </div></div><div class="c x1 y163 wd8 hfe"><div class="t m0 xa h19 y1c7 ff8 fs9 fc2 sc0 ls0 ws0">Gwarancje do<span class="_ _1"></span>tyczące nal<span class="_ _1"></span>eżytego </div><div class="t m0 xa h19 y1aa ff8 fs9 fc2 sc0 ls0 ws0">wykonania <span class="_ _1"></span>umów i limitó<span class="_ _1"></span>w kupieckich<span class="ff6"> </span></div></div><div class="c x48 y163 wdb hfe"><div class="t m0 x2d h19 y30f ff6 fs9 fc2 sc0 ls0 ws0">68 562 </div></div><div class="c x4c y163 wdc hfe"><div class="t m0 x157 h19 y30f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x155 y163 wdd hfe"><div class="t m0 xdf h19 y30f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x154 y163 wde hfe"><div class="t m0 xc h19 y30f ff6 fs9 fc2 sc0 ls0 ws0">35 158 </div></div><div class="c x12f y163 wdf hfe"><div class="t m0 x43 h19 y30f ff6 fs9 fc2 sc0 ls0 ws0">12 067 </div></div><div class="c x156 y163 we0 hfe"><div class="t m0 x2c h19 y30f ff6 fs9 fc2 sc0 ls0 ws0"> -<span class="ls20">  </span> </div></div><div class="c x1 y324 wd8 hfd"><div class="t m0 xa h19 y1c7 ff8 fs9 fc2 sc0 ls0 ws0">Gwarancje do<span class="_ _1"></span>tyczące pr<span class="_ _1"></span>oduktów </div><div class="t m0 xa h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">finansowyc<span class="_ _1"></span>h </div></div><div class="c x48 y324 wdb hfd"><div class="t m0 x1 h19 y30f ff6 fs9 fc2 sc0 ls0 ws0">133 500 </div></div><div class="c x4c y324 wdc hfd"><div class="t m0 x157 h19 y30f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x155 y324 wdd hfd"><div class="t m0 xdf h19 y30f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x154 y324 wde hfd"><div class="t m0 x24 h19 y30f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x12f y324 wdf hfd"><div class="t m0 x1 h19 y30f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x156 y324 we0 hfd"><div class="t m0 x1c h19 y30f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 yedb wd8 hfe"><div class="t m0 xa h19 y1c7 ff8 fs9 fc2 sc0 ls0 ws0">Poręczenia do<span class="_ _1"></span>tyczące nal<span class="_ _1"></span>eżytego </div><div class="t m0 xa h19 y1aa ff8 fs9 fc2 sc0 ls0 ws0">wykonania <span class="_ _1"></span>umów i limitó<span class="_ _1"></span>w kupieckich<span class="ff6"> </span></div></div><div class="c x48 yedb wdb hfe"><div class="t m0 x1 h19 y30f ff6 fs9 fc2 sc0 ls0 ws0">201 119 </div></div><div class="c x4c yedb wdc hfe"><div class="t m0 x111 h19 y30f ff6 fs9 fc2 sc0 ls0 ws0">30 000 </div></div><div class="c x155 yedb wdd hfe"><div class="t m0 xa0 h19 y30f ff6 fs9 fc2 sc0 ls0 ws0">11 000 </div></div><div class="c x154 yedb wde hfe"><div class="t m0 x5e h19 y30f ff6 fs9 fc2 sc0 ls0 ws0">271 782 </div></div><div class="c x12f yedb wdf hfe"><div class="t m0 x43 h19 y30f ff6 fs9 fc2 sc0 ls0 ws0">12 000 </div></div><div class="c x156 yedb we0 hfe"><div class="t m0 x16 h19 y30f ff6 fs9 fc2 sc0 ls0 ws0">6 000 </div></div><div class="c x1 y3cf wd8 h7d"><div class="t m0 xa h19 y798 ff8 fs9 fc2 sc0 ls0 ws0">Poręczenia do<span class="_ _1"></span>tyczące pr<span class="_ _1"></span>oduktów </div><div class="t m0 xa h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">finansowyc<span class="_ _1"></span>h </div></div><div class="c x48 y3cf wdb h7d"><div class="t m0 x2d h19 y310 ff6 fs9 fc2 sc0 ls0 ws0">97 092 </div></div><div class="c x4c y3cf wdc h7d"><div class="t m0 x111 h19 y310 ff6 fs9 fc2 sc0 ls0 ws0">32 203 </div></div><div class="c x155 y3cf wdd h7d"><div class="t m0 xa0 h19 y310 ff6 fs9 fc2 sc0 ls0 ws0">45 102 </div></div><div class="c x154 y3cf wde h7d"><div class="t m0 x17 h19 y310 ff6 fs9 fc2 sc0 ls0 ws0"> -<span class="ls20">  </span> </div></div><div class="c x12f y3cf wdf h7d"><div class="t m0 x39 h19 y310 ff6 fs9 fc2 sc0 ls0 ws0"> -<span class="ls20">  </span> </div></div><div class="c x156 y3cf we0 h7d"><div class="t m0 x75 h19 y310 ff6 fs9 fc2 sc0 ls0 ws0">43 000 </div></div><div class="c x1 y94a wd8 h73"><div class="t m0 xa h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">Suma </div></div><div class="c x48 y94a wdb h73"><div class="t m0 x1 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">603 373 </div></div><div class="c x4c y94a wdc h73"><div class="t m0 x111 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">62 203 </div></div><div class="c x155 y94a wdd h73"><div class="t m0 xa0 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">56 102 </div></div><div class="c x154 y94a wde h73"><div class="t m0 x5e h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">551 940 </div></div><div class="c x12f y94a wdf h73"><div class="t m0 x43 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">24 067 </div></div><div class="c x156 y94a we0 h73"><div class="t m0 x75 h15 y547 ff7 fs9 fc2 sc0 ls0 ws0">49 000 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h14 yd16 ffa fs9 fc2 sc0 ls0 ws0">Tabela <span class="ff9">przedst<span class="_ _1"></span>awia aktu<span class="_ _1"></span>alne zobowiązani<span class="_ _1"></span>a warunk<span class="_ _1"></span>owe na 3<span class="ffa">1 grudnia </span>2024 rok<span class="_ _1"></span>, natomiast<span class="_ _1"></span> poniższy opis do<span class="_ _1"></span>tyczy udzielon<span class="_ _1"></span>ych poręczeń 2024 rok<span class="_ _1"></span>u.<span class="ffa"> </span></span></div><div class="t m0 x1 h10 y637 ff8 fs4 fc2 sc0 ls0 ws0">Z <span class="_ _6"></span>tytułu <span class="_ _6"></span>udzielonych <span class="_ _6"></span>poręczeń<span class="_ _1"></span> <span class="_ _6"></span>podmioty <span class="_ _6"></span>ich <span class="_ _6"></span>udzielające <span class="_ _6"></span>pobierają <span class="_ _6"></span>wynagrodzenie. <span class="_ _5"></span>Wz<span class="_ _0"></span>rost <span class="_ _6"></span>wystawionych <span class="_ _6"></span>poręczeń <span class="_ _6"></span>i <span class="_ _7"> </span>gwarancji <span class="_ _6"></span>ogółem <span class="_ _6"></span>w </div><div class="t m0 x1 h10 yedc ff8 fs4 fc2 sc0 ls0 ws0">stosunku do roku poprzedniego dotyczy głównie gwarancji poręczeń dotyczących produktów<span class="ff6">. </span></div><div class="t m0 x1 h22 yedd ff5 fs4 fc9 sc0 ls0 ws0">Najważniejsze pozycje:<span class="ff7">  </span></div><div class="t m0 x1 h10 yd4b ff8 fs4 fc2 sc0 ls0 ws0">26  lutego  2024  r.  został  podpisany  aneks  nr  1  do  Umo<span class="_ _0"></span>wy  o  gwarancję  ubezpieczeniową  z  dnia  13.03.2023  r.  zawartej  z <span class="_ _14"> </span>Sopockim </div><div class="t m0 x1 h10 ya38 ff8 fs4 fc2 sc0 ls0 ws0">Towarzystwem <span class="_ _10"></span>Ubezpieczeń <span class="_ _10"></span>ERGO <span class="_ _1"></span>Hestia <span class="_ _10"></span>S.A. <span class="_ _10"></span>w <span class="_ _10"></span>celu <span class="_ _1"></span>zabezpieczenia <span class="_ _10"></span>zapłaty <span class="_ _1"></span>podatku <span class="_ _10"></span>akcyzowego <span class="_ _10"></span>i <span class="_ _1"></span>opłat <span class="_ _10"></span>paliwowych <span class="_ _10"></span>przez <span class="_ _10"></span>Unimot <span class="_ _1"></span>Te<span class="_ _0"></span><span class="ff6">rminale </span></div><div class="t m0 x1 h10 yd4c ff8 fs4 fc2 sc0 ls0 ws0">S.A. <span class="_ _7"> </span>Kwota <span class="_ _12"> </span>gwarancji <span class="_ _7"> </span>wynosił <span class="_ _12"> </span>150 <span class="_ _7"></span>mln <span class="_ _7"> </span>z<span class="_ _0"></span>ł, <span class="_ _7"> </span>a <span class="_ _12"> </span>jej <span class="_ _7"> </span>termin <span class="_ _7"> </span>waż<span class="_ _0"></span>ności <span class="_ _7"> </span>o<span class="_ _0"></span>bowiązywał <span class="_ _7"> </span>od<span class="_ _0"></span><span class="ff6">  <span class="_ _12"> </span> </span>1 <span class="_ _7"> </span>kwietnia <span class="_ _12"> </span>2024 <span class="_ _7"> </span>r. <span class="_ _12"> </span>Gwarancja <span class="_ _7"></span>wygasła <span class="_ _12"> </span>02.10.2024 <span class="_ _7"></span>r. </div><div class="t m0 x1 h10 yede ff8 fs4 fc2 sc0 ls0 ws0">Beneficjentem gwarancji był Naczelnik II Urzędu Skarbowego <span class="ff6"> </span>w Bielsku Białej.<span class="ff6 ls1d">  <span class="ls0"> </span></span></div><div class="t m0 x1 h10 yd9 ff8 fs4 fc2 sc0 ls0 ws0">W  d<span class="_ _1"></span>niu <span class="_ _12"> </span>w  dniu<span class="_ _1"></span>  7 <span class="_ _12"> </span>marca  2024 <span class="_ _12"> </span>r. <span class="_ _12"> </span>Unimot <span class="_ _12"> </span>Paliwa  Sp. <span class="_ _12"> </span>z  o.<span class="_ _1"></span>o. <span class="_ _12"> </span>zawarła  Umowę <span class="_ _12"> </span>o <span class="_ _12"> </span>gwarancję  ube<span class="_ _1"></span>zpieczeniową <span class="_ _12"> </span>z  Sopockim <span class="_ _12"> </span>Towarzystwem </div><div class="t m0 x1 h10 yedf ff8 fs4 fc2 sc0 ls0 ws0">Ubezpieczeń ERGO <span class="_ _5"></span>Hestia <span class="_ _0"></span>S.A. <span class="_ _0"></span>w <span class="_ _0"></span>c<span class="_ _0"></span>elu <span class="_ _0"></span>zabezpieczenia zapłaty <span class="_ _5"></span>podatku <span class="_ _0"></span>akcyzowego <span class="_ _5"></span>i opłat <span class="_ _5"></span>paliwowych. Kwo<span class="_ _0"></span>ta <span class="_ _0"></span>gwarancji <span class="_ _0"></span>wynosi <span class="_ _0"></span>30 <span class="_ _0"></span>m<span class="_ _5"></span>ln <span class="_ _0"></span>zł<span class="_ _0"></span> <span class="_ _0"></span>a </div><div class="t m0 x1 h10 yd4e ff6 fs4 fc2 sc0 lsa ws0">je<span class="ff8 ls0">j termi<span class="_ _1"></span>n ważności obowiązuje <span class="_ _1"></span>od 11 <span class="_ _1"></span>kwietnia <span class="_ _1"></span>2024 r. <span class="ff6"> </span>do 10 kwietnia <span class="_ _1"></span>2025 r. <span class="_ _1"></span>Beneficjentem gwarancji <span class="_ _1"></span>jest <span class="_ _1"></span>Naczelnik Urzędu <span class="_ _1"></span>Skarbowego w </span></div><div class="t m0 x1 h10 yd4f ff8 fs4 fc2 sc0 ls0 ws0">Pruszkowie. <span class="ff6">  </span></div><div class="t m0 x1 h10 y38a ff8 fs4 fc2 sc0 ls0 ws0">W dniu 13 marca <span class="_ _0"></span>2024 r. <span class="_ _0"></span>Unimot Paliwa Sp. z <span class="_ _0"></span>o.o. zawarła Umowę o <span class="_ _0"></span>gwarancję ubezpieczeniową z UNIQA Towarzystwo <span class="_ _0"></span>Ubezpieczeń S.<span class="_ _0"></span><span class="ff6">A. <span class="_ _0"></span>w </span></div><div class="t m0 x1 h10 yee0 ff8 fs4 fc2 sc0 ls0 ws0">celu <span class="_ _1"></span>zabezpieczenia zapłaty <span class="_ _10"></span>podatku akcyzowego i <span class="_ _10"></span>opłat paliwowych. <span class="_ _1"></span>Kwota gwaran<span class="_ _1"></span>cji wynosi <span class="_ _10"></span>25 mln zł, <span class="_ _1"></span>a <span class="_ _1"></span>jej <span class="_ _1"></span>termin ważności <span class="_ _10"></span>o<span class="_ _0"></span>b<span class="_ _0"></span><span class="ff6">o<span class="_ _0"></span></span>wiązuje <span class="_ _1"></span>od </div><div class="t m0 x1 h10 yee1 ff8 fs4 fc2 sc0 ls0 ws0">11.04.2024 r. do 10.04.2025 r. Beneficjentem gwarancji jest Naczelnik Urzędu Skarbowego w Pruszkowie. <span class="ff6">  </span></div><div class="t m0 x1 h10 y9c4 ff8 fs4 fc2 sc0 ls0 ws0">Unimot Paliwa <span class="_ _0"></span>Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o. <span class="_ _0"></span>z<span class="_ _0"></span>awarła Umow<span class="_ _0"></span>ę o<span class="_ _0"></span> gwarancję <span class="_ _0"></span>ubezpieczeniową <span class="_ _0"></span>wystawioną <span class="_ _0"></span>przez <span class="_ _0"></span>UNIQA To<span class="_ _0"></span>warzystwo Ubezpieczeń <span class="_ _0"></span>S.A., <span class="_ _0"></span>skład<span class="_ _5"></span>aną </div><div class="t m0 x1 h10 yee2 ff8 fs4 fc2 sc0 ls0 ws0">jako <span class="_ _0"></span>zabezpieczenie. Kwota <span class="_ _0"></span>gwarancji wynosi <span class="_ _0"></span>2,1 <span class="_ _0"></span>mln <span class="_ _0"></span>zł, a <span class="_ _0"></span>jej <span class="_ _0"></span>termin ważności <span class="_ _0"></span>obowiązuje <span class="_ _0"></span>od <span class="_ _0"></span>25.03.2024 r. <span class="_ _0"></span>do <span class="_ _0"></span>03.01.2025 r. <span class="_ _0"></span>Be<span class="_ _5"></span><span class="ff6 ls13">ne<span class="ls0">ficjentem </span></span></div><div class="t m0 x1 h10 yee3 ff8 fs4 fc2 sc0 ls0 ws0">gwarancji jest Naczelnik Drugiego Urzędu Skarbowego w Opolu. <span class="ff6">  </span></div><div class="t m0 x1 h10 yee4 ff8 fs4 fc2 sc0 ls0 ws0">Unimot Paliwa <span class="_ _0"></span>Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o. <span class="_ _0"></span>z<span class="_ _0"></span>awarła Umow<span class="_ _0"></span>ę o<span class="_ _0"></span> gwarancję <span class="_ _0"></span>ubezpieczeniową <span class="_ _0"></span>wystawioną <span class="_ _0"></span>przez <span class="_ _0"></span>UNIQA To<span class="_ _0"></span>warzystwo Ubezpieczeń <span class="_ _0"></span>S.A., <span class="_ _0"></span>skład<span class="_ _5"></span>aną </div><div class="t m0 x1 h10 yee5 ff8 fs4 fc2 sc0 ls0 ws0">jako <span class="_ _12"> </span>zabezpieczen<span class="_ _1"></span>ie <span class="_ _12"> </span>akcyzowe. <span class="_ _7"> </span>Kw<span class="_ _0"></span>ota <span class="_ _12"> </span>gwarancji <span class="_ _7"></span>wynosi <span class="_ _12"> </span>5 <span class="_ _7"> </span>mln <span class="_ _12"> </span>zł, <span class="_ _12"> </span>a <span class="_ _12"> </span>jej <span class="_ _7"> </span>termin <span class="_ _12"> </span>ważności <span class="_ _7"> </span>obow<span class="_ _0"></span>iązuje <span class="_ _7"> </span>od <span class="_ _12"> </span>04.01.2024 <span class="_ _12"> </span>r. <span class="_ _7"> </span>do <span class="_ _12"> </span>03.01.202<span class="_ _5"></span><span class="ff6 ls6">5 <span class="_ _12"> </span><span class="ls0">r. </span></span></div><div class="t m0 x1 h10 yee6 ff8 fs4 fc2 sc0 ls0 ws0">Beneficjentem gwarancji jest Naczelnik Drugiego Urzędu Skarbowego w Opolu. <span class="ff6">  </span></div><div class="t m0 x1 h10 yee7 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _5"></span>Aviation <span class="_ _5"></span>Sp. <span class="_ _5"></span>z <span class="_ _5"></span>o.o <span class="_ _6"></span>jest <span class="_ _0"></span>zleceniodawcą <span class="_ _5"></span>wystawienia <span class="_ _0"></span>przez <span class="_ _6"></span>Sopockie <span class="_ _0"></span>Towarzystwo <span class="_ _5"></span>Ubezpieczeń <span class="_ _5"></span>ERGO <span class="_ _5"></span>Hestia <span class="_ _5"></span>S.A. <span class="_ _5"></span>gwarancji, <span class="_ _5"></span>z<span class="_ _5"></span>ł<span class="_ _0"></span>ożonej </div><div class="t m0 x1 h10 yee8 ff8 fs4 fc2 sc0 ls0 ws0">jako <span class="_ _6"></span>zabezpieczenie <span class="_ _6"></span>akcyzowe <span class="_ _5"></span>przez <span class="_ _6"></span>Unimot <span class="_ _6"></span>Aviation <span class="_ _6"></span>Sp. <span class="_ _6"></span>z <span class="_ _6"></span>o.o. <span class="_ _6"></span>K<span class="_ _1"></span>wota <span class="_ _6"></span>gwarancji <span class="_ _6"></span>wynosi <span class="_ _6"></span>1,0<span class="_ _1"></span> <span class="_ _6"></span>mln <span class="_ _6"></span>zł, <span class="_ _5"></span>a <span class="_ _6"></span>jej <span class="_ _6"></span>termin <span class="_ _6"></span>ważności <span class="_ _6"></span>obow<span class="_ _0"></span>iąz<span class="_ _0"></span>uje <span class="_ _6"></span>od </div><div class="t m0 x1 h10 yee9 ff8 fs4 fc2 sc0 ls0 ws0">10.05.2024 r. do 09.05.2025 r. Beneficjentem gwarancji jest Naczelnik Urzędu Skarbowego Warszawa<span class="ff6">-</span>Ursynów.<span class="ff6 ls1d">   <span class="ls0"> </span></span></div><div class="t m0 x1 h10 y527 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _23"> </span>Paliwa <span class="_ _15"> </span>Sp. <span class="_ _15"> </span>z <span class="_ _23"> </span>o<span class="_ _0"></span>.o. <span class="_ _15"> </span>jest <span class="_ _23"> </span>z<span class="_ _0"></span>leceniodawcą <span class="_ _23"> </span>wystawienia <span class="_ _15"> </span>przez <span class="_ _15"> </span>Sopockie <span class="_ _23"> </span>Towarz<span class="_ _0"></span>ystwo <span class="_ _23"> </span>Ubezpieczeń <span class="_ _23"> </span>ER<span class="_ _0"></span>GO <span class="_ _23"> </span>Hestia <span class="_ _15"> </span>S.A. <span class="_ _15"> </span>gwarancji </div><div class="t m0 x1 h10 y528 ff8 fs4 fc2 sc0 ls0 ws0">ubezpieczeniowej <span class="_ _7"> </span>zabezpieczającej <span class="_ _12"> </span>zobowiązania <span class="_ _7"> </span>jakie <span class="_ _12"> </span>mogą <span class="_ _7"> </span>w<span class="_ _0"></span>ynikać <span class="_ _7"> </span>w <span class="_ _12"> </span>związku <span class="_ _12"> </span>z <span class="_ _7"> </span>w<span class="_ _0"></span>ykonywaniem <span class="_ _7"> </span>działalności <span class="_ _12"> </span>gospodarczej <span class="_ _7"> </span>w <span class="_ _12"> </span>zakres<span class="_ _0"></span><span class="ff6">ie </span></div><div class="t m0 x1 h10 y529 ff6 fs4 fc2 sc0 ls0 ws0">obrotu  <span class="ff8">p<span class="_ _1"></span>aliwami <span class="_ _12"> </span>ciekłymi  z <span class="_ _12"> </span>zagranicą  przez <span class="_ _12"> </span>Unimot  Pali<span class="_ _1"></span>wa  Sp<span class="_ _1"></span>.  z <span class="_ _12"> </span>o.o.  w <span class="_ _12"> </span>okresie  d<span class="_ _1"></span>o  21.06.2025 <span class="_ _12"> </span>r.  Kwota <span class="_ _12"> </span>gwarancji  wyn<span class="_ _1"></span>osi  10 <span class="_ _7"> </span>mln  zł. </span></div><div class="t m0 x1 h10 yb0a ff8 fs4 fc2 sc0 ls0 ws0">Beneficjentem gwarancji jest Naczelnik Opolskiego Urzędu<span class="_ _1"></span> Skarbowego w Opolu.<span class="_ _0"></span><span class="ff6">  </span></div><div class="t m0 x1 h10 yeea ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _23"> </span>Paliwa <span class="_ _15"> </span>Sp. <span class="_ _15"> </span>z <span class="_ _23"> </span>o<span class="_ _0"></span>.o. <span class="_ _15"> </span>jest <span class="_ _23"> </span>z<span class="_ _0"></span>leceniodawcą <span class="_ _23"> </span>wystawienia <span class="_ _15"> </span>przez <span class="_ _15"> </span>Sopockie <span class="_ _23"> </span>Towarz<span class="_ _0"></span>ystwo <span class="_ _23"> </span>Ubezpieczeń <span class="_ _23"> </span>ER<span class="_ _0"></span>GO <span class="_ _23"> </span>Hestia <span class="_ _15"> </span>S.A. <span class="_ _15"> </span>gwarancji </div><div class="t m0 x1 h10 yeeb ff8 fs4 fc2 sc0 ls0 ws0">ubezpieczeniowej <span class="_ _7"> </span>zabezpieczającej <span class="_ _12"> </span>zobowiązania <span class="_ _7"> </span>jakie <span class="_ _12"> </span>mogą <span class="_ _7"> </span>w<span class="_ _0"></span>ynikać <span class="_ _7"> </span>w <span class="_ _12"> </span>związku <span class="_ _12"> </span>z <span class="_ _7"> </span>w<span class="_ _0"></span>ykonywaniem <span class="_ _7"> </span>działalności <span class="_ _12"> </span>gospodarczej <span class="_ _7"> </span>w <span class="_ _12"> </span>zakres<span class="_ _0"></span><span class="ff6">ie </span></div><div class="t m0 x1 h10 yeec ff6 fs4 fc2 sc0 ls0 ws0">wytwar<span class="ff8">zania <span class="_ _6"></span>paliw <span class="_ _5"></span>ciekłych <span class="_ _6"></span>przez <span class="_ _6"></span>Unimot <span class="_ _6"></span>Paliwa <span class="_ _5"></span>Sp. <span class="_ _6"></span>z <span class="_ _6"></span>o.o. <span class="_ _6"></span>w <span class="_ _5"></span>okresie <span class="_ _6"></span>do <span class="_ _6"></span>30.06.2026 <span class="_ _5"></span>r. <span class="_ _6"></span>Kwota <span class="_ _6"></span>gwarancji <span class="_ _6"></span>wynosi <span class="_ _6"></span>10 <span class="_ _5"></span>mln <span class="_ _6"></span>zł. <span class="_ _6"></span>Beneficjente<span class="_ _0"></span></span><span class="ls3b">m </span></div><div class="t m0 x1 h22 y772 ff8 fs4 fc2 sc0 ls0 ws0">gwarancji jest Naczelnik Pierwszego Mazowieckiego Urzędu S<span class="_ _1"></span>karbowego w Warszawie.<span class="_ _0"></span><span class="ff7"> <span class="ff6">  </span></span></div><div class="t m0 x1 h10 y561 ff8 fs4 fc2 sc0 ls0 ws0">Unimot Energia i Gaz Sp. z o.o jes<span class="_ _0"></span>t zleceniodawcą wystawienia gwarancji ubezpieczeniowej wystawionej przez TU Euler Hermes S.<span class="_ _5"></span><span class="ff6">A. (Allianz </span></div><div class="t m0 x1 h10 yeed ff8 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 h10 y251 ff8 fs4 fc2 sc0 ls0 ws0">ciekłymi <span class="_ _6"></span>z <span class="_ _6"></span>zagranicą <span class="_ _6"></span>przez <span class="_ _6"></span>Unimot <span class="_ _6"></span>Energia <span class="_ _6"></span>i <span class="_ _6"></span>Gaz <span class="_ _6"></span>Sp. <span class="_ _6"></span>z <span class="_ _6"></span>o.o. <span class="_ _6"></span>w <span class="_ _6"></span>okresie <span class="_ _6"></span>do <span class="_ _6"></span>19.10.2025 <span class="_ _6"></span>r. <span class="_ _6"></span>Kwota <span class="_ _6"></span>gwarancji <span class="_ _6"></span>wynosi <span class="_ _6"></span>10 <span class="_ _6"></span>mln <span class="_ _6"></span>zł. <span class="_ _6"></span>Benef<span class="_ _0"></span><span class="ff6">i<span class="_ _0"></span>cjentem </span></div><div class="t m0 x1 h10 yeee ff8 fs4 fc2 sc0 ls0 ws0">gwarancji jest Naczelnik Drugiego Mazowieckiego Urzędu S<span class="_ _1"></span>karbowego w Warszawie.<span class="_ _0"></span><span class="ff6 ls1d">  <span class="ls0"> </span></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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">105<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff8 fs4 fc2 sc0 ls0 ws0">Unimot Terminale Sp. z <span class="_ _0"></span>o.o. <span class="_ _0"></span>o jest zleceniodawcą wystawienia gwarancji <span class="_ _0"></span>ubezpieczeniowej wystawionej przez TU <span class="_ _0"></span>Euler Hermes S.A<span class="_ _5"></span><span class="ff6">. <span class="_ _0"></span>(Allianz </span></div><div class="t m0 x1 h10 y28d ff8 fs4 fc2 sc0 ls0 ws0">Trade) <span class="_ _6"></span>zabezpie<span class="_ _1"></span>czającej <span class="_ _6"></span>zobowiązania <span class="_ _5"></span>jakie <span class="_ _6"></span>mogą <span class="_ _6"></span>wynikać <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _6"></span>związku <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _6"></span>wykonywaniem <span class="_ _5"></span>działalności <span class="_ _6"></span>gospodarczej <span class="_ _6"></span>w <span class="_ _5"></span>zakresie <span class="_ _6"></span>wy<span class="_ _0"></span><span class="ff6">tw<span class="_ _0"></span>arzania </span></div><div class="t m0 x1 h10 y28e ff8 fs4 fc2 sc0 ls0 ws0">paliw ciekłych przez Unimot Terminale Sp. z o.o. w okresie do 30.11.2025 r. Kwota gwarancji wynosi 10 mln zł. Beneficjentem g<span class="_ _0"></span><span class="ff6">wara<span class="_ _0"></span>ncji jest </span></div><div class="t m0 x1 h10 y35c ff8 fs4 fc2 sc0 ls0 ws0">Naczelnik Drugiego Urzędu Skarbowego w Bielsku<span class="ff6">-</span>Białej.<span class="ff6">  </span></div><div class="t m0 x1 h10 yb37 ff8 fs4 fc2 sc0 ls0 ws0">3 czerwca w rama<span class="_ _10"></span>c<span class="_ _0"></span>h Umowy ge<span class="_ _1"></span>neralnej <span class="_ _1"></span>o udzielanie <span class="_ _1"></span>płatniczych gwarancji u<span class="_ _1"></span>bezpieczeniowych zawarte<span class="_ _1"></span>j pomiędzy <span class="_ _1"></span>Unimot Paliwa S<span class="_ _1"></span>p. <span class="_ _0"></span><span class="ff6">z o.o. a </span></div><div class="t m0 x1 h10 yeef ff8 fs4 fc2 sc0 ls0 ws0">KUKE <span class="_ _7"> </span>S.A. <span class="_ _12"> </span>została <span class="_ _7"> </span>wystawiona <span class="_ _12"> </span>gwarancja <span class="_ _7"> </span>na <span class="_ _12"> </span>rzecz <span class="_ _7"> </span>ING <span class="_ _12"> </span>Bank <span class="_ _7"></span>Śląski <span class="_ _7"> </span>S.A. <span class="_ _12"> </span>stanowiąca <span class="_ _7"> </span>zabezpieczenie <span class="_ _7"> </span>ewentualnych <span class="_ _12"> </span>roszczeń <span class="_ _7"></span>Benef<span class="_ _5"></span><span class="ff6">icjenta </span></div><div class="t m0 x1 h10 yef0 ff8 fs4 fc2 sc0 ls0 ws0">mogących <span class="_ _5"></span>powstać <span class="_ _0"></span>z <span class="_ _5"></span>tytułu <span class="_ _5"></span>podpisane<span class="_ _1"></span>j <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _5"></span>Unimot <span class="_ _0"></span>Paliwa <span class="_ _5"></span>Sp. <span class="_ _5"></span>z <span class="_ _5"></span>o.o. <span class="_ _0"></span>Umowy <span class="_ _5"></span>kredytowej <span class="_ _0"></span>z <span class="_ _5"></span>20.05.2024 <span class="_ _0"></span>r. <span class="_ _5"></span>Kwo<span class="_ _0"></span>ta <span class="_ _0"></span>gwarancji <span class="_ _5"></span>wynosi <span class="_ _0"></span>120 <span class="_ _5"></span>m<span class="_ _5"></span>ln <span class="_ _0"></span>zł<span class="_ _0"></span> <span class="_ _5"></span>i </div><div class="t m0 x1 h10 yef1 ff8 fs4 fc2 sc0 ls0 ws0">jest <span class="_ _5"></span>w<span class="_ _0"></span>ażna <span class="_ _6"></span>do <span class="_ _5"></span>09.05.2026 <span class="_ _6"></span>r. <span class="_ _6"></span><span class="ff6"> </span>Unimot <span class="_ _5"></span>S.A. <span class="_ _6"></span>jest <span class="_ _5"></span>poręczycielem <span class="_ _6"></span>zobowiązań <span class="_ _6"></span>jakie <span class="_ _5"></span>mogą <span class="_ _6"></span>powstać <span class="_ _5"></span>w <span class="_ _6"></span>związku <span class="_ _6"></span>z <span class="_ _5"></span>wystawieniem <span class="_ _6"></span><span class="ff6">gwarancji <span class="_ _6"></span>przez </span></div><div class="t m0 x1 h10 yef2 ff6 fs4 fc2 sc0 ls0 ws0">KUKE.<span class="ls1d">  </span> </div><div class="t m0 x1 h10 yd60 ff8 fs4 fc2 sc0 ls0 ws0">10 czerwca w ramach Umowy ge<span class="_ _1"></span>neralnej o udzielanie płatni<span class="_ _1"></span>czych gwarancji ubezpieczeniowych zawartej pomiędzy Unimot Paliwa Sp.<span class="ff6"> z o<span class="_ _0"></span>.o. </span></div><div class="t m0 x1 h10 y6f5 ff8 fs4 fc2 sc0 ls0 ws0">a KUKE<span class="_ _0"></span> S.A. <span class="_ _0"></span>została <span class="_ _0"></span>w<span class="_ _0"></span>ystawiona gwarancja <span class="_ _0"></span>na <span class="_ _0"></span>rzecz <span class="_ _0"></span>Banku <span class="_ _0"></span>Millennium <span class="_ _0"></span>S.A. <span class="_ _0"></span>stanowiąca <span class="_ _0"></span>zabezpieczenie ewentualnyc<span class="_ _0"></span>h roszc<span class="_ _0"></span>zeń Ben<span class="_ _5"></span><span class="ff6">eficjenta </span></div><div class="t m0 x1 h10 y196 ff8 fs4 fc2 sc0 ls0 ws0">mogących powstać <span class="_ _10"></span>z tytułu <span class="_ _10"></span>podpisanej z <span class="_ _10"></span>Unimot Paliwa <span class="_ _1"></span>Sp. <span class="ff6"> z <span class="_ _10"></span>o<span class="_ _0"></span>.o. <span class="_ _1"></span>Umowy faktoring<span class="_ _1"></span>u <span class="_ _1"></span>odwrotnego <span class="_ _1"></span>z <span class="_ _1"></span>24.04.2024. <span class="_ _1"></span>Kwota gwarancji <span class="_ _10"></span>wynosi 13,5<span class="_ _1"></span> </span></div><div class="t m0 x1 h10 yef3 ff8 fs4 fc2 sc0 ls0 ws0">mln <span class="_ _0"></span>zł <span class="_ _0"></span>i <span class="_ _5"></span>jest <span class="_ _0"></span>ważna <span class="_ _5"></span>do <span class="_ _5"></span><span class="ff6"> </span>21.07.2025 <span class="_ _0"></span>r. <span class="_ _5"></span>Unimot <span class="_ _0"></span>S.A. <span class="_ _0"></span>j<span class="_ _0"></span>est <span class="_ _0"></span>poręczyc<span class="_ _0"></span>ielem <span class="_ _0"></span>zobowiązań <span class="_ _5"></span>jakie <span class="_ _0"></span>mogą <span class="_ _0"></span>powstać <span class="_ _5"></span>w <span class="_ _0"></span>zw<span class="_ _0"></span>iązku <span class="_ _0"></span>z <span class="_ _6"></span><span class="ff6">wystawienie<span class="_ _1"></span>m <span class="_ _0"></span>gwarancji </span></div><div class="t m0 x1 h10 yef4 ff6 fs4 fc2 sc0 ls0 ws0">przez KUKE.<span class="ls1d">  </span> </div><div class="t m0 x1 h10 y9fc ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _5"></span>Energia <span class="_ _0"></span>i <span class="_ _6"></span>Gaz <span class="_ _0"></span>Sp. <span class="_ _5"></span>z <span class="_ _6"></span>o.o. <span class="_ _0"></span>o <span class="_ _5"></span>jest <span class="_ _5"></span>zleceniodawcą <span class="_ _5"></span>wystawienia <span class="_ _5"></span>ubezpieczeniowej <span class="_ _5"></span>gwarancji <span class="_ _5"></span>należytego <span class="_ _5"></span>wykonania <span class="_ _5"></span>umowy <span class="_ _5"></span>wystaw<span class="_ _5"></span><span class="ff6">ionej </span></div><div class="t m0 x1 h10 yd64 ff8 fs4 fc2 sc0 ls0 ws0">przez <span class="_ _1"></span>TU Eule<span class="_ _1"></span>r <span class="_ _1"></span>Hermes S<span class="_ _1"></span>.A. (All<span class="_ _1"></span>ianz Trade) <span class="_ _10"></span>na rzecz <span class="_ _1"></span>Polskiej <span class="_ _1"></span>Spółki Gazownictwa <span class="_ _10"></span>Sp. z <span class="_ _1"></span>o.o. Kwota <span class="_ _10"></span>gwarancji wynosi <span class="_ _10"></span>17,2 mln <span class="_ _10"></span>zł<span class="_ _5"></span><span class="ff6">. Gwarancja <span class="_ _1"></span>jest </span></div><div class="t m0 x1 h10 y68f ff8 fs4 fc2 sc0 ls0 ws0">ważna do 31.10.2025 r.<span class="ff6">  </span></div><div class="t m0 x1 h10 ydc4 ff8 fs4 fc2 sc0 ls0 ws0">Unimot Paliwa <span class="_ _1"></span>Sp. z <span class="_ _1"></span>o.o. o jest <span class="_ _1"></span>zleceniodawcą wystawienia <span class="_ _1"></span>ubezpieczeniowej gwarancji <span class="_ _1"></span>należytego wykonania <span class="_ _1"></span>umowy wystawionej p<span class="ff6">rzez TU </span></div><div class="t m0 x1 h10 yef5 ff8 fs4 fc2 sc0 ls0 ws0">Euler Hermes <span class="_ _1"></span>S.A. (Allianz <span class="_ _1"></span>Trade) na rzecz Orle<span class="_ _1"></span>n Paliwa Sp<span class="_ _1"></span>. z o.o. Kwota gwarancji <span class="_ _10"></span>w<span class="_ _0"></span>ynosi 12,5 mln<span class="_ _1"></span> zł. Gwarancja jes<span class="_ _1"></span>t ważna<span class="_ _0"></span><span class="ff6"> do 05.08.2025r.  </span></div><div class="t m0 x1 h10 y4db ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _6"></span>Paliwa <span class="_ _7"> </span>Sp. <span class="_ _7"> </span>z <span class="_ _7"> </span>o<span class="_ _0"></span>.o. <span class="_ _7"></span>o <span class="_ _7"></span>jest <span class="_ _7"> </span>zleceniodawcą <span class="_ _7"> </span>wystawienia <span class="_ _7"> </span>bankowej <span class="_ _7"> </span>gwarancji <span class="_ _7"> </span>należytego <span class="_ _7"></span>wykonania <span class="_ _7"></span>umowy <span class="_ _7"></span>wystawionej <span class="_ _7"> </span>przez <span class="_ _7"></span>Ban<span class="_ _5"></span><span class="ff6 ls50">k </span></div><div class="t m0 x1 h10 yef6 ff8 fs4 fc2 sc0 ls0 ws0">Millennium S.A na rzecz Orlen Paliwa Sp. z o.o. Kwota gwarancji wynosi 15,5 mln<span class="_ _1"></span> zł. Gwarancja jest ważna do 12.02.2026 r.<span class="_ _0"></span><span class="ff6">  </span></div><div class="t m0 x1 h10 yd4f ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _1"></span>S.A. <span class="_ _1"></span>jest <span class="_ _1"></span>poręczycielem <span class="_ _1"></span>zobowiązań wynikających <span class="_ _10"></span>w umów <span class="_ _10"></span>leasingu <span class="_ _1"></span>(przedmioty le<span class="_ _1"></span>asingu <span class="_ _1"></span>to 135 <span class="_ _10"></span>sztuk cyste<span class="_ _1"></span>rn <span class="_ _1"></span>kolejowych) <span class="ff6">zawartych </span></div><div class="t m0 x1 h10 y6e2 ff8 fs4 fc2 sc0 ls0 ws0">w <span class="_ _0"></span>ramach Umo<span class="_ _0"></span>wy <span class="_ _0"></span>generalne<span class="_ _1"></span>j l<span class="_ _0"></span>easingu <span class="_ _0"></span>zawartej <span class="_ _0"></span>pomiędzy Unimot<span class="_ _0"></span> <span class="_ _0"></span>Paliwa <span class="_ _0"></span>Sp. z <span class="_ _0"></span>o.o<span class="_ _0"></span>. <span class="_ _0"></span>a <span class="_ _0"></span>ING Lease <span class="_ _0"></span>(Polska) <span class="_ _0"></span>Sp. z <span class="_ _0"></span>o<span class="_ _0"></span>.o. <span class="_ _0"></span>Na <span class="_ _0"></span>dzień bi<span class="_ _5"></span><span class="ff6">lansow<span class="_ _0"></span>y <span class="_ _0"></span>saldo </span></div><div class="t m0 x1 h10 yd50 ff8 fs4 fc2 sc0 ls0 ws0">zobowiązań wynikających z powyższych umów wynosiło 14,48 mln EUR a najdłuższa data zobowiązania to 15.06.2033 r.<span class="ff6 ls1d">  <span class="ls0"> </span></span></div><div class="t m0 x1 h10 yee1 ff8 fs4 fc2 sc0 ls0 ws0">Unimot S.A. jest poręczycielem zobowiązań wynikających z umowy kredytowej zawartej pomięd<span class="_ _1"></span>zy Unimot Paliwa Sp. z o.o. a mBank <span class="_ _0"></span><span class="ff6">S.A. Na </span></div><div class="t m0 x1 h10 yef7 ff8 fs4 fc2 sc0 ls0 ws0">dzień bilansowy saldo zobowiązań wynosiło odpowiednio 17,7 mln EUR oraz<span class="ff6">  44,3 mln USD.  </span></div><div class="t m0 x1 h10 yef8 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _6"></span>Paliwa <span class="_ _6"></span>Sp. <span class="_ _6"></span>z <span class="_ _7"></span>o.o. <span class="_ _6"></span>zawarła <span class="_ _6"></span>z <span class="_ _6"></span>ORLEN <span class="_ _7"></span>S.A. <span class="_ _6"></span>Umowę <span class="_ _6"></span>poręczenia <span class="_ _6"></span>stanowiąca <span class="_ _6"></span>zabezpieczenie <span class="_ _6"></span>wierzytelności <span class="_ _6"></span>ORLEN <span class="_ _6"></span>S.A. <span class="_ _6"></span>wobec <span class="_ _7"></span>Unim<span class="_ _0"></span><span class="ff6">ot </span></div><div class="t m0 x1 h10 yef9 ff8 fs4 fc2 sc0 ls0 ws0">Bitumen <span class="_ _10"></span>Sp. <span class="_ _10"></span>z <span class="_ _1"></span>o.o. <span class="_ _10"></span>wynikających <span class="_ _10"></span>z <span class="_ _10"></span>Warunkowej <span class="_ _1"></span>Ramowej <span class="_ _10"></span>Umowy <span class="_ _10"></span>Sprzedaży <span class="_ _10"></span>z<span class="_ _0"></span> <span class="_ _10"></span>dnia <span class="_ _10"></span>12 <span class="_ _1"></span>stycznia <span class="_ _10"></span>2022 <span class="_ _10"></span>r. <span class="_ _10"></span>(&quot;Zabezpieczona <span class="_ _10"></span>Umowa&quot;)<span class="_ _0"></span>. <span class="_ _10"></span>Maks<span class="_ _0"></span><span class="ff6 ls3a">yma<span class="ls0">lna </span></span></div><div class="t m0 x1 h10 y9a2 ff8 fs4 fc2 sc0 ls0 ws0">wartość zabezpieczenia wynosi 90 mln zł, a maksymalny okres zabe<span class="_ _1"></span>zpieczenia upłynął z dniem 31 grudnia 2024 r. <span class="ff6">  </span></div><div class="t m0 x1 h10 yee5 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _0"></span>5 <span class="_ _5"></span>czerwca <span class="_ _0"></span>zo<span class="_ _0"></span>stała <span class="_ _0"></span>podpisana <span class="_ _0"></span>Umowa <span class="_ _5"></span>poręczenia <span class="_ _0"></span>pomiędzy <span class="_ _5"></span>Unimot <span class="_ _0"></span>S.A. <span class="_ _5"></span>a <span class="_ _0"></span>PKO <span class="_ _5"></span>BP <span class="_ _0"></span>S.A. <span class="_ _5"></span>która <span class="_ _5"></span>zabezpiecza <span class="_ _0"></span>ewentualne <span class="_ _0"></span>zobowiąza<span class="_ _6"></span><span class="ff6">nia </span></div><div class="t m0 x1 h10 yee6 ff8 fs4 fc2 sc0 ls0 ws0">Unimot Commodities <span class="_ _10"></span>Sp. z o.o. wobe<span class="_ _1"></span>c Beneficjen<span class="_ _1"></span>ta jakie <span class="_ _1"></span>mogą pojawić si<span class="_ _1"></span>ę w z<span class="_ _1"></span>wiązku <span class="ff6"> </span>z zawartą Um<span class="_ _1"></span>ową Ramową <span class="_ _1"></span>dot. transakcji <span class="_ _10"></span>skarb<span class="ff6">o<span class="_ _0"></span>wych </span></div><div class="t m0 x1 h10 y412 ff8 fs4 fc2 sc0 ls0 ws0">zabezpieczających ryzyko<span class="_ _0"></span> kursowe <span class="_ _0"></span>oraz <span class="_ _0"></span>ryzyko c<span class="_ _0"></span>en towarów. <span class="_ _0"></span>Kwota <span class="_ _0"></span>poręczenia wynosi <span class="_ _0"></span>14,45 <span class="_ _0"></span>mln <span class="_ _0"></span>zł i <span class="_ _0"></span>obowiąz<span class="_ _0"></span>uje do <span class="_ _0"></span>31.07.2029 <span class="_ _0"></span>r. <span class="_ _6"></span>Na dzień </div><div class="t m0 x1 h10 yefa ff8 fs4 fc2 sc0 ls0 ws0">31.12.2024 r saldo wykorzystania limitu na transakcje wynosi<span class="_ _1"></span>ło 0 zł.<span class="_ _0"></span><span class="ff6 ls1d">   <span class="ls0"> </span></span></div><div class="t m0 x1 h10 ydd3 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _5"></span>19.03.2024 <span class="_ _5"></span>r. <span class="_ _5"></span>została <span class="_ _5"></span>zaw<span class="_ _0"></span>arta <span class="_ _0"></span>Umo<span class="_ _0"></span>wa <span class="_ _5"></span>Poręczenia <span class="_ _0"></span>pomiędzy <span class="_ _5"></span>Unimot <span class="_ _5"></span>S.A. <span class="_ _5"></span>a <span class="_ _5"></span>PKO <span class="_ _5"></span>BP <span class="_ _5"></span>S.A. <span class="_ _0"></span>za<span class="_ _0"></span>bezpieczająca <span class="_ _5"></span>wierzytelności, <span class="_ _0"></span>jaki<span class="_ _6"></span>e <span class="_ _0"></span>mogą </div><div class="t m0 x1 h10 ydd4 ff8 fs4 fc2 sc0 ls0 ws0">powstać <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _5"></span>związku <span class="_ _6"></span>z <span class="_ _5"></span>podpisaną <span class="_ _5"></span>pomiędzy <span class="_ _5"></span>PKO <span class="_ _6"></span>BP <span class="_ _5"></span>S.A. <span class="_ _5"></span>a <span class="_ _6"></span>Unimot <span class="_ _0"></span>E<span class="_ _0"></span>nergia <span class="_ _5"></span>i <span class="_ _5"></span>Gaz <span class="_ _6"></span>Sp.  <span class="_ _5"></span>o.o. <span class="_ _6"></span>Umową <span class="_ _5"></span>Ramową <span class="_ _5"></span>o<span class="_ _0"></span> <span class="_ _5"></span>Gwarancje. <span class="_ _6"></span>Kwota <span class="_ _5"></span>poręczen<span class="_ _0"></span><span class="ff6">ia </span></div><div class="t m0 x1 h10 y2b4 ff8 fs4 fc2 sc0 ls0 ws0">wynosi <span class="_ _0"></span>7,5 <span class="_ _5"></span>mln <span class="_ _5"></span>zł <span class="_ _5"></span>i <span class="_ _5"></span>obowiązuje <span class="_ _0"></span>do <span class="_ _5"></span>14.03.2033 <span class="_ _5"></span>r. <span class="_ _5"></span>Na <span class="_ _0"></span>dzień <span class="_ _5"></span>31.12.2024 <span class="_ _0"></span>r. <span class="_ _5"></span>w <span class="_ _5"></span>ramach <span class="_ _5"></span>linii <span class="_ _0"></span>wystawiona <span class="_ _5"></span>zostały <span class="_ _5"></span>gwarancje <span class="_ _5"></span>w <span class="_ _0"></span>ł<span class="_ _0"></span>ącznej <span class="_ _6"></span><span class="ff6">kwocie <span class="_ _0"></span>2,2 </span></div><div class="t m0 x1 h10 yefb ff8 fs4 fc2 sc0 ls0 ws0">mln zł, z najdłuższym terminem ważności do 31.08.2026 r.<span class="ff6 ls1d">  <span class="ls0"> </span></span></div><div class="t m0 x1 h10 yb0a ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _0"></span>S.A. <span class="_ _5"></span>udzieliła <span class="_ _5"></span>poręczenia <span class="_ _5"></span>zapłaty <span class="_ _5"></span>przez <span class="_ _5"></span>Unimot <span class="_ _5"></span>Terminale <span class="_ _5"></span>Sp. <span class="_ _0"></span>z <span class="_ _5"></span>o.o<span class="_ _0"></span>. <span class="_ _0"></span>na <span class="_ _5"></span>rzecz <span class="_ _5"></span>Orlen <span class="_ _5"></span>S.A. <span class="_ _5"></span>kw<span class="_ _0"></span>ot <span class="_ _5"></span>jakie <span class="_ _0"></span>mogą <span class="_ _5"></span>wynikać <span class="_ _5"></span>z <span class="_ _5"></span>umow<span class="_ _6"></span><span class="ff6">y <span class="_ _0"></span>nabycia </span></div><div class="t m0 x1 h10 yb0b ff8 fs4 fc2 sc0 ls0 ws0">akcji <span class="_ _10"></span>L<span class="_ _0"></span>otos <span class="_ _10"></span>T<span class="_ _0"></span>erminale <span class="_ _10"></span>S.A. <span class="_ _10"></span>(SPA) z <span class="_ _10"></span>12 <span class="_ _10"></span>stycznia 2022 <span class="_ _10"></span>r. <span class="_ _10"></span>oraz umowy <span class="_ _10"></span>dotyczącej <span class="_ _10"></span>najmu<span class="_ _0"></span><span class="ff6"> </span>i <span class="_ _10"></span>ro<span class="_ _0"></span>zliczenia <span class="_ _10"></span>nakładów <span class="_ _1"></span>inwestycji <span class="_ _10"></span>w Sz<span class="ff6">czecini<span class="_ _1"></span>e <span class="_ _10"></span>z 12 <span class="_ _10"></span>stycznia </span></div><div class="t m0 x1 h10 y258 ff8 fs4 fc2 sc0 ls0 ws0">2022 r.  Maksymalna kwota poręczenia wynosi 6 mln zł a maksymalny termin obowiązywania poręczenia to 31 grudnia 2032 r. <span class="ff6">  </span></div><div class="t m0 x1 h10 yed7 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _5"></span>S.A. <span class="_ _5"></span>udzieliła <span class="_ _5"></span>poręczenia <span class="_ _5"></span>zapłaty <span class="_ _5"></span>wynikających <span class="_ _5"></span>z <span class="_ _5"></span>realizacji <span class="_ _5"></span>umowy <span class="_ _5"></span>z <span class="_ _5"></span>dnia <span class="_ _5"></span>01.12.2022 <span class="_ _5"></span>r. <span class="_ _6"></span>a <span class="_ _0"></span>dotyczącej <span class="_ _5"></span>udostępnienia <span class="_ _5"></span>nier<span class="_ _0"></span>ucho<span class="_ _0"></span>mości <span class="_ _5"></span>i </div><div class="t m0 x1 h10 yefc ff8 fs4 fc2 sc0 ls0 ws0">rozliczenia <span class="_ _6"></span>nakładów <span class="_ _7"> </span>inwestycyjnych <span class="_ _7"> </span>związ<span class="_ _0"></span>anych <span class="_ _6"></span>z <span class="_ _7"> </span>realizac<span class="_ _0"></span>ją <span class="_ _7"></span>inwestycji <span class="_ _6"></span>w<span class="_ _0"></span> <span class="_ _7"></span>terminalu <span class="_ _7"></span>paliw <span class="_ _7"></span>w <span class="_ _7"></span>Szczecinie. <span class="_ _7"></span>Beneficjentem <span class="_ _7"></span>je<span class="_ _5"></span><span class="ff6">st <span class="_ _7"></span>Orlen <span class="_ _7"> </span>S.A. <span class="_ _7"></span>a </span></div><div class="t m0 x1 h10 yefd ff8 fs4 fc2 sc0 ls0 ws0">zobowiązanym Un<span class="_ _1"></span>imot <span class="_ _1"></span>Terminale <span class="_ _1"></span>Sp. <span class="_ _1"></span>z <span class="_ _1"></span>o.o. Maks<span class="_ _1"></span>ymalna <span class="_ _1"></span>kwota p<span class="_ _1"></span>oręczenia <span class="_ _10"></span>wynosi 78 <span class="_ _1"></span>mln <span class="_ _10"></span>z<span class="_ _0"></span>ł,<span class="_ _0"></span><span class="ff6">  </span>maksy<span class="_ _1"></span>malny <span class="_ _1"></span>termin <span class="_ _10"></span>o<span class="_ _0"></span>bowiązywania porę<span class="_ _1"></span>czenia </div><div class="t m0 x1 h10 y1be ff8 fs4 fc2 sc0 ls0 ws0">to 31 grudnia 2032 r. <span class="ff6">  </span></div><div class="t m0 x1 h10 y251 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _7"> </span>dniu <span class="_ _12"> </span>28 <span class="_ _12"> </span>lutego <span class="_ _7"></span>2024 <span class="_ _12"> </span>r. <span class="_ _7"> </span>Unimot <span class="_ _12"> </span>S.A. <span class="_ _7"> </span>udzieliła <span class="_ _12"> </span>poręczenia <span class="_ _7"> </span>/ <span class="_ _12"> </span>gwarancji <span class="_ _12"> </span>(PARENT <span class="_ _12"> </span>GUARAN<span class="_ _1"></span>TEE <span class="_ _12"> </span>AND <span class="_ _7"></span>INDEMNITY) <span class="_ _12"> </span>na <span class="_ _12"> </span>rzecz <span class="_ _7"> </span>TotalEnergies<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 yeee ff8 fs4 fc2 sc0 ls0 ws0">Marketing <span class="_ _1"></span>Deutschland <span class="_ _10"></span>GmbH i/lub <span class="_ _1"></span>innych <span class="_ _1"></span>spółek <span class="_ _1"></span>z <span class="_ _1"></span>grupy <span class="_ _10"></span>T<span class="_ _0"></span>otalEnergies wskazanych <span class="_ _10"></span>w dokumencie <span class="_ _10"></span>za zobowiązania Un<span class="_ _1"></span>imot <span class="_ _1"></span>Paliwa S<span class="_ _10"></span>p<span class="_ _5"></span><span class="ff6">. z <span class="_ _10"></span>o<span class="_ _0"></span>.o. </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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">106<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff8 fs4 fc2 sc0 ls0 ws0">jakie mogą <span class="_ _0"></span>wynikać <span class="_ _0"></span>z <span class="_ _0"></span>zawartych <span class="_ _0"></span>kontraktów. <span class="_ _0"></span>Maksymalna kwo<span class="_ _0"></span>ta zabezpieczenia wynosi <span class="_ _0"></span>17 <span class="_ _0"></span>mln <span class="_ _0"></span>EUR, <span class="_ _0"></span>poręczenie <span class="_ _0"></span>było <span class="_ _0"></span>ważne <span class="_ _0"></span>do <span class="_ _0"></span>31 sty<span class="_ _5"></span><span class="ff6">cznia </span></div><div class="t m0 x1 h10 y28d ff8 fs4 fc2 sc0 ls0 ws0">2025 r. <span class="ff6">  </span></div><div class="t m0 x1 h10 y536 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _6"></span>S.A. <span class="_ _6"></span>udzieliła <span class="_ _6"></span>poręczenia <span class="_ _6"></span>za <span class="_ _6"></span>zobowiązania <span class="_ _6"></span>Unimot <span class="_ _6"></span>Paliwa <span class="_ _6"></span>Sp. <span class="_ _6"></span>z <span class="_ _6"></span>o.o<span class="_ _0"></span>. <span class="_ _6"></span>wobec <span class="_ _6"></span>Shell <span class="_ _6"></span>Deutschland <span class="_ _6"></span>GmbH <span class="_ _6"></span>jakie <span class="_ _6"></span>mogą <span class="_ _6"></span>powstać <span class="_ _6"></span>ram<span class="_ _6"></span><span class="ff6">ach </span></div><div class="t m0 x1 h10 y537 ff8 fs4 fc2 sc0 ls0 ws0">współpracy handlowej. Maksymalna kwota zobowiązania wynosi 8,5 mln EUR.<span class="ff6 ls1d">  <span class="ls0"> </span></span></div><div class="t m0 x1 h10 y290 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>dniu 7 <span class="_ _0"></span>listopada <span class="_ _0"></span>2023 r. <span class="_ _0"></span>Unimo<span class="_ _0"></span>t <span class="_ _0"></span>S.A. udzieliła <span class="_ _0"></span>poręczenia <span class="_ _0"></span>/ gwarancji <span class="_ _0"></span>(Parent <span class="_ _0"></span>Company <span class="_ _0"></span>Guarantee) <span class="_ _5"></span><span class="ff6"> </span>za <span class="_ _0"></span>zo<span class="_ _0"></span>bowiązania Unimot <span class="_ _0"></span>Paliwa <span class="_ _0"></span>Sp. <span class="_ _0"></span>z </div><div class="t m0 x1 h10 y291 ff8 fs4 fc2 sc0 ls0 ws0">o.o. <span class="_ _10"></span>wobec <span class="_ _1"></span>Preem <span class="_ _10"></span>AB, <span class="_ _10"></span>jakie <span class="_ _10"></span>mo<span class="_ _0"></span>gą <span class="_ _1"></span>powstać <span class="_ _10"></span>w <span class="_ _10"></span>ramac<span class="_ _0"></span>h <span class="_ _10"></span>współpracy handlowej. <span class="_ _9"></span>Maksymal<span class="_ _0"></span>na <span class="_ _10"></span>kwota <span class="_ _1"></span>zabezpieczenia <span class="_ _10"></span>wynosi <span class="_ _10"></span>4 mln <span class="_ _9"></span>USD, <span class="_ _1"></span>a <span class="_ _10"></span>ważność </div><div class="t m0 x1 h10 y49c ff8 fs4 fc2 sc0 ls0 ws0">poręczenia kończy się 31.01.2027 r. <span class="ff6">  </span></div><div class="t m0 x1 h10 y539 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _5"></span>06.08.2024 <span class="_ _5"></span>została <span class="_ _0"></span>wystawiona <span class="_ _5"></span>przez <span class="_ _0"></span>TU <span class="_ _5"></span>Euler <span class="_ _0"></span>H<span class="_ _0"></span>ermes <span class="_ _0"></span>S.A. <span class="_ _0"></span>(<span class="_ _0"></span>Allianz <span class="_ _0"></span>Trade) <span class="_ _5"></span>gwarancja <span class="_ _5"></span>ubezpieczen<span class="_ _1"></span>iowa <span class="_ _6"></span><span class="ff6"> w <span class="_ _0"></span>kwocie <span class="_ _5"></span>12,5 <span class="_ _0"></span>mln <span class="_ _5"></span>PLN <span class="_ _0"></span>na </span></div><div class="t m0 x1 h10 y70 ff8 fs4 fc2 sc0 ls0 ws0">zlecenie <span class="_ _0"></span>Unimot <span class="_ _6"></span>Paliwa <span class="_ _0"></span>Sp. <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _5"></span>o.o. <span class="_ _5"></span>zabezpieczająca <span class="_ _5"></span>zobowiązania <span class="_ _5"></span>wynikające <span class="_ _0"></span>z <span class="_ _6"></span>umowy <span class="_ _5"></span>handlowej <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>O<span class="_ _0"></span>rlen <span class="_ _0"></span>Pa<span class="_ _0"></span>liwa <span class="_ _5"></span>Sp. <span class="_ _5"></span>z <span class="_ _5"></span>o.o<span class="_ _0"></span>. <span class="_ _0"></span>Unimot<span class="_ _6"></span><span class="ff6"> <span class="_ _0"></span>S.A. <span class="_ _5"></span>jest </span></div><div class="t m0 x1 h10 y8c4 ff8 fs4 fc2 sc0 ls0 ws0">poręczycielem zobowiązań wynikających z wystawienia tej gwaran<span class="_ _1"></span>cji. Gwarancja obowiązuje do 05.08.2025 r.<span class="ff6">  </span></div><div class="t m0 x1 h10 y3d2 ff8 fs4 fc2 sc0 ls0 ws0">W dniu 07.08.2024 r. <span class="_ _0"></span>Unimot S.A. <span class="_ _0"></span>udzieliła gwarancji / poręczenia, któ<span class="_ _0"></span>rego beneficjentem jest A/S G<span class="_ _0"></span>lobal Risk Management Ltd.<span class="_ _5"></span><span class="ff6"> </span>Poręczenie </div><div class="t m0 x1 h10 y6f7 ff8 fs4 fc2 sc0 ls0 ws0">zabezpiecza <span class="_ _6"></span>zobowiązania <span class="_ _5"></span>Unimot <span class="_ _6"></span>Bitument <span class="_ _6"></span>Sp. <span class="_ _5"></span>z <span class="_ _6"></span>o.o. <span class="_ _6"></span>oraz <span class="_ _6"></span>Unimot <span class="_ _5"></span>Co<span class="_ _0"></span>mmodities <span class="_ _5"></span>Sp. <span class="_ _6"></span>z <span class="_ _6"></span>o.o. <span class="_ _6"></span>jakie <span class="_ _5"></span>mogą <span class="_ _6"></span>powstać <span class="_ _6"></span>w <span class="_ _6"></span>związku <span class="_ _5"></span>z <span class="_ _6"></span>p<span class="_ _5"></span>odpisaną <span class="_ _5"></span>z<span class="_ _0"></span> </div><div class="t m0 x1 h10 yefe ff8 fs4 fc2 sc0 ls0 ws0">beneficjentem <span class="_ _5"></span>umową <span class="_ _6"></span>(Master <span class="_ _5"></span>Agreement <span class="_ _6"></span>z <span class="_ _5"></span>22 <span class="_ _6"></span>maja <span class="_ _5"></span>2023 <span class="_ _5"></span>r.) <span class="_ _6"></span>Maksymalna <span class="_ _5"></span>kwo<span class="_ _0"></span>ta <span class="_ _5"></span>poręczenia <span class="_ _6"></span>wynosi <span class="_ _5"></span>7 <span class="_ _6"></span>mln <span class="_ _5"></span>USD. Gwarancja <span class="_ _6"></span>/ <span class="_ _5"></span>poręczenie<span class="_ _6"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 yedd ff8 fs4 fc2 sc0 ls0 ws0">zastępuje poprzedni dokument, w którym zobowiązanym była Unimot Bitumen<span class="_ _1"></span> Sp. z o.o.<span class="_ _0"></span><span class="ff6">  </span></div><div class="t m0 x1 h10 yd4b ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _0"></span>09.08.2024 <span class="_ _5"></span>r. <span class="_ _0"></span>Unimot <span class="_ _5"></span>S.A. <span class="_ _5"></span>udzieliła <span class="_ _0"></span>gwarancji <span class="_ _0"></span>na <span class="_ _5"></span>rzecz <span class="_ _0"></span>ING <span class="_ _5"></span>Lease <span class="_ _0"></span>(Polska) <span class="_ _5"></span>Sp. <span class="_ _0"></span>z <span class="_ _5"></span>o.o. <span class="_ _5"></span>stanowiącej <span class="_ _0"></span>zabezpieczenie <span class="_ _0"></span>Genera<span class="_ _5"></span><span class="ff6">lnej <span class="_ _0"></span>Umow<span class="_ _0"></span>y </span></div><div class="t m0 x1 h10 ya38 ff6 fs4 fc2 sc0 ls0 ws0">Leasingu <span class="_ _10"></span>zawartej <span class="_ _1"></span>przez <span class="_ _10"></span>O<span class="_ _0"></span>lavion <span class="_ _10"></span>Sp. <span class="_ _1"></span>z <span class="_ _10"></span>o.o. <span class="_ _1"></span>z <span class="_ _10"></span>Beneficjentem. <span class="_ _10"></span>Maksym<span class="_ _0"></span>alna <span class="_ _10"></span>kwo<span class="_ _0"></span>ta <span class="_ _10"></span>gwarancji <span class="_ _1"></span>wynosi <span class="_ _10"></span>125,4 mln<span class="_ _1"></span> <span class="_ _10"></span>PL<span class="_ _0"></span>N, <span class="_ _10"></span>maksymalny umowny <span class="_ _10"></span>termin </div><div class="t m0 x1 h10 yd4c ff8 fs4 fc2 sc0 ls0 ws0">obowiązywania to 05.06.2038 roku. Na dzień 31.12.2024 r. saldo zobowiązań wynikających z zawartych umów wynosiło 65,14 mln zł<span class="_ _0"></span><span class="ff6">.<span class="ls1d">  </span> </span></div><div class="t m0 x1 h10 y3ad ff8 fs4 fc2 sc0 ls0 ws0">W  dniu <span class="_ _12"> </span>30.08.2024<span class="_ _0"></span>  r.  Unimot <span class="_ _12"> </span>S.A.  udzieliła  gwarancji  /  poręczenia  n<span class="_ _1"></span>a  rzecz  Pilot <span class="_ _12"> </span>Travel  Center  LLC  oraz  spółek  stowarzyszonyc<span class="_ _0"></span><span class="ff6">h  za </span></div><div class="t m0 x1 h10 yeff ff8 fs4 fc2 sc0 ls0 ws0">zobowiązania <span class="_ _5"></span>Unimot <span class="_ _5"></span>Paliwa <span class="_ _6"></span>Sp<span class="_ _1"></span>. <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _5"></span>o.o., <span class="_ _6"></span>które <span class="_ _0"></span>mogą <span class="_ _5"></span>w<span class="_ _0"></span>ynikać <span class="_ _5"></span>z <span class="_ _5"></span>transakcji <span class="_ _5"></span>handlowych <span class="_ _5"></span>dotycz<span class="_ _0"></span>ących <span class="_ _5"></span>z<span class="_ _0"></span>akupu <span class="_ _5"></span>produktów <span class="_ _5"></span>ropopochodnych<span class="_ _5"></span><span class="ff6"> <span class="_ _6"></span>od </span></div><div class="t m0 x1 h10 yf00 ff8 fs4 fc2 sc0 ls0 ws0">Beneficjenta <span class="_ _19"> </span>i/lub <span class="_ _18"> </span>s<span class="_ _0"></span>półek <span class="_ _19"> </span>stow<span class="_ _0"></span>arzyszonych. <span class="_ _18"> </span>Maksymalna <span class="_ _19"> </span>kwo<span class="_ _0"></span>ta <span class="_ _18"> </span>poręczenia <span class="_ _19"> </span>wynosi <span class="_ _18"> </span>35,0 <span class="_ _18"> </span>ml<span class="_ _0"></span>n <span class="_ _19"> </span>USD, <span class="_ _17"> </span>poręczenie <span class="_ _19"> </span>zo<span class="_ _0"></span>stało <span class="_ _18"> </span>udzielone </div><div class="t m0 x1 h10 yd4e ff8 fs4 fc2 sc0 ls0 ws0">bezterminowo, do czasu pisemnego odwołania przez Poręczyciela. Na dzień 31.12.2024 r. saldo zobowiązań Unimot Paliwa Sp. z o.<span class="_ _0"></span><span class="ff6">o. wobe<span class="ls2c">c </span></span></div><div class="t m0 x1 h10 yd4f ff8 fs4 fc2 sc0 ls0 ws0">beneficjenta wynosiło 0 USD.<span class="ff6">  </span></div><div class="t m0 x1 h10 y38a ff8 fs4 fc2 sc0 ls0 ws0">W dniu<span class="_ _1"></span> 07.10.2024 r. <span class="_ _10"></span>Un<span class="_ _0"></span>imot S.A. udzie<span class="_ _1"></span>liła poręczenia n<span class="_ _1"></span>a rzecz Mus<span class="_ _1"></span>ket Europe<span class="_ _1"></span> SARL za przys<span class="_ _1"></span>złe zobowiązania Un<span class="_ _1"></span>imot Paliwa S<span class="_ _1"></span>p. z o.o., które </div><div class="t m0 x1 h10 yee0 ff8 fs4 fc2 sc0 ls0 ws0">będą <span class="_ _6"></span>wynikać <span class="_ _6"></span>z <span class="_ _6"></span>transakcji <span class="_ _6"></span>handlowych <span class="_ _6"></span>dotyczących <span class="_ _6"></span>zakupu <span class="_ _6"></span>produktów <span class="_ _6"></span>ropopochodnych <span class="_ _6"></span>od <span class="_ _6"></span>Beneficjenta. <span class="_ _6"></span>Maksymalna <span class="_ _6"></span>kwota <span class="_ _6"></span>po<span class="_ _5"></span>r<span class="_ _0"></span>ęczenia </div><div class="t m0 x1 h10 yee1 ff8 fs4 fc2 sc0 ls0 ws0">wynosi 35,0 mln USD, ważność poręczenia wygasa 01.09.2026 r. Na dzień 31.12.2024 r saldo zobowiązań wobec Dostawcy wynosiło 0<span class="ff6"> USD.  </span></div><div class="t m0 x1 h10 y2a2 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>dniu <span class="_ _6"></span>08.10.2024 <span class="_ _5"></span>r. <span class="_ _5"></span>Unimo<span class="_ _0"></span>t <span class="_ _5"></span>S.<span class="_ _0"></span>A. <span class="_ _5"></span>udzieliła <span class="_ _6"></span>poręczenia <span class="_ _5"></span>na <span class="_ _5"></span>rzecz <span class="_ _6"></span>Neste <span class="_ _5"></span>Oyj. <span class="_ _6"></span>za <span class="_ _5"></span>przyszłe <span class="_ _6"></span>zobowiązan<span class="_ _1"></span>ia <span class="_ _5"></span>Unimot <span class="_ _6"></span>Paliwa <span class="_ _5"></span>Sp. <span class="_ _5"></span>z <span class="_ _6"></span>o.o., <span class="_ _7"> </span>które <span class="_ _5"></span>będą </div><div class="t m0 x1 h10 yef8 ff8 fs4 fc2 sc0 ls0 ws0">wynikać z<span class="_ _0"></span> transakcji <span class="_ _0"></span>han<span class="_ _0"></span>dlowych dotycz<span class="_ _0"></span>ących <span class="_ _0"></span>zakupu produktów <span class="_ _0"></span>ropopoc<span class="_ _0"></span>hodnych <span class="_ _5"></span><span class="ff6"> </span>od Beneficjenta<span class="_ _0"></span>. <span class="_ _0"></span>Maksymalna <span class="_ _0"></span>kwota <span class="_ _0"></span>poręczeni<span class="ff6">a <span class="_ _0"></span>w<span class="_ _0"></span>ynosi </span></div><div class="t m0 x1 h10 yef9 ff8 fs4 fc2 sc0 ls0 ws0">4,5 mln EUR, ważność poręczenia wygasa 31.12.2026 r.<span class="ff6 ls1d">  <span class="ls0"> </span></span></div><div class="t m0 x1 h10 yee4 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _6"></span>dniu <span class="_ _6"></span>31.10.2024 <span class="_ _6"></span>r. <span class="_ _6"></span>Unimot <span class="_ _6"></span>S.A. <span class="_ _6"></span>udzieliła <span class="_ _6"></span>gwarancji <span class="_ _6"></span>/ <span class="_ _6"></span>poręczenia <span class="_ _6"></span>na <span class="_ _6"></span>rzecz <span class="_ _6"></span>Marathon <span class="_ _6"></span>Petroleum<span class="_ _0"></span> <span class="_ _6"></span>Company <span class="_ _6"></span>LP <span class="_ _12"> </span><span class="ff6"> </span>za <span class="_ _6"></span>przyszłe <span class="_ _6"></span>zobowiązania </div><div class="t m0 x1 h10 yee5 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _6"></span>Paliwa <span class="_ _5"></span>Sp. <span class="_ _6"></span>z <span class="_ _6"></span>o.o., <span class="_ _6"></span>które <span class="_ _6"></span>bę<span class="_ _1"></span>dą <span class="_ _6"></span>wynikać <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _6"></span>transakcji <span class="_ _5"></span>handl<span class="_ _0"></span>owych <span class="_ _6"></span>dotyczących <span class="_ _5"></span>z<span class="_ _0"></span>akupu <span class="_ _6"></span>produktów <span class="_ _5"></span>ro<span class="_ _0"></span>popochodnych <span class="_ _5"></span>o<span class="_ _0"></span>d <span class="_ _6"></span>Beneficje<span class="_ _5"></span><span class="ff6">nta. </span></div><div class="t m0 x1 h10 yee6 ff8 fs4 fc2 sc0 ls0 ws0">Maksymalna kwota poręczenia wynosi 35,0 mln US<span class="_ _1"></span>D. Na dzień 31.12.2024 r saldo zobowiązań wobec Dostawcy wynosiło 0 USD.<span class="_ _0"></span><span class="ff6 ls1d">  <span class="ls0"> </span></span></div><div class="t m0 x1 h10 yee7 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _0"></span>04.11.2024 <span class="_ _0"></span>r. <span class="_ _5"></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> <span class="_ _0"></span>Krakowskiego <span class="_ _0"></span>Ho<span class="_ _0"></span>ldingu Komunalnego <span class="_ _5"></span>S.A. <span class="_ _0"></span>za <span class="_ _5"></span>przyszłe <span class="_ _0"></span>zobowiązani<span class="_ _0"></span><span class="ff6">a <span class="_ _0"></span>Tradea </span></div><div class="t m0 x1 h10 y466 ff8 fs4 fc2 sc0 ls0 ws0">Sp. <span class="_ _5"></span>z <span class="_ _5"></span>o.o., <span class="_ _6"></span>które <span class="_ _0"></span>mogą <span class="_ _6"></span>wynikać <span class="_ _0"></span>z <span class="_ _6"></span>Ramowej <span class="_ _5"></span>Umowy <span class="_ _5"></span>Sprzedaży <span class="_ _5"></span>Energii <span class="_ _5"></span>Elektrycznej <span class="_ _5"></span>zawieranej <span class="_ _5"></span>na <span class="_ _6"></span>rok <span class="_ _5"></span>2025. <span class="_ _5"></span>Maksymalna <span class="_ _5"></span>kwota <span class="_ _6"></span>por<span class="_ _0"></span>ęczenia </div><div class="t m0 x1 h10 ydd3 ff8 fs4 fc2 sc0 ls0 ws0">wynosi 6 mln PLN, ważność poręczenia wygaśnie 01.02.2026 r.<span class="ff6">  </span></div><div class="t m0 x1 h10 yd25 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _1"></span>S.A. je<span class="_ _1"></span>st poręczyciele<span class="_ _1"></span>m zobowiązań <span class="_ _1"></span>jakie <span class="_ _1"></span>mogą p<span class="_ _1"></span>ojawić się <span class="_ _10"></span>w związku z <span class="_ _10"></span>realizacją umowy <span class="_ _1"></span>ramowej zawartej <span class="_ _1"></span>pomiędzy <span class="_ _1"></span>Unimo<span class="_ _0"></span><span class="ff6">t Paliwa </span></div><div class="t m0 x1 h10 y528 ff8 fs4 fc2 sc0 ls0 ws0">Sp. z o.o<span class="_ _0"></span>. a mBank <span class="_ _0"></span>S.A. dotyczącej zasad zw<span class="_ _0"></span>ierania umów wykonawczych obejmujących terminowe o<span class="_ _0"></span>peracje finansowe. Maksymalna<span class="_ _5"></span><span class="ff6"> kwota </span></div><div class="t m0 x1 h10 y529 ff8 fs4 fc2 sc0 ls0 ws0">poręczenia to 90,0 mln zł a termin ważności upływa 15.04.2030 r.<span class="ff6 ls1d">  <span class="ls0"> </span></span></div><div class="t m0 x1 h10 yf01 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>dniu 05.12.2024 <span class="_ _0"></span>r. <span class="_ _0"></span>Unimot S.A. <span class="_ _0"></span>udzieliła <span class="_ _0"></span>poręczenia na <span class="_ _0"></span>rzecz <span class="_ _0"></span>Raiffeisen <span class="_ _0"></span>Bank Int<span class="_ _0"></span>ernational AG <span class="_ _0"></span>z <span class="_ _0"></span>tytułu <span class="_ _0"></span>umowy <span class="_ _0"></span>kredytowej (Un<span class="_ _5"></span><span class="ff6">committed </span></div><div class="t m0 x1 h10 yeea ff8 fs4 fc2 sc0 ls0 ws0">Borrowing  Base<span class="_ _1"></span> <span class="_ _12"> </span>Facility  Ag<span class="_ _1"></span>reement),  której <span class="_ _12"> </span>stronami <span class="_ _12"> </span>są  Bank <span class="_ _12"> </span>oraz  Unimot <span class="_ _12"> </span>S.A. <span class="_ _12"> </span>i  Unimot <span class="_ _12"> </span>Energia  i <span class="_ _12"> </span>Gaz  S<span class="_ _1"></span>p. <span class="_ _12"> </span>z  o.o.  jak<span class="_ _1"></span>o  kr<span class="_ _1"></span>edy<span class="_ _0"></span><span class="ff6">tobiorcy. </span></div><div class="t m0 x1 h10 yf02 ff8 fs4 fc2 sc0 ls0 ws0">Maksymalna kwota poręczenia to 85 mln zł. Na dzień 31.12.2024 r. saldo wykorzystania kre<span class="_ _1"></span>dytu wynosiło 7,1 mln zł.<span class="_ _0"></span><span class="ff6 ls1d">  <span class="ls0"> </span></span></div><div class="t m0 x1 h22 yf03 ff7 fs4 fc9 sc0 ls0 ws0">Po dniu bilansowym  </div><div class="t m0 x1 h10 y681 ff8 fs4 fc2 sc0 ls0 ws0">Unimot Paliwa <span class="_ _0"></span>Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o. <span class="_ _0"></span>z<span class="_ _0"></span>awarła Umow<span class="_ _0"></span>ę o<span class="_ _0"></span> gwarancję <span class="_ _0"></span>ubezpieczeniową <span class="_ _0"></span>wystawioną <span class="_ _0"></span>przez <span class="_ _0"></span>UNIQA To<span class="_ _0"></span>warzystwo Ubezpieczeń <span class="_ _0"></span>S.A., <span class="_ _0"></span>skład<span class="_ _5"></span>aną </div><div class="t m0 x1 h10 y9d4 ff8 fs4 fc2 sc0 ls0 ws0">jako <span class="_ _6"></span>zabezpieczenie <span class="_ _6"></span>akcyzo<span class="_ _0"></span>we. <span class="_ _6"></span>Kwota <span class="_ _7"></span>gwarancji <span class="_ _6"></span>wynosi <span class="_ _6"></span>7,2 <span class="_ _7"> </span>mln <span class="_ _7"> </span>zł, <span class="_ _7"> </span>a <span class="_ _6"></span>jej <span class="_ _7"></span>termin <span class="_ _6"></span>ważności <span class="_ _7"></span>obowiązuje <span class="_ _6"></span>od <span class="_ _7"></span>04.01.202<span class="_ _5"></span><span class="ff6">5 <span class="_ _7"></span>r. <span class="_ _6"></span>do <span class="_ _6"></span>03.01.<span class="_ _0"></span>2026 <span class="_ _6"></span>r. </span></div><div class="t m0 x1 h10 yf04 ff8 fs4 fc2 sc0 ls0 ws0">Beneficjentem gwarancji jest Naczelnik Drugiego Urzędu Skarbowego <span class="ff6"> w Opolu.  </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 y3c wd h1c" alt="" 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nOvwfr5xrujsCPU2mhh7403bHB29NjDmgXidgaWWSS0AbW61jgArR9Pvvgn70jGS+KXi37rpDsxnsy5pMhhkTDJEAsQoQ84QKlFaPDQI/f++7fNjJfOXVzhT1z/5df+pt79AMUqsIEwvUVQgVfB+Nblos55AtqQonqjHmTQauGK9dGKupUE77PpCtPputK1JFonZDNzkV1ir+SqNiY1dhIVVR2cJ5cR+34TaFyq0dBsWNUCmV1Ybd/wh//HgaOnWAoQVKP3ZIaqbcq2TqBIHMgHuIA8GgZ9HxNA09hNCkRDm6hRro0bk9E4JvNKMIiIMxhYjpxYUPNNzFYmDDc3arhJWaJiZRz/8v0fB0PBBl5bfk5wDo8eO3X73XcvjUvJB1H9qAyQXjAfjZcnVZwesm8eODLicZXe+1effv0v/ubO2x6Y1K5s0SYHHrAbGg1izKtaesPNy+M4qnkS5BOf+fJrX/9bn/nsHQoYY9I2zjufeTWZTAKsJzKryZlBDQkuwQVkLWUBWYBPcHG6nsfyaHmyPCFTy5K5kEwJ3oMEa8ty/jtd7u90Op1O5zuLgbZtIYgaW6xivHrs4YcKRFibULuCSklLPS57Mk6tCLHGrei748tx98Gi4c2RZhok9KPLr/mRH1mYVDn3+pCsTllITtUn5BHZqdV07+5ojXpCUqcAoRXNiO76i/efw7nnkNqQNJlZBs6NkTCc25CftaMBMvTUAAMtl0d37d5Q03xL1JZ5MtekLJgzHpX18IwzNm85C65oRQAeYrB88NHqyAkX0qDoE1FUBejEgB6cpT3DcKqvp/p6KkuZCD9whE+stNAERNXuxHgy1KYxNQBjoCGowQP9EPDg/nve+qe9+/bPalpfh3Ma9Pce2v3O96JNXlsw4BBJIyKB8Q/2VjMDkGXisyKoKQm7PAZLRuI80ROVhxjgeVKWPs+SJQiTUH+mF2MjjOGMByUAoVWf9YkzgiPJiPI2YnZuo89mvvq1m2qd9hhqgciClJrZuSHYQGRsxmRELpPVUek9FADDyMhRsuQyUSR2Aqa8N2TxKcE5ZmICjUZl5guDI86aSNFkMJwbTVpxfZD/8vU3VjUmTTCgamoQYlQF7t59TzQlIYORUF4UBoUYCT/08IPGsKRQ1bZVm87E0//1tv/0xj98c91qWYVkrigGqmaGyWSiGlOKPpPRaLR58xntapngm0gLi5Pf/d/eeM89x0VY2ANomkaEBoMeGcrxKlEcDr3zCKluYqtQY1Ih8S5oAJsvmL4JREZEeZGnBFW0bQRARF3u73Q6nU7nqSYA5ZKciTZnhOzAez6xY7Fe37YbYzpnZBcsWxHcCaZl8ux72qgHEWwIXX94dfyRr7gRoYHBJcpw1ZWbn3PlquOCizwyq1M4BWfBnVHj7o/+jasnJRowobYoGIP52EK85d6NddPQmJyLzrXkQgUqJcjgENG25z0fWvSBngIJp76+e7Dv1Pnay6tys59D1Dk3zINHzGTzGc3ll2YyRIlBlE3Gmyb1+KYHzlzVuYheQK+lQSs9SKDeap5H33dRQoqtp9k2Puc4whfv2aiuH1K/SyBPchApgDiFJAUw4qTcxpWFdtf9N7/+f139+BfPDRistjOKdYptbQpf+saDv/VGfvRISpNVjGs2F6yfgj5Bip8W75CCE4RsLX3D+Fv7wjx+wBBAAUi2VvozrX5JNm1ugxYATKY9aYzMyBJZXvTLKq6O2/d94JMpwVLDjpvUqsWscE0op+U9QAISqAW1ysEIoAhKIAUlUDJK07oXPL7ZpU3DrYhkq+OxgRIbeTJCSijygSqZueXlye7dD+bem0FEAGWhCNx2+93O+7woQmo5Q5NqOBPH0WJZViuj1IYKQhBH5MraPvSRz3zow59eWmy8H0YlM1Tj0bq5WUvV3IxPYaXIGq0WBz0+dOiR+S1bY22D/oY6yKnF8hf/7W88tO+oc9ymRESOUj1Z7BdxUEQn47Y5kXSZUOU5jKJzDGjTVlkuQNs0Y8+Vo8pJ7agVDkJBY6NRmZF5UVPCE+T+rr6/0+l0Op3vrH7SllGT9RLj0PI97//E0+tYAwYKJMSupSxwMWl1ljxCaByWKATjOBnt+ujfXPfDPziezQuQZh7PevrTXvXSm3bfNqiETKoMjRBMekFmAu794lfOveX24roXwxFKRICAeN9BfuAga1XlbeCZsQsi+VC8tm5hZu6BuezK5z+75KwPSgbJcPLru9Y1aQacoOMcI1DBpOTLrH8gyy59yYunVc5R0AMwSatf+sZcSC1p7RGZA0uZnG/z+baZhWWxWbRAheXg9UqHr//69p94SZmi+UFX4P8kBCKKcIQZcAOtqcnaGm247Tf+YN3OPWfPzo1WTmWWN0iltRnzuiNHT773oye2bt78m68tcqrh07ieGc4lSY/7qTqdmwdY2ZShZgxlwMwIOi0YOd1QcvogMGit1jwRHIN0rb8kgWBQgrIBmK7kSKAIIzNt2iTOzQ023XXX3g995IZfetULU2q9ZC1kPBkP+4NJpaDENi1nTwQzInusneXa6nhjmBoxGWBGEXR62asJgS3aeHUCztUCZ6IWYhsHxaAta89Z20x27rz7mmdfkNRy5w0gJgFu/MqtwoXatJFpSJoyTyAzpdBaVWq23oGtaZJn58S96y8+fPL4ZDDYRJSn1IiYo3bh+MHZmcGLX3j5pZdcvLS09JUbvvrIo0e2bdq0tDR2vl+P29nezNLqCT628KlPXv8L/+Ynh3259KIL/uyP/6huCNQ3dU7qPA+j0v7zn79vz95HhXqjckREuSNos3HD/K/+yi+tn58BQFAyYzNQ2rh+tpfzY907mbrc3+l0Op3OU68GCm1FnJp848728Kmx6KEhokgSrywpypnz25uFlWJceeOIOEFL4gcxLD60DytL5dzW9YAQwVtx5aU220/LJweG2kgJbJRH6pluqsORG256+nUvACdkQkABLfcem48SEOB5JlIV1bP0zWUtTxI2X3YpNq7rgakFCPDIdj+4FcTlSh+8WK66XMKk6aFoNVupw7YLLkSG2mGVbT2i07jw6MG+i0uUxoUmSAKpcdqw3h853oeZcHJmTlsXkzaLRx7Z3pRupldBuyn/J0EIIcE5IEVL1VymGFeH/uQd6f6Ht7uiXD5VU1sia5hbJAFmmSW0Bz/0sc0vuCJ73lWIdTY/h8rMPy70Q8nMaLpkVY3UYM4SGyUoIz024b+W+8mmCVwMbARjNsb05gAMxmYATXeYAButxVMkEMSJmhJRXcfY0l+8830vf8H528/argAMmohIyKaJ1WA2TfNr3SwhMAaUjWnt/zh9IFFkJLbTIwKgrWpVZahaC2IzWExQg5kQe589vPeRx35/Bsy0afno4SVN0rbJZXnSQNMxTFIiIaIUOaFxEBCBcduugw/uOVAU84BrmpZNU6o2zs8eOXLojW/4/Z/+6Zf1CjSN7dv3L37xF3/92EI16GVNo7O9uSqM163fVDerN37tG7/x6z8JYG5u7gd/8MVyuvxKNTpxZcAHP/zxqhyZmCMXY+IsE3Avy3/yld8/LNY+PzpdvUMGJqRkzGZmTzTd311ynU6n0+l8pzUpGWokt1rd+5efPGeZZhoOxArvgxS1KLIzXvbSHc+5qnUOsCRx7Bv4sLmudjx6anTTzR5htkYWoRJw8ZlnPOPpyZoMxmaJoECu8AhnK536u6/SsVOJbbqhV2+U0tfu6YXUChvpukZ70XxEXlIGtsHs8179qrpfUIiYtIjlo4f3jO/ZPSxLQQkJIyuRESP1IS7R0y+5fHDB+ZZqlRjR0GR59TOfnzl0oh8b5UCWiqR5AgHp5ddms3MOXJGFPkc0yzw+UZRLBx7EztsHoRaE7rx4EjhCAhIhZFQ46L17b/+ZXznwrg9trutGyzE3yPzhPB9nuRfvVREmPoyLAwdv/c03L779g9mK1poWC5xu5HM6x1PCtFMQJUNKpGyJLYhFtsQWyU4371x7AAArSxLS6cPDPDTD2k7ArPBkgIHNiFpQQ9QYKu8JQFU2vd78vr3H3vKWty8srMYEM/Tz2aoMZI5VWJkNrETGBg9grV+lElTImM2xiky/EwGIhNPVRooTx45m4swSqBUfhJOHIkXHHNrWO3fnHXcsLFbTwBw1KewD7/lGOebYOEZOEDNjgamqQqgXG7e61LSxVsAX2aRMb37z28qKTbPYsrArerl3Vq+e+l9+5fWv+tffV7jgEHMpzz9n7k1v/PXJ8vFmvMRJQx3ZZ6NJDcgDe/Y9sn+RgVwg1pI2jIasJqs1lIUzi23u2BH1i4F33qLmvghVM8jg0XgEj+hMxVTMNCoBTEaAJgW6+v5Op9PpdJ56IQTWVZR86Pjoa/deMJGzWjpzJOev8AUjPn/MnHu84jr3A9cc3uCOZmFxFktzGA+UuNnQhCN332mokDBxcTlzmOX+leePCx6LruRY7tlKD2OPBjGflP7gyfGBw3GavAhoqbp3XxlXqZ+rprHVdcF1z09IU9EfXnxu/7nPXBQJHvBpEhY+fPOnJzYZceWGwxO+WZmlk1ls+3ns58vOnvnS79N1Q4ro1+U8giyOdr/7Q0+r2g0prW/Sxkq3jNPWRjdG6A89r7duPcAt1DkpUsrFSII7dAxf3ImjS3m3rvfJiXCCKFilBKS7/uwv9Ka7zx5HCc3EhZRndQzL88OSWRIKIxLNhzJvSe55aOeb37702RsgssBrCRmPT8rTnWdh02p8Rpo+CAnfUuNvwLSiZ62mR4zJhMzBHGxtSy8AmPYJBQAjGCEShV4/C7Ft23Y4nCknQVXe85cfeHDPYREIo211UAwBJgiB2IhBmP7kbyKCYxVSFhMyYRPQdPx7+g0CJ0+edM6ZKbH6zLwn753Acufrqkox7du779jRY9MfmExheMd/eY+gr8n1+/MpWiaO1EwBE6GsrnVpYZLlftxMAOzbf/KWW27zruekEMk0aTUZx1ifc/aZv/fbv9zLJXdg1LBJv8D3XHP5My+7YG7YZ1DuXEjqsqys2rKsb7zxG2aAQcSYmhSXkZadBNLEsLYqNcXM+3I87vmCQUgQktCC0TBqRsMUiJTICDGFGNoaMO/9E48buyuo0+l0Op3vrPm+JX8h3MKtt263sWGy0HOPDv2xjMeYlDjVzs3g0ivx8h8+7v0lxZbty5FLHPVyaJCP0IzvvHt9PXp4AFFZ3/Qxyd2V3/PwcLDQLwon543oilPo5zMHspKz+szSxjuP5sG1gpJbLN2te286F9JvqEnrVge9tonbxrpF0xHXbHn1S+PG+R56q8hCRoODdt0bP7t9efn8KDa2U/nshmb99gWcOxwslo8e2OZ6/+ZfJcxY1LIYIgFfviO/6+HS8cM9F8xvk01js4O9dGwQZs6+QF76vbf185WslwUBy0h0ptGrKjn0gc8hWc0RiGgUDZAQzCLUEKAtIpBg3bjgiZQeKJCrRizGPXfwxz/zrPF40CyxLnvRMkvjwlDvGdCJksIB5dqd1Y7POFxs3j8/tKDlez5ZPPTwFoxHqBYR2kRIrkU+hlCLojSGlp5I84kVDQ8CFxHeTleK09oIgb+5fRRp4qQSomuMG5Ua3BDgAEFIjOTGakNNswZvcPWkIJ3tDWm5fsQVKSs2DLdc9JFPf3EUEYCsHybVCUIgA0wMbIARlFQBcDRpwaqIidnIqZBJk2RCadasMAIE8NEcWsiotKS9nOfL5diGpD1diidGulTMrFtazdS2f+KT1zOrYeLFHzqwurdcGGfR8nY0OZa5wGJwPrCfJEsSe1k4sP9OWN/RUIGH9t+/ftuGltqVegVOg8bhzLxw78de+RISdZmYcdvAyZzZIMsG137vD4zaqpU6+NpTq20z6A3E8s999np6LI9T7vwm9ltN13E+kyj5Xu5kY1sXPlOTBaMmtp6YKQcwC8wAAyAHHMDOZ+JdXvSJ3PSZLvd3Op1Op/OUY2RCiLpy111NMwloUmyz6Q151wvS33j2ORDG3My6bVtHk7IXZGP0c6UOm7TJXHP/fjx4hACnBEsXKLAAACAASURBVCPkxeaLn56fuZWV3EqTmjhmm1SjHmVVW6cUJw88iABhFBoPXH9jjCEhqSYmcGgGvXylXjXk2YZNm6+5qnGOkuaAclr81Mfd4goZKZDIRI0ADxmPSpLBtksvZOecCM32zRLaducn/5ZglgKlQF7G1cRxnrLCztiy+Ywd6551RW/deq/MtVmrIGosBWD/4pH9f/sJpxEAHEOgAIG+OaNMCoJ1y36fSB9Qwv31iazBXX/wzrNW0oE4OjiPtsiLgNmGNsbs/HqgVhyf7a08bUP9kivpDa+8/G2/9i//7zf80J/8/rqXX7t86ojTukhtPm2hmU6fo6fX7ZKB1b6t7/qbn6VzjlnapnHC4lBOxmVZf/ELXz586KQBddUWveHpdPo/NfKLMUwbWaoqMwNEIO89M4mI9z4l/dxnv7BalgqKyXbtulNDiCE4kV5RqKYYo1kCjJnNYITxeGJm3osBR44cX1xcJF4L0sycUlLVK664otdjgIimLzQiEOPSSy/Oc8/CahFE0y/FFFdWVur6qfynqNPpdDqdzndS5eCgGJWHbt3lJLBTtbYAsVLtewu93vxlF6OfY1jMX3T+YgoZss2N2zTBuoi5EGcOn8D7/nYekGQIEWb+3B07vu+5gJyBfma80rNJmvTIXL+noVm6/W5MJhQbv7L6wEc+aylOkJIFghax9VCDX4HOXXYZzj0ncr8P6UF9Nbn5wx+aW1r2ymOgduYVbChU2iquFvmG512JXg+EykFU/cNH9t56G1vwpJmqElpQL59ZgWy87vnFYA5XPUN2bCOVoiVPmZkp0kS09XHnpz8jy6OYopKarPUd4mnUm6bOLvf/j7UpbO9vGB5b1K/dNxMhPlfnS6ZVgZJf11C/mWtmzzjrpT947X9913k/88pHTu551zv+47v//e989I2/+6UPvmv5S1/rP7zaS+JCI0JQxKAGhky740/3svr25P5vTZlsQFVVZunyy5/R62VkqVdkszPrDhw88qY3vS1GbNq4fTIJwHTs+T930VUlMzNz0uScM4W2lolnsumQwLHbfe+ehx48AGQi8o1b7kgpmaoQmCAMaCKowZxnMyPmEydOMjMTCDh+fKmqKiciItPcr6q9Xu+8884BoJqmPVGFabpA+Yornum9MJlZmo5/AKSYTp48eezYcpf7O51Op9P5J6ImcBuaG76BQ4cctbWU4FAk5URLoON5nl1yQeq5ykW68qKTg7yFSCIXiZQmWN3s5O73/7U7dJSbFqbKVDs+/5X/os7z3AqvKJ2ygEO0nNs09o8csvt2cyrDAw/ldz0sTKMCCQqLRA2XVX84f9R5ve75DfsEDzWuyuUH7rODB9e3lUu81KPaIU/GCgdWyhfmh+uueRaMYoojSwXcI1/edZbraSgtVgVSk6LL+7Bs7Iq5V7yscYanb55/8dXB55l5VhGIT2i13lz43r0P664HhDgBNQECApCmO1KpkSp9myec/8koJRWR6DNf9/tPPSKTkcPmhjaciqyuGQ5HzpVS3HfVVTv++P9c+t4X3/y2d9zxut/FR776gr3LLzkarjpebX3oyIm3vf/IP3vd5JZ7++QoJghyxwmmTBCQgaflNd8ednrT2LU/kyYiWjc/82M/+opqsopUV3XMs5nPfeaGr914W0hZDNP9sMxIjdToSY7/lpdX1+J4UuecY4HRpo0bd5x5hrB6YTPKi5mbbrrdkMWEnbvucUxeWFMMTXnu2WexmKrCVERMlUiOHjtmak2bAEwmExFJqiKSUjIzVZ2bm5udnU0Kt9aaR4G1BdOzs5lzopaIADMRUVUQRqPR6upql/s7nU6n0/knIgGyOr7/Ax+fW50Q1xVNiGMW1btsQm6135+59KIRY7mQwaXnndzUX2JpQBXrSpaWSZtU0crive/8AAHocxRXgf0zL5259OKgoUBmNt2ZSEdNk4NmF5b2fvJvUK4ufe2Wc5YCQ8vClCHQGvWM0ahuy7PPXPfC72kozwEmItKT13/tzJQylEK8mlPjNE/qDARpfN9fduG6Ky4BCTM7YtQpfWXXYLXse2YLmZkRarNxXQ82b8eznzXyXM+6M176gtgvCGxBM3WFkjcdrI6ffmxSXr+TqpqYaiBiug3tdGWmJZhCu+n+J9SH4ZFTt/3B25cPH9Fnn73qNYMLzuWUbzwZbBSW/+Xzr9j5cX7ly4qnnVE7Pz+ySxbLyxbjXLs0Hydzk9GOUTU4+MjBv/5btInMMF1+CwQQhAhgM/42ra547LbNNL4boej1QOnUyWOv//mfPXvHVqRa1czczHDDe9/3uV4+PzO7adpXc62DJ+gJ+9L8f1pZGZutVdqIiCVoiFs3bbrwgnNEUkyNqjk32HXrbgD33nfk4KETuTiCmgbv+LnPu8Z0bVcyETIzIjp1asFgzKyGuqqdc9MiIiKazvd774eDfPrrqiXnvMHUEhOFiMFwANh0hEBE0zcWQogxdrm/0+l0Op1/IgTAaLJw172DFMWBMzYkVhPhJBKzjOfnGKGAG87PtJkrHYJQaxhLrIduVeqN62ePf+HraOvgLAJmgPjikvOXQZnvF0oJhszXbTvIer3UHL7zNoxXmof3b0ow1ZZhbGwYMwaULcWy3L5Rzt1eMPd0LfLZQwfmlRq0AAdBIjg1MiS4UeblrDN0fg5BlblAxKkFOnS8XTjVz3LnnCVlkSq0E7SD+Tn0ckYMsN4ZmyHC0/IRVYNlmeO63qqsh49gaRmqQWNai3cApm3e1bqA8j8SFQ8ejA8/evLIwYteeNUYtsh2qkdMbgC/obep94uveIDkOOS8F73w2tf8xKn1buBmk7Ugj42D6BM8EgyHTuDkAgQwhElgcDrdnlMM36lBlxEzUkya4o6zNp179o5hP8+yrK7bqrE7bt89N7e5bfR0nc/a2OPJvZ2mCWan7zUQMbEQr5uf37Z1c1E4L2CRqmwfOXhsUmH37r1V1RJPW5hqnvuzztyeUiRLBCMiA2DctlFYvCOztWUDBBDRY7k/pQQghKC29t+AxRhBCCHleU5Eqmv3ssyM6ak+zbvLqtPpdDqdb3e8OW361xmtlm+7fXBscZi0bJtKI0FMo0WLGp952WUs2eyoXleHrTNbNrrMCQOc+4xEWsScuFxcWHfP3rD7ngZRgYHlquKvvWZ/5sbgfm0Z88gisxeyIceVe++pPvs5ume3t4YJrZkyO0PqcxuTX7/9jB/+/vHGeRspN2AGDh3kW+7z49HYKdix9zCVlBxo1cmx2d61v/rvGuRgx0n7odR77yv37N0iRaqrFgoQKZnjIhtsOecslM3swmSmaeCK887cnoEKySJx7XmVgmVQjg/vvBVV4tgW7NbynQJGCgogAqjr5/PE51bY97EPn1th9ZPXP/PFL9RrL94/Z7UwJ1dmg23/7tXt85+3pcX2hq2CvOTa9T//o3v6cUy20EsnmtU8hTKOFny1cMdutPV0YOedd6CxNomQi9c2TIP2tBZlMBioKoCUHn96A0BKKcuylNI0zgKIMbZtS4SU1r7pse1+DWxEIUUWjEfL9aR63c+9KjWjspnkvYLZnTw5+ru//UJRDAwAqZIqQcFPbr5/PC5FJMsy51xVVY6FFXPD3ouufcZ4dMLnFkLLUhw6dGr/wVOf/+JXornYNEwKpMsvvfisHZs11cwGpBBaM7BzJ06cVNUQTRhzc3PTvN+2bQhherjatl1ZneRZRmBmAZCiOvGqmIwno9URQMwiIlVVFUURYhgMBhs2bHjKTp9uv95Op9PpdL7Npo1EHov+brJ64hu3rKva3HDKUMwVeVu4WhSUma7s3XvgzW9dMoLFHZDBgRO9kLIE0NrknE8mhvO0Pnbzzeuff5E4nyUhP9j03Ktu2DQ8o6RiacVyGpMVOu13Hje08Z53f6D3wNFNMDZmVSUStZBoTH6yfcuVP/dTh2GzGaMBF+3RL93Qf+RoH+7UgPKJ47qllBwLkzya8TN+9sex40xDBhFExcLCng9/RJYXe4xR1bjcg5xLHNlqalfu2rXwW79jlcf6fGMbi0cPE2JKsXFoHAAyWCtWLy0tf+ST87/2Gskc4FNKDAKRghVMxkjd5OQTxX6vX7vrpmvrpblbFg6+92+e8as/86Xff0u87+ikcfSSK9b9+ivhsvU1cLLFlmw1D1te87JPv/MdM5XzbcqBPPJKrsu5ZisTHS0nMW+AwSkKLgzU1nUhHkmdc9P6E2a2aCEgy57g7TRNAzDMVHW6arXX601PfqLH1+az0elNvyyZpUHhvv97n3/dC6757M03p9AS95n8X//VR+bWzQFQSgCtbRvwpJZ4TyYTVdXT20S0TTM7LLZsWn/1VZcT1f2+1JPofT4er/y/7/qrXXfcE409kyMm0te+9md7fXjPYIPp6RshFJLWbZ3nMwbMzc8555IS81rXIFVdWVlZXh7Nzw4AZnKAMntmx4ZDh44uL4+Iek0bnXPTVQHCPD8//7SnzQFP0XqW7pLqdDqdTufbmsweV12wFv1DbO7f00+RQJxxgl8ZjRXEwj40o4MHH/7cF059/obDH/vMgU98LpusDMgB8IpeoCIiT8gjetpW990/UMphIDKAtm5dd+UlB9uS4SQCJBllSFpZvU6kfWh/3rY1lIydsgJsNMP9Zc/bX3AVhn2e1nU7Q1M++o2dXJXOFTUogLJoHsyApjQaZFuu+x4MBqwCYjHgoQMn77mn5yCmbAgk4xA9uN8vqLDR0YP3ffQTS5/98pGPfebBv/nM6NTxiOS9KKFx09INLh3H0Dx6005UrYcCqmsHjRI4TUu6U3cqPdGQMoTgdAVxEOP+9396cuTU973mVcNzd+QbNhyRhPnh0KTpAVuzlOsjulJtXbf+Oc+sXOYj55GUUWc0ztRZai3GadxUICmBoeBkQqynK+OJeVqAXlXfMqz9lkTPDFqrgI8xOudSAq81uFR6XKA1IM/zlNKgl6cYYO3PvebVJIk9DQa9lBQsVVUZYW0fMcJ0mfGTOFBt207vQiRNzCxMQjY/29+wYf7MHVuqakWcMLmodvM3dp04uUDMZKoxbNmy5epnX1nkLEKAEsGwVo4fo9Z1zQQA/Z5MBxV0+ncnohDCsaMnAKiapumxkRCSJRw5cqxpApNMdwIWETODYf369U/l+dPl/k6n0+l0vlPR38xSStjz0OT+BwdAMvjhfBMw11svnNWhnmE9G7RlZfnscnJl4vOq9gxkIy0nXlsmNsoSk7ESQ6rJHXfj0CKVZRTEBPXFNT/7U4f6Ejl3rXHLoo5IGo8ZS1tX6iHzcgYyyoMYRIw2VL1Tm+bOff1PVGW5XhkC5G3cv3/1a7tyM8vytrUKNhNoSJIoJYtywQ48+6JAnKtLIcGofPf74r6HvFezkLuidZ6LGYnU1JOFemHOqudFPS+1F46breMJ+ThBiJTIjIzX17SxIp9oENP4trtt716HyEiOCUQgioBCoITYnUdPJFEvI90x24heOvYP/u9vf2Bp5fm//asbfvrH52Y3pgcOrY+9QxivYtVCPC+tG0xw6Q/8wNJwECifsD/Vl9IhS8pIWlA1LZ5XsBEDptiwbh1DE3Tao0ZEYoze+5MnF1KCqhoMgBlU13raTCM+EREoxtjr9VTBDFPjxyV+AwEUY3TCKYW2rRzzi6+78Ld/99cMTVWVzmemxCwGBamRwuhbdgr+x2iahoimPfVFRJiryeics8/0ZK9+9b+u6lVmjaYi+aOHjgBCIilGmL38Zf988yYURc6khESMaeMdU2rbdjKeTH+dbdu2xRjXapmIADjniGjXrjtiBBMDArCZEIkq7rrzXiavSiIep8uiDPbc5z73v7F358G6ZWd933/PWmvv/Q5nunOPtwd1a+yW1EItqTWDEZhIMhKEwUwCCohNxUbYCaEoquLYVCU2jjMQjJNQCZjCAwYswmDCEAmQhCxkBkmtbs1DSz3d8Uzv++6911pP/njPvZK6lVTR3VBy6fupW9331q1z7znr7nPOd+93DeUv8RaX7gcA4C8k+nVlqs+5f/kL7e5eK2VZn01q9xf9smZLthVsa7E4beV4rMfL0Jb9mLS3YRdn2us0BMvBhmjLZH27qh//tH7nnVqVpakEBcXtl77oplffs2hTcJ+qsaGW7EMXxoP9G2qq47g7kcm6EqQYFOZj3bjr2brz1hBTN6qkOsTxoXe/Z+fcQajx8ti36nIIGzk1RdVLG9qbXnzX6vjOKoRYLTbx4Ny5B37l14+PeciHKaSg2HvsXUG+sTELM9v04fpcWq1OqpzYaA9n9XDuvQ/RNRt1fAwncjy5sBPFZhd3H/6j9wSVqhxMksmsrJeVunje/4WZv+4Vr27O7TcpnFc/2+0v/uQvvP3v/ZPDe9/7zG//1njtzelcvW7v3NZS6Q8/Of+xf3Phx/7VdXe+bJjMi7V9SH0Mpw782ZfK5tZ8ds2pq8/7k8Wq0VxPu+mWaEHR1jlbr8zdf9e73nX098vcNY55uRweeeTRdVvLPaVUvYYQTp48GYJKefxyXJOUczZTLbnkPoboRf/Z97zhBV92Zz8s14tfdbQD5vqHffZohz+nS5curR/DxxBDCCXn5eLw9OkTrvr61/3Vm26+Ppeh1moWZMlCdLMYbGM+++vf8s3BdGxnu9ayfqfd/co7X1fLVS4y6c4770wp1fVfEeP6M93M3vKWt3zm0+fNFEKQR3kwhQcfPPe2t/1eSqkcndkVhmFw97Zp3/jGN9a/xKUszO8HAOAv9jbg/j/+kx3JVGW2GvrpZHNnvhkP+6Jac/ayHC321ZtSk2ptw6H6nEyySVYoGoNKUIjVF4tz9334VK2D1K6LqOtuec6z9n7j7SafNBMNffbV6MXHMmkmslWOOtoO3WSSy47fdKNHddNNLTR0Y1a+8OCDWxZr8sNxbLuZu8VRuXqVT5p2dcN1vSyoUe9q7NzDD+fLezsndpaXDtu2XY7DWD01XemXOedVXlU1VbX3VIdxDO1hyNvTrgne19JUJZmkWTWv6kq9/NBD10q5DKrpyjb+VwoR/x/htnXzrcdWOUb/9GR5xmdnduul85c+WD70i3//R3X2hjtP3j5/+lTvfej42x8oH31k+5XP1TfMkkL0EKtS8ROjTL6zuaPteV2P9ChVlTGbdevlqiEES7GWUkqp0qJf3HfffSG81nS0cGUc8zCUg4P99StasVGMsZQhxrixsRGjyljCF8r1tm3zctF1TSnFQg6pqdILX/jCD7zvwf394dSpU7uHF0L83Ld4gk+oF4tFrTVEs2hmFmNIk246aSW/5tozT3vaLQ898JF+dHcP67uR4CnGyXRy261bZppNp7VmxSvXoplXl1RqKaWkGK+55kzTNOPKLZiZlVIlt+B/9qfve/DBh66//mQT1mdQW78aL164+NGPfiw22+7VPASz1Tim2KYm3X77RvxLvHx43g8AwJNQpFFZ3mt0DSo5FBukPY2jL1O/9+Gf/9m73nnf9fv7F5u638V5mIah7NbDg2kebQjTyfnQ9k3McbU/scsx1b6ePWjOXvDTS8l9TN2QJ62fPLTp7bVd/vO3LN/21h3fbUYfPFw6tnXqu7/l0unjWWNc7bnVPrXduKHpmQ+mrtf26f1J8DRVt3PYLGv3725sN+9+ka1mlyw8MtN02W5+bDn9lXdsLC8r9Dtdm4ZxXg4f2Dwo5XCi9NYbp5Oves32/nzzM2F36r0dTH/tN+dd7Hb3ryuhXx0MsXhrDzTDoxsbeXd11/LYxjj/5OZ8I/S7Xe2DPe1w47qLoTmwMcSDRo8mXbR0oZlYjafKOLztPTq3vy3ba2LfSiXsrMLJXjEMvr3k4nq8aht6w+s+9l1v+PB867bVziz7pWa3bhxce/5j3/See9/0i7/7kp/635/+gz+086//t5OfePdOfPgDty21tbpxvzXrFvP5dYt0KYV33NC977tfr2HnTIm77WF/Muem3ykx9rr7hS84fe3JVVj0XnrV3NihlaGb/8wv/vb3/MCPv+u9D+7n6afPLX7jd/7oa7/xOy8OadCkmW26ahkOmjB0NnzFq17irhJSVluVqscSd90WXlMt81LGGGtZtbN0OprUHMwGffc3fvXmZDe15/eHB7P12Sa1boXSNb7q/GJXcjs2TZV5ka2qjcW8eqy18dyoxFCs5HDliLDsdSij9nYH+UYIm0O1vvZ9HIag7WPXpRq2Uv3rX/cKpYfivIxxY1Hnh0XWLdKqf/VL7y7mvamdd2ZNGObt8thk2Ek1lrSXmwtDv5y2YVzl7bm+/Zvf2NmgcaEyBJMHc4WtydP+1t/4B2///Q8MVXtL76UPf/oz/+gnfjrGaYqT1ts2pzqGnc1N75evfc3LbaUwKhSTRykW1axcrZdnq41qW+Myp9Vgs8GPV6WaLskW4YnOguN5PwAAT8KVaQhRZutfmLmpkZpx1P7hO37+X2226ykLdWP0SQ6dFKWkZiGrQz1tJ4flch5nbs2qFJPF5CEtvA6lrGoqbTdZlMt7cx/GcrA5vu//+oUvf8Or9ptSFBsFO73dvPw5Dz/40euzgg1Jqq6oICm5heJtbFZ55RZKsIunrzn5oueVSVpIWXId2qUH7n3kI3ccb88dLBZNrm3TLkvZaMbaz1IXnvf06e03KUmt+qRG+X33/ftrOvVF5j7NZXvw2eiD96fixqH3TelU4rxvN+Lm5bIsCsVm1cv2fLIYznsYk5caSo2pr17m048/+PFnvf+97ateVq0uFJTUHe2eEqo8cnV9Aa6djVf+7e976+++Y7pctYuLpxUWMR+2ujwZknuoJbep9+qLS9s6daMFXXzkku+fqMNkWdoa+lk39ou7XvXl6zN0m9S5QvVRIZp07Jj9zb/5vX/7R/9BGbOkYN42XZQf7B/88i//2m/82m/OuubihUeblJqmiTpu0WvJwUtQzWN/+61nv+mbvqFUT9HMvB5N1HnMXJ31I/QgmSy2jc7ecPq/+Ltv/pH/+h/uLg7mG8fGovU0I3mUzG2Qqa5fazj6jz3mM9C9uHkwScEtytYTisxdplCLRVnTpK2NuVRN4bWvfe2P/jf/9NE9z3mYzWZjb6puobzgrme0jWWvMuu6bljJJTe5BamR1aHP7hZjClE/+He+/9f/3W899MhlBVsuxo2NraGUS4v+kf1Pf/v3/uALvuzOO5/77E986uPve9+9Dz9ycVVCtJLSxCx6WXWT2d6lg2/4xq9uO/l49TjjtWC6eoKFfc5uRuthDHoS5ynT/QAAPLnuv9o1HuQhu0avnZlC0AMP1o9+ogZZVVPVldLJoyxockE6P5k9Om/L5mzvILW1KSFUbyYhdsvLZ0yTPk9racYxmsWxhP20Mkt93//RfbNPX1zevNkoHi+u2m7edtuBN9MyDFZClcnWx6N2iu5FuRT1KU6sTWdvfoa2z8QS5lGNZH05/3vvmF8+2LQYirmXrLQ9eFial+5yqF/24nuSGlXJdKzUZu9Svv9j0RV9/XTVG9XkNokbj8a87E7Zye1PDof70U/azsXVSjFupe5EtAuf+vB1s7iZa+PFVZTH0eLQdGG5+NDb33XHi18UZ6VXGqQurGf2W1Gg+7/A5RaCykq3XHv6hc8efuvfb49NUp4WG0o+aLUI3uYwet0ITaO2O7ahjdn5P/1jxRw1eF7V6TUf0+KZr3rl8bM3yEwKtj4cV1Itiq5gL73n7mNb893dmFLymstYpGrqUozjmC8tlt3kePWSiyxWVQV5k2IIPqzKPS+9+9prN8w8mqoX2eftxnO1YKuFasHNzNNysWonkzd87et/4qf+z/zwnpcSPK438XR5NQW3K6c3m9t6BbLWJzwfPeJXcHP36kGuIA9D1piLpKMNbKunYE1rG5tRyiZ1bXfNNWcuHe43KZlZ0zSe+yaV2267UZK7xyv7EV3ZfjS4orzZ318NQ2m6uFr58WP2khc//1d+9ber1835bLlaNU0XNjZOzGar1eLt737vu//sAzkPly7tHts5WTXWrMlGu1j18lW/HF7y4uffftuzJI05t83Viz1cHSzX5x1bffSxerhywjLdDwDAX3aIuawGuXlQCZJy0Oi+YVXD+Jnff/tzcrgwiU2tk1xKKGMp1eLetNwf/Lk//AOv/obXj8c2S2knnrJ7DWrrqAc+8W+/53snDxw+LafJ4bIJq9zW6w/rpbZrLh5uXCz59963ddP1WVW7ozrbuOd5jx4/dnju0VWT11uQmBRcuValmmMcJ5P9Ooxp/LJv/FbNtmrVtHo3jvr4p//4Z/7F03Ozc7C3Y91lxXHlJ4qllRbN9KFrjh3/+q8rHqopRDUHq/pv/p8bP/Lw0MUhaBV9kco0K1ZfTNN9G81X/tgPta+855atuc82te9N6rxJdXkQ9y+/63/4nz79ll+9aX+VQ5EVcwu1Cfu7T6/HP/Mvf+OOV//V6UvuzE1bZet1CEVhKWu5uh7HZXU69bE/++bv+uRDD9l7Dq4Z+6JR7qoluk+Kn1403sQPheFSc/5ld9/x9p/8p9f3q07NUvGPjoWzb/qOm7/vO7W1qZhqCFkWZSk2nnvVbKG58ez2d77pG37qJ34x9wchhMZirT6bzYdhcLUeUrV2zKOZWS0hWhPDMBxaHV/4gjv+zpu/V1IKqj6GoynxQW5X1umWo2UmknuormhxOpV7Obkdv+2bv/4f/pP/dTWMqdvQZ9Pfqnm1Wi2Ym3l0WbVabb30249eHoq5ejapVAWLly4vln1v1uSSY7Q8urVla3OyMVcZ1HRhXOUXvfDuP733V2NMq8XBrGvz0E8m/vznPcerB3PJu67te3erLq9mrkbShXO7KUZzxaRc/D//W99x34c/8Gd/dv9kElNsrWoZquc8FKW0sRyq12bn+M4wDBtbmy7fO7iUYpy046tecc9/+XfffOZMt+rLZJquHlNnR19TghSq1sfXuVTMo1TlJq2XCz/BLBBEEgAAIABJREFU64f5/QAAPKkSc1XJr34ntqgQotWiPvfv/KMzh6s+NkNocojFQglWTCvJ5junn/18nT47HLvON6/Rxsl64tTi5Kn+9DW6/fYzz31eme0MnjxNlyEtU2cKck2yjg++9853N+YrK7XzPI+Tlzz/wTvOPjydrmLbxzaHlC1la/tqYbZ5GCxvzS/Ip7ec7d7wVXtb7cVGy8bkq4/9+r/dPfdQrHJZ8GgeolrzKNclxfSal+jW05e69EjUhSgtLn/g5/71iT6H2lZLiyYsWhuiBfcyVm1sti9/pW661c7cUjavrddeP85PjLOdxekzuvWmO7/ma9ynTWmH2B00bR+bUMOxEm/eK9fcd04//xvN7nKinNbd4ypmSxLlC6mKY5ztpbDx0rvu+Ec/9Ogrn3fvsc1Pbs4Pmmk7thvLtL0Kx3VcZXruGTdsf9vXLB49r3s/swr28Z32gWdcf/JH/8atf/9HdPyMginFYhav3E4oyhpz06zT93/ft7z2q1928w3HVQ635sF8WBxejsHN1DTtsu9DaiazeZsUy2jeW+1ffPdzf/AHvv+663baJJNqHsOVT4n1cQymElSC8tHRDCY3kwVZrmUM0n/6htdtTZtZG6KXoGLu6zXpbkVh9KM/aX2NVFk2G03ZvJqrbat7llRdrnDu3Pkxryxkr0OUK3u0et0NJ2RqmyQPky7d/YI75KPq0ocDq7kJ4Y1v/Krjx6ZNsGRqmnTy5DGzLBvcslt1BVdaLvoYVbKaZG20Zzzjpp/6yX/8bd/ydU0qyqvgxUM+WO5X1WEswypHmxzsLiepWx3sL/cvbG/YtO2/+jUv+bl//uPPec71MWoyjWNeSfXK3Kb19Cfzo5uAejRuNob1GF75jSeG5/0AADwVrn4v9qNAKw8/8qlPfOLEanxWP5OyeZDCGLxPYQiTQzXzG5+usOn56CleMkXJPMhnz3vOK977m+/d2S/H3aviUr5vvdfQ1uAxfub99x+/XDYnWU0naTLfeeZLXzn84cePHx5tPrLeSiTJopqQG9/buHhwcP1tL1OaSW6L1XzS5YfPv/e3f/9EnOd+qJoPavqYamz2vd0u6aDohrtetBrDpoWgmpIOPvqp/fs/dUbN7XtNUd2PtdjYFkWFUpsTZ5+mk9fWMQ4hBJkHb5IpSLHRKs/vfNkNOnW8H3I/GS1s2uRys9xttNFbW9OfvPPdz37w4XhyK6scPcv0z5/Cjc+5y3QLbTq268vZy+6546evu/dn/sXefR87ePf7Zuf3W6t9Ch9JGyduPfvM7/1rJ+689Y9/+L8/Hk5evPPUsVe/8PZXvXzyilfluJFqqk3x8NmdMuVuKclLKT6WeGKr+6n/5Uf+wx+/7+d//pf+4A/eeWD7s9l8udoNsR2zd5O2bepieXGivknhprM3fuVfefkbv+41dzz7aWOfJ10yVYvBvZpU8+Bl1TZRlscyRgWFnMfleoOcsdQwHMbpxjiMZ2/c/uH/6s0//o9/Yu9gVdXIwtVzcpsmrN/HYMFrMc9trH1ZrE/LilZqGIKNtSiZTNrf3x/z0qVgQbVMQlXtz95wqhbJvVZ31zNuu22js2Xu1bjVVWP+pjd9U8mjglfTtG13tjZMDwdb2dH7UVw+Dkd3+GPuUwo1j8+4/ex/99/+6F3P/7Jf/qXfuffej1gcV7kP3jRhpjYqL7a7YMP+LK5c413PvOVr3/CfvPHrv3JYDrNp67XKPES78tVjvZ3tZ7ex9ToGy+Y12iT3yy6lGBS8xif62UH3AwDwpHrfZEUKJotSUZJCKfuX9h6570OfXvW1bSxs5ZDHNC6bcdHWVbLLs4322XfommM5aUwKpUrKIYySm9pJM3/pS/pf/62PjB+erlzdZCHbP3W4tZ+nC+83ph88PHfire+47qu+Wl2sUlqG57zsK/7wV995/6ceqAqSwvqY0xqGcVh2bXvi2HjjabvnHltoa2bqJsr1ofs//Klz5840bTi+cy7XRWMHbRqifDHcsNuUs9ffcsfzJ7ahPnRWquX3f+ADH41ld6d51t7WKtULs7psR0kue7SNZ+64TdvznKZFWvTaSFVdzNJCSl0Ttjf2br5xWI2rWA+8bjQbn4mXD9vl6UU3WHs418a5z5zR04+yVpZcU66sLySYta4gjTY9lPzm2+/6ez+i/az3fEhve+cnPvaRw6ZMvvxFtz/3ZZ/8+P0/87O/9BWnbn/2X/sOfec95ZqdrO6cpjvLqH3VnVCvzPoI6z5WkXlMZgpVql5ecc+dL33xnZcvL9/1nv/w1rf+/v0f/Oil3f3dvcOmnRw7fnI6nb72y1/9spffc+ONZ7a3FUxytV06qtcQJa0O1EafdeFweVBl3WQ+jn20PJ8eG4dFChsWooXOa2m6tlZ96ze//vKli//j//zPonJVWNdw6uq58w9tbZztYlSVqtXSp+S5jiGG5BZMedzbnLf9skzm8eBgPH/uYdVlCDVYE+vYNSE2dXOzXS4Wk9nMotXBz954/atf9aI/vfeD5x65cObk9q033XzbbWeDeYxp0Q8x6iV33/X+994bZNXGoLBeX7vqV15lQVbdpBhcPs4mzXe96fVv/NrXf+iDD/3sz/3khQuXPnj/R849ctFrSKGdtu2znvW0173ur9z9ouc/5zm3TKcpm0xVqiG45DHGK/8OR91vFiQtlmObNE1e8zCddn2fo/LqcLl5w4m9S5qcfkJfrT73eBEAAPDns374Z8XkSUElyDQGNbVq97Le817tr3TqmEJRHBXyenVeGSzOT+j2O9QmBQ392IaqJh7GNEgbKs1y1f/Jn3bZVZXbLh0/3jfn2oeWloOm4UKnE3e8IKu7nFKRdkrfPbpbP/zB0CVJWi98dMmDLNSSe8uad+31Z/oTN1ZJqhN5OH8uf/SjbQ0aRllVK7WWo0KM4eGqbpZf+Ix+2s371kPea3I898jGpx5UG3QhK1a1RbGuO0wW886xdPszFZoyKroUVlJSiHvBgurGMOqDn9KFi5pGD2aTeRl3Yz7UolHvudPyebetjp1IitslhtGU1Cd1XF2PU9fzvoskLRrtS1Grk73r0LVYaTzUsXZ3Z2t7NB0sx91FM+yoUX9jKSlMvFlaN++lyxrOFCmGo91wJKum0eVSqkp+Zeno+j7MpYu7y53t6ZA1FllQ20iSerWtZBpW3rSWgq6sRD2are6ezp9bPXpxd765s+rLweFyOutqXS0PL7/g+beVcfQyTiZesmKalhpkeuSR5aXdQ1e8mqer8dJz77g1Sj56MsvShz/96Ogai6JiW4IVy/OFhnznbWfXi1/P764evnCpWJLHWJtUYl8utpv56TfdXA6Htmsl1aCHLiw3j03XE5PGhTZmeRxzaia1yoPe//6Pp3bqSq7GPa7Xyp+Zr6697oSk4lmhuMyUXKFUWVAe1TUqRZcvDcOimIWu604eVz+o69ZF76vVQTc9uqv93FW7V3+45K6cS0jxgYcuN+00hK7v8ziOW/NOVZ7zNWdae0Lz4Oh+AACehCK5VqlmlVbeljguqjcxNh5d2tvXmJdnNqqqq0qlUQ2ylKPlpBrlsXZReQiqSnGMzcpk8qg+1qGq1tBddhutGzVck1cbrkWT9xQ3S5u83U+pl07V3PZ9bn2IVqUsVVmQ4tFUidjLq+JC+fjQhSbIqnuJZYilNiHJVWPpY17Ii2p1v2bZSHF/Nh1UTxy4JnGRcq86k0bP0YLW07N1tMfg2OcuTUKJIbReXGZWF4pNCWn9LgXlmJdmpcRmX2lQkzQeU7bBTaYUd4O7UqewUYONpiiPTPX5gt3v4ejf2JS0ilrmMgnW5apoYyiLUJdSGsau3XQvW/shqOxv5nlVWESlJrfSoDwdotro69WjUnBZriquKDUm1dzHGN2Vc06pGXOxEC2YrycHheBV0V1mcsVQXVVeQziaN7TehXUctT7F1k0hmAeNo5pGQXIvwWoto4JMMYQmj24WYjha4rqex+5SrrmUMmnaUBRkRcpR2aT1friukHUYxmloLMtLCTGMXq0N6ynzTVUs6jUOGqdpkmpQlUYvTfUmDq4gefWQa9d5KW6W3E1yC7a+7Vm/N75+n2oOFqvXmCyXsUlNqS6zWi1Ec5flGmOQVEt192DBgslUq5cyxCiLFuwxu5ra5/9EpdRgYcw1pFBdLoWoflUnbSjD2KQ0Zu8mTyT86X4AAJ6ELFUtWl9paFQ3S9DY5LHYZpMlK7kNUk4yKcrXO4+76jgWU05xYXWh3MjnaqS03qKvkZRXMVpZHMZurtBKdj7oxCgrKm2/CmE+Bq2iohSlUNQv1TVab9wf1tuNy9xUbH3HUcchzDqtdwqvoySl5uhZrqQgT7XYWJWXRdt7UaPV412I0sJVilrPsS6ztWraqVmVBsmlpJw0mFpJw5jaeCg/lB9X3VdbpXnVpMpNQxySSsxB3iiGMcikLA2qVWaqE1krWTHJFFRM7OP5eK7BNEpBpVFNR/8EQStplI9l1VnYGg73m+ZSnDZK12T5cry4mbeLt32U0moWl9JMq6Q2lnC0I050hVxU1y0d/GjS/9j3TdNofRZvSpK8ZpnZ0T1ZKmUsdcx5mE46sytb9XuUB0mLvcvT6dSabh20pbhFyzm3jVb9smuje65h6q6aS9tMTFeTX7L1dj0qcilGhXxQUopqVKKyiqsmWfRkRTll8zDsr6ZpomRqarHiKqYQvVEJ2XKNHt2stxCiqkrKnvxgWMzbWSl1ErqqIVhTskkKppxz0ybZKF9/9pq0frVlvdhApdQQgkvVc4pxuTqIKSSfhhAsrFenm1RdWo19dUsppZCkED2v50Idfe5d/YjXd3aS3K7uEFzX04qkUsYYg9zLsJIrTjaewPXD/H4AAJ5UiMlVZUVKqi63Yim2g3Qo5RiT7HiWm2qRpLjeDDw1wWTmSZooupSVktRIbZWqNBRNUpxMNY7KVWE662SjlGWWrHONR9sIqdUqRTVd09c41vWT8hqqPMTiskajK4ZgnQYpjoqmEKRQR41Lda3W2/NbsRRdUrCZOlOnw36s82Z74rp4II910m5MWut14JoUpUEqUlSdaJQ6KapRrkrjSoO04VKVUpV6WaOV5RjyxhCkoKqUg42KGwopuNR4DPVK/kSNdlSgePyNZlZflEJUY9KYVCTTQjVZOB6nqZdyP2vSoKRafaHYNY3ixVg2Z3WqWuRBSfKguv63uJran1Of66vCmm6iqjrm2LTKo4KZBZmrFq/Vrchr28S26dxzrQqh/dw/Y7Y1l8zr4NVDamO0WscmmeRNUi1DTKkqyqrF5uqmnFKVqrzIXKqusLd/MInTLraKKmMJ0YJK1iCl9Z43i+XBxmQ+3ZipSnLPo5osFVOQu7wZSp9iytm7MFm/dzFYUZm3yZS7mGoZqqoFj+s1s64mJfkojVJVTfJGCh7K5csXTM329k6KwV0mhZikPJ20UvFsFtb33F5VxjqEEJumrbIqrWqNIUSt5+Dp/2dnnjIMMrMQQrKcx5SC17HvV91sGtsrRy78+fG8HwCAJ64Wja4h1VF9ozJzi3300OVku15ylKRjXtff4dcnXh3t1hHkVj1qWfoU26gYpFCufEMPrlCrZ7cYFL1akZr18UpRg5SkNEqmnHQgl7yrdaq43jHxaFNA9yTzsViMKq5gQ6rFS7C4PncgXplQHD67f06tHnxZ4iQuowapk7fjGJo0KvSD5qa9Rq00Wd/rmGqUm2KWquTZU+2jJqUdo1xqR6lISatUXaWrHpSK2TDEzqOZFFSTynqXRNf6Zzl5CbVTwwX2uNvMoWrMClLo1o/63bzRSgpSV6VVla9qF4fUpmpplIa82Ax7GhvZTNYeHfiao6LVq3vmuEKtR8kezGX1ysST9QQXu7oHv1+9UXBfryXxWosdvQgQ1vvuH83RWb80cZScVx9g11LGpkmS1zJ6nHutIQSvRe7BZGbrWe7rH+tLI7jJNSzGdtZ4cFepKkEWPMitBjc3qyYL0vpjWc+FknlUjcWqgqkq1GhmMrlKrkNIoXpNlsyDbN3xVsv6Aywhrhftr8/sDZJVlRCiZKW4FIJp/SJH9WzmpY7JZi7VWmQejkbXs7tkwZJk1dWub7XXw2GfTXj7nDswr27BxjymFM1USl5PH5JctSoE6Ymcb0H3AwDwZDpMRSoq0iDVoJDUjKvahGRNkA259inw6vpj9YqulHJNIeWg83WchWYuxd5Vixr3JKP7gacU3Q8AwJOwXmQZq+JYVLOiKSUPIUvDoNWByqjNGeP0uHHrVYv2B7VzxdBPgk9nSSGtXzdIGoJaju4CnlI8gQAA4El3f5UUYoy9wqrWLbdwce9P/tlPP/p//+61Y+5HNqZ5rEYH22GcjM35sZ7fmD7tzd9z9htfr7apMXlMg6l/YvMYAND9AAD8hYjrPg2yUKQsHeS8VaqqnXzg0dmffeSmxf4q0v2Pdbk7XGhhQ2fWaXueDy4qDoOstxilQPQDdD8AAF9URtOYNJHWW2yYtN22thylsFnqZBykxUJLBuox9js7aINWIVszTmNvg2Jdqo6qU6l1BRfTfAC6HwCAL5rul/YkSVNXkBpp4apBUf2lNh+2QzuqtHy3faxji+bag3ZS2lyn7ZA2DiYa0rRd136x9bYwAOh+AAC+SASpk1qXZZmrTVq5SpeatPrwmeaB69OjZd6d47vt4/qj1/GxO6FJr/biKm/WqeqkUegUJnLzoiqxDxLwlGI/HwAAnri6Pocru4pLpsYWUaPViZbLhz5ZH/7ktD9sdCsD9Ri7TRlC3R7qrNm8nFf9rdf7yVNVYVs+z9LocmlG9wN0PwAAXyzhL+X1/4pMimEZQpVHZRsXqSxirIvmBsbpsd2vw6qyI2ks1mxclLKaTjru6sYrSyVY2ws8pbiTBgDgyTEpSqG6alEMXruSglpVU4mqZVZZ1/tYs7GXpCGoBM1qSrV2TZDaKplKo5VpzjABdD8AAF8kPGgIGuSjilQb+YY1Nrj28yfe9vaHPnh/PdjbjAcM1GPvlUJcXdyfbZ88rBqmzS2vedX1L7pbOjq0a890ScyOAuh+AAC+ePrV1ZpaD2aThUKqspVyN6a4u/8Hbzn5f/xyU/ajIgP12HGrxZug0Y+X5tHZZDg90cufXTQNHpamDfdjfdakYaCApxBb4wIAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAgO4HAAAAQPcDAAAA+I9BYggAAHji3K131SCzWdKy0blZ3fFBFy9NfbGcDKcuZdfWY94ofP5zN5e7/Etq2B7e2btULz3Nts8v8sVjM5s1gzxrnJV21ps6O5w0c64ugO4HAOCLJfuDaqtQZVINqlKr4GOVdRpkJQW1D2/sMVCPUfJw3dhujAqalTJpD3PrihbkUlAxjYwRQPcDAPDFY5SWoXYhNJJLJjVSUFSaD7W5NGpDcXPYf8xb1Vo/95dmZmZfUuMW4vRUc1p9Mc3Gy8Mkd8oxJpObgkqg+wG6HwCALyZX5+cEVzVFqUjuQbEZtjYXJ08cHpbN/f6x3e+f3/0y05dW9+/meDgOc4WF7JGS510nC1L4EhsGgO4HAOA/Eo0UXbG4VYuSJRXJmkZhNX/p3cdSzIfDXsqPeavw2JuHL7HZ/VI2hRryIiZPN2/Ntp5za46pmLVBVpRcM24AgKeauTujAADAE1SrclWJqrae5bNbamnKPMbOs/pRuYwbs8d1/5f6ut5Ql7EOWphK0rQ57Ky3SZQ2q0KWghTFs3/gqcXzfgAAngp2lPDzSVgqDJIsdZ2U0sB328cpoYvBZlvBPLrFQbFI8errHi5VKTJOwFP6VYrn/QAAPGFVXrzGasGP9qKp8WhNapRidauuwGk5j9VbKeatLMiqrJe51EhtlRXJJKP7AbofAIAvnn6VH8pbqVWIV0vVrzyxLpJLEzaneZwSVKN0JfGvTunxo1+6Mc0HeIrxyiMAAE+GSeaqVTVI9WjNrsnt6Ddd8swwPVZNKvFomcPnPoEMUji6XaJRgKf4qxXP+wEAeOL5KhWXyYOq5Gbukstc8Sj9XUmFgXrcwJlbKFee68cqq5LkUSUcjVfHKAFPKe6lAQB44sJ6/xlJwRVcpiqN8iKv5lVBpo6J6l9g4FSl/spz/VlUsqNJPpXBAf5i8LwfAAAA+FK43QYAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAID/tx07JgIAAGEgtiAQTQhDGxKY4RIJnf4KoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAApBe0uAAASNklEQVS6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAsImstgIAAPzm7wcAAN0PAADcN+LhorwOBZw8AAAAAElFTkSuQmCC"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">107<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _12"> </span>Paliwa  Sp. <span class="_ _12"> </span>z  o.o. <span class="_ _12"> </span>jest  zl<span class="_ _1"></span>eceniodawcą <span class="_ _12"> </span>wystawienia  gwarancji <span class="_ _12"> </span>(Bűrgschaftsurkunde) <span class="_ _12"> </span>na  rzecz <span class="_ _12"> </span>Urzędu <span class="_ _12"> </span>Celnego  (Hauptzollamt)<span class="_ _0"></span><span class="ff6">   w </span></div><div class="t m0 x1 h10 y28d ff8 fs4 fc2 sc0 ls0 ws0">Niemczech,  stanowiącej  zabezpieczenie  akcyzowe  dla  transportów  paliw  realizowanych  poprzez  terminal  HES  Wilhelmshaven.  Kwota </div><div class="t m0 x1 h10 y28e ff6 fs4 fc2 sc0 ls0 ws0">zabezpieczenia wynosi 6,0 mln EUR.  </div><div class="t m0 x1 h10 y537 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _0"></span>08.01.2025 <span class="_ _5"></span>r. <span class="_ _0"></span>Unimot <span class="_ _5"></span>S.A. <span class="_ _5"></span>udzieliła <span class="_ _0"></span>gwarancji <span class="_ _0"></span>/ <span class="_ _0"></span>poręcze<span class="_ _0"></span>nia <span class="_ _0"></span>na <span class="_ _5"></span>rzecz <span class="_ _0"></span>ENI <span class="_ _5"></span>TRADE <span class="_ _0"></span>&amp; <span class="_ _5"></span>BIOFUELS <span class="_ _0"></span>S.P.A.<span class="_ _0"></span><span class="ff6"> </span>z<span class="_ _0"></span>a <span class="_ _0"></span>przyszłe <span class="_ _0"></span>zo<span class="_ _0"></span>bowiązania <span class="_ _0"></span>Unimot </div><div class="t m0 x1 h10 yb37 ff8 fs4 fc2 sc0 ls0 ws0">Paliwa <span class="_ _5"></span>Sp. <span class="_ _5"></span>z <span class="_ _5"></span>o.o., <span class="_ _5"></span>które <span class="_ _5"></span>mogą <span class="_ _5"></span>wynikać <span class="_ _5"></span>z <span class="_ _5"></span>transakcji <span class="_ _5"></span>handlowych <span class="_ _5"></span>zawartych <span class="_ _5"></span>z <span class="_ _5"></span>Beneficjentem. <span class="_ _5"></span>Maksymalna <span class="_ _5"></span>kwota <span class="_ _5"></span>poręczenia <span class="_ _5"></span>wyno<span class="_ _5"></span><span class="ff6">si <span class="_ _5"></span>8,0 <span class="_ _5"></span>mln </span></div><div class="t m0 x1 h10 yeef ff6 fs4 fc2 sc0 ls0 ws0">USD.<span class="ls1d">  </span> </div><div class="t m0 x1 h10 y49c ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>dniu <span class="_ _6"></span>31.01.2025 <span class="_ _5"></span>r. <span class="_ _6"></span>Unimot <span class="_ _5"></span>S.A. <span class="_ _6"></span>zawarła <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _5"></span>OR<span class="_ _0"></span>LEN <span class="_ _5"></span>S.A. <span class="_ _6"></span>Umowę <span class="_ _5"></span>poręczenia <span class="_ _5"></span>stanowiąca <span class="_ _6"></span>zabezpieczenie <span class="_ _5"></span>wierzytelności <span class="_ _6"></span>ORLEN <span class="_ _5"></span>S.A. <span class="_ _6"></span>wo<span class="_ _5"></span><span class="ff6">bec </span></div><div class="t m0 x1 h10 y49d ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _0"></span>Bitumen <span class="_ _5"></span>Sp. <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>o<span class="_ _0"></span>.o. <span class="_ _5"></span>wynikających <span class="_ _0"></span>z <span class="_ _5"></span>Umowy <span class="_ _5"></span>Ramowej <span class="_ _0"></span>o <span class="_ _5"></span>Świadczenie <span class="_ _0"></span>Usług <span class="_ _5"></span>Spedycyjnych <span class="_ _0"></span>z <span class="_ _5"></span>dnia <span class="_ _5"></span>12 <span class="_ _5"></span>stycznia <span class="_ _0"></span>2022 <span class="_ _5"></span>r. <span class="_ _5"></span>(&quot;Zabezpie<span class="_ _5"></span><span class="ff6 ls2c">cz<span class="ls0">ona </span></span></div><div class="t m0 x1 h10 yd5f ff8 fs4 fc2 sc0 ls0 ws0">Umowa&quot;). Maksymalna wartość zabezpieczenia wynosi 4,9 mln zł, a maksymaln<span class="_ _1"></span>y okres zabezpieczenia upływa z dniem 31 grudnia 202<span class="_ _0"></span>6 r. <span class="ff6">  </span></div><div class="t m0 x1 h10 y8c4 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>dniu <span class="_ _6"></span>19.02.2025 <span class="_ _5"></span>r. <span class="_ _6"></span>Unimot <span class="_ _5"></span>S.A. <span class="_ _6"></span>zawarła <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _5"></span>OR<span class="_ _0"></span>LEN <span class="_ _5"></span>S.A. <span class="_ _6"></span>Umowę <span class="_ _5"></span>poręczenia <span class="_ _5"></span>stanowiąca <span class="_ _6"></span>zabezpieczenie <span class="_ _5"></span>wierzytelności <span class="_ _6"></span>ORLEN <span class="_ _5"></span>S.A. <span class="_ _6"></span>wo<span class="_ _5"></span><span class="ff6">bec </span></div><div class="t m0 x1 h10 yd61 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _5"></span>Bitumen <span class="_ _0"></span>Sp. <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _5"></span>o.o. <span class="_ _5"></span>wynikających <span class="_ _5"></span>z <span class="_ _5"></span>Warunkowej <span class="_ _5"></span>Ramowej <span class="_ _5"></span>Umowy <span class="_ _5"></span>Sprzedaży <span class="_ _5"></span>z <span class="_ _5"></span>dnia <span class="_ _5"></span>12 <span class="_ _5"></span>stycznia <span class="_ _5"></span>2022 <span class="_ _5"></span>r. <span class="_ _5"></span>(&quot;Zabezpieczona <span class="_ _5"></span>Umowa&quot;<span class="_ _5"></span><span class="ff6 ls2c">).<span class="ls0"> </span></span></div><div class="t m0 x1 h10 yd62 ff8 fs4 fc2 sc0 ls0 ws0">Maksymalna wartość zabezpieczenia wynosi 110 mln<span class="_ _1"></span> zł, a maksymalny okres zabezpieczenia upływa z dniem 31 grudnia 2025 r. <span class="ff6">  </span></div><div class="t m0 x1 h10 yefe ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _5"></span>07.03.2025 <span class="_ _5"></span>r. <span class="_ _5"></span>Unimot <span class="_ _5"></span>S.A. <span class="_ _5"></span>udzieliła <span class="_ _0"></span>poręczenia <span class="_ _5"></span>(First <span class="_ _5"></span>Demand <span class="_ _0"></span>L<span class="_ _0"></span>iability <span class="_ _0"></span>Co<span class="_ _0"></span>rporate <span class="_ _5"></span>Guarantee) <span class="_ _0"></span>na <span class="_ _5"></span>rzecz<span class="_ _5"></span><span class="ff6">  <span class="_ _5"></span>Banque <span class="_ _0"></span>de <span class="_ _5"></span>Commerce <span class="_ _5"></span>et <span class="_ _5"></span>de </span></div><div class="t m0 x1 h10 yedd ff8 fs4 fc2 sc0 ls0 ws0">Placements <span class="_ _6"></span>SA, <span class="_ _7"></span>Geneva <span class="_ _6"></span>za <span class="_ _7"> </span>zo<span class="_ _0"></span>bowiązania <span class="_ _6"></span>spółki <span class="_ _7"></span>Unimot <span class="_ _7"></span>S.A. <span class="_ _6"></span>z <span class="_ _7"> </span>siedzibą <span class="_ _6"></span>w<span class="_ _0"></span> <span class="_ _7"></span>Genewie, <span class="_ _6"></span>które <span class="_ _6"></span>mo<span class="_ _0"></span>gą <span class="_ _7"></span>wynikać <span class="_ _6"></span>z<span class="_ _0"></span> <span class="_ _6"></span>udzielonej <span class="_ _7"></span>przez <span class="_ _6"></span>Ba<span class="_ _0"></span>nk <span class="_ _12"> </span><span class="ff6">linii <span class="_ _6"></span>na<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 yf05 ff8 fs4 fc2 sc0 ls0 ws0">finansowanie (Credit Facility). Maksymalna kwota poręczenia to 55,0 mln USD, porę<span class="_ _1"></span>czenie jest ważne do 07.03.2026 r.<span class="_ _0"></span><span class="ff6">  </span></div><div class="t m0 x1 h10 ya38 ff8 fs4 fc2 sc0 ls0 ws0">W dniu 25.03.2025 r. Unimot S.A. udzieliła poręczenia na rzecz Ma<span class="_ _0"></span>cquarie Commodities Trading SA za przyszłe zo<span class="_ _0"></span>bowiązania Unim<span class="_ _0"></span><span class="ff6">ot Paliwa </span></div><div class="t m0 x1 h10 yd4c ff8 fs4 fc2 sc0 ls0 ws0">Sp. z <span class="_ _1"></span>o.o., jakie <span class="_ _1"></span>mogą p<span class="_ _1"></span>owstać w <span class="_ _10"></span>trakcie zawieranych trans<span class="_ _1"></span>akcji z B<span class="_ _1"></span>eneficjentem. Maks<span class="_ _1"></span>ymalna kwota <span class="_ _1"></span>poręczenia to <span class="_ _1"></span>30,0 mln<span class="_ _1"></span> USD, poręczeni<span class="_ _1"></span>e </div><div class="t m0 x1 h10 y691 ff8 fs4 fc2 sc0 ls0 ws0">jest ważne do 23.03.2028 r.<span class="ff6 ls1d">  <span class="ls0"> </span></span></div><div class="t m0 x1 h10 yeff ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _10"></span>dniu <span class="_ _10"></span>28.03. <span class="_ _1"></span>2025 <span class="_ _10"></span>r. <span class="_ _1"></span>Unimot <span class="_ _10"></span>S.<span class="_ _0"></span>A. <span class="_ _10"></span>udzieliła <span class="_ _1"></span>nowego <span class="_ _10"></span>poręczenia <span class="_ _10"></span>dla zobowiązań <span class="_ _10"></span>jakie <span class="_ _10"></span>mogą <span class="_ _10"></span>pojawić s<span class="_ _1"></span>ię <span class="_ _10"></span>w <span class="_ _1"></span>związku <span class="ff6"> </span>z <span class="_ _10"></span>realizacją <span class="_ _10"></span>umowy <span class="_ _1"></span>ramowej </div><div class="t m0 x1 h10 yf00 ff8 fs4 fc2 sc0 ls0 ws0">zawartej <span class="_ _7"> </span>pomiędzy <span class="_ _12"> </span>Unimot <span class="_ _12"> </span>Paliwa <span class="_ _12"> </span>Sp. <span class="_ _7"></span>z <span class="_ _12"> </span>o.o. <span class="_ _12"> </span>a <span class="_ _7"> </span>mBank <span class="_ _12"> </span>S.A. <span class="_ _12"> </span>dotyczącej <span class="_ _12"> </span>zasad <span class="_ _7"> </span>zwierania <span class="_ _12"> </span>umów <span class="_ _12"> </span>wykonawczych <span class="_ _7"> </span>obejmujących <span class="_ _12"> </span>term<span class="_ _5"></span><span class="ff6">inowe </span></div><div class="t m0 x1 h10 yd4e ff8 fs4 fc2 sc0 ls0 ws0">operacje finansowe. Maksymalna kwota poręczenia to 180,0 mln zł a termin ważności up<span class="_ _1"></span>ływa 30.12.2030 r.<span class="_ _0"></span><span class="ff6 ls1d">  <span class="ls0"> </span></span></div><div class="t m0 x1 h10 y389 ff6 fs4 fc2 sc0 ls0 ws0">W d<span class="_ _1"></span>niu <span class="_ _10"></span>31 marca 2025 <span class="_ _10"></span><span class="ff8">r. Unimot S<span class="_ _1"></span>.A. <span class="_ _1"></span>udzieliła <span class="_ _1"></span>nowego p<span class="_ _1"></span>oręczenia / <span class="_ _10"></span>gwarancji (PARENT <span class="_ _1"></span>GUARANTEE <span class="_ _10"></span>AND INDEMN<span class="_ _1"></span>ITY) na <span class="_ _10"></span>rzecz<span class="_ _0"></span> TotalEn<span class="_ _1"></span>ergies </span></div><div class="t m0 x1 h10 y38a ff8 fs4 fc2 sc0 ls0 ws0">Marketing <span class="_ _0"></span>Deutschland <span class="_ _6"></span>Gmb<span class="_ _1"></span>H <span class="_ _5"></span>i/lub <span class="_ _5"></span>innych <span class="_ _5"></span>spółek <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _5"></span>grupy <span class="_ _5"></span>TotalEnergies <span class="_ _0"></span>wskazanych <span class="_ _6"></span><span class="ff6"> </span>w <span class="_ _5"></span>dokumencie <span class="_ _5"></span>za <span class="_ _5"></span>zobowiązania <span class="_ _6"></span>Uni<span class="_ _1"></span>mot <span class="_ _5"></span>Paliwa <span class="_ _0"></span>Sp. <span class="_ _5"></span>z<span class="_ _0"></span> </div><div class="t m0 x1 h10 yee0 ff6 fs4 fc2 sc0 ls0 ws0">o.o. <span class="_ _6"></span>jakie <span class="_ _5"></span>mo<span class="_ _0"></span>g<span class="ff8">ą <span class="_ _6"></span>wynikać <span class="_ _5"></span>z <span class="_ _6"></span>zawartych <span class="_ _5"></span>kontraktów. <span class="_ _6"></span>Maksymalna <span class="_ _6"></span>kwota <span class="_ _5"></span>zabezpieczenia <span class="_ _6"></span>wynosi <span class="_ _5"></span>20,0 <span class="_ _6"></span>mln <span class="_ _6"></span>EUR, <span class="_ _6"></span>poręczeni<span class="_ _1"></span>e <span class="_ _6"></span>jest <span class="_ _5"></span>ważne <span class="_ _6"></span>do <span class="_ _5"></span>31<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 yee1 ff8 fs4 fc2 sc0 ls0 ws0">marca 2027 r. <span class="ff6">  </span></div><div class="t m0 x1 h10 y2a2 ff8 fs4 fc2 sc0 ls0 ws0">W dniu 03.04 2025 r. Unimot S.A<span class="_ _1"></span>. poręczenie<span class="_ _1"></span> na rzecz PKO BP S.A. <span class="_ _1"></span>za spłatę wierzytelności pi<span class="_ _1"></span>eniężnych PKO BP S.A. przez<span class="ff6">  Unimot Termin<span class="_ _1"></span>ale </span></div><div class="t m0 x1 h10 yef8 ff8 fs4 fc2 sc0 ls0 ws0">sp. z o.o., Unimot Bitume<span class="_ _1"></span>n Sp z o.o., RCEkoenerg<span class="_ _1"></span>ia Sp. z o.o. (Kredytobi<span class="_ _1"></span>orcy), które mogą wynikać z t<span class="_ _1"></span>ytułu zawartej z <span class="ff6">Bankiem Umowy limitu </span></div><div class="t m0 x1 h10 yef9 ff8 fs4 fc2 sc0 ls0 ws0">kredytowego <span class="_ _1"></span>wielocelowego. <span class="_ _1"></span>Maksymalna <span class="_ _10"></span>kwo<span class="_ _0"></span>ta p<span class="_ _1"></span>oręczenia <span class="_ _1"></span>wynosi <span class="_ _1"></span>150,0 mln<span class="_ _1"></span> <span class="_ _1"></span>PLN, data <span class="_ _10"></span>końcowa obowiązywania <span class="_ _10"></span>poręczenia to <span class="_ _1"></span>30.09.2<span class="ff6 ls6">030 </span></div><div class="t m0 x1 h10 y9a2 ff6 fs4 fc2 sc0 ls14 ws0">r.<span class="ls1d">  <span class="ls0"> </span></span></div><div class="t m0 x1 h10 yee5 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _1"></span>dniu <span class="_ _10"></span>04.04.2025 r. <span class="_ _10"></span>Unimot <span class="_ _1"></span>S.A. u<span class="_ _1"></span>dzieliła <span class="_ _1"></span>poręczenia <span class="_ _10"></span>na rzecz <span class="_ _10"></span>mBank <span class="_ _1"></span>S.A. <span class="_ _10"></span>z<span class="_ _0"></span> <span class="_ _1"></span>tytułu <span class="_ _10"></span>zabezpieczenia sp<span class="_ _1"></span>łaty wierzyte<span class="_ _1"></span>lności <span class="_ _10"></span>Banku<span class="_ _5"></span><span class="ff6"> <span class="_ _10"></span>w<span class="_ _0"></span>obec Un<span class="_ _1"></span>imot </span></div><div class="t m0 x1 h10 yee6 ff8 fs4 fc2 sc0 ls0 ws0">Terminale <span class="_ _7"></span>Sp. <span class="_ _12"> </span>z <span class="_ _7"> </span>o<span class="_ _0"></span>.o. <span class="_ _7"> </span>oraz <span class="_ _12"> </span>Unimot <span class="_ _7"> </span>Bitumen <span class="_ _7"> </span>Sp. <span class="_ _12"> </span>z <span class="_ _12"> </span>o.o. <span class="_ _7"> </span>(Kredytobiorcy), <span class="_ _12"> </span>które <span class="_ _7"> </span>mogą <span class="_ _12"> </span>pojawić <span class="_ _7"> </span>się <span class="_ _12"> </span>w <span class="_ _7"> </span>związku <span class="_ _12"> </span>z <span class="_ _7"> </span>podpisaną <span class="_ _7"> </span>Umo<span class="_ _5"></span>wą <span class="_ _12"> </span>ramową </div><div class="t m0 x1 h10 y412 ff8 fs4 fc2 sc0 ls0 ws0">wieloproduktową. Maksymalna Kwota poręczenia wynosi 75,0 mln PLN, maksymalny okres ważności up<span class="_ _1"></span>ływa 15.10.2027 r.<span class="_ _0"></span><span class="ff6 ls1d">  <span class="ls0"> </span></span></div><div class="t m0 x1 h22 y466 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff7 fc9">Wynagrodzenie E<span class="ff5">mitenta lub jednostki od niego zal<span class="_ _1"></span>eżnej<span class="_ _0"></span><span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 yf06 ff6 fs4 fc2 sc0 ls0 ws0">Wynagrodzenie <span class="_ _6"></span>E<span class="ff8">mitenta <span class="_ _6"></span>lub <span class="_ _6"></span>jednostki <span class="_ _6"></span>od <span class="_ _7"></span>niego <span class="_ _6"></span>zależnej <span class="_ _6"></span>za <span class="_ _7"></span>udzielenie <span class="_ _6"></span>poręczeń <span class="_ _6"></span>lub <span class="_ _6"></span>gwarancji <span class="_ _6"></span>za <span class="_ _6"></span>inny <span class="_ _6"></span>podmiot <span class="_ _7"></span>zależny <span class="_ _6"></span>jest <span class="_ _6"></span>ustalane <span class="_ _6"></span>na </span></div><div class="t m0 x1 h10 yd25 ff6 fs4 fc2 sc0 ls0 ws0">poziomie rynkowym i <span class="_ _0"></span><span class="ff8">w <span class="_ _0"></span>2024 roku wyniosło</span> <span class="_ _0"></span><span class="ff8">1,2% rocznie o<span class="_ _0"></span>d udzielonej gwarancji lub poręczenia. Po<span class="_ _0"></span>ziom oprocentowania jest rewid<span class="_ _0"></span>owany </span></div><div class="t m0 x1 h10 y528 ff8 fs4 fc2 sc0 ls0 ws0">w zależności od stosowanych stawek przez podmioty ubezpieczeniowe.<span class="ff6"> </span></div><div class="t m0 x1 h10 y622 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 yf07 ff7 fs5 fc5 sc0 ls0 ws0">7.10.<span class="ff3"> <span class="_ _1f"> </span></span>AKTUALNA I PRZEWIDYWANA SYTUACJA FINANSOWA GK UNIMOT  </div><div class="t m0 x1 h10 yf08 ff8 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _6"></span>Kapitałowa <span class="_ _6"></span>Unimot <span class="_ _6"></span>nie <span class="_ _6"></span>publikuje <span class="_ _5"></span>p<span class="_ _0"></span>rognoz <span class="_ _6"></span>finansowych <span class="_ _6"></span>na <span class="_ _6"></span>lata <span class="_ _6"></span>przyszłe, <span class="_ _6"></span>dodatkowo <span class="_ _6"></span>Zarząd <span class="_ _6"></span>Emitenta <span class="_ _6"></span>podjął <span class="_ _6"></span>decyzję <span class="_ _6"></span>o<span class="_ _0"></span><span class="ff6"> </span>odstąpieniu </div><div class="t m0 x1 h10 yf09 ff6 fs4 fc2 sc0 ls0 ws0">publikacji <span class="_ _10"></span>prognoz<span class="_ _0"></span>y <span class="_ _10"></span>skonsolidowanej EBITDA <span class="_ _10"></span>skorygowanej <span class="_ _1"></span>za <span class="ff8">2024 rok, <span class="_ _10"></span>mając n<span class="_ _1"></span>a<span class="ff6"> </span>uwadze <span class="_ _10"></span>z<span class="_ _0"></span>ewnętrzne <span class="_ _10"></span>cz<span class="_ _0"></span>ynniki <span class="_ _10"></span>rynkowe ni<span class="_ _1"></span>ezależne <span class="_ _10"></span>o<span class="_ _0"></span><span class="ff6">d <span class="_ _0"></span></span>Spółki, </span></div><div class="t m0 x1 h10 yf0a ff8 fs4 fc2 sc0 ls0 ws0">związane  z<span class="ff6"> </span>dużą <span class="_ _14"> </span>zmiennością  i<span class="ff6"> </span>niepewnością  sytuacji  na<span class="ff6"> </span>rynku  paliw  w<span class="_ _0"></span>ywołaną  trwającym  konfliktem  zbrojnym  w<span class="_ _0"></span><span class="ff6"> Ukrainie  i skutkami<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 yd73 ff6 fs4 fc2 sc0 ls0 ws0">gospodarczymi sankcji na <span class="ff8">Rosję i</span> <span class="ff8">Białoruś nakładanych w</span> <span class="ff8">związku z</span> tym wydarzeniem.  </div><div class="t m0 x3c h44 y24e ff7 fs5 fc5 sc0 ls0 ws0">7.11.<span class="ff3"> <span class="_ _1f"> </span></span> <span class="ff5">TRANSAKCJE Z PODMIOTAMI POWIĄZANYMI      </span> </div><div class="t m0 x1 h10 yf0b ff6 fs4 fc2 sc0 ls0 ws0"> </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 y3c w5 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">108<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>roku 2024 <span class="_ _5"></span>i 2023<span class="_ _0"></span> <span class="_ _0"></span>Unimot <span class="_ _0"></span>S.A. <span class="_ _0"></span>i <span class="_ _0"></span>spółki <span class="_ _0"></span>z <span class="_ _5"></span><span class="ff6">Grupy <span class="_ _0"></span>UNIMOT <span class="_ _0"></span> <span class="_ _0"></span> <span class="_ _0"></span></span>z<span class="_ _0"></span>awierały <span class="_ _0"></span>transakcje z <span class="_ _0"></span>J<span class="_ _0"></span>ednostką <span class="_ _0"></span>Dominującą <span class="_ _0"></span>wyższego <span class="_ _0"></span>szczebla <span class="_ _0"></span>dla <span class="_ _0"></span>Unimo<span class="_ _0"></span>t <span class="_ _0"></span>S.A </div><div class="t m0 x1 h10 y12c ff8 fs4 fc2 sc0 ls0 ws0">(tj.  Un<span class="_ _1"></span>imot  E<span class="_ _1"></span>xpress <span class="_ _12"> </span>Sp. <span class="_ _12"> </span>z  o.o.). <span class="_ _12"> </span>oraz  spółkami <span class="_ _12"> </span>zależnymi <span class="_ _12"> </span>i  stow<span class="_ _1"></span>arzyszonymi <span class="_ _12"> </span>z  Jedn<span class="_ _1"></span>ostką  Domin<span class="_ _1"></span>ującą  wyższego<span class="_ _1"></span> <span class="_ _12"> </span>szcz<span class="_ _0"></span>ebla, <span class="_ _12"> </span>jak  ró<span class="_ _1"></span>wn<span class="_ _0"></span>ież  z </div><div class="t m0 x1 h10 y12d ff8 fs4 fc2 sc0 ls0 ws0">podmiotami <span class="_ _5"></span>z <span class="_ _6"></span>nią <span class="_ _5"></span>powiąz<span class="_ _0"></span>anymi <span class="_ _5"></span>(jednostka <span class="_ _6"></span>będąca <span class="_ _6"></span>wspólnikiem <span class="_ _5"></span>wraz <span class="_ _6"></span>z<span class="ff6"> </span>jej <span class="_ _5"></span>jednostką <span class="_ _6"></span>zależną) <span class="_ _5"></span>oraz <span class="_ _6"></span>z <span class="_ _5"></span>podmiotami <span class="_ _6"></span>powiązanymi <span class="_ _5"></span>osobowo <span class="_ _6"></span>z </div><div class="t m0 x1 h10 yf0c ff6 fs4 fc2 sc0 ls0 ws0">Unimot S.A.   </div><div class="t m0 x1 h10 y715 ff8 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 yd7c we1 h23"><div class="t m0 xa h2b y2a1 ff9 fs4 fc2 sc0 ls0 ws0">w tysiącach złotych<span class="ffa"> </span></div></div><div class="c x122 yd7c we2 h23"><div class="t m0 x37 h22 y2a1 ff7 fs4 fc2 sc0 ls6 ws0">31.12.2024<span class="ls0"> </span></div></div><div class="c x158 yd7c we3 h23"><div class="t m0 x37 h22 y2a1 ff7 fs4 fc2 sc0 ls6 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x1 yf0d we1 h100"><div class="t m0 xa h10 y27 ff8 fs4 fc2 sc0 ls0 ws0">Należności krótkoterminowe<span class="ff6"> </span></div></div><div class="c x122 yf0d we2 h100"><div class="t m0 x25 h10 y27 ff6 fs4 fc2 sc0 ls6 ws0">732<span class="ls0"> </span></div></div><div class="c x158 yf0d we3 h100"><div class="t m0 x30 h10 y27 ff6 fs4 fc2 sc0 ls6 ws0">2 191<span class="ls0"> </span></div></div><div class="c x1 yf0e we1 h100"><div class="t m0 xa h10 y654 ff8 fs4 fc2 sc0 ls0 ws0">Zobowiązania krótkoterminowe<span class="ff6"> </span></div></div><div class="c x122 yf0e we2 h100"><div class="t m0 x2d h10 y654 ff6 fs4 fc2 sc0 ls6 ws0">10 213<span class="ls0"> </span></div></div><div class="c x158 yf0e we3 h100"><div class="t m0 x30 h10 y654 ff6 fs4 fc2 sc0 ls6 ws0">2 070<span class="ls0"> </span></div></div><div class="c x1 yd7d we1 h7b"><div class="t m0 xa h10 y27 ff8 fs4 fc2 sc0 ls0 ws0">Pożyczki udzielone<span class="ff6"> </span></div></div><div class="c x122 yd7d we2 h7b"><div class="t m0 x25 h10 y27 ff6 fs4 fc2 sc0 ls6 ws0">265<span class="ls0"> </span></div></div><div class="c x158 yd7d we3 h7b"><div class="t m0 x25 h10 y27 ff6 fs4 fc2 sc0 ls6 ws0">165<span class="ls0"> </span></div></div><div class="c x1 yf0f we1 h23"><div class="t m0 xa h10 y25 ff8 fs4 fc2 sc0 ls0 ws0">Pożyczki otrzymane<span class="ff6"> </span></div></div><div class="c x122 yf0f we2 h23"><div class="t m0 x12c h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x158 yf0f we3 h23"><div class="t m0 x159 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">30 758<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yf10 ff8 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _1"></span>koniec <span class="_ _1"></span>2024 <span class="_ _1"></span>roku <span class="_ _1"></span>należności <span class="_ _10"></span>krótkoterminowe od <span class="_ _10"></span>podmiotów p<span class="_ _1"></span>owiązanych <span class="_ _1"></span>wyniosły <span class="_ _1"></span>732 tys. <span class="_ _10"></span>zł, co <span class="_ _1"></span>stanowi <span class="_ _1"></span>spadek <span class="_ _10"></span>w porównaniu<span class="_ _1"></span> d<span class="_ _1"></span>o roku </div><div class="t m0 x1 h10 yf11 ff8 fs4 fc2 sc0 ls0 ws0">poprzedniego, w którym należności te wynosiły 2 191 tys. zł<span class="ff6">. Spadek </span>wynika z obniżenia poziomu sprzedaży i skrócenia  terminów wpłat. <span class="ff6"> </span></div><div class="t m0 x1 h10 yf12 ff8 fs4 fc2 sc0 ls0 ws0">Zobowiązania krótkoterminowe wobec podmiotów powiązanych <span class="ff6">istotnie </span>wzrosły  –<span class="ff6"> z 2 070 </span>tys. zł<span class="_ _0"></span><span class="ff6"> do 10 213 </span>tys. zł<span class="ff6 lsf">, <span class="ls0"> </span></span></div><div class="t m0 x1 h10 yf13 ff6 fs4 fc2 sc0 ls0 ws0">Nieznacznie w<span class="ff8">zrosła wartość pożyczek udzielonych podmiotom powiązanym –</span> z 165 <span class="ff8">tys. zł</span> w 2023 roku do 265 <span class="ff8">tys. zł</span> w 2024 ro<span class="_ _0"></span>ku. </div><div class="t m0 x1 h10 y47b ff8 fs4 fc2 sc0 ls0 ws0">Na ciągu 2024 roku dokonano spłaty pożyczek otrzymanych.<span class="ff6"> </span></div><div class="t m0 x1 h10 yf14 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y63a we1 h101"><div class="t m0 xa h2b y566 ff9 fs4 fc2 sc0 ls0 ws0">w tysiącach złotych<span class="ffa"> </span></div></div><div class="c x122 y63a we2 h101"><div class="t m0 x5f h22 y194 ff7 fs4 fc2 sc0 ls0 ws0"> <span class="ls6">01.01.2024 </span></div><div class="t m0 x37 h22 y956 ff7 fs4 fc2 sc0 ls6 ws0">31.12.2024 <span class="ls0"> </span></div></div><div class="c x158 y63a we3 h101"><div class="t m0 x5f h22 y194 ff7 fs4 fc2 sc0 ls0 ws0"> <span class="ls6">01.01.2023 </span></div><div class="t m0 x37 h22 y956 ff7 fs4 fc2 sc0 ls6 ws0">31.12.2023 <span class="ls0"> </span></div></div><div class="c x1 yf15 we1 h100"><div class="t m0 xa h10 y27 ff8 fs4 fc2 sc0 ls0 ws0">Przychody ze sprzedaży <span class="ff6"> </span></div></div><div class="c x122 yf15 we2 h100"><div class="t m0 x30 h10 y27 ff6 fs4 fc2 sc0 ls6 ws0">1 621<span class="ls0"> </span></div></div><div class="c x158 yf15 we3 h100"><div class="t m0 x30 h10 y27 ff6 fs4 fc2 sc0 ls6 ws0">2 850<span class="ls0"> </span></div></div><div class="c x1 ydc5 we1 h100"><div class="t m0 xa h10 y27 ff6 fs4 fc2 sc0 ls0 ws0">Koszty operacyjne </div></div><div class="c x122 ydc5 we2 h100"><div class="t m0 x30 h10 y27 ff6 fs4 fc2 sc0 ls6 ws0">3 549<span class="ls0"> </span></div></div><div class="c x158 ydc5 we3 h100"><div class="t m0 x30 h10 y27 ff6 fs4 fc2 sc0 ls6 ws0">7 272<span class="ls0"> </span></div></div><div class="c x1 y3da we1 h100"><div class="t m0 xa h10 y654 ff6 fs4 fc2 sc0 ls0 ws0">Przychody finansowe </div></div><div class="c x122 y3da we2 h100"><div class="t m0 x25 h10 y654 ff6 fs4 fc2 sc0 ls6 ws0">172<span class="ls0"> </span></div></div><div class="c x158 y3da we3 h100"><div class="t m0 x25 h10 y654 ff6 fs4 fc2 sc0 ls6 ws0">165<span class="ls0"> </span></div></div><div class="c x1 yf16 we1 h7b"><div class="t m0 xa h10 y27 ff6 fs4 fc2 sc0 ls0 ws0">Koszty finansowe </div></div><div class="c x122 yf16 we2 h7b"><div class="t m0 x30 h10 y27 ff6 fs4 fc2 sc0 ls6 ws0">1 875<span class="ls0"> </span></div></div><div class="c x158 yf16 we3 h7b"><div class="t m0 xdf h10 y27 ff6 fs4 fc2 sc0 ls6 ws0">1843<span class="ls0"> </span></div></div><div class="c x1 y7a we1 h100"><div class="t m0 xa h10 y27 ff8 fs4 fc2 sc0 ls0 ws0">Pozostałe przychody operacyjne<span class="ff6"> </span></div></div><div class="c x122 y7a we2 h100"><div class="t m0 x88 h10 y27 ff6 fs4 fc2 sc0 ls0 ws0">4 </div></div><div class="c x158 y7a we3 h100"><div class="t m0 xaa h10 y27 ff6 fs4 fc2 sc0 ls6 ws0">16<span class="ls0"> </span></div></div><div class="c x1 y575 we1 h23"><div class="t m0 xa h10 y25 ff8 fs4 fc2 sc0 ls0 ws0">Pozostałe koszty operacyjne<span class="ff6"> </span></div></div><div class="c x122 y575 we2 h23"><div class="t m0 x25 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">356<span class="ls0"> </span></div></div><div class="c x158 y575 we3 h23"><div class="t m0 x25 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">348<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y519 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yf17 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _6"></span>okresie <span class="_ _6"></span>objętym <span class="_ _6"></span>sprawozdaniem <span class="_ _6"></span>nie <span class="_ _5"></span>zidentyfikowano <span class="_ _6"></span>transakc<span class="_ _0"></span>ji <span class="_ _6"></span>pomiędzy <span class="_ _6"></span>Grupą <span class="_ _5"></span>a <span class="_ _6"></span>jednostka<span class="_ _0"></span>mi <span class="_ _6"></span>powiązanymi, <span class="_ _6"></span>które <span class="_ _6"></span>byłyby <span class="_ _6"></span>uznane <span class="_ _5"></span>z<span class="_ _0"></span>a </div><div class="t m0 x1 h10 y900 ff8 fs4 fc2 sc0 ls0 ws0">znaczące ze względu na nietypowy charakter, zakres lub wartość.<span class="ff6"> </span></div><div class="t m0 x1 h10 yf18 ff8 fs4 fc2 sc0 ls0 ws0">W  roku  2024  i  okresach  wcześn<span class="_ _1"></span>iejszych  wszystkie  transakcje  Grupy  z  podmiotami  p<span class="_ _1"></span>owiązanymi  były  przeprowadzane  na  warunkach </div><div class="t m0 x1 h10 yf19 ff8 fs4 fc2 sc0 ls0 ws0">rynkowych, <span class="_ _12"> </span>co <span class="_ _12"> </span>zapewnia <span class="_ _7"> </span>ich <span class="_ _12"> </span>zgodność <span class="_ _12"> </span>z <span class="_ _12"> </span>przepisami <span class="_ _7"></span>dotyczącymi <span class="_ _12"> </span>cen <span class="_ _12"> </span>transferowych. <span class="_ _12"> </span>Transakcje <span class="_ _12"> </span>te <span class="_ _7"> </span>miał<span class="_ _0"></span>y <span class="_ _12"> </span>charakter <span class="_ _7"> </span>standardowy <span class="_ _12"> </span>i <span class="_ _12"> </span>b<span class="_ _5"></span>yły </div><div class="t m0 x1 h10 yf1a ff6 fs4 fc2 sc0 ls0 ws0">zawi<span class="ff8">erane w ramach bieżącej działalności operacyjnej, nie n<span class="_ _1"></span>aruszając w<span class="_ _0"></span>ymogów regulacji w zakresie ce<span class="_ _1"></span>n transferowych.<span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 h10 y97e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hd ydcd ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 yf1b ff7 fs5 fc5 sc0 ls0 ws0">7.12.<span class="ff3"> <span class="_ _1f"> </span><span class="ff5">RÓŻNICE POMIĘDZY WYNIKAMI FINANSOWYMI WYKAZYWANYMI<span class="_ _1"></span> W RAPORCIE ROCZNYM </span></span></div><div class="t m0 x84 he yf1c ff5 fs5 fc5 sc0 ls0 ws0">A WCZEŚNIEJ PUBLIKOWANYMI PROGNOZAMI WYNIKÓW ZA 202<span class="ff7">4 <span class="_ _0"></span>ROK </span></div><div class="t m0 x1 h10 y729 ff8 fs4 fc2 sc0 ls0 ws0">Spółka nie publikowała prognoz.<span class="ff6"> </span></div><div class="t m0 x1 h10 ye56 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 yf1d ff7 fs5 fc5 sc0 ls0 ws0">7.13.<span class="ff3"> <span class="_ _1f"> </span></span>ISTOTNE POZYCJE POZABILANSOWE       </div><div class="t m0 x1 h10 yf1e ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _12"> </span>księgach <span class="_ _12"> </span><span class="ff6">Grupy <span class="_ _12"> </span>UNIMOT <span class="_ _7"> </span>   <span class="_ _12"> </span></span>nie <span class="_ _7"> </span>w<span class="_ _0"></span>ystępują <span class="_ _12"> </span>istotne <span class="_ _7"> </span>poz<span class="_ _0"></span>ycje <span class="_ _12"> </span>pozabilansowe, <span class="_ _12"> </span>z <span class="_ _12"> </span>wyjątkiem<span class="ff6"> <span class="_ _12"> </span>ujawnionych <span class="_ _12"> </span>w <span class="_ _12"> </span>sprawozdaniu <span class="_ _12"> </span></span>z <span class="_ _12"> </span>działalności <span class="_ _12"> </span>i </div><div class="t m0 x1 h10 y621 ff6 fs4 fc2 sc0 ls0 ws0">sprawozdaniu finansowym <span class="ff8">zobowiązań warunkowych.</span> </div><div class="t m0 x1 h10 y914 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yf1f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yf20 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yf21 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yf22 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yf23 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y5ad ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y5ae ff6 fs4 fc2 sc0 ls0 ws0"> </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 y3c we4 h1c" alt="" 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class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">109<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h9 y1c5 ff7 fs2 fc8 sc0 lsb ws0">8.<span class="ff3 ls0"> <span class="_ _15"> </span><span class="ff7">SYTUACJA FINANSOWA EMI<span class="_ _1"></span>TENTA UNI<span class="_ _1"></span>MOT S.A.   </span></span></div><div class="t m0 x3c h44 y321 ff7 fs5 fc5 sc0 ls11 ws0">8.1.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff7">PODSTAWOWE PRODUKTY, TOWARY <span class="ls24">i <span class="_ _0"></span></span><span class="ff5">USŁUGI EMITENTA</span>  </span></span></div><div class="t m0 x1 h22 yf24 ff5 fs4 fc9 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="ff7"> </span></div><div class="t m0 x1 h22 y9f5 ff7 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yf25 we5 h7d"><div class="t m0 xa h14 y310 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x15a yf25 we6 h7d"><div class="t m0 xc h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 xc h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xcf yf25 we7 h7d"><div class="t m0 x56 hb1 y310 ff12 fs9 fc2 sc0 ls0 ws0">struktura % </div></div><div class="c xb8 yf25 we8 h7d"><div class="t m0 xcb h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 xcb h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x33 yf25 we9 h7d"><div class="t m0 x9f hb1 y310 ff12 fs9 fc2 sc0 ls0 ws0">struktura % </div></div><div class="c x36 yf25 wea h7d"><div class="t m0 x5f h15 y310 ff7 fs9 fc2 sc0 ls0 ws0">zmiana p.p. </div></div><div class="c x1 y947 we5 h23"><div class="t m0 xa h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">Gaz ziemny </div></div><div class="c x15a y947 we6 h23"><div class="t m0 x19 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">298 348<span class="ls0"> </span></div></div><div class="c xcf y947 we7 h23"><div class="t m0 xb1 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">26%<span class="ls0"> </span></div></div><div class="c xb8 y947 we8 h23"><div class="t m0 x2c h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">363 749<span class="ls0"> </span></div></div><div class="c x33 y947 we9 h23"><div class="t m0 x43 h2b y25 ffa fs4 fc2 sc0 ls0 ws0">34,4% </div></div><div class="c x36 y947 wea h23"><div class="t m0 xc h14 y956 ffa fs9 fc2 sc0 ls0 ws0">(-<span class="ls51">) </span>8 p.p. </div></div><div class="c x1 yf26 we5 h23"><div class="t m0 xa h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">Stacje paliw </div></div><div class="c x15a yf26 we6 h23"><div class="t m0 x18 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">820 055 </div></div><div class="c xcf yf26 we7 h23"><div class="t m0 xb1 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">72%<span class="ls0"> </span></div></div><div class="c xb8 yf26 we8 h23"><div class="t m0 x38 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">635 319 </div></div><div class="c x33 yf26 we9 h23"><div class="t m0 x43 h2b y25 ffa fs4 fc2 sc0 ls0 ws0">60,0% </div></div><div class="c x36 yf26 wea h23"><div class="t m0 x125 h14 y956 ffa fs9 fc2 sc0 ls4 ws0">12<span class="ls0"> p.p. </span></div></div><div class="c x1 ye33 we5 h23"><div class="t m0 xa h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">Fotowoltaika </div></div><div class="c x15a ye33 we6 h23"><div class="t m0 x1b h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">6 402<span class="ls0"> </span></div></div><div class="c xcf ye33 we7 h23"><div class="t m0 x37 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c xb8 ye33 we8 h23"><div class="t m0 x39 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">8 840<span class="ls0"> </span></div></div><div class="c x33 ye33 we9 h23"><div class="t m0 xcb h2b y25 ffa fs4 fc2 sc0 ls0 ws0">0,8% </div></div><div class="c x36 ye33 wea h23"><div class="t m0 xe h14 y956 ffa fs9 fc2 sc0 ls0 ws0">0 p.p. </div></div><div class="c x1 yf27 we5 h23"><div class="t m0 xa h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">Bitumen </div></div><div class="c x15a yf27 we6 h23"><div class="t m0 x2e h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">0 </div></div><div class="c xcf yf27 we7 h23"><div class="t m0 x37 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c xb8 yf27 we8 h23"><div class="t m0 x3 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">20 223<span class="ls0"> </span></div></div><div class="c x33 yf27 we9 h23"><div class="t m0 xcb h2b y25 ffa fs4 fc2 sc0 ls0 ws0">1,9% </div></div><div class="c x36 yf27 wea h23"><div class="t m0 x98 h14 y956 ffa fs9 fc2 sc0 ls0 ws0">(-)2 p.p. </div></div><div class="c x1 yf28 we5 h23"><div class="t m0 xa h10 y25 ff8 fs4 fc2 sc0 ls0 ws0">Paliwa stałe<span class="ff6"> </span></div></div><div class="c x15a yf28 we6 h23"><div class="t m0 x2e h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">0 </div></div><div class="c xcf yf28 we7 h23"><div class="t m0 x37 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c xb8 yf28 we8 h23"><div class="t m0 x39 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">9 547<span class="ls0"> </span></div></div><div class="c x33 yf28 we9 h23"><div class="t m0 xcb h2b y25 ffa fs4 fc2 sc0 ls0 ws0">0,9% </div></div><div class="c x36 yf28 wea h23"><div class="t m0 x98 h14 y956 ffa fs9 fc2 sc0 ls0 ws0">(-1) p.p. </div></div><div class="c x1 yd17 we5 h82"><div class="t m0 xa h10 y956 ff8 fs4 fc2 sc0 ls0 ws0">Działalność pozostała<span class="ff6"> </span></div></div><div class="c x15a yd17 we6 h82"><div class="t m0 x38 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">21 724 </div></div><div class="c xcf yd17 we7 h82"><div class="t m0 x37 h10 y956 ff6 fs4 fc2 sc0 ls6 ws0">2%<span class="ls0"> </span></div></div><div class="c xb8 yd17 we8 h82"><div class="t m0 x24 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">20 922 </div></div><div class="c x33 yd17 we9 h82"><div class="t m0 xcb h2b y956 ffa fs4 fc2 sc0 ls0 ws0">2,0% </div></div><div class="c x36 yd17 wea h82"><div class="t m0 xe h14 y2a8 ffa fs9 fc2 sc0 ls0 ws0">0 p.p. </div></div><div class="c x1 yb6 we5 h82"><div class="t m0 xa h22 y956 ff7 fs4 fc2 sc0 ls0 ws0">Razem </div></div><div class="c x15a yb6 we6 h82"><div class="t m0 x14 h22 y956 ff7 fs4 fc2 sc0 ls6 ws0">1 146 529<span class="ls0"> </span></div></div><div class="c xcf yb6 we7 h82"><div class="t m0 xcb h102 y956 ff12 fs4 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c xb8 yb6 we8 h82"><div class="t m0 xe h22 y956 ff7 fs4 fc2 sc0 ls6 ws0">1 058 600<span class="ls0"> </span></div></div><div class="c x33 yb6 we9 h82"><div class="t m0 x9c h102 y956 ff12 fs4 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x36 yb6 wea h82"><div class="t m0 x1c hb1 y94e ff12 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h22 yf29 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yf2a ff8 fs4 fc2 sc0 ls0 ws0">W 2024 ro<span class="_ _0"></span>ku Emitent os<span class="_ _0"></span>iągnął pr<span class="_ _0"></span>zychody ze <span class="_ _0"></span>sprzedaży towaró<span class="_ _0"></span>w i usług w<span class="_ _0"></span> <span class="_ _0"></span>wysokości 1 <span class="_ _0"></span>146 529 <span class="_ _6"></span>tys. zł. <span class="_ _0"></span>Struktura przychodów <span class="_ _0"></span>uległa zmianie </div><div class="t m0 x1 h10 yf2b ff8 fs4 fc2 sc0 ls0 ws0">w <span class="_ _6"></span>porównaniu <span class="_ _6"></span>do <span class="_ _6"></span>danych <span class="_ _6"></span>publi<span class="_ _1"></span>kowanych <span class="_ _6"></span>na <span class="_ _6"></span>koniec <span class="_ _6"></span>2023 <span class="_ _6"></span>roku. <span class="_ _6"></span>Przychody <span class="_ _6"></span>ze <span class="_ _6"></span>sprzed<span class="_ _1"></span>aży <span class="_ _6"></span>gazu <span class="_ _6"></span>ziemnego <span class="_ _6"></span>w <span class="_ _6"></span>2024 <span class="_ _6"></span>roku <span class="_ _6"></span>były <span class="_ _7"></span>niższe <span class="_ _6"></span>o <span class="_ _6"></span>8 <span class="_ _6"></span>p.p.                       </div><div class="t m0 x1 h10 yf2c ff8 fs4 fc2 sc0 ls0 ws0">w <span class="_ _7"> </span>porównaniu <span class="_ _7"> </span>do <span class="_ _7"> </span>analogicznego <span class="_ _12"> </span>okresu <span class="_ _6"></span>2023 <span class="_ _7"> </span>roku, <span class="_ _12"> </span>stanowiąc <span class="_ _7"></span>26% <span class="_ _7"> </span>całkowitych <span class="_ _7"> </span>przychodów. <span class="_ _7"> </span>Przychody <span class="_ _12"> </span>ze <span class="_ _6"></span>sprzedaży <span class="_ _7"> </span>na <span class="_ _12"> </span>stacjach <span class="_ _7"></span>pali<span class="_ _0"></span><span class="ff6 lse">w </span></div><div class="t m0 x1 h10 yf2d ff8 fs4 fc2 sc0 ls0 ws0">wzrosły o 12 <span class="_ _1"></span>p.p. w <span class="_ _1"></span>porównaniu <span class="_ _10"></span>d<span class="_ _0"></span>o roku poprzed<span class="_ _1"></span>niego, a i<span class="_ _1"></span>ch udział <span class="_ _1"></span>w całkowitych p<span class="_ _1"></span>rzychodach<span class="_ _0"></span><span class="ff6"> </span>wyniósł 72%. W<span class="_ _1"></span> 2023 <span class="_ _1"></span>roku Emiten<span class="_ _1"></span>t uzyskiwał </div><div class="t m0 x1 h10 ybb ff8 fs4 fc2 sc0 ls0 ws0">przychody <span class="_ _7"></span>z <span class="_ _7"> </span>segmentu <span class="_ _7"></span>paliw <span class="_ _7"> </span>stałych <span class="_ _12"> </span>oraz <span class="_ _6"></span>bitumenów, <span class="_ _7"> </span>które <span class="_ _7"> </span>o<span class="_ _0"></span>becnie <span class="_ _6"></span>są <span class="_ _12"> </span>rozliczane <span class="_ _6"></span>przez <span class="_ _12"> </span>spółki <span class="_ _6"></span>Unimot <span class="_ _7"> </span>Bitumen <span class="_ _7"> </span>Sp. <span class="_ _12"> </span>z <span class="_ _7"></span>o.o. <span class="_ _7"> </span>oraz <span class="_ _7"></span>Un<span class="_ _5"></span><span class="ff6">imot </span></div><div class="t m0 x1 h10 yf2e ff6 fs4 fc2 sc0 ls0 ws0">Commodities Sp. z o.o. </div><div class="t m0 x1 h22 yf2f ff5 fs4 fc9 sc0 ls0 ws0">Jednostkowe wolumeny w poszczególnych grupach aso<span class="_ _1"></span>rtymentowych:<span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c x1 y5be web h7d"><div class="t m0 xa h14 y166 ffa fs9 fc2 sc0 ls0 ws0">w m3/T/GWh/KWp/M<span class="_ _1"></span>g </div></div><div class="c x109 y5be w13 h7d"><div class="t m0 x107 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x107 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xd0 y5be wec h7d"><div class="t m0 x98 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x98 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x15b y5be wed h7d"><div class="t m0 x11e h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x11e h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x158 y5be wc2 h7d"><div class="t m0 x52 h15 y166 ff7 fs9 fc2 sc0 ls0 ws0">zmiana 2024/2023<span class="_ _1"></span> </div></div><div class="c x1 y3b2 web h23"><div class="t m0 xa h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">Gaz ziemny [GWh] </div></div><div class="c x109 y3b2 w13 h23"><div class="t m0 x159 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">1 304 <span class="ls0"> </span></div></div><div class="c xd0 y3b2 wec h23"><div class="t m0 x2f h10 y192 ff6 fs4 fc2 sc0 ls6 ws0">885<span class="ls0"> </span></div></div><div class="c x15b y3b2 wed h23"><div class="t m0 x15c h10 y192 ff6 fs4 fc2 sc0 ls6 ws0">1 006<span class="ls0"> </span></div></div><div class="c x158 y3b2 wc2 h23"><div class="t m0 x3c h10 y192 ff6 fs4 fc2 sc0 ls6 ws0">47%<span class="ls0"> </span></div></div><div class="c x1 yf30 web h23"><div class="t m0 xa h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">Stacje paliw [tys. m3] </div></div><div class="c x109 yf30 w13 h23"><div class="t m0 x2e h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">360 <span class="ls0"> </span></div></div><div class="c xd0 yf30 wec h23"><div class="t m0 x2f h10 y192 ff6 fs4 fc2 sc0 ls6 ws0">301<span class="ls0"> </span></div></div><div class="c x15b yf30 wed h23"><div class="t m0 x102 h10 y192 ff6 fs4 fc2 sc0 ls6 ws0">236<span class="ls0"> </span></div></div><div class="c x158 yf30 wc2 h23"><div class="t m0 x3c h10 y192 ff6 fs4 fc2 sc0 ls6 ws0">20%<span class="ls0"> </span></div></div><div class="c x1 y3e0 web h23"><div class="t m0 xa h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">Fotowoltaika [KWp] </div></div><div class="c x109 y3e0 w13 h23"><div class="t m0 x159 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">3 018 <span class="ls0"> </span></div></div><div class="c xd0 y3e0 wec h23"><div class="t m0 x131 h10 y25 ff6 fs4 fc2 sc0 ls1d ws0">                            <span class="ls0">-  </span></div></div><div class="c x15b y3e0 wed h23"><div class="t m0 x15c h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">2 897 <span class="ls0"> </span></div></div><div class="c x158 y3e0 wc2 h23"><div class="t m0 x136 h10 y192 ff6 fs4 fc2 sc0 ls1d ws0">    <span class="ls0">- </span></div></div><div class="c x1 ya1e web h23"><div class="t m0 xa h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">Bitumen [Mg] </div></div><div class="c x109 ya1e w13 h23"><div class="t m0 xaa h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">0 <span class="ls0"> </span></div></div><div class="c xd0 ya1e wec h23"><div class="t m0 x25 h10 y25 ff6 fs4 fc2 sc0 ls6 ws0">9 351 <span class="ls0"> </span></div></div><div class="c x15b ya1e wed h23"><div class="t m0 x2d h10 y192 ff6 fs4 fc2 sc0 ls6 ws0">55 974<span class="ls0"> </span></div></div><div class="c x158 ya1e wc2 h23"><div class="t m0 x113 h10 y192 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 yf31 web h83"><div class="t m0 xa h10 y36 ff8 fs4 fc2 sc0 ls0 ws0">Paliwa stałe<span class="ff6"> </span></div></div><div class="c x109 yf31 w13 h83"><div class="t m0 xaa h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">0 <span class="ls0"> </span></div></div><div class="c xd0 yf31 wec h83"><div class="t m0 x25 h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">9 850 <span class="ls0"> </span></div></div><div class="c x15b yf31 wed h83"><div class="t m0 x137 h10 y192 ff6 fs4 fc2 sc0 ls0 ws0">0 </div></div><div class="c x158 yf31 wc2 h83"><div class="t m0 x113 h10 y192 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x97 h10 yf32 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 y489 ff7 fs5 fc5 sc0 ls11 ws0">8.2.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">CZYNNIKI I NIETYPOWE ZDARZENIA MAJĄCE WPŁYW NA OSIĄGNIĘ<span class="_ _1"></span>TE WYNIKI EMITENTA<span class="_ _0"></span><span class="ff7"> </span></span></span></div><div class="t m0 x1 h1b yf33 ffa fsa fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y706 wee hfd"><div class="t m0 xa h14 y30f ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach PLN<span class="ffa"> </span></div></div><div class="c x27 y706 wef hfd"><div class="t m0 x38 h15 y1c7 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x38 h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xd1 y706 wf0 hfd"><div class="t m0 x39 h15 y1c7 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x39 h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x15d y706 wf1 hfd"><div class="t m0 x12 h15 y1c7 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x1c h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c xeb y706 wf2 hfd"><div class="t m0 x43 hb1 y30f ff12 fs9 fc2 sc0 ls0 ws0">Zmiana % </div></div><div class="c x1 yf34 wee h77"><div class="t m0 xa h19 y25 ff6 fs9 fc2 sc0 ls0 ws0">  EBIT * </div></div><div class="c x27 yf34 wef h77"><div class="t m0 xa h19 y25 ff6 fs9 fc2 sc0 ls20 ws0">                       <span class="ls0">(18 181) </span></div></div><div class="c xd1 yf34 wf0 h77"><div class="t m0 x9b h19 y25 ff6 fs9 fc2 sc0 ls0 ws0">56 542  </div></div><div class="c x15d yf34 wf1 h77"><div class="t m0 xca h19 y25 ff6 fs9 fc2 sc0 ls0 ws0">127 540 </div></div><div class="c xeb yf34 wf2 h77"><div class="t m0 x4 h14 y25 ffa fs9 fc2 sc0 ls0 ws0">-132% </div></div><div class="c x1 yf35 wee h89"><div class="t m0 xa h19 yb21 ff6 fs9 fc2 sc0 ls0 ws0">  EBITDA ** </div></div><div class="c x27 yf35 wef h89"><div class="t m0 x28 h19 yb21 ff6 fs9 fc2 sc0 ls4 ws0">2597<span class="ls0"> </span></div></div><div class="c xd1 yf35 wf0 h89"><div class="t m0 x9b h19 yb21 ff6 fs9 fc2 sc0 ls0 ws0">72 123 </div></div><div class="c x15d yf35 wf1 h89"><div class="t m0 xca h19 yb21 ff6 fs9 fc2 sc0 ls0 ws0">140 336 </div></div><div class="c xeb yf35 wf2 h89"><div class="t m0 x18 h14 yb21 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">96%</span> </div></div><div class="c x1 yf36 wee h29"><div class="t m0 xa h19 yf37 ff6 fs9 fc2 sc0 ls0 ws0">  WYNIK BRUTTO </div></div><div class="c x27 yf36 wef h29"><div class="t m0 xa h19 yf37 ff6 fs9 fc2 sc0 ls20 ws0">                       <span class="ls0">(33 158) </span></div></div><div class="c xd1 yf36 wf0 h29"><div class="t m0 x9b h19 yf37 ff6 fs9 fc2 sc0 ls0 ws0">38 662 </div></div><div class="c x15d yf36 wf1 h29"><div class="t m0 xca h19 yf37 ff6 fs9 fc2 sc0 ls0 ws0">143 961 </div></div><div class="c xeb yf36 wf2 h29"><div class="t m0 x4 h14 yf37 ffa fs9 fc2 sc0 ls0 ws0">-186% </div></div><div class="c x1 yf38 wee h7c"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">  WYNIK NETTO </div></div><div class="c x27 yf38 wef h7c"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls20 ws0">                       <span class="ls0">(34 486) </span></div></div><div class="c xd1 yf38 wf0 h7c"><div class="t m0 x9b h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">45 039 </div></div><div class="c x15d yf38 wf1 h7c"><div class="t m0 xca h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">117 288 </div></div><div class="c xeb yf38 wf2 h7c"><div class="t m0 x5f h10 y2bf ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls6">177%</span> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h1b yf39 ffa fsa fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h15 yac1 ffa fsa fc2 sc0 ls0 ws0">*<span class="ff7 fs9 ls20">  <span class="ff5 ls0">wskaźnik EBIT </span><span class="ls33">--<span class="ls31">&gt; <span class="ff9 ls0">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 class="ffa"> </span></span></span></span></span></div><div class="t m0 x1 h15 yf3a ffa fsa fc2 sc0 ls3f ws0">**<span class="ff5 fs9 ls0">wskaźnik  EBITD<span class="_ _1"></span>A  <span class="ff7 ls40">--<span class="ls31">&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.  <span class="ffa">Earnings  Before  Interest,  Taxes<span class="_ _1"></span>, </span></span></span></div><div class="t m0 x97 h14 y3ed 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 h10 ybf1 ff6 fs4 fc2 sc0 lsf ws0">W <span class="ls6">2024 <span class="ff8 ls0">r. Emitent osiągnął stratę brutto w wysokości <span class="ff6">(-<span class="ls2c">) </span></span></span>33 158<span class="ls0"> <span class="ff8">tys. zł, który był niższy </span><span class="ls12">o </span></span>186<span class="ls0"> % <span class="ff8">od wyniku<span class="_ _1"></span> osiągniętego <span class="ff6">w 2023 roku. </span></span></span></span></div><div class="t m0 x1 h10 yf3b ff8 fs4 fc2 sc0 ls0 ws0">Wynik netto wyniósł <span class="ff6">(-<span class="ls2c">) <span class="ls6">34 486</span></span> tys. </span>i był niższy o<span class="ff6"> 1<span class="ls6">77</span> </span>% od wyniku osiągniętego na koniec<span class="ff6"> <span class="ls6">2023</span> roku. </span></div><div class="t m0 x1 h10 yf3c ff8 fs4 fc2 sc0 ls0 ws0">Wynik EBITDA wyniósł <span class="ff6">(+<span class="ls2c">) <span class="ls6">2 597</span></span> </span>tys. i był niższy<span class="ff6"> o 96 % </span>od wyniku osiągniętego na <span class="ff6">koniec <span class="ls6">202</span>3 roku.  </span></div><div class="t m0 x1 h10 yc41 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 yf3d ff7 fs4 fc5 sc0 ls0 ws0">WYNIKI <span class="ff5">–</span> skorygowane </div><div class="t m0 x1 h22 yf3e ff7 fs4 fc5 sc0 ls0 ws0"> </div></div><div class="c x1 y4c5 wf3 he0"><div class="t m0 xa h14 ye13 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x15e y4c5 w77 he0"><div class="t m0 x24 h15 yd70 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x24 h15 y956 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x6c y4c5 wf4 he0"><div class="t m0 x1e h15 yd70 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023  </div><div class="t m0 x1e h15 y956 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x15f y4c5 wf5 he0"><div class="t m0 x39 h15 yd70 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x39 h15 y956 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x36 y4c5 wf6 he0"><div class="t m0 x134 h15 ye13 ff7 fs9 fc2 sc0 ls0 ws0">zmiana 2024/2023<span class="_ _1"></span> </div></div><div class="c x1 y531 wf3 h4f"><div class="t m0 xa h10 y956 ff6 fs4 fc2 sc0 ls0 ws0">EBITDA skorygowana </div></div><div class="c x15e y531 w77 h4f"><div class="t m0 x53 h19 y197 ff6 fs9 fc2 sc0 ls20 ws0">                         <span class="ls0">(3 104) </span></div></div><div class="c x6c y531 wf4 h4f"><div class="t m0 xa h10 y956 ff6 fs4 fc2 sc0 ls1d ws0">                            <span class="ls0">77 885  </span></div></div><div class="c x15f y531 wf5 h4f"><div class="t m0 xa h10 y956 ff6 fs4 fc2 sc0 ls1d ws0">                      <span class="ls0">130 036  </span></div></div><div class="c x36 y531 wf6 h4f"><div class="t m0 x13f h10 y192 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls6">104%</span> </div></div><div class="c x1 yf3f wf3 h7c"><div class="t m0 xa h10 yf40 ff6 fs4 fc2 sc0 ls0 ws0">WYNIK NETTO skorygowany </div></div><div class="c x15e yf3f w77 h7c"><div class="t m0 xa h10 yf40 ff6 fs4 fc2 sc0 ls1d ws0">                     <span class="ls0">(44 019) </span></div></div><div class="c x6c yf3f wf4 h7c"><div class="t m0 xa h10 yf40 ff6 fs4 fc2 sc0 ls1d ws0">                            <span class="ls0">50 801  </span></div></div><div class="c x15f yf3f wf5 h7c"><div class="t m0 xa h10 yf40 ff6 fs4 fc2 sc0 ls1d ws0">                      <span class="ls0">106 988  </span></div></div><div class="c x36 yf3f wf6 h7c"><div class="t m0 x13f h10 yf40 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls6">187%</span> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yf41 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yf42 ff6 fs4 fc2 sc0 ls0 ws0">Wynik EBITDA <span class="ff8">w 2024 r. został skorygowan</span>y <span class="ff8">o kwotę </span>(+)5 <span class="ls6">701</span> PLN w wyniku: </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 y3c w5 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">110<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff6 fs4 fc2 sc0 ls0 ws0">- <span class="ff8">korekty kosztów amortyzacji inwestycji na stacjach franczyzowych ujętych księg<span class="_ _1"></span>owo w kosztach operacyjnych o kwotę <span class="_ _0"></span><span class="ff6">(+) <span class="ls6">3832</span> PLN ; </span></span></div><div class="t m0 x1 h10 y28d ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ff8">korekty wyceny księgowej zapasów obowiązkowych g</span>azie ziemnym o <span class="ff8">kwotę </span>(+<span class="ls2c">) <span class="ls6">1 567</span></span> <span class="ff8">tys. zł</span>; </div><div class="t m0 x1 h103 y28e ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ff15 fs6"> </span>korekty <span class="ff8">odpisu na utratę wartości spółki Unimot System </span>(-) 11 100 <span class="ff8">tys. zł</span>. </div><div class="t m0 x1 h10 y35c ff8 fs4 fc2 sc0 ls0 ws0">Wynik NETTO został dodatkowo skorygowany o kwotę 9<span class="ff6"> <span class="ls6">533 </span></span>tys. zł<span class="ff6"> </span>na co dodatkowo oprócz wyżej wskazanych korekt<span class="ff6"> </span>wpłynęły<span class="ff6">: </span></div><div class="t m0 x1 h10 y35d ff6 fs4 fc2 sc0 ls0 ws0">- <span class="ff8">korekty kosztów amortyzacji inwestycji na stacjach franczyzowych ujętych księg<span class="_ _1"></span>owo w kosztach operacyjnych o kwotę <span class="_ _0"></span><span class="ff6">(-)<span class="_ _0"></span> 3832 PLN . </span></span></div><div class="t m0 x1 h10 y3a0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 y851 ff7 fs5 fc5 sc0 ls11 ws0">8.3.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff7">ROCZNE <span class="ff5">JEDNOSTKOWE SPRAWOZDANIE Z WYNIKU FINANSOWEGO I INYCH CAŁKOWITYCH </span></span></span></div><div class="t m0 x84 he y326 ff5 fs5 fc5 sc0 ls0 ws0">DOCHODÓW<span class="ff7"> </span></div><div class="t m0 x1 h10 yf43 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye93 wf7 h104"><div class="t m0 xa h14 yf44 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x160 ye93 wf8 h104"><div class="t m0 x11f h15 yf45 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x11f h15 y55d ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xd0 ye93 wf9 h104"><div class="t m0 x98 h15 yf45 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x14 h15 y55d ff7 fs9 fc2 sc0 ls0 ws0"> 31.12.2023 </div></div><div class="c x15b ye93 wfa h104"><div class="t m0 x4d h15 yf45 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x16 h15 y55d ff7 fs9 fc2 sc0 ls0 ws0"> 31.12.2022 </div></div><div class="c x158 ye93 w77 h104"><div class="t m0 x125 h15 yf45 ff7 fs9 fc2 sc0 ls0 ws0">Zmiana % </div><div class="t m0 xc h15 y55d ff7 fs9 fc2 sc0 ls0 ws0"> 2024/2023 </div></div><div class="c x1 yf46 wf7 h82"><div class="t m0 xa h15 y1aa ff5 fs9 fc14 sc0 ls0 ws0">Działalność <span class="ff7">kontynuo<span class="_ _1"></span>wana </span></div></div><div class="c x160 yf46 wf8 h82"><div class="t m0 xa h15 y1aa ff7 fs9 fc14 sc0 ls0 ws0">  </div></div><div class="c xd0 yf46 wf9 h82"><div class="t m0 xa h15 y29f ff7 fs9 fc14 sc0 ls0 ws0"> </div></div><div class="c x15b yf46 wfa h82"><div class="t m0 xa h19 y29f ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x158 yf46 w77 h82"><div class="t m0 xa h19 y29f ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yf47 wf7 h23"><div class="t m0 xa h19 y2ae ff8 fs9 fc2 sc0 ls0 ws0">Przychody ze spr<span class="_ _1"></span>zedaży<span class="ff6"> </span></div></div><div class="c x160 yf47 wf8 h23"><div class="t m0 x55 h19 y36 ff6 fs9 fc2 sc0 ls20 ws0">             <span class="ls0">1 146 529  </span></div></div><div class="c xd0 yf47 wf9 h23"><div class="t m0 x50 h19 y36 ff6 fs9 fc2 sc0 ls20 ws0">                  <span class="ls0">1 057 243  </span></div></div><div class="c x15b yf47 wfa h23"><div class="t m0 x50 h19 y36 ff6 fs9 fc2 sc0 ls20 ws0">               <span class="ls0">1 282 965  </span></div></div><div class="c x158 yf47 w77 h23"><div class="t m0 x38 h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">8%<span class="ls0"> </span></div></div><div class="c x1 yf48 wf7 h24"><div class="t m0 xa h19 y2ad ff8 fs9 fc2 sc0 ls0 ws0">Zyski/(strat<span class="_ _1"></span>y) <span class="_ _37"> </span>z <span class="_ _27"> </span>tytułu <span class="_ _27"> </span>instrument<span class="_ _1"></span>ów <span class="_ _37"> </span>finansowych </div><div class="t m0 xa h19 y2ae ff8 fs9 fc2 sc0 ls0 ws0">dotyczącyc<span class="_ _1"></span>h obrotu pali<span class="_ _1"></span>wem<span class="ff6"> </span></div></div><div class="c x160 yf48 wf8 h24"><div class="t m0 x50 h19 yf49 ff6 fs9 fc2 sc0 ls20 ws0">                       <span class="ls4">564 <span class="ls0"> </span></span></div></div><div class="c xd0 yf48 wf9 h24"><div class="t m0 x9f h19 yf49 ff6 fs9 fc2 sc0 ls20 ws0">                         <span class="ls0">1 357  </span></div></div><div class="c x15b yf48 wfa h24"><div class="t m0 x10 h19 yf49 ff6 fs9 fc2 sc0 ls20 ws0">                             <span class="ls0">-</span>  <span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c x158 yf48 w77 h24"><div class="t m0 x18 h19 yf49 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls4">58%</span> </div></div><div class="c x1 yf4a wf7 h105"><div class="t m0 xa h19 y2a8 ff8 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 x160 yf4a wf8 h105"><div class="t m0 x131 h19 y36 ff6 fs9 fc2 sc0 ls20 ws0">           <span class="ls0">(1 045 987) </span></div></div><div class="c xd0 yf4a wf9 h105"><div class="t m0 x50 h19 y36 ff6 fs9 fc2 sc0 ls20 ws0">                   <span class="ls0">(971 249) </span></div></div><div class="c x15b yf4a wfa h105"><div class="t m0 x55 h19 y36 ff6 fs9 fc2 sc0 ls20 ws0">             <span class="ls0">(1 199 769) </span></div></div><div class="c x158 yf4a w77 h105"><div class="t m0 x38 h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">8%<span class="ls0"> </span></div></div><div class="c x1 yf4b wf7 h82"><div class="t m0 xa h15 y1aa ff5 fs9 fc2 sc0 ls0 ws0">Zysk/(strata) brutt<span class="_ _1"></span>o ze sprzedaż<span class="_ _1"></span>y <span class="ff7"> </span></div></div><div class="c x160 yf4b wf8 h82"><div class="t m0 x55 h15 y1aa ff7 fs9 fc2 sc0 ls20 ws0">                <span class="ls0">101 106  </span></div></div><div class="c xd0 yf4b wf9 h82"><div class="t m0 x75 h15 y1aa ff7 fs9 fc2 sc0 ls20 ws0">                       <span class="ls0">87 351  </span></div></div><div class="c x15b yf4b wfa h82"><div class="t m0 x34 h15 y1aa ff7 fs9 fc2 sc0 ls20 ws0">                    <span class="ls0">83 196  </span></div></div><div class="c x158 yf4b w77 h82"><div class="t m0 x2c h15 y1aa ff7 fs9 fc2 sc0 ls4 ws0">16%<span class="ls0"> </span></div></div><div class="c x1 yf4c wf7 h23"><div class="t m0 xa h19 y956 ff8 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 x160 yf4c wf8 h23"><div class="t m0 x50 h19 y956 ff6 fs9 fc2 sc0 ls20 ws0">                  <span class="ls0">33 718  </span></div></div><div class="c xd0 yf4c wf9 h23"><div class="t m0 x75 h19 y956 ff6 fs9 fc2 sc0 ls20 ws0">                       <span class="ls0">99 910  </span></div></div><div class="c x15b yf4c wfa h23"><div class="t m0 x34 h19 y956 ff6 fs9 fc2 sc0 ls20 ws0">                    <span class="ls0">11 980  </span></div></div><div class="c x158 yf4c w77 h23"><div class="t m0 x18 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls4">66%</span> </div></div><div class="c x1 yf4d wf7 h23"><div class="t m0 xa h19 y956 ff8 fs9 fc2 sc0 ls0 ws0">Koszty sprzedaży<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c x160 yf4d wf8 h23"><div class="t m0 x55 h19 y956 ff6 fs9 fc2 sc0 ls20 ws0">                <span class="ls0">(82 646) </span></div></div><div class="c xd0 yf4d wf9 h23"><div class="t m0 x50 h19 y956 ff6 fs9 fc2 sc0 ls20 ws0">                     <span class="ls0">(77 649) </span></div></div><div class="c x15b yf4d wfa h23"><div class="t m0 x50 h19 y956 ff6 fs9 fc2 sc0 ls20 ws0">                  <span class="ls0">(72 413) </span></div></div><div class="c x158 yf4d w77 h23"><div class="t m0 x38 h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">6%<span class="ls0"> </span></div></div><div class="c x1 ye19 wf7 h23"><div class="t m0 xa h19 y956 ff8 fs9 fc2 sc0 ls0 ws0">Koszty ogólnego zar<span class="_ _10"></span>z<span class="_ _0"></span>ądu<span class="ff6"> </span></div></div><div class="c x160 ye19 wf8 h23"><div class="t m0 x55 h19 y956 ff6 fs9 fc2 sc0 ls20 ws0">                <span class="ls0">(60 875) </span></div></div><div class="c xd0 ye19 wf9 h23"><div class="t m0 x50 h19 y956 ff6 fs9 fc2 sc0 ls20 ws0">                     <span class="ls0">(47 532) </span></div></div><div class="c x15b ye19 wfa h23"><div class="t m0 x50 h19 y956 ff6 fs9 fc2 sc0 ls20 ws0">                  <span class="ls0">(19 850) </span></div></div><div class="c x158 ye19 w77 h23"><div class="t m0 xa0 h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">28%<span class="ls0"> </span></div></div><div class="c x1 yf4e wf7 h82"><div class="t m0 xa h19 y197 ff8 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 x160 yf4e wf8 h82"><div class="t m0 x50 h19 y197 ff6 fs9 fc2 sc0 ls20 ws0">                       <span class="ls4">237 <span class="ls0"> </span></span></div></div><div class="c xd0 yf4e wf9 h82"><div class="t m0 x56 h19 y197 ff6 fs9 fc2 sc0 ls20 ws0">                            <span class="ls4">330 <span class="ls0"> </span></span></div></div><div class="c x15b yf4e wfa h82"><div class="t m0 x10 h19 y197 ff6 fs9 fc2 sc0 ls20 ws0">                             <span class="ls0">-</span>  <span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c x158 yf4e w77 h82"><div class="t m0 x18 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls4">28%</span> </div></div><div class="c x1 yf4f wf7 h83"><div class="t m0 xa h19 y1aa ff8 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 x160 yf4f wf8 h83"><div class="t m0 x55 h19 y1aa ff6 fs9 fc2 sc0 ls20 ws0">                <span class="ls0">(10 220) </span></div></div><div class="c xd0 yf4f wf9 h83"><div class="t m0 x34 h19 y1aa ff6 fs9 fc2 sc0 ls20 ws0">                       <span class="ls0">(5 868) </span></div></div><div class="c x15b yf4f wfa h83"><div class="t m0 x50 h19 y1aa ff6 fs9 fc2 sc0 ls20 ws0">                  <span class="ls0">(17 795) </span></div></div><div class="c x158 yf4f w77 h83"><div class="t m0 xa0 h19 y1aa ff6 fs9 fc2 sc0 ls4 ws0">74%<span class="ls0"> </span></div></div><div class="c x1 yf50 wf7 h82"><div class="t m0 xa h15 y1aa ff5 fs9 fc2 sc0 ls0 ws0">Zysk/(strata) na <span class="_ _1"></span>działalności ope<span class="_ _1"></span>racyjnej<span class="ff7"> </span></div></div><div class="c x160 yf50 wf8 h82"><div class="t m0 x4b h15 y1aa ff7 fs9 fc2 sc0 ls20 ws0">                <span class="ls0">(18 679) </span></div></div><div class="c xd0 yf50 wf9 h82"><div class="t m0 x75 h15 y1aa ff7 fs9 fc2 sc0 ls20 ws0">                       <span class="ls0">56 542  </span></div></div><div class="c x15b yf50 wfa h82"><div class="t m0 x50 h15 y1aa ff7 fs9 fc2 sc0 ls20 ws0">                  <span class="ls0">(14 882) </span></div></div><div class="c x158 yf50 w77 h82"><div class="t m0 x37 h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">-133% </div></div><div class="c x1 y45a wf7 h23"><div class="t m0 xa h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">Przychody fi<span class="_ _1"></span>nansowe  </div></div><div class="c x160 y45a wf8 h23"><div class="t m0 x50 h19 y36 ff6 fs9 fc2 sc0 ls20 ws0">                    <span class="ls0">4 352  </span></div></div><div class="c xd0 y45a wf9 h23"><div class="t m0 x9f h19 y36 ff6 fs9 fc2 sc0 ls20 ws0">                         <span class="ls0">2 607  </span></div></div><div class="c x15b y45a wfa h23"><div class="t m0 x75 h19 y36 ff6 fs9 fc2 sc0 ls20 ws0">                      <span class="ls0">1 621  </span></div></div><div class="c x158 y45a w77 h23"><div class="t m0 xa0 h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">67%<span class="ls0"> </span></div></div><div class="c x1 y361 wf7 h82"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">Koszty finans<span class="_ _1"></span>owe  </div></div><div class="c x160 y361 wf8 h82"><div class="t m0 x55 h19 y1aa ff6 fs9 fc2 sc0 ls20 ws0">                <span class="ls0">(18 831) </span></div></div><div class="c xd0 y361 wf9 h82"><div class="t m0 x50 h19 y1aa ff6 fs9 fc2 sc0 ls20 ws0">                     <span class="ls0">(20 487) </span></div></div><div class="c x15b y361 wfa h82"><div class="t m0 x50 h19 y1aa ff6 fs9 fc2 sc0 ls20 ws0">                    <span class="ls0">(7 226) </span></div></div><div class="c x158 y361 w77 h82"><div class="t m0 x12 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls4">8%</span> </div></div><div class="c x1 yc0 wf7 h82"><div class="t m0 xa h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">Przychody / (Kos<span class="_ _1"></span>zty) finansow<span class="_ _1"></span>e netto </div></div><div class="c x160 yc0 wf8 h82"><div class="t m0 x4b h15 y197 ff7 fs9 fc2 sc0 ls20 ws0">                <span class="ls0">(14 479) </span></div></div><div class="c xd0 yc0 wf9 h82"><div class="t m0 x50 h15 y197 ff7 fs9 fc2 sc0 ls20 ws0">                     <span class="ls0">(17 880) </span></div></div><div class="c x15b yc0 wfa h82"><div class="t m0 x50 h15 y197 ff7 fs9 fc2 sc0 ls20 ws0">                    <span class="ls0">(5 605) </span></div></div><div class="c x158 yc0 w77 h82"><div class="t m0 x18 h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">-<span class="ls4">19%</span> </div></div><div class="c x1 y3b5 wf7 h82"><div class="t m0 xa h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">Zysk/(strata) prz<span class="_ _1"></span>ed opodatkowani<span class="_ _10"></span>em </div></div><div class="c x160 y3b5 wf8 h82"><div class="t m0 x4b h15 y1aa ff7 fs9 fc2 sc0 ls20 ws0">                <span class="ls0">(33 158) </span></div></div><div class="c xd0 y3b5 wf9 h82"><div class="t m0 x75 h15 y1aa ff7 fs9 fc2 sc0 ls20 ws0">                       <span class="ls0">38 662  </span></div></div><div class="c x15b y3b5 wfa h82"><div class="t m0 x50 h15 y1aa ff7 fs9 fc2 sc0 ls20 ws0">                  <span class="ls0">(20 487) </span></div></div><div class="c x158 y3b5 w77 h82"><div class="t m0 x37 h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">-186% </div></div><div class="c x1 ya06 wf7 h83"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">Podatek do<span class="_ _1"></span>chodowy </div></div><div class="c x160 ya06 wf8 h83"><div class="t m0 x55 h19 y1aa ff6 fs9 fc2 sc0 ls20 ws0">                  <span class="ls0">(1 328) </span></div></div><div class="c xd0 ya06 wf9 h83"><div class="t m0 x9f h19 y1aa ff6 fs9 fc2 sc0 ls20 ws0">                         <span class="ls0">6 377  </span></div></div><div class="c x15b ya06 wfa h83"><div class="t m0 x75 h19 y1aa ff6 fs9 fc2 sc0 ls20 ws0">                      <span class="ls0">4 572  </span></div></div><div class="c x158 ya06 w77 h83"><div class="t m0 x37 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">-121% </div></div><div class="c x1 yf51 wf7 h106"><div class="t m0 xa h15 yf52 ff5 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 h15 yf53 ff7 fs9 fc2 sc0 ls0 ws0">kontynuowanej </div></div><div class="c x160 yf51 wf8 h106"><div class="t m0 x4b h15 yf54 ff7 fs9 fc2 sc0 ls20 ws0">                <span class="ls0">(34 486) </span></div></div><div class="c xd0 yf51 wf9 h106"><div class="t m0 x75 h15 yf54 ff7 fs9 fc2 sc0 ls20 ws0">                       <span class="ls0">45 039  </span></div></div><div class="c x15b yf51 wfa h106"><div class="t m0 x50 h15 yf54 ff7 fs9 fc2 sc0 ls20 ws0">                  <span class="ls0">(15 915) </span></div></div><div class="c x158 yf51 w77 h106"><div class="t m0 x37 h15 yf54 ff7 fs9 fc2 sc0 ls0 ws0">-177% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yf55 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yd38 ff6 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _10"></span>S.A. w <span class="_ _10"></span>2024 roku <span class="_ _10"></span><span class="ff8">skupił<span class="ff6">a </span>się <span class="_ _10"></span>przede <span class="_ _1"></span>wszystkim <span class="_ _10"></span>na<span class="_ _0"></span> <span class="_ _1"></span>zarządzaniu <span class="_ _10"></span>strategicznym Grupy <span class="_ _10"></span>Kapitałowej Un<span class="_ _1"></span>imot, <span class="_ _10"></span>na<span class="_ _0"></span>dto <span class="_ _1"></span>dalej <span class="_ _10"></span>świadczył<span class="_ _5"></span><span class="ff6">a <span class="_ _10"></span><span class="ff8">usługi<span class="_ _0"></span> </span></span></span></div><div class="t m0 x1 h10 yf56 ff8 fs4 fc2 sc0 ls0 ws0">wspólne dla <span class="_ _0"></span>podmiotów <span class="_ _0"></span>zależnych. <span class="_ _0"></span>m.in.<span class="ff6"> <span class="_ _0"></span>w<span class="_ _0"></span> z<span class="_ _0"></span>akresie <span class="_ _0"></span></span>rachunkowości, <span class="_ _0"></span>obsługi kadrowej, <span class="_ _0"></span>prawnej <span class="_ _0"></span>i <span class="_ _0"></span>informatycz<span class="_ _0"></span>nej oraz<span class="_ _0"></span> <span class="_ _5"></span>rozwijał działalność <span class="_ _0"></span><span class="ff6 ls22">w </span></div><div class="t m0 x1 h10 yf57 ff6 fs4 fc2 sc0 ls0 ws0">segmencie gazu ziemnego i stacji paliw AVIA;. </div><div class="t m0 x1 h10 yd3a ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _0"></span>S.A. <span class="_ _0"></span>z <span class="_ _0"></span>uwagi <span class="_ _5"></span>na <span class="_ _0"></span>posiadane <span class="_ _0"></span>ko<span class="_ _0"></span>ncesje jest <span class="_ _5"></span>przedsiębiorstwem <span class="_ _0"></span>energetycznym <span class="_ _0"></span>i <span class="_ _5"></span>w <span class="_ _0"></span>związ<span class="_ _0"></span>ku <span class="_ _0"></span>z <span class="_ _0"></span>tym <span class="_ _0"></span>realizuje <span class="_ _0"></span>obowiązki <span class="_ _5"></span>wynikają<span class="_ _0"></span><span class="ff6">ce <span class="_ _5"></span>z <span class="_ _0"></span>Art. </span></div><div class="t m0 x1 h10 y11c ff6 fs4 fc2 sc0 ls6 ws0">44 <span class="_ _6"></span><span class="ls0">Ustawy <span class="_ _6"></span><span class="ff8">—</span> <span class="_ _6"></span><span class="ff8">Prawo <span class="_ _6"></span>energetyczne. <span class="_ _6"></span>W <span class="_ _6"></span>ramach <span class="_ _6"></span>ujawnień <span class="_ _6"></span>prezent<span class="_ _0"></span>uje <span class="_ _6"></span>odrębnie <span class="_ _6"></span>działalność <span class="_ _6"></span>koncesjonowaną <span class="_ _6"></span>związaną <span class="_ _6"></span>z <span class="_ _6"></span>o<span class="_ _0"></span>brotem <span class="_ _6"></span>paliwami </span></span></div><div class="t m0 x1 h10 y2e5 ff8 fs4 fc2 sc0 ls0 ws0">gazowymi. <span class="_ _12"> </span>Pozostała  działalność <span class="_ _12"> </span>Spółki  obe<span class="_ _1"></span>jmuje <span class="_ _12"> </span>między  inn<span class="_ _1"></span>ymi  działalność <span class="_ _12"> </span>związaną <span class="_ _12"> </span>z  prowadzenie<span class="_ _1"></span>m  s<span class="_ _1"></span>tacji  p<span class="_ _1"></span>aliw, <span class="_ _12"> </span>sprzedażą  ole<span class="_ _0"></span>jów, </div><div class="t m0 x1 h10 y468 ff8 fs4 fc2 sc0 ls0 ws0">działalnością <span class="_ _5"></span>usługową. <span class="_ _5"></span>Nieprzypisane <span class="_ _0"></span>poz<span class="_ _0"></span>ycje <span class="_ _5"></span>obejmują <span class="_ _5"></span>działania <span class="_ _5"></span>związane <span class="_ _5"></span>z <span class="_ _5"></span>z<span class="_ _0"></span>arządzaniem <span class="_ _0"></span>i <span class="_ _5"></span>administrowaniem <span class="_ _5"></span>Spółką, <span class="_ _5"></span>jako <span class="_ _6"></span>c<span class="_ _0"></span>ałością <span class="_ _0"></span>i <span class="_ _5"></span>nie </div><div class="t m0 x1 h10 y185 ff8 fs4 fc2 sc0 ls0 ws0">można ich je<span class="_ _1"></span>dnoznacznie odnieść w wynik <span class="_ _10"></span>o<span class="_ _0"></span>dpowiedniego segmentu d<span class="_ _1"></span>ziałalności. W ramach d<span class="_ _1"></span>ziałań nieprzypisanych w szczególności<span class="_ _0"></span><span class="ff6"> </span>można </div><div class="t m0 x1 h10 y2b ff8 fs4 fc2 sc0 ls0 ws0">wyróżnić <span class="_ _0"></span>koszty <span class="_ _5"></span>funkcjonowania <span class="_ _0"></span>Rady <span class="_ _0"></span>Nadzorczej <span class="_ _5"></span>oraz <span class="_ _0"></span>Zarządu <span class="_ _5"></span>Spółki, <span class="_ _0"></span>wraz <span class="_ _5"></span>z <span class="_ _0"></span>pionami, <span class="_ _5"></span>których <span class="_ _0"></span>praca <span class="_ _0"></span>przyczynia <span class="_ _0"></span>s<span class="_ _5"></span>ię <span class="_ _5"></span>do <span class="_ _0"></span>rozwo<span class="_ _0"></span>ju <span class="_ _0"></span>Spółki <span class="_ _0"></span>jako </div><div class="t m0 x1 h10 y4bd ff8 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 h10 yf58 ff6 fs4 fc2 sc0 ls0 ws0">Podstawowe przy<span class="ff8">chody ze <span class="_ _1"></span>sprzedaży <span class="ff6"> <span class="_ _1"></span><span class="ff8">obejmują przychody <span class="_ _1"></span>ze sp<span class="_ _1"></span>rzedaży usług <span class="_ _1"></span>i przychody ze <span class="_ _1"></span>sprzedaży towarów <span class="_ _1"></span>oraz zyski <span class="_ _1"></span>lub <span class="_ _1"></span>straty z <span class="_ _1"></span>tytułu </span></span></span></div><div class="t m0 x1 h10 yf59 ff8 fs4 fc2 sc0 ls0 ws0">instrumentów <span class="_ _6"></span>finansowych, <span class="_ _6"></span>przychody <span class="_ _6"></span>te <span class="_ _7"> </span>były <span class="_ _7"></span>wyższe<span class="ff6"> <span class="_ _6"></span><span class="ls12">o <span class="_ _6"></span><span class="ls6">8 <span class="_ _7"></span></span></span>% <span class="_ _6"></span></span>względem<span class="ff6"> <span class="_ _6"></span><span class="ls6">2023</span> <span class="_ _6"></span></span>roku, <span class="_ _6"></span>wz<span class="_ _0"></span>rost <span class="_ _6"></span>przychodów <span class="_ _7"></span>związany <span class="_ _6"></span>jest <span class="_ _6"></span>z<span class="_ _0"></span><span class="ff6"> <span class="_ _6"></span>proporcjonalnym </span></div><div class="t m0 x1 h10 yf5a ff6 fs4 fc2 sc0 ls0 ws0">wzrostem cen nabywanych <span class="ff8">towarów i materiałów, które wzrosły  również o 8 </span><span class="lse">%.</span>  </div><div class="t m0 x1 h10 yf5b ff8 fs4 fc2 sc0 ls0 ws0">Zysk ze sprzedaży był o 16% wyższy od wypracowanego na koniec roku 2023, co kwotowo daje wartość 13<span class="ff6"> <span class="ls6">755 </span></span>tys. zł<span class="_ _0"></span><span class="ff6">. </span></div><div class="t m0 x1 h10 yf5c ff8 fs4 fc2 sc0 ls0 ws0">Na pozostałe p<span class="ff6">rzychody operacyjn<span class="ls10">e </span></span>składają się głównie otrzymane odszkodowania, przychody odsetkowe, odwrócone odpisy aktualizujące </div><div class="t m0 x1 h10 yf5d ff6 fs4 fc2 sc0 ls7 ws0">i <span class="_ _5"></span><span class="ls0">dywidendy. <span class="_ _0"></span>Przychody <span class="_ _5"></span>te <span class="_ _5"></span><span class="ff8">były <span class="_ _5"></span>niższe <span class="_ _0"></span>o <span class="_ _5"></span>66% <span class="_ _5"></span>od <span class="_ _5"></span>prezentowanych <span class="_ _0"></span>na <span class="_ _5"></span>koniec <span class="_ _0"></span>roku <span class="_ _5"></span>2023 <span class="_ _5"></span>i<span class="_ _0"></span></span> <span class="_ _5"></span><span class="ff8">związan</span>e <span class="_ _5"></span><span class="ff8">są <span class="_ _0"></span>głów<span class="_ _0"></span>nie</span> <span class="_ _0"></span><span class="ff8">z <span class="_ _5"></span>dywidendą, <span class="_ _0"></span>co<span class="_ _0"></span> <span class="_ _0"></span>szczegółowo </span></span></div><div class="t m0 x1 h10 yf5e ff8 fs4 fc2 sc0 ls0 ws0">przedstawia nota księgowa <span class="ff6">5.4. Jednostkowego Sprawozdania Finansowego Unimot S.A. </span></div><div class="t m0 x1 h10 yf5f ff6 fs4 fc2 sc0 ls0 ws0">Odnotowano o <span class="ls6">6 </span><span class="ff8">% wyższe koszty sprzedaży względem </span>2023 roku. </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 y3c w5 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">111<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff8 fs4 fc2 sc0 ls0 ws0">Koszty  zarządu <span class="_ _12"> </span>były <span class="_ _12"> </span>o  <span class="ff6 ls6">28<span class="ls0">  <span class="lse">% <span class="_ _12"> </span></span></span></span>wyższe<span class="ff6">  od <span class="_ _12"> </span>prezentowanych  w <span class="_ _12"> </span>202<span class="_ _0"></span>3  roku<span class="_ _1"></span>,  <span class="ff8">Część <span class="_ _12"> </span>kosztów  ogólnego <span class="_ _12"> </span>zarządu  Spółki, <span class="_ _12"> </span>które  związane <span class="_ _12"> </span>są  ze </span></span></div><div class="t m0 x1 h10 y28d ff8 fs4 fc2 sc0 ls0 ws0">świadczeniem <span class="_ _6"></span>prac <span class="_ _5"></span>na <span class="_ _6"></span>rzecz <span class="_ _6"></span>poszczególnych <span class="_ _6"></span>se<span class="_ _1"></span>gmentów <span class="_ _6"></span>działalności, <span class="_ _5"></span>z<span class="_ _0"></span>ostało <span class="_ _6"></span>przypis<span class="_ _1"></span>ane <span class="_ _6"></span>proporcjonalnie <span class="_ _5"></span>za <span class="_ _6"></span>pomocą <span class="_ _6"></span>kluczy <span class="_ _6"></span>podział<span class="_ _0"></span><span class="ff6">owych </span></div><div class="t m0 x1 h10 y28e ff8 fs4 fc2 sc0 ls0 ws0">wyliczonych <span class="_ _13"> </span>w <span class="_ _13"> </span>oparciu <span class="_ _14"> </span>o <span class="_ _13"> </span>szaco<span class="_ _0"></span>waną <span class="_ _13"> </span>pracochłonność. <span class="_ _13"> </span>Koszty <span class="_ _13"> </span>ogólnego<span class="_ _0"></span><span class="ff6"> <span class="_ _13"> </span></span>zarządu, <span class="_ _13"> </span>których <span class="_ _13"> </span>przypisanie <span class="_ _13"> </span>do <span class="_ _13"> </span>poszczególnych <span class="_ _13"> </span>segmentów </div><div class="t m0 x1 h10 y35c ff8 fs4 fc2 sc0 ls0 ws0">działalności <span class="_ _12"> </span>nie  jest <span class="_ _12"> </span>możliwe,  ponieważ <span class="_ _12"> </span>ponoszone  są <span class="_ _12"> </span>w  ramach <span class="_ _12"> </span>komórek  p<span class="_ _1"></span>racujących  n<span class="_ _1"></span>a  rzecz <span class="_ _12"> </span>rozwoju  Spółki, <span class="_ _12"> </span>jako  całości<span class="_ _0"></span><span class="ff6">  i <span class="_ _12"> </span></span>zostały </div><div class="t m0 x1 hd y35d ff8 fs4 fc2 sc0 ls0 ws0">zaprezentowane w działalności pozostałej.<span class="_ _0"></span><span class="ff6 fs6"> </span>W ramach działań nieprzypisanych w szczególności można wyróżnić koszty funkcjonowania Rady </div><div class="t m0 x1 h10 y3a0 ff8 fs4 fc2 sc0 ls0 ws0">Nadzorczej <span class="_ _0"></span>o<span class="_ _0"></span>raz <span class="_ _5"></span>Zarządu <span class="_ _0"></span>Spółki, <span class="_ _5"></span>wraz <span class="_ _5"></span>z <span class="_ _5"></span>pionami, <span class="_ _5"></span>których <span class="_ _5"></span>praca <span class="_ _0"></span>p<span class="_ _0"></span>rzyczynia <span class="_ _5"></span>się <span class="_ _0"></span>do <span class="_ _5"></span>roz<span class="_ _0"></span>woju <span class="_ _5"></span>Spółki <span class="_ _0"></span>ja<span class="_ _0"></span>ko <span class="_ _5"></span>całości, <span class="_ _5"></span>m.in. <span class="_ _5"></span>część <span class="_ _0"></span>ko<span class="_ _0"></span>sz<span class="_ _5"></span>tów <span class="_ _5"></span>komórek </div><div class="t m0 x1 h10 y50f ff8 fs4 fc2 sc0 ls0 ws0">działu <span class="_ _0"></span>finansowego <span class="_ _0"></span>i <span class="_ _0"></span>relacji <span class="_ _0"></span>i<span class="_ _0"></span>nwestorskich, <span class="_ _0"></span>a <span class="_ _0"></span>także <span class="_ _5"></span>ko<span class="_ _0"></span>mórki <span class="_ _0"></span>audytu <span class="_ _0"></span>wewnętrznego.<span class="_ _0"></span><span class="ff6"> <span class="_ _0"></span></span>W <span class="_ _5"></span>działalności <span class="_ _0"></span>pozostałej <span class="_ _0"></span>z<span class="_ _0"></span>aprezentowane zo<span class="_ _0"></span>stały <span class="_ _0"></span>także </div><div class="t m0 x1 h10 y510 ff8 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 h10 yef2 ff6 fs4 fc2 sc0 ls0 ws0">Koszty <span class="_ _5"></span>finansowe <span class="_ _5"></span>w <span class="_ _5"></span><span class="ff8">był</span>y <span class="_ _5"></span>o <span class="_ _6"></span>8<span class="_ _1"></span><span class="ff8">% <span class="_ _5"></span>niższe<span class="ff6"> <span class="_ _5"></span>od <span class="_ _0"></span>w<span class="_ _0"></span>ykazanych <span class="_ _5"></span>na <span class="_ _5"></span>koniec <span class="_ _5"></span>2023 <span class="_ _5"></span>roku</span>, <span class="_ _5"></span> <span class="_ _5"></span>niższe <span class="_ _5"></span>koszty <span class="_ _5"></span>odsetkowe <span class="_ _5"></span>były <span class="_ _6"></span>przed<span class="_ _1"></span>e <span class="_ _5"></span>wszystkim <span class="_ _5"></span>konsekwencją </span></div><div class="t m0 x1 h10 yf60 ff8 fs4 fc2 sc0 ls0 ws0">niższej <span class="_ _12"> </span>marży <span class="_ _12"> </span>od  fin<span class="_ _1"></span>ansowania <span class="_ _12"> </span>(obniżka <span class="_ _12"> </span>marży  od <span class="_ _7"> </span>finansowania  wewn<span class="_ _1"></span>ątrzgrupowego) <span class="_ _12"> </span>oraz <span class="_ _12"> </span>niższych  s<span class="_ _1"></span>tóp <span class="_ _12"> </span>procentowych.  Na  obn<span class="_ _1"></span>iżenie </div><div class="t m0 x1 h10 yf61 ff8 fs4 fc2 sc0 ls0 ws0">kosztów <span class="_ _6"></span>mia<span class="_ _1"></span>ła <span class="_ _5"></span>ró<span class="_ _0"></span>wnież <span class="_ _5"></span>wpływ <span class="_ _6"></span>d<span class="_ _1"></span>ecyzja <span class="_ _5"></span>Prezesa <span class="_ _6"></span>NBP <span class="_ _5"></span>o <span class="_ _6"></span>obniżeni<span class="_ _1"></span>u <span class="_ _5"></span>stóp <span class="_ _6"></span>procentowych <span class="_ _5"></span>w <span class="_ _6"></span>lip<span class="_ _1"></span>cu <span class="_ _5"></span>oraz <span class="_ _6"></span>październiku <span class="_ _5"></span>2023 <span class="_ _6"></span>roku <span class="_ _5"></span>o <span class="_ _5"></span>ł<span class="_ _0"></span>ącznie <span class="_ _5"></span>1<span class="_ _5"></span><span class="ff6">%, <span class="_ _6"></span>co </span></div><div class="t m0 x1 h10 yf62 ff8 fs4 fc2 sc0 ls0 ws0">sprawiło, że stopy procentowe w 2024 roku były niższe<span class="_ _1"></span> niż w roku 2023.<span class="ff6"> </span></div><div class="t m0 x1 h10 y103 ff8 fs4 fc2 sc0 ls0 ws0">Wynik netto był niższy o 177% względem wypracowanego na koniec 2023 roku.<span class="ff6"> </span></div><div class="t m0 x1 h10 yf63 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 yf64 ff5 fs4 fc9 sc0 ls0 ws0">STRUKTURA GEOGRAFICZNA RYNKÓW ZBYTU<span class="ff7"> </span></div></div><div class="c x1 yf65 wfb h107"><div class="t m0 xa h2b y17a ffa fs4 fc2 sc0 lse ws0">w <span class="ff9 ls0">tysiącach złotych<span class="ffa"> </span></span></div></div><div class="c x161 yf65 wfc h107"><div class="t m0 x24 h22 yec9 ff7 fs4 fc2 sc0 ls6 ws0">01.01.2024 </div><div class="t m0 x24 h22 ye84 ff7 fs4 fc2 sc0 ls6 ws0">31.12.2024<span class="ls0"> </span></div></div><div class="c x162 yf65 wfd h107"><div class="t m0 x5f h22 yec9 ff7 fs4 fc2 sc0 ls6 ws0">01.01.2023<span class="ls0"> </span></div><div class="t m0 x15 h22 ye84 ff7 fs4 fc2 sc0 ls0 ws0"> <span class="ls6">31.12.2023</span> </div></div><div class="c x163 yf65 wfe h107"><div class="t m0 x15 h102 yec9 ff12 fs4 fc2 sc0 ls0 ws0">Zmiana % </div><div class="t m0 x125 h102 ye84 ff12 fs4 fc2 sc0 ls0 ws0"> 2024/2023 </div></div><div class="c x1 yf66 wfb h83"><div class="t m0 xa h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x161 yf66 wfc h83"><div class="t m0 xca h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">1 <span class="ls6">137</span> <span class="ls6">519</span> </div></div><div class="c x162 yf66 wfd h83"><div class="t m0 xcb h10 y36 ff6 fs4 fc2 sc0 ls1d ws0">                   <span class="ls6">976 557 <span class="ls0"> </span></span></div></div><div class="c x163 yf66 wfe h83"><div class="t m0 x1b h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">16%<span class="ls0"> </span></div></div><div class="c x1 yf67 wfb h82"><div class="t m0 xa h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">Szwajcaria </div></div><div class="c x161 yf67 wfc h82"><div class="t m0 x137 h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">282<span class="ls0"> </span></div></div><div class="c x162 yf67 wfd h82"><div class="t m0 xe h10 y36 ff6 fs4 fc2 sc0 ls1d ws0">                     <span class="ls6">57 837 <span class="ls0"> </span></span></div></div><div class="c x163 yf67 wfe h82"><div class="t m0 xa0 h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls6">100%</span> </div></div><div class="c x1 y73c wfb h82"><div class="t m0 xa h10 y956 ff6 fs4 fc2 sc0 ls0 ws0">Austria </div></div><div class="c x161 y73c wfc h82"><div class="t m0 x116 h10 y956 ff6 fs4 fc2 sc0 ls0 ws0">0 </div></div><div class="c x162 y73c wfd h82"><div class="t m0 x125 h10 y956 ff6 fs4 fc2 sc0 ls1d ws0">                                <span class="ls6">4 <span class="ls0"> </span></span></div></div><div class="c x163 y73c wfe h82"><div class="t m0 xa0 h10 y956 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls6">100%</span> </div></div><div class="c x1 yf68 wfb h82"><div class="t m0 xa h10 y956 ff6 fs4 fc2 sc0 ls0 ws0">Holandia </div></div><div class="c x161 yf68 wfc h82"><div class="t m0 x3c h10 y956 ff6 fs4 fc2 sc0 ls0 ws0">3 <span class="ls6">616</span> </div></div><div class="c x162 yf68 wfd h82"><div class="t m0 xe h10 y956 ff6 fs4 fc2 sc0 ls1d ws0">                     <span class="ls6">15 063 <span class="ls0"> </span></span></div></div><div class="c x163 yf68 wfe h82"><div class="t m0 x38 h10 y956 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls6">76%</span> </div></div><div class="c x1 yf69 wfb h83"><div class="t m0 xa h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">Ukraina </div></div><div class="c x161 yf69 wfc h83"><div class="t m0 x3c h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">1 <span class="ls6">422</span> </div></div><div class="c x162 yf69 wfd h83"><div class="t m0 x9c h10 y36 ff6 fs4 fc2 sc0 ls1d ws0">                        <span class="ls6">1 502 <span class="ls0"> </span></span></div></div><div class="c x163 yf69 wfe h83"><div class="t m0 x17 h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls6">5%</span> </div></div><div class="c x1 ydc7 wfb h82"><div class="t m0 xa h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">Tajwan </div></div><div class="c x161 ydc7 wfc h82"><div class="t m0 x137 h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">431<span class="ls0"> </span></div></div><div class="c x162 ydc7 wfd h82"><div class="t m0 xcb h10 y36 ff6 fs4 fc2 sc0 ls1d ws0">                           <span class="ls6">684 <span class="ls0"> </span></span></div></div><div class="c x163 ydc7 wfe h82"><div class="t m0 x38 h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls6">37%</span> </div></div><div class="c x1 yf6a wfb h82"><div class="t m0 xa h10 y956 ff6 fs4 fc2 sc0 ls0 ws0">Chiny </div></div><div class="c x161 yf6a wfc h82"><div class="t m0 x137 h10 y956 ff6 fs4 fc2 sc0 ls6 ws0">159<span class="ls0"> </span></div></div><div class="c x162 yf6a wfd h82"><div class="t m0 xcb h10 y956 ff6 fs4 fc2 sc0 ls1d ws0">                           <span class="ls6">225 <span class="ls0"> </span></span></div></div><div class="c x163 yf6a wfe h82"><div class="t m0 x38 h10 y956 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls6">29%</span> </div></div><div class="c x1 y3b3 wfb h82"><div class="t m0 xa h10 y956 ff6 fs4 fc2 sc0 ls0 ws0">Kazachstan </div></div><div class="c x161 y3b3 wfc h82"><div class="t m0 x137 h10 y956 ff6 fs4 fc2 sc0 ls6 ws0">591<span class="ls0"> </span></div></div><div class="c x162 y3b3 wfd h82"><div class="t m0 x9c h10 y956 ff6 fs4 fc2 sc0 ls1d ws0">                        <span class="ls6">1 755 <span class="ls0"> </span></span></div></div><div class="c x163 y3b3 wfe h82"><div class="t m0 x38 h10 y956 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls6">66%</span> </div></div><div class="c x1 y335 wfb h83"><div class="t m0 xa h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">Grecja </div></div><div class="c x161 y335 wfc h83"><div class="t m0 x116 h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">0 </div></div><div class="c x162 y335 wfd h83"><div class="t m0 xcb h10 y36 ff6 fs4 fc2 sc0 ls1d ws0">                             <span class="ls6">12 <span class="ls0"> </span></span></div></div><div class="c x163 y335 wfe h83"><div class="t m0 xa0 h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls6">100%</span> </div></div><div class="c x1 yf6b wfb h82"><div class="t m0 xa h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">Cypr </div></div><div class="c x161 yf6b wfc h82"><div class="t m0 x137 h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">287<span class="ls0"> </span></div></div><div class="c x162 yf6b wfd h82"><div class="t m0 x9c h10 y36 ff6 fs4 fc2 sc0 ls1d ws0">                        <span class="ls6">2 934 <span class="ls0"> </span></span></div></div><div class="c x163 yf6b wfe h82"><div class="t m0 x38 h10 y36 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls6">90%</span> </div></div><div class="c x1 yf6c wfb h91"><div class="t m0 xa h10 yb21 ff6 fs4 fc2 sc0 ls0 ws0">Niemcy </div></div><div class="c x161 yf6c wfc h91"><div class="t m0 x3c h10 yb21 ff6 fs4 fc2 sc0 ls0 ws0">1 <span class="ls6">603</span> </div></div><div class="c x162 yf6c wfd h91"><div class="t m0 x9c h10 yb21 ff6 fs4 fc2 sc0 ls1d ws0">                        <span class="ls6">1 390 <span class="ls0"> </span></span></div></div><div class="c x163 yf6c wfe h91"><div class="t m0 x1b h10 yb21 ff6 fs4 fc2 sc0 ls6 ws0">15%<span class="ls0"> </span></div></div><div class="c x1 yf6d wfb h91"><div class="t m0 xa h10 yb21 ff6 fs4 fc2 sc0 ls0 ws0">Irlandia </div></div><div class="c x161 yf6d wfc h91"><div class="t m0 xba h10 yb21 ff6 fs4 fc2 sc0 ls6 ws0">27<span class="ls0"> </span></div></div><div class="c x162 yf6d wfd h91"><div class="t m0 xcb h10 yb21 ff6 fs4 fc2 sc0 ls1d ws0">                             <span class="ls6">34 <span class="ls0"> </span></span></div></div><div class="c x163 yf6d wfe h91"><div class="t m0 x38 h10 yb21 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls6">21%</span> </div></div><div class="c x1 yb09 wfb h75"><div class="t m0 xa h10 y54c ff8 fs4 fc2 sc0 ls0 ws0">Łotwa<span class="ff6"> </span></div></div><div class="c x161 yb09 wfc h75"><div class="t m0 xc h10 y54c ff6 fs4 fc2 sc0 ls1d ws0">                       <span class="ls6">592 <span class="ls0"> </span></span></div></div><div class="c x162 yb09 wfd h75"><div class="t m0 x43 h10 y54c ff6 fs4 fc2 sc0 ls1d ws0">                            <span class="ls6">603 <span class="ls0"> </span></span></div></div><div class="c x163 yb09 wfe h75"><div class="t m0 x17 h10 y54c ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls6">2%</span> </div></div><div class="c x1 yf6e wfb h7f"><div class="t m0 xa h22 y54c ff7 fs4 fc2 sc0 ls0 ws0">Razem </div></div><div class="c x161 yf6e wfc h7f"><div class="t m0 x16 h22 y54c ff7 fs4 fc2 sc0 ls1d ws0">             <span class="ls6">1 146 529 <span class="ls0"> </span></span></div></div><div class="c x162 yf6e wfd h7f"><div class="t m0 xc h22 y54c ff7 fs4 fc2 sc0 ls1d ws0">                  <span class="ls6">1 058 600 <span class="ls0"> </span></span></div></div><div class="c x163 yf6e wfe h7f"><div class="t m0 xfc h22 y54c ff7 fs4 fc2 sc0 ls6 ws0">8%<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y981 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y3bc ff8 fs4 fc2 sc0 ls0 ws0">W 2024 roku dominowała sprzedaż na rynku krajowym, która stanowiła 99 % ogółu sp<span class="_ _1"></span>rzedaży i względem 2023 roku była o 16% wyższ<span class="_ _0"></span><span class="ff6 lsa">a. <span class="ls0"> </span></span></div><div class="t m0 x1 h10 yf6f ff6 fs4 fc2 sc0 ls0 ws0">W okresie od 1.01.2024 <span class="_ _0"></span>r. do <span class="_ _0"></span><span class="ls6">31</span>.<span class="ls6">12</span><span class="ff8">.2024 r <span class="_ _0"></span>jeden odbiorca spółki<span class="_ _0"></span></span> tj. <span class="_ _0"></span>Unimot Energia i Gaz <span class="_ _0"></span>Sp. z o<span class="_ _0"></span>.o.  <span class="_ _0"></span><span class="ff8">przekroczył <span class="_ _0"></span>10% przychodów. <span class="_ _0"></span></span>W okresie </div><div class="t m0 x1 h10 yf35 ff8 fs4 fc2 sc0 ls0 ws0">porównywalnym dwóch dostawców<span class="ff6"> </span>Spółki przekroczył<span class="ff6">o </span>10% przychodów<span class="ff6"> tj. V<span class="_ _0"></span>ITOL GAS AND POWER B.V. i Unimot Paliwa Sp. Z o.o.  </span></div><div class="t m0 x1 h10 yf70 ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 h22 yf71 ff5 fs4 fc9 sc0 ls0 ws0">STRUKTURA KOSZTÓW RODZAJOWYCH<span class="ff7"> </span></div><div class="t m0 x1 h22 y6a0 ff7 fs4 fc9 sc0 ls0 ws0"> <span class="_ _64"> </span> </div></div><div class="c x1 yf72 wff h2f"><div class="t m0 xa h2b y1a7 ff9 fs4 fc2 sc0 ls0 ws0">w tysiącach złotych<span class="ffa"> </span></div></div><div class="c x27 yf72 w3e h2f"><div class="t m0 x15 h22 y1c7 ff7 fs4 fc2 sc0 ls6 ws0">01.01.2024 </div><div class="t m0 x15 h22 y192 ff7 fs4 fc2 sc0 ls6 ws0">31.12.2024<span class="ls0"> </span></div></div><div class="c xd0 yf72 w100 h2f"><div class="t m0 x1b h22 y1c7 ff7 fs4 fc2 sc0 ls6 ws0">01.01.2023 </div><div class="t m0 x1b h22 y192 ff7 fs4 fc2 sc0 ls6 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x15b yf72 w101 h2f"><div class="t m0 x11f h22 y1c7 ff7 fs4 fc2 sc0 ls6 ws0">01.01.2022 </div><div class="t m0 x11f h22 y192 ff7 fs4 fc2 sc0 ls6 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x158 yf72 w102 h2f"><div class="t m0 x14 h102 y1c7 ff12 fs4 fc2 sc0 ls0 ws0">Zmiana % </div><div class="t m0 x4d h102 y192 ff12 fs4 fc2 sc0 ls0 ws0">2024/2023 </div></div><div class="c x1 y5e6 wff h24"><div class="t m0 xa h10 y16b ff8 fs4 fc2 sc0 ls0 ws0">Amortyzacja rzeczowych aktywów trwałych i </div><div class="t m0 xa h10 y36 ff8 fs4 fc2 sc0 ls0 ws0">wartości niematerialnych<span class="ff6"> </span></div></div><div class="c x27 y5e6 w3e h24"><div class="t m0 x5 h10 y166 ff6 fs4 fc2 sc0 ls0 ws0">(5 981) </div></div><div class="c xd0 y5e6 w100 h24"><div class="t m0 xdf h10 y166 ff6 fs4 fc2 sc0 ls0 ws0">(4 533) </div></div><div class="c x15b y5e6 w101 h24"><div class="t m0 x159 h10 y166 ff6 fs4 fc2 sc0 ls0 ws0">(2 170) </div></div><div class="c x158 y5e6 w102 h24"><div class="t m0 xfd h2b y166 ffa fs4 fc2 sc0 ls6 ws0">32%<span class="ls0"> </span></div></div><div class="c x1 yf73 wff h25"><div class="t m0 xa h10 yf74 ff8 fs4 fc2 sc0 ls0 ws0">Amortyzacja aktywa z tytułu prawa do użytkowania </div><div class="t m0 xa h10 yf75 ff8 fs4 fc2 sc0 ls0 ws0">aktywów<span class="ff6"> </span></div></div><div class="c x27 yf73 w3e h25"><div class="t m0 x1b h10 yf76 ff6 fs4 fc2 sc0 ls0 ws0">(14 <span class="ls6">797)</span> </div></div><div class="c xd0 yf73 w100 h25"><div class="t m0 x1e h10 yf76 ff6 fs4 fc2 sc0 ls0 ws0">(11 048) </div></div><div class="c x15b yf73 w101 h25"><div class="t m0 x159 h10 yf76 ff6 fs4 fc2 sc0 ls0 ws0">(9 169) </div></div><div class="c x158 yf73 w102 h25"><div class="t m0 xfd h2b yf76 ffa fs4 fc2 sc0 ls6 ws0">34%<span class="ls0"> </span></div></div><div class="c x1 yf77 wff ha0"><div class="t m0 xa h10 y2f8 ff8 fs4 fc2 sc0 ls0 ws0">Zużycie materiałów i energii<span class="ff6"> </span></div></div><div class="c x27 yf77 w3e ha0"><div class="t m0 x5 h10 y2f8 ff6 fs4 fc2 sc0 ls0 ws0">(5 667) </div></div><div class="c xd0 yf77 w100 ha0"><div class="t m0 xdf h10 y2f8 ff6 fs4 fc2 sc0 ls0 ws0">(5 025) </div></div><div class="c x15b yf77 w101 ha0"><div class="t m0 x159 h10 y2f8 ff6 fs4 fc2 sc0 ls0 ws0">(4 747) </div></div><div class="c x158 yf77 w102 ha0"><div class="t m0 xfd h2b y2f8 ffa fs4 fc2 sc0 ls6 ws0">13%<span class="ls0"> </span></div></div><div class="c x1 y772 wff ha0"><div class="t m0 xa h10 y2f8 ff8 fs4 fc2 sc0 ls0 ws0">Usługi obce<span class="ff6"> </span></div></div><div class="c x27 y772 w3e ha0"><div class="t m0 x1b h10 y2f8 ff6 fs4 fc2 sc0 ls0 ws0">(62 717) </div></div><div class="c xd0 y772 w100 ha0"><div class="t m0 x1e h10 y2f8 ff6 fs4 fc2 sc0 ls0 ws0">(64 396) </div></div><div class="c x15b y772 w101 ha0"><div class="t m0 x39 h10 y2f8 ff6 fs4 fc2 sc0 ls0 ws0">(31 249) </div></div><div class="c x158 y772 w102 ha0"><div class="t m0 xa0 h2b y2f8 ffa fs4 fc2 sc0 ls0 ws0">-<span class="ls6">3%</span> </div></div><div class="c x1 ydd6 wff ha0"><div class="t m0 xa h10 y2f8 ff8 fs4 fc2 sc0 ls0 ws0">Podatki i opłaty<span class="ff6"> </span></div></div><div class="c x27 ydd6 w3e ha0"><div class="t m0 x5 h10 y2f8 ff6 fs4 fc2 sc0 ls0 ws0">(5 877) </div></div><div class="c xd0 ydd6 w100 ha0"><div class="t m0 xdf h10 y2f8 ff6 fs4 fc2 sc0 ls0 ws0">(2 765) </div></div><div class="c x15b ydd6 w101 ha0"><div class="t m0 xdf h10 y2f8 ff6 fs4 fc2 sc0 ls0 ws0">(998) </div></div><div class="c x158 ydd6 w102 ha0"><div class="t m0 x37 h2b y2f8 ffa fs4 fc2 sc0 ls6 ws0">113%<span class="ls0"> </span></div></div><div class="c x1 ya59 wff ha9"><div class="t m0 xa h10 y35 ff6 fs4 fc2 sc0 ls0 ws0">Wynagrodzenia </div></div><div class="c x27 ya59 w3e ha9"><div class="t m0 x1b h10 y35 ff6 fs4 fc2 sc0 ls0 ws0">(31 554) </div></div><div class="c xd0 ya59 w100 ha9"><div class="t m0 x1e h10 y35 ff6 fs4 fc2 sc0 ls0 ws0">(19 284) </div></div><div class="c x15b ya59 w101 ha9"><div class="t m0 x39 h10 y35 ff6 fs4 fc2 sc0 ls0 ws0">(30 247) </div></div><div class="c x158 ya59 w102 ha9"><div class="t m0 xfd h2b y35 ffa fs4 fc2 sc0 ls6 ws0">64%<span class="ls0"> </span></div></div><div class="c x1 y66 wff ha0"><div class="t m0 xa h10 y35 ff8 fs4 fc2 sc0 ls0 ws0">Ubezpieczenia społeczne i inne<span class="_ _1"></span> ś<span class="_ _0"></span>wiadczenia<span class="ff6"> </span></div></div><div class="c x27 y66 w3e ha0"><div class="t m0 x5 h10 y35 ff6 fs4 fc2 sc0 ls0 ws0">(3 541) </div></div><div class="c xd0 y66 w100 ha0"><div class="t m0 xdf h10 y35 ff6 fs4 fc2 sc0 ls0 ws0">(3 130) </div></div><div class="c x15b y66 w101 ha0"><div class="t m0 x159 h10 y35 ff6 fs4 fc2 sc0 ls0 ws0">(3 138) </div></div><div class="c x158 y66 w102 ha0"><div class="t m0 xfd h2b y35 ffa fs4 fc2 sc0 ls6 ws0">13%<span class="ls0"> </span></div></div><div class="c x1 y1c4 wff h91"><div class="t m0 xa h10 yf78 ff8 fs4 fc2 sc0 ls0 ws0">Pozostałe koszty rodzajowe<span class="ff6"> </span></div></div><div class="c x27 y1c4 w3e h91"><div class="t m0 x1b h10 yf78 ff6 fs4 fc2 sc0 ls0 ws0">(12 127) </div></div><div class="c xd0 y1c4 w100 h91"><div class="t m0 x1e h10 yf78 ff6 fs4 fc2 sc0 ls0 ws0">(16 026) </div></div><div class="c x15b y1c4 w101 h91"><div class="t m0 x39 h10 yf78 ff6 fs4 fc2 sc0 ls0 ws0">(13 338) </div></div><div class="c x158 y1c4 w102 h91"><div class="t m0 x11f h2b yf78 ffa fs4 fc2 sc0 ls0 ws0">-<span class="ls6">24%</span> </div></div><div class="c x1 yf79 wff h91"><div class="t m0 xa h22 yb21 ff7 fs4 fc2 sc0 ls0 ws0">KOSZTY RODZAJOWE RAZEM </div></div><div class="c x27 yf79 w3e h91"><div class="t m0 xa0 h22 yb21 ff7 fs4 fc2 sc0 ls0 ws0">(142 260) </div></div><div class="c xd0 yf79 w100 h91"><div class="t m0 x13f h22 yb21 ff7 fs4 fc2 sc0 ls0 ws0">(126 207) </div></div><div class="c x15b yf79 w101 h91"><div class="t m0 x39 h22 yb21 ff7 fs4 fc2 sc0 ls0 ws0">(95 055) </div></div><div class="c x158 yf79 w102 h91"><div class="t m0 xfd h102 yb21 ff12 fs4 fc2 sc0 ls6 ws0">13%<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 y3c w5 h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">112<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>2024 <span class="_ _5"></span>roku <span class="_ _5"></span>koszty <span class="_ _5"></span>rodzajowe <span class="_ _5"></span>w<span class="_ _0"></span>zrosły <span class="_ _5"></span>o <span class="_ _5"></span>16 <span class="_ _0"></span>053 <span class="_ _5"></span>tys. <span class="_ _5"></span>zł <span class="_ _5"></span>względem <span class="_ _5"></span>roku <span class="_ _5"></span>2023 <span class="_ _0"></span>(w<span class="_ _0"></span>zrost <span class="_ _5"></span>o <span class="_ _5"></span>13%). <span class="_ _6"></span>Największy <span class="_ _5"></span>wpływ <span class="_ _5"></span>na <span class="_ _0"></span>z<span class="_ _0"></span>mianę <span class="_ _5"></span>miały <span class="_ _5"></span>poniższe </div><div class="t m0 x1 h10 y28d ff6 fs4 fc2 sc0 ls0 ws0">pozycje: </div><div class="t m0 x3c h4b y536 ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff6">Wynagrodzenia- w<span class="ff8">zrost o 12 270 tys. zł (<span class="_ _0"></span>+64%), wynikający głównie z znaczny wzrostu<span class="_ _1"></span> zatrudnienia i  podwyżek wynagrodzeń<span class="ff6">;<span class="_ _0"></span> </span></span></span></span></div><div class="t m0 x3c h4b y537 ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff8">Amortyzacja <span class="_ _12"> </span>prawa <span class="_ _7"></span>do <span class="_ _7"> </span>użytkowania <span class="_ _7"> </span>aktyw<span class="_ _0"></span>ów <span class="_ _12"> </span><span class="ff6">- <span class="_ _7"> </span></span>wzrost <span class="_ _12"> </span>o <span class="_ _7"></span>3 <span class="_ _7"> </span>749 <span class="_ _12"> </span>tys. <span class="_ _7"></span>zł <span class="_ _7"> </span>(+34%)<span class="_ _0"></span> <span class="_ _7"></span>wynikający <span class="_ _7"> </span>głó<span class="_ _0"></span>wnie <span class="_ _7"></span>z <span class="_ _7"> </span>zawartych <span class="_ _12"> </span>nowych <span class="_ _7"></span>umów </span></span></div><div class="t m0 x3d h10 yb37 ff6 fs4 fc2 sc0 ls0 ws0">leasingowych; </div><div class="t m0 x3c h4b yeef ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff8">Po<span class="_ _0"></span>zostałe <span class="_ _12"> </span>koszty  rodzajowe  <span class="ff6">- <span class="_ _12"> </span></span>spadek  o <span class="_ _12"> </span>3  899  tys<span class="_ _1"></span>.  zł <span class="_ _12"> </span>(<span class="ff6">-</span>24%)<span class="_ _0"></span>  wynikający <span class="_ _12"> </span>z  racjonalizacji <span class="_ _12"> </span>kosztów  operacyjnych <span class="_ _12"> </span>o  charakterze </span></span></div><div class="t m0 x3d h10 yef0 ff8 fs4 fc2 sc0 ls0 ws0">nieregularnym, głównie związany z kampaniami reklamowymi<span class="ff6">; </span></div><div class="t m0 x3c h4b yef1 ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff8">Po<span class="_ _0"></span>datki i opłaty wzros<span class="ff6">t o 3 <span class="ls6">112 </span></span>tys. zł<span class="ff6"> (1<span class="ls6">13</span>%</span>) wynikający głównie podatków lokalnych <span class="ff6">oraz </span>opłacon<span class="ff6">ych koncesji. </span></span></span></div><div class="t m0 x1 h10 yd5f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 yf7a ff7 fs5 fc5 sc0 ls11 ws0">8.4.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff7">ROCZNE JEDNOSTKOWE SPRAWOZDANIE Z SYTUACJI FINANSOWEJ </span></span></div></div><div class="c x1 y298 w9f hee"><div class="t m0 x97 h14 y2ad ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x12d y298 w103 hee"><div class="t m0 x53 h15 y2ad ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x22 y298 w8 hee"><div class="t m0 x55 h15 y8fa ff5 fs9 fc2 sc0 ls0 ws0">Udział % w </div><div class="t m0 x4d h15 y2ad ff7 fs9 fc2 sc0 ls0 ws0">sumie </div><div class="t m0 x55 h15 y2ae ff7 fs9 fc2 sc0 ls0 ws0">bilansowej </div></div><div class="c x164 y298 waf hee"><div class="t m0 x50 h15 y2ad ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x165 y298 w104 hee"><div class="t m0 x4b h15 y8fa ff5 fs9 fc2 sc0 ls0 ws0">Udział % w </div><div class="t m0 x4d h15 y2ad ff7 fs9 fc2 sc0 ls0 ws0">sumie </div><div class="t m0 x55 h15 y2ae ff7 fs9 fc2 sc0 ls0 ws0">bilansowej </div></div><div class="c x166 y298 w105 hee"><div class="t m0 x9f h15 y2ad ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x101 y298 w106 hee"><div class="t m0 x10 hb1 ye23 ff12 fs9 fc2 sc0 ls0 ws0">Zmiana </div><div class="t m0 x55 hb1 yddd ff12 fs9 fc2 sc0 ls0 ws0">2024/2023 </div></div><div class="c x1 yf7b w9f h91"><div class="t m0 xa h15 y54c ff5 fs9 fc5 sc0 ls0 ws0">Aktywa trwałe<span class="_ _1"></span><span class="ff7"> </span></div></div><div class="c x12d yf7b w103 h91"><div class="t m0 x97 h15 yf7c ff7 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="c x22 yf7b w8 h91"><div class="t m0 x37 h15 yf7c ff7 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="c x164 yf7b waf h91"><div class="t m0 x5f h19 yf7c ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x165 yf7b w104 h91"><div class="t m0 x37 h19 yf7c ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x166 yf7b w105 h91"><div class="t m0 x37 h19 yf7c ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x101 yf7b w106 h91"><div class="t m0 x37 h19 yf7c ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yf7d w9f h8f"><div class="t m0 xa h19 yf7e ff8 fs9 fc2 sc0 ls0 ws0">Rzeczowe akty<span class="_ _1"></span>wa trwałe<span class="ff6"> </span></div></div><div class="c x12d yf7d w103 h8f"><div class="t m0 x15 h19 yf7e ff6 fs9 fc2 sc0 ls0 ws0">67 847 </div></div><div class="c x22 yf7d w8 h8f"><div class="t m0 xcb h14 yf7e ffa fs9 fc2 sc0 ls4 ws0">8%<span class="ls0"> </span></div></div><div class="c x164 yf7d waf h8f"><div class="t m0 x11f h19 yf7e ff6 fs9 fc2 sc0 ls0 ws0">50 328 </div></div><div class="c x165 yf7d w104 h8f"><div class="t m0 x9c h14 yf7e ffa fs9 fc2 sc0 ls4 ws0">6%<span class="ls0"> </span></div></div><div class="c x166 yf7d w105 h8f"><div class="t m0 x43 h19 yf7e ff6 fs9 fc2 sc0 ls0 ws0">41 716 </div></div><div class="c x101 yf7d w106 h8f"><div class="t m0 xb1 h19 yf7e ff6 fs9 fc2 sc0 ls4 ws0">35%<span class="ls0"> </span></div></div><div class="c x1 y5d2 w9f h1d"><div class="t m0 xa h19 y36 ff8 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 x12d y5d2 w103 h1d"><div class="t m0 x98 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">157 085 </div></div><div class="c x22 y5d2 w8 h1d"><div class="t m0 x43 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">18%<span class="ls0"> </span></div></div><div class="c x164 y5d2 waf h1d"><div class="t m0 x15 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">131 905 </div></div><div class="c x165 y5d2 w104 h1d"><div class="t m0 x98 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">16%<span class="ls0"> </span></div></div><div class="c x166 y5d2 w105 h1d"><div class="t m0 x43 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">91 274 </div></div><div class="c x101 y5d2 w106 h1d"><div class="t m0 xb1 h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">19%<span class="ls0"> </span></div></div><div class="c x1 yf65 w9f h78"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">Wartości n<span class="_ _1"></span>iematerialne<span class="ff6"> </span></div></div><div class="c x12d yf65 w103 h78"><div class="t m0 x18 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">2 984 </div></div><div class="c x22 yf65 w8 h78"><div class="t m0 xcb h14 y16e ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x164 yf65 waf h78"><div class="t m0 x1c h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">1 717 </div></div><div class="c x165 yf65 w104 h78"><div class="t m0 x9c h14 y16e ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x166 yf65 w105 h78"><div class="t m0 xcb h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">1 266 </div></div><div class="c x101 yf65 w106 h78"><div class="t m0 xb1 h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">74%<span class="ls0"> </span></div></div><div class="c x1 yd1b w9f h78"><div class="t m0 xa h19 y16e ff8 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 x12d yd1b w103 h78"><div class="t m0 x98 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">418 670 </div></div><div class="c x22 yd1b w8 h78"><div class="t m0 x43 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">49%<span class="ls0"> </span></div></div><div class="c x164 yd1b waf h78"><div class="t m0 x15 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">407 617 </div></div><div class="c x165 yd1b w104 h78"><div class="t m0 x98 h14 y16e ffa fs9 fc2 sc0 ls4 ws0">48%<span class="ls0"> </span></div></div><div class="c x166 yd1b w105 h78"><div class="t m0 xc h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">210 145 </div></div><div class="c x101 yd1b w106 h78"><div class="t m0 x4 h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">3%<span class="ls0"> </span></div></div><div class="c x1 y5d5 w9f h1d"><div class="t m0 xa h19 y36 ff8 fs9 fc2 sc0 ls0 ws0">Pozostałe akty<span class="_ _1"></span>wa finansowe<span class="ff6"> </span></div></div><div class="c x12d y5d5 w103 h1d"><div class="t m0 x18 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">1 112 </div></div><div class="c x22 y5d5 w8 h1d"><div class="t m0 xcb h14 y36 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x164 y5d5 waf h1d"><div class="t m0 x39 h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">285<span class="ls0"> </span></div></div><div class="c x165 y5d5 w104 h1d"><div class="t m0 x9c h14 y36 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x166 y5d5 w105 h1d"><div class="t m0 x5f h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">260<span class="ls0"> </span></div></div><div class="c x101 y5d5 w106 h1d"><div class="t m0 xcb h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">290%<span class="ls0"> </span></div></div><div class="c x1 y5d6 w9f h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Pochodne ins<span class="_ _1"></span>trumenty<span class="_ _1"></span> finansowe </div></div><div class="c x12d y5d6 w103 h78"><div class="t m0 x159 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x22 y5d6 w8 h78"><div class="t m0 xcb h14 y16e ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x164 y5d6 waf h78"><div class="t m0 x39 h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">703<span class="ls0"> </span></div></div><div class="c x165 y5d6 w104 h78"><div class="t m0 x9c h14 y16e ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x166 y5d6 w105 h78"><div class="t m0 xcb h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">7 835 </div></div><div class="c x101 y5d6 w106 h78"><div class="t m0 x125 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">-100% </div></div><div class="c x1 yf7f w9f h78"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">Należności d<span class="_ _1"></span>ługoterminowe<span class="ff6"> </span></div></div><div class="c x12d yf7f w103 h78"><div class="t m0 x18 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">2 126 </div></div><div class="c x22 yf7f w8 h78"><div class="t m0 xcb h14 y16e ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x164 yf7f waf h78"><div class="t m0 x1c h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">2 140 </div></div><div class="c x165 yf7f w104 h78"><div class="t m0 x9c h14 y16e ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x166 yf7f w105 h78"><div class="t m0 xcb h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">1 026 </div></div><div class="c x101 yf7f w106 h78"><div class="t m0 x5f h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls4">1%</span> </div></div><div class="c x1 yf80 w9f h108"><div class="t m0 xa h19 yb21 ff8 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 x12d yf80 w103 h108"><div class="t m0 x18 h19 yb21 ff6 fs9 fc2 sc0 ls0 ws0">8 071 </div></div><div class="c x22 yf80 w8 h108"><div class="t m0 xcb h14 yb21 ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x164 yf80 waf h108"><div class="t m0 x1c h19 yb21 ff6 fs9 fc2 sc0 ls0 ws0">9 374 </div></div><div class="c x165 yf80 w104 h108"><div class="t m0 x9c h14 yb21 ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x166 yf80 w105 h108"><div class="t m0 xcb h19 yb21 ff6 fs9 fc2 sc0 ls0 ws0">8 562 </div></div><div class="c x101 yf80 w106 h108"><div class="t m0 xe h19 yb21 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls4">14%</span> </div></div><div class="c x1 y9c0 w9f h7a"><div class="t m0 xa h19 y564 ff8 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 h19 yf37 ff6 fs9 fc2 sc0 ls0 ws0">dochodowego </div></div><div class="c x12d y9c0 w103 h7a"><div class="t m0 x15 h19 yf81 ff6 fs9 fc2 sc0 ls0 ws0">16 143 </div></div><div class="c x22 y9c0 w8 h7a"><div class="t m0 xcb h14 yf81 ffa fs9 fc2 sc0 ls4 ws0">2%<span class="ls0"> </span></div></div><div class="c x164 y9c0 waf h7a"><div class="t m0 x11f h19 yf81 ff6 fs9 fc2 sc0 ls0 ws0">17 472 </div></div><div class="c x165 y9c0 w104 h7a"><div class="t m0 x9c h14 yf81 ffa fs9 fc2 sc0 ls4 ws0">2%<span class="ls0"> </span></div></div><div class="c x166 y9c0 w105 h7a"><div class="t m0 x43 h19 yf81 ff6 fs9 fc2 sc0 ls0 ws0">11 504 </div></div><div class="c x101 y9c0 w106 h7a"><div class="t m0 x5f h19 yf81 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls4">8%</span> </div></div><div class="c x1 yf82 w9f h80"><div class="t m0 xa h15 y25 ff5 fs9 fc2 sc0 ls0 ws0">Aktywa trwałe ra<span class="_ _1"></span>zem<span class="ff7"> </span></div></div><div class="c x12d yf82 w103 h80"><div class="t m0 x98 h15 y25 ff7 fs9 fc2 sc0 ls0 ws0">674 037 </div></div><div class="c x22 yf82 w8 h80"><div class="t m0 x43 hb1 y25 ff12 fs9 fc2 sc0 ls4 ws0">78%<span class="ls0"> </span></div></div><div class="c x164 yf82 waf h80"><div class="t m0 x15 h15 y25 ff7 fs9 fc2 sc0 ls0 ws0">621 541 </div></div><div class="c x165 yf82 w104 h80"><div class="t m0 x98 hb1 y25 ff12 fs9 fc2 sc0 ls4 ws0">73%<span class="ls0"> </span></div></div><div class="c x166 yf82 w105 h80"><div class="t m0 xc h15 y25 ff7 fs9 fc2 sc0 ls0 ws0">373 588 </div></div><div class="c x101 yf82 w106 h80"><div class="t m0 x4 h15 y25 ff7 fs9 fc2 sc0 ls4 ws0">8%<span class="ls0"> </span></div></div><div class="c x1 ya3f w9f h80"><div class="t m0 xa h15 y25 ff7 fs9 fc5 sc0 ls0 ws0">Aktywa obrotowe<span class="_ _1"></span> </div></div><div class="c x12d ya3f w103 h80"><div class="t m0 x97 h15 y2bc ff7 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="c x22 ya3f w8 h80"><div class="t m0 xcb h14 y25 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x164 ya3f waf h80"><div class="t m0 xdf h14 y2bc ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x165 ya3f w104 h80"><div class="t m0 x9c h14 y25 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x166 ya3f w105 h80"><div class="t m0 x37 h14 y2bc ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x101 ya3f w106 h80"><div class="t m0 x37 h19 y2bc ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yf83 w9f h78"><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">Zapasy </div></div><div class="c x12d yf83 w103 h78"><div class="t m0 x15 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">30 993 </div></div><div class="c x22 yf83 w8 h78"><div class="t m0 xcb h14 y16e ffa fs9 fc2 sc0 ls4 ws0">4%<span class="ls0"> </span></div></div><div class="c x164 yf83 waf h78"><div class="t m0 x11f h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">28 109 </div></div><div class="c x165 yf83 w104 h78"><div class="t m0 x9c h14 y16e ffa fs9 fc2 sc0 ls4 ws0">3%<span class="ls0"> </span></div></div><div class="c x166 yf83 w105 h78"><div class="t m0 x43 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">20 742 </div></div><div class="c x101 yf83 w106 h78"><div class="t m0 xb1 h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">10%<span class="ls0"> </span></div></div><div class="c x1 yf84 w9f h1d"><div class="t m0 xa h19 y36 ff8 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 x12d yf84 w103 h1d"><div class="t m0 x18 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">3 828 </div></div><div class="c x22 yf84 w8 h1d"><div class="t m0 xcb h14 y36 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x164 yf84 waf h1d"><div class="t m0 x1c h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">3 790 </div></div><div class="c x165 yf84 w104 h1d"><div class="t m0 x9c h14 y36 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x166 yf84 w105 h1d"><div class="t m0 xcb h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">3 094<span class="ls0"> </span></div></div><div class="c x101 yf84 w106 h1d"><div class="t m0 x4 h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x1 y487 w9f h78"><div class="t m0 xa h19 y36 ff8 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 x12d y487 w103 h78"><div class="t m0 x98 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">109 098 </div></div><div class="c x22 y487 w8 h78"><div class="t m0 x43 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">13%<span class="ls0"> </span></div></div><div class="c x164 y487 waf h78"><div class="t m0 x15 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">148 732 </div></div><div class="c x165 y487 w104 h78"><div class="t m0 x98 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">18%<span class="ls0"> </span></div></div><div class="c x166 y487 w105 h78"><div class="t m0 xc h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">112 018 </div></div><div class="c x101 y487 w106 h78"><div class="t m0 xe h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls4">27%</span> </div></div><div class="c x1 y488 w9f h78"><div class="t m0 xa h19 y16e ff8 fs9 fc2 sc0 ls0 ws0">Pozostałe akty<span class="_ _1"></span>wa finansowe<span class="ff6"> </span></div></div><div class="c x12d y488 w103 h78"><div class="t m0 x15 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">26 097 </div></div><div class="c x22 y488 w8 h78"><div class="t m0 xcb h14 y16e ffa fs9 fc2 sc0 ls4 ws0">3%<span class="ls0"> </span></div></div><div class="c x164 y488 waf h78"><div class="t m0 x1c h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">3 596 </div></div><div class="c x165 y488 w104 h78"><div class="t m0 x9c h14 y16e ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x166 y488 w105 h78"><div class="t m0 xc h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">126 109 </div></div><div class="c x101 y488 w106 h78"><div class="t m0 xcb h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">626%<span class="ls0"> </span></div></div><div class="c x1 y937 w9f h105"><div class="t m0 xa h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">Pochodne ins<span class="_ _1"></span>trumenty<span class="_ _1"></span> finansowe </div></div><div class="c x12d y937 w103 h105"><div class="t m0 x39 h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">62<span class="ls0"> </span></div></div><div class="c x22 y937 w8 h105"><div class="t m0 xcb h14 y36 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x164 y937 waf h105"><div class="t m0 x1c h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">6 417 </div></div><div class="c x165 y937 w104 h105"><div class="t m0 x9c h14 y36 ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x166 y937 w105 h105"><div class="t m0 x5f h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">794<span class="ls0"> </span></div></div><div class="c x101 y937 w106 h105"><div class="t m0 xe h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls4">99%</span> </div></div><div class="c x1 yf85 w9f h78"><div class="t m0 xa h19 y36 ff8 fs9 fc2 sc0 ls0 ws0">Należności z t<span class="_ _1"></span>ytułu podat<span class="_ _1"></span>ku <span class="ff6">dochodowego </span></div></div><div class="c x12d yf85 w103 h78"><div class="t m0 xca h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">5 </div></div><div class="c x22 yf85 w8 h78"><div class="t m0 xcb h14 y36 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x164 yf85 waf h78"><div class="t m0 x1e h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">0 </div></div><div class="c x165 yf85 w104 h78"><div class="t m0 x9c h14 y36 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x166 yf85 w105 h78"><div class="t m0 xcb h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">5 872 </div></div><div class="c x101 yf85 w106 h78"><div class="t m0 x12 h19 y2f4 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yf86 w9f h78"><div class="t m0 xa h19 y16e ff8 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 x12d yf86 w103 h78"><div class="t m0 x15 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">15 987 </div></div><div class="c x22 yf86 w8 h78"><div class="t m0 xcb h14 y16e ffa fs9 fc2 sc0 ls4 ws0">2%<span class="ls0"> </span></div></div><div class="c x164 yf86 waf h78"><div class="t m0 x11f h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">35 055 </div></div><div class="c x165 yf86 w104 h78"><div class="t m0 x9c h14 y16e ffa fs9 fc2 sc0 ls4 ws0">4%<span class="ls0"> </span></div></div><div class="c x166 yf86 w105 h78"><div class="t m0 x43 h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">67 348 </div></div><div class="c x101 yf86 w106 h78"><div class="t m0 xe h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls4">54%</span> </div></div><div class="c x1 yf87 w9f h1d"><div class="t m0 xa h19 y36 ff8 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 x12d yf87 w103 h1d"><div class="t m0 x2c h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">2164<span class="ls0"> </span></div></div><div class="c x22 yf87 w8 h1d"><div class="t m0 xcb h14 y36 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x164 yf87 waf h1d"><div class="t m0 x1c h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">1 526 </div></div><div class="c x165 yf87 w104 h1d"><div class="t m0 x9c h14 y36 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x166 yf87 w105 h1d"><div class="t m0 xcb h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">2 363 </div></div><div class="c x101 yf87 w106 h1d"><div class="t m0 x4 h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">7%<span class="ls0"> </span></div></div><div class="c x1 ydf w9f h80"><div class="t m0 xa h15 y25 ff7 fs9 fc2 sc0 ls0 ws0">Aktywa obrotowe ra<span class="_ _10"></span>z<span class="_ _0"></span>em </div></div><div class="c x12d ydf w103 h80"><div class="t m0 x98 h15 y25 ff7 fs9 fc2 sc0 ls0 ws0">188 234 </div></div><div class="c x22 ydf w8 h80"><div class="t m0 x43 hb1 y25 ff12 fs9 fc2 sc0 ls4 ws0">22%<span class="ls0"> </span></div></div><div class="c x164 ydf waf h80"><div class="t m0 x15 h15 y25 ff7 fs9 fc2 sc0 ls0 ws0">227 226 </div></div><div class="c x165 ydf w104 h80"><div class="t m0 x98 hb1 y25 ff12 fs9 fc2 sc0 ls4 ws0">27%<span class="ls0"> </span></div></div><div class="c x166 ydf w105 h80"><div class="t m0 xc h15 y25 ff7 fs9 fc2 sc0 ls0 ws0">338 339 </div></div><div class="c x101 ydf w106 h80"><div class="t m0 xe h15 y25 ff7 fs9 fc2 sc0 ls0 ws0">-<span class="ls4">17%</span> </div></div><div class="c x1 yf88 w9f h77"><div class="t m0 xa h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">AKTYWA RAZEM<span class="_ _1"></span> </div></div><div class="c x12d yf88 w103 h77"><div class="t m0 x98 h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">862 272 </div></div><div class="c x22 yf88 w8 h77"><div class="t m0 x14 hb1 y2a1 ff12 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x164 yf88 waf h77"><div class="t m0 x15 h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">848 767 </div></div><div class="c x165 yf88 w104 h77"><div class="t m0 xc hb1 y2a1 ff12 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x166 yf88 w105 h77"><div class="t m0 xc h15 y2a1 ff7 fs9 fc2 sc0 ls4 ws0">711 927<span class="ls0"> </span></div></div><div class="c x101 yf88 w106 h77"><div class="t m0 x4 h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">2% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yf89 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yf8a ff6 fs4 fc2 sc0 ls0 ws0">A<span class="ff8">ktywa <span class="_ _0"></span>trwałe <span class="_ _5"></span></span>na <span class="_ _0"></span>koniec <span class="_ _0"></span>2024 <span class="_ _5"></span>r. <span class="_ _5"></span><span class="ff8">stanowiły <span class="_ _0"></span></span><span class="ls6">78</span> <span class="_ _5"></span><span class="ff8">% <span class="_ _0"></span>sumy <span class="_ _0"></span>bi<span class="_ _0"></span>lansowej <span class="_ _0"></span>natomiast <span class="_ _0"></span>aktywa <span class="_ _5"></span>obrotowe <span class="_ _5"></span>stanowiły<span class="_ _0"></span></span> <span class="_ _0"></span><span class="ls6">22</span>% <span class="_ _5"></span>sumy <span class="_ _0"></span>bilansowej.<span class="ls37">  </span>Na <span class="_ _5"></span>koniec </div><div class="t m0 x1 h10 yf8b ff6 fs4 fc2 sc0 ls6 ws0">202<span class="ls0">3 <span class="ff8">roku <span class="_ _10"></span>aktywa trwałe <span class="_ _1"></span>stanowiły <span class="ff6 ls6">73</span>% <span class="_ _10"></span>sumy bilan<span class="_ _1"></span>sowej a <span class="_ _10"></span>majątek obrotowy <span class="ff6 ls6">27<span class="ls0">%, <span class="_ _1"></span>co <span class="_ _1"></span>oznacza, <span class="ff8">że <span class="_ _10"></span>aktywa trwałe <span class="_ _10"></span>wz<span class="_ _0"></span>rosły <span class="_ _1"></span>o <span class="ff6">5 <span class="_ _10"></span>p.p. a <span class="_ _1"></span>obrotowe </span></span></span></span></span></span></div><div class="t m0 x1 h10 yf8c ff8 fs4 fc2 sc0 ls0 ws0">spadły <span class="_ _5"></span>o <span class="_ _5"></span><span class="ff6 ls6">5 <span class="_ _6"></span><span class="ls0">p.p<span class="_ _1"></span>. <span class="_ _5"></span><span class="ff8">Wartościowo <span class="_ _6"></span>akt<span class="_ _1"></span>ywa <span class="_ _5"></span>trwałe <span class="_ _6"></span><span class="ff6">w <span class="_ _5"></span>pierwszym <span class="_ _5"></span>2024 <span class="_ _5"></span>r. <span class="_ _5"></span></span>wzrosły <span class="_ _5"></span>o <span class="_ _6"></span><span class="ff6">52 <span class="_ _0"></span>496 <span class="_ _6"></span></span>tys. <span class="_ _0"></span>zł<span class="_ _0"></span>., <span class="_ _5"></span>na <span class="_ _5"></span>wzrost <span class="_ _5"></span>wpłynęła <span class="_ _5"></span>głó<span class="_ _0"></span>wnie <span class="_ _5"></span>pozycja <span class="_ _5"></span>dotycząca </span></span></span></div><div class="t m0 x1 h10 yf8d ff8 fs4 fc2 sc0 ls0 ws0">prawa użytkowania aktywów<span class="ff6"> (nowe stacje paliw)<span class="lsf">, </span></span>nabycia środków trwałych<span class="ff6"> i inwestycje </span>w jednostki zależne.<span class="ff6"> </span></div><div class="t m0 x1 h10 y650 ff8 fs4 fc2 sc0 ls0 ws0">Główne <span class="_ _10"></span>z<span class="_ _0"></span>miany <span class="_ _10"></span>w obs<span class="_ _1"></span>zarze <span class="_ _1"></span>majątku <span class="_ _10"></span>obrotowego <span class="ff6 ls22">w <span class="_ _10"></span><span class="ls0">2024 roku <span class="_ _10"></span><span class="ff8">nastąpiły <span class="_ _10"></span>w p<span class="_ _1"></span>ozycji<span class="ff6"> <span class="_ _10"></span><span class="ff8">należności h<span class="_ _1"></span>andlowych, <span class="_ _10"></span>które sp<span class="_ _1"></span>adły <span class="_ _1"></span>o <span class="_ _10"></span><span class="ff6 ls6">53<span class="ff8 ls0">%, co <span class="_ _10"></span>wartościowo </span></span></span></span></span></span></span></div><div class="t m0 x1 h10 yf8e ff8 fs4 fc2 sc0 ls0 ws0">stanowi <span class="_ _1"></span>kwotę <span class="ff6">(-<span class="ls2c">) <span class="_ _10"></span><span class="ls6">39633<span class="ls0"> <span class="ff8">tys. <span class="_ _1"></span>zł<span class="ff6">. </span>Sp<span class="_ _1"></span>adek <span class="_ _1"></span>ten <span class="_ _1"></span>związany jes<span class="_ _1"></span>t z <span class="_ _10"></span>skrócen<span class="_ _0"></span>iem <span class="_ _1"></span>okresu <span class="_ _1"></span>oczekiwania n<span class="_ _1"></span>a n<span class="_ _1"></span>ależności, które <span class="_ _10"></span>w <span class="ff6">2024 roku <span class="_ _1"></span><span class="ff8">były re<span class="_ _1"></span>gulowane </span></span></span></span></span></span></span></div><div class="t m0 x1 h10 yd29 ff8 fs4 fc2 sc0 ls0 ws0">średnio <span class="ff6">po <span class="ls6">34</span> dniach, podczas gdy na koniec 2023 roku <span class="_ _0"></span>po 51 dnia<span class="_ _0"></span>ch. </span>Pozostałe aktywa finansowe wzrosły o<span class="_ _0"></span> <span class="ff6 ls6">626</span>%, co wartościowo stanowi </div><div class="t m0 x1 h10 yf8f ff8 fs4 fc2 sc0 ls0 ws0">kwotę <span class="_ _6"></span><span class="ff6">22 <span class="_ _5"></span>501 <span class="_ _5"></span></span>tys. <span class="_ _5"></span>zł. <span class="_ _6"></span>Aktywa <span class="_ _5"></span>finansowe <span class="_ _5"></span>obejmują <span class="_ _6"></span>głównie <span class="_ _5"></span>udzielone <span class="_ _5"></span>pożyczki, <span class="_ _6"></span>środki <span class="_ _5"></span>pieniężne <span class="_ _5"></span>o <span class="_ _5"></span>ograniczonym <span class="_ _6"></span>dostępie<span class="_ _1"></span> <span class="_ _5"></span>zabezpieczając<span class="_ _0"></span>e </div><div class="t m0 x1 h10 y2ba ff8 fs4 fc2 sc0 ls0 ws0">przyszłe transakcje <span class="_ _0"></span>hedgingowe <span class="_ _0"></span>oraz <span class="_ _0"></span>środki <span class="_ _0"></span>pieniężne o <span class="_ _0"></span>ograniczonym <span class="_ _0"></span>dostępie <span class="_ _0"></span>zabezpieczające <span class="_ _0"></span>transakcje obrotu <span class="_ _0"></span>gazem <span class="_ _0"></span>ziemnym.<span class="_ _5"></span><span class="ff6 ls52">  </span>Środki </div><div class="t m0 x1 h10 yf90 ff6 fs4 fc2 sc0 ls0 ws0">te <span class="_ _0"></span>s<span class="ff8">tanowią <span class="_ _5"></span>wymagany <span class="_ _5"></span>Depozyt <span class="_ _0"></span>Zabezpieczający <span class="_ _5"></span>pod <span class="_ _0"></span>realizowanie <span class="_ _5"></span>przez <span class="_ _0"></span>Spółkę <span class="_ _5"></span>za <span class="_ _5"></span>pośrednictwem <span class="_ _0"></span>Domu <span class="_ _5"></span>Maklerskiego <span class="_ _0"></span>BOŚ <span class="_ _5"></span>S.A. <span class="_ _0"></span>transakcji<span class="_ _5"></span></span> </div><div class="t m0 x1 h10 yf91 ff8 fs4 fc2 sc0 ls0 ws0">na rynkach prowadzonych przez Towarową Giełdę Energii S.A.<span class="ff6"> </span></div><div class="t m0 x1 h10 yf92 ff8 fs4 fc2 sc0 ls0 ws0">Stan środków pieniężnych i ich ekwiwalentów na koniec 2024<span class="ff6"> roku </span>był niższy o <span class="ff6 ls6">54</span>% względem k<span class="ls12">oń</span><span class="ff6">ca roku 2023. </span></div><div class="t m0 x1 h10 yf93 ff6 fs4 fc2 sc0 ls0 ws0"> </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 y3c w5 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">113<span class="ls0"> </span></div></div><div class="c x1 yf94 w107 h109"><div class="t m0 xa h14 yf95 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x89 yf94 w108 h109"><div class="t m0 x4b h15 yf95 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xd yf94 w8b h109"><div class="t m0 x4f h15 y877 ff5 fs9 fc2 sc0 ls0 ws0">Udział % w </div><div class="t m0 x10 h15 yf95 ff7 fs9 fc2 sc0 ls0 ws0">sumie </div><div class="t m0 x4f h15 y2ae ff7 fs9 fc2 sc0 ls0 ws0">bilansowej </div></div><div class="c x11c yf94 w109 h109"><div class="t m0 x50 h15 yf95 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x6f yf94 w31 h109"><div class="t m0 x4f h15 y877 ff5 fs9 fc2 sc0 ls0 ws0">Udział % w </div><div class="t m0 x16 h15 yf95 ff7 fs9 fc2 sc0 ls0 ws0">sumie </div><div class="t m0 x4f h15 y2ae ff7 fs9 fc2 sc0 ls0 ws0">bilansowej </div></div><div class="c x167 yf94 w10a h109"><div class="t m0 x107 h15 yf95 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x13b yf94 w10b h109"><div class="t m0 x56 hb1 yf96 ff12 fs9 fc2 sc0 ls0 ws0">Zmiana </div><div class="t m0 x131 hb1 yf97 ff12 fs9 fc2 sc0 ls0 ws0">2024/2023 </div></div><div class="c x1 yf98 w107 h23"><div class="t m0 xa h15 y36 ff5 fs9 fc5 sc0 ls0 ws0">Kapitał własny<span class="_ _1"></span><span class="ff7"> </span></div></div><div class="c x89 yf98 w108 h23"><div class="t m0 x159 h15 y36 ff7 fs9 fc5 sc0 ls0 ws0">  </div></div><div class="c xd yf98 w8b h23"><div class="t m0 x19 h15 y164 ff7 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="c x11c yf98 w109 h23"><div class="t m0 x1d h19 y164 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x6f yf98 w31 h23"><div class="t m0 x19 h19 y164 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x167 yf98 w10a h23"><div class="t m0 x2e h19 y164 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x13b yf98 w10b h23"><div class="t m0 x19 h19 y164 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yf99 w107 h23"><div class="t m0 xa h19 y36 ff8 fs9 fc2 sc0 ls0 ws0">Kapitał zakładowy<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c x89 yf99 w108 h23"><div class="t m0 x37 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">8 198 </div></div><div class="c xd yf99 w8b h23"><div class="t m0 x43 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x11c yf99 w109 h23"><div class="t m0 x2c h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">8 198 </div></div><div class="c x6f yf99 w31 h23"><div class="t m0 x43 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x167 yf99 w10a h23"><div class="t m0 x138 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">8 198 </div></div><div class="c x13b yf99 w10b h23"><div class="t m0 x125 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x1 ye48 w107 h23"><div class="t m0 xa h19 y36 ff8 fs9 fc2 sc0 ls0 ws0">Pozostałe kapitały<span class="ff6"> </span></div></div><div class="c x89 ye48 w108 h23"><div class="t m0 x98 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">324 337 </div></div><div class="c xd ye48 w8b h23"><div class="t m0 x14 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">38%<span class="ls0"> </span></div></div><div class="c x11c ye48 w109 h23"><div class="t m0 x9c h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">312 050 </div></div><div class="c x6f ye48 w31 h23"><div class="t m0 x14 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">37%<span class="ls0"> </span></div></div><div class="c x167 ye48 w10a h23"><div class="t m0 x5f h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">306 991 </div></div><div class="c x13b ye48 w10b h23"><div class="t m0 x125 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">4%<span class="ls0"> </span></div></div><div class="c x1 yf9a w107 h82"><div class="t m0 xa h19 y1aa ff8 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 x89 yf9a w108 h82"><div class="t m0 x55 h19 y1aa ff6 fs9 fc2 sc0 ls20 ws0">     <span class="ls0">(34 043) </span></div></div><div class="c xd yf9a w8b h82"><div class="t m0 x98 h14 y1aa ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">4%</span> </div></div><div class="c x11c yf9a w109 h82"><div class="t m0 x19 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">45 483 </div></div><div class="c x6f yf9a w31 h82"><div class="t m0 x43 h14 y1aa ffa fs9 fc2 sc0 ls4 ws0">5%<span class="ls0"> </span></div></div><div class="c x167 yf9a w10a h82"><div class="t m0 x5f h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">117 732 </div></div><div class="c x13b yf9a w10b h82"><div class="t m0 x16 h14 y1aa ffa fs9 fc2 sc0 ls0 ws0">-175% </div></div><div class="c x1 y687 w107 h82"><div class="t m0 xa h15 y1aa ff5 fs9 fc2 sc0 ls0 ws0">Kapitał własny raz<span class="_ _1"></span>em<span class="ff7"> </span></div></div><div class="c x89 y687 w108 h82"><div class="t m0 x98 h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">298 492 </div></div><div class="c xd y687 w8b h82"><div class="t m0 x14 hb1 y1aa ff12 fs9 fc2 sc0 ls4 ws0">35%<span class="ls0"> </span></div></div><div class="c x11c y687 w109 h82"><div class="t m0 x9c h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">365 731 </div></div><div class="c x6f y687 w31 h82"><div class="t m0 x14 hb1 y1aa ff12 fs9 fc2 sc0 ls4 ws0">43%<span class="ls0"> </span></div></div><div class="c x167 y687 w10a h82"><div class="t m0 x5f h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">432 921 </div></div><div class="c x13b y687 w10b h82"><div class="t m0 xc hb1 y1aa ff12 fs9 fc2 sc0 ls0 ws0">-<span class="ls4">18%</span> </div></div><div class="c x1 yf9b w107 h23"><div class="t m0 xa h15 y36 ff5 fs9 fc5 sc0 ls0 ws0">Zobowiązania dług<span class="_ _1"></span>oterminowe<span class="_ _1"></span><span class="ff7"> </span></div></div><div class="c x89 yf9b w108 h23"><div class="t m0 x159 h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c xd yf9b w8b h23"><div class="t m0 x43 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x11c yf9b w109 h23"><div class="t m0 x1d h14 y164 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x6f yf9b w31 h23"><div class="t m0 x43 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x167 yf9b w10a h23"><div class="t m0 x2e h14 y164 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x13b yf9b w10b h23"><div class="t m0 x19 h14 y164 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yf9c w107 h24"><div class="t m0 xa h19 y194 ff8 fs9 fc2 sc0 ls0 ws0">Zobowiązania z ty<span class="_ _1"></span>tułu kredy<span class="_ _1"></span>tów, pożyczek, l<span class="_ _1"></span>easingu </div><div class="t m0 xa h19 yb21 ff8 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 x89 yf9c w108 h24"><div class="t m0 x98 h19 yf49 ff6 fs9 fc2 sc0 ls0 ws0">161 889 </div></div><div class="c xd yf9c w8b h24"><div class="t m0 x14 h14 yf49 ffa fs9 fc2 sc0 ls4 ws0">19%<span class="ls0"> </span></div></div><div class="c x11c yf9c w109 h24"><div class="t m0 x9c h19 yf49 ff6 fs9 fc2 sc0 ls0 ws0">135 847 </div></div><div class="c x6f yf9c w31 h24"><div class="t m0 x14 h14 yf49 ffa fs9 fc2 sc0 ls4 ws0">16%<span class="ls0"> </span></div></div><div class="c x167 yf9c w10a h24"><div class="t m0 xfd h19 yf49 ff6 fs9 fc2 sc0 ls0 ws0">86 677 </div></div><div class="c x13b yf9c w10b h24"><div class="t m0 x14 h14 yf49 ffa fs9 fc2 sc0 ls4 ws0">19%<span class="ls0"> </span></div></div><div class="c x1 yf9d w107 h23"><div class="t m0 xa h19 y36 ff8 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 x89 yf9d w108 h23"><div class="t m0 xe h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">16 368 </div></div><div class="c xd yf9d w8b h23"><div class="t m0 x43 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">2%<span class="ls0"> </span></div></div><div class="c x11c yf9d w109 h23"><div class="t m0 x2c h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">6 088 </div></div><div class="c x6f yf9d w31 h23"><div class="t m0 x43 h14 y36 ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x167 yf9d w10a h23"><div class="t m0 x3a h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">92<span class="ls0"> </span></div></div><div class="c x13b yf9d w10b h23"><div class="t m0 x4d h14 y36 ffa fs9 fc2 sc0 ls4 ws0">169%<span class="ls0"> </span></div></div><div class="c x1 yf9e w107 h82"><div class="t m0 xa h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">Pochodne ins<span class="_ _1"></span>trumenty<span class="_ _1"></span> finansowe </div></div><div class="c x89 yf9e w108 h82"><div class="t m0 x38 h19 y197 ff6 fs9 fc2 sc0 ls4 ws0">173<span class="ls0"> </span></div></div><div class="c xd yf9e w8b h82"><div class="t m0 x43 h14 y197 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x11c yf9e w109 h82"><div class="t m0 x17 h19 y197 ff6 fs9 fc2 sc0 ls4 ws0">173<span class="ls0"> </span></div></div><div class="c x6f yf9e w31 h82"><div class="t m0 x43 h14 y197 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x167 yf9e w10a h82"><div class="t m0 xde h19 y197 ff6 fs9 fc2 sc0 ls0 ws0"> -  </div></div><div class="c x13b yf9e w10b h82"><div class="t m0 x125 h14 y197 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x1 y60a w107 h82"><div class="t m0 xa h15 y1aa ff5 fs9 fc2 sc0 ls0 ws0">Zobowiązania dług<span class="_ _1"></span>oterminowe ra<span class="_ _10"></span>z<span class="_ _0"></span>em<span class="ff7"> </span></div></div><div class="c x89 y60a w108 h82"><div class="t m0 x98 h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">178 430 </div></div><div class="c xd y60a w8b h82"><div class="t m0 x14 hb1 y1aa ff12 fs9 fc2 sc0 ls4 ws0">21%<span class="ls0"> </span></div></div><div class="c x11c y60a w109 h82"><div class="t m0 x9c h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">142 108 </div></div><div class="c x6f y60a w31 h82"><div class="t m0 x14 hb1 y1aa ff12 fs9 fc2 sc0 ls4 ws0">17%<span class="ls0"> </span></div></div><div class="c x167 y60a w10a h82"><div class="t m0 xfd h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">86 769 </div></div><div class="c x13b y60a w10b h82"><div class="t m0 x14 hb1 y1aa ff12 fs9 fc2 sc0 ls4 ws0">26%<span class="ls0"> </span></div></div><div class="c x1 yf9f w107 h23"><div class="t m0 xa h15 y956 ff5 fs9 fc5 sc0 ls0 ws0">Zobowiązania krót<span class="_ _1"></span>koterminowe<span class="_ _1"></span><span class="ff7"> </span></div></div><div class="c x89 yf9f w108 h23"><div class="t m0 x159 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c xd yf9f w8b h23"><div class="t m0 x19 h14 y956 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x11c yf9f w109 h23"><div class="t m0 x1d h14 y956 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x6f yf9f w31 h23"><div class="t m0 x19 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x167 yf9f w10a h23"><div class="t m0 x2e h19 y956 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x13b yf9f w10b h23"><div class="t m0 x19 h14 y956 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yfa0 w107 h23"><div class="t m0 xa h19 y956 ff8 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 x89 yfa0 w108 h23"><div class="t m0 xe h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">99 824 </div></div><div class="c xd yfa0 w8b h23"><div class="t m0 x14 h14 y956 ffa fs9 fc2 sc0 ls4 ws0">12%<span class="ls0"> </span></div></div><div class="c x11c yfa0 w109 h23"><div class="t m0 x19 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">45 595 </div></div><div class="c x6f yfa0 w31 h23"><div class="t m0 x43 h14 y956 ffa fs9 fc2 sc0 ls4 ws0">5%<span class="ls0"> </span></div></div><div class="c x167 yfa0 w10a h23"><div class="t m0 xfd h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">52 695 </div></div><div class="c x13b yfa0 w10b h23"><div class="t m0 x4d h14 y956 ffa fs9 fc2 sc0 ls4 ws0">119%<span class="ls0"> </span></div></div><div class="c x1 y3d6 w107 h25"><div class="t m0 xa h19 yfa1 ff8 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 h19 yfa2 ff6 fs9 fc2 sc0 ls0 ws0">oraz innych <span class="ff8">i<span class="_ _1"></span>nstrumentów dłużnych<span class="ff6"> </span></span></div></div><div class="c x89 y3d6 w108 h25"><div class="t m0 xe h19 yfa3 ff6 fs9 fc2 sc0 ls0 ws0">89 068 </div></div><div class="c xd y3d6 w8b h25"><div class="t m0 x14 h14 yfa3 ffa fs9 fc2 sc0 ls4 ws0">10%<span class="ls0"> </span></div></div><div class="c x11c y3d6 w109 h25"><div class="t m0 x19 h19 yfa3 ff6 fs9 fc2 sc0 ls0 ws0">83 476 </div></div><div class="c x6f y3d6 w31 h25"><div class="t m0 x14 h14 yfa3 ffa fs9 fc2 sc0 ls4 ws0">10%<span class="ls0"> </span></div></div><div class="c x167 y3d6 w10a h25"><div class="t m0 x138 h19 yfa3 ff6 fs9 fc2 sc0 ls0 ws0">8 869 </div></div><div class="c x13b y3d6 w10b h25"><div class="t m0 x125 h14 yfa3 ffa fs9 fc2 sc0 ls4 ws0">7%<span class="ls0"> </span></div></div><div class="c x1 yfa4 w107 h23"><div class="t m0 xa h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">Pochodne ins<span class="_ _1"></span>trumenty<span class="_ _1"></span> finansowe </div></div><div class="c x89 yfa4 w108 h23"><div class="t m0 x37 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">2 640 </div></div><div class="c xd yfa4 w8b h23"><div class="t m0 x43 h14 y956 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x11c yfa4 w109 h23"><div class="t m0 x17 h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">470<span class="ls0"> </span></div></div><div class="c x6f yfa4 w31 h23"><div class="t m0 x43 h14 y956 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x167 yfa4 w10a h23"><div class="t m0 xfd h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">13 268 </div></div><div class="c x13b yfa4 w10b h23"><div class="t m0 x4d h14 y956 ffa fs9 fc2 sc0 ls4 ws0">462%<span class="ls0"> </span></div></div><div class="c x1 yfa5 w107 h23"><div class="t m0 xa h19 y956 ff8 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 x89 yfa5 w108 h23"><div class="t m0 x38 h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">417<span class="ls0"> </span></div></div><div class="c xd yfa5 w8b h23"><div class="t m0 x43 h14 y956 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x11c yfa5 w109 h23"><div class="t m0 x17 h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">535<span class="ls0"> </span></div></div><div class="c x6f yfa5 w31 h23"><div class="t m0 x43 h14 y956 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x167 yfa5 w10a h23"><div class="t m0 x5 h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">746<span class="ls0"> </span></div></div><div class="c x13b yfa5 w10b h23"><div class="t m0 xc h14 y956 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">22%</span> </div></div><div class="c x1 y171 w107 h23"><div class="t m0 xa h19 y956 ff8 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 x89 y171 w108 h23"><div class="t m0 xfd h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">4449<span class="ls0"> </span></div></div><div class="c xd y171 w8b h23"><div class="t m0 x43 h14 y956 ffa fs9 fc2 sc0 ls4 ws0">1%<span class="ls0"> </span></div></div><div class="c x11c y171 w109 h23"><div class="t m0 x1c h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">3546<span class="ls0"> </span></div></div><div class="c x6f y171 w31 h23"><div class="t m0 x43 h14 y956 ffa fs9 fc2 sc0 ls4 ws0">0%<span class="ls0"> </span></div></div><div class="c x167 y171 w10a h23"><div class="t m0 x5 h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">342<span class="ls0"> </span></div></div><div class="c x13b y171 w10b h23"><div class="t m0 x14 h14 y956 ffa fs9 fc2 sc0 ls4 ws0">25%<span class="ls0"> </span></div></div><div class="c x1 y140 w107 h50"><div class="t m0 xa h19 y551 ff8 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 x89 y140 w108 h50"><div class="t m0 x55 h19 y2ad ff6 fs9 fc2 sc0 ls20 ws0">             <span class="ls4">188 </span></div><div class="t m0 x38 h19 y2a8 ff6 fs9 fc2 sc0 ls4 ws0">952 <span class="ls0"> </span></div></div><div class="c xd y140 w8b h50"><div class="t m0 x14 h14 y551 ffa fs9 fc2 sc0 ls4 ws0">22%<span class="ls0"> </span></div></div><div class="c x11c y140 w109 h50"><div class="t m0 x1d h19 y2ad ff6 fs9 fc2 sc0 ls20 ws0">               </div><div class="t m0 x125 h19 y2a8 ff6 fs9 fc2 sc0 ls0 ws0">207 306  </div></div><div class="c x6f y140 w31 h50"><div class="t m0 x14 h14 y551 ffa fs9 fc2 sc0 ls4 ws0">24%<span class="ls0"> </span></div></div><div class="c x167 y140 w10a h50"><div class="t m0 x5f h19 y551 ff6 fs9 fc2 sc0 ls0 ws0">116 317 </div></div><div class="c x13b y140 w10b h50"><div class="t m0 x98 h14 y551 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">9%</span> </div></div><div class="c x1 yfa6 w107 h83"><div class="t m0 xa h15 y1aa ff5 fs9 fc2 sc0 ls0 ws0">Zobowiązania krót<span class="_ _1"></span>koterminowe ra<span class="_ _10"></span>z<span class="_ _0"></span>em<span class="ff7"> </span></div></div><div class="c x89 yfa6 w108 h83"><div class="t m0 x98 h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">385 350 </div></div><div class="c xd yfa6 w8b h83"><div class="t m0 x14 hb1 y1aa ff12 fs9 fc2 sc0 ls4 ws0">45%<span class="ls0"> </span></div></div><div class="c x11c yfa6 w109 h83"><div class="t m0 x9c h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">340 928 </div></div><div class="c x6f yfa6 w31 h83"><div class="t m0 x14 hb1 y1aa ff12 fs9 fc2 sc0 ls4 ws0">40%<span class="ls0"> </span></div></div><div class="c x167 yfa6 w10a h83"><div class="t m0 x5f h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">192 237 </div></div><div class="c x13b yfa6 w10b h83"><div class="t m0 x14 hb1 y1aa ff12 fs9 fc2 sc0 ls4 ws0">13%<span class="ls0"> </span></div></div><div class="c x1 yfa7 w107 h82"><div class="t m0 xa h15 y1aa ff5 fs9 fc2 sc0 ls0 ws0">Zobowiązania raze<span class="_ _1"></span>m<span class="ff7"> </span></div></div><div class="c x89 yfa7 w108 h82"><div class="t m0 x98 h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">563 780 </div></div><div class="c xd yfa7 w8b h82"><div class="t m0 x14 hb1 y1aa ff12 fs9 fc2 sc0 ls4 ws0">65%<span class="ls0"> </span></div></div><div class="c x11c yfa7 w109 h82"><div class="t m0 x9c h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">483 036 </div></div><div class="c x6f yfa7 w31 h82"><div class="t m0 x14 hb1 y1aa ff12 fs9 fc2 sc0 ls4 ws0">57%<span class="ls0"> </span></div></div><div class="c x167 yfa7 w10a h82"><div class="t m0 x5f h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">279 006 </div></div><div class="c x13b yfa7 w10b h82"><div class="t m0 x14 hb1 y1aa ff12 fs9 fc2 sc0 ls4 ws0">17%<span class="ls0"> </span></div></div><div class="c x1 yfa8 w107 h82"><div class="t m0 xa h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">PASYWA RAZEM </div></div><div class="c x89 yfa8 w108 h82"><div class="t m0 x98 h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">862 272 </div></div><div class="c xd yfa8 w8b h82"><div class="t m0 x11e hb1 y1aa ff12 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x11c yfa8 w109 h82"><div class="t m0 x9c h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">848 767 </div></div><div class="c x6f yfa8 w31 h82"><div class="t m0 x11e hb1 y1aa ff12 fs9 fc2 sc0 ls4 ws0">100%<span class="ls0"> </span></div></div><div class="c x167 yfa8 w10a h82"><div class="t m0 x5f h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">711 927 </div></div><div class="c x13b yfa8 w10b h82"><div class="t m0 x125 hb1 y1aa ff12 fs9 fc2 sc0 ls4 ws0">2%<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yfa9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yf82 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>analizow<span class="_ _0"></span>anym <span class="_ _0"></span>okresie <span class="_ _0"></span>struktura <span class="_ _5"></span>finansowania <span class="_ _5"></span>Emitenta <span class="_ _0"></span>uległa <span class="_ _5"></span>istotnej <span class="_ _0"></span>zmianie <span class="_ _6"></span>–<span class="ff6"> <span class="_ _0"></span></span>udział <span class="_ _5"></span>kapitału <span class="_ _5"></span>własnego <span class="_ _5"></span>spadł <span class="_ _0"></span>z <span class="_ _5"></span>43% <span class="_ _5"></span>do <span class="_ _5"></span>35%, <span class="_ _0"></span>a <span class="_ _5"></span>udział </div><div class="t m0 x1 h10 yfaa ff8 fs4 fc2 sc0 ls0 ws0">zobowiązań  wzrósł <span class="_ _12"> </span>z  57% <span class="_ _12"> </span>do  65%. <span class="_ _12"> </span>Kluczowe  znaczenie <span class="_ _12"> </span>miały  w <span class="_ _12"> </span>tym  ko<span class="_ _0"></span>ntekście: <span class="_ _12"> </span>pogorszenie  wyniku <span class="_ _12"> </span>fi<span class="_ _0"></span>nansowego, <span class="_ _12"> </span>wzro<span class="_ _0"></span>st <span class="_ _12"> </span>zadłużenia </div><div class="t m0 x1 h10 yfab ff8 fs4 fc2 sc0 ls0 ws0">długoterminowego oraz większe wykorzystanie kre<span class="_ _1"></span>dytów krótkoterminowych.<span class="ff6"> </span></div><div class="t m0 x1 h10 y8a0 ff8 fs4 fc2 sc0 ls0 ws0">W 2024 ro<span class="_ _0"></span>ku suma bila<span class="_ _0"></span>nsowa Emitenta wyn<span class="_ _0"></span>iosła 862 <span class="_ _0"></span>272 <span class="_ _0"></span>tys. zł<span class="_ _0"></span><span class="ff6"> </span>i b<span class="_ _0"></span>yła z<span class="_ _0"></span>bliżona do poziomu <span class="_ _0"></span>z roku <span class="_ _0"></span>poprzedniego <span class="_ _0"></span>wykazując <span class="_ _0"></span><span class="ff6">niewielki <span class="_ _0"></span>wzrost </span></div><div class="t m0 x1 h10 yfac ff8 fs4 fc2 sc0 ls0 ws0">o <span class="_ _6"></span>2%. <span class="_ _5"></span>Pomimo <span class="_ _6"></span>stabilnej <span class="_ _5"></span>wielkości <span class="_ _6"></span><span class="ff6">sumy <span class="_ _6"></span>bilansowej</span>, <span class="_ _6"></span>nastąpi<span class="_ _1"></span>ły <span class="_ _6"></span>istotne <span class="_ _5"></span>przesunięcia <span class="_ _6"></span>w <span class="_ _6"></span>stru<span class="_ _1"></span>kturze <span class="_ _5"></span>ź<span class="_ _0"></span>ródeł <span class="_ _6"></span>finansowania, <span class="_ _5"></span>przede <span class="_ _6"></span>wszystkim <span class="_ _6"></span>w </div><div class="t m0 x1 h10 yfad ff8 fs4 fc2 sc0 ls0 ws0">wyniku pogorszenia wyniku finansowego oraz zwiększenia p<span class="_ _1"></span>oziomu zadłużenia.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 yfae ff8 fs4 fc2 sc0 ls0 ws0">Kapitał własny Spółki uległ znaczn<span class="_ _1"></span>emu obniżeniu –<span class="ff6"> z 365 731 </span>tys. zł<span class="ff6"> w 2023 roku do<span class="_ _1"></span> 298 492 <span class="ff8">tys. zł</span> na konie<span class="_ _1"></span>c 2024 roku, co oznacza s<span class="_ _1"></span>padek o </span></div><div class="t m0 x1 h10 yfaf ff6 fs4 fc2 sc0 ls0 ws0">67 239 <span class="_ _0"></span><span class="ff8">tys. zł, tj. <span class="_ _0"></span>18%. Kluczowym czynnikiem tego spadku był <span class="_ _0"></span>ujemny wynik finansowy roku <span class="_ _0"></span>2024, który <span class="_ _0"></span>znacząco obciążył pozycję „wynik z </span></div><div class="t m0 x1 h10 yfb0 ff8 fs4 fc2 sc0 ls0 ws0">lat ubiegłych i wynik roku bieżącego”, wykazaną stratą <span class="ff6">na poziomie (-<span class="ls2c">) <span class="ls6">34 043 </span></span></span>tys. zł<span class="ff6"> (wobec +45 483 </span>tys. zł<span class="ff6"> </span>rok wcześniej).<span class="ff6"> </span></div><div class="t m0 x1 h10 yfb1 ff8 fs4 fc2 sc0 ls0 ws0">Jednocześnie <span class="_ _13"> </span>o<span class="_ _0"></span>dnotowano <span class="_ _23"> </span>wyraźny <span class="_ _23"> </span>wzrost <span class="_ _23"> </span>zobowiązań, <span class="_ _23"> </span>zwłaszcza <span class="_ _23"> </span>w <span class="_ _23"> </span>obszarze <span class="_ _23"> </span>finansowania <span class="_ _23"> </span>dłużnego. <span class="_ _13"> </span>Łąc<span class="_ _0"></span>zna <span class="_ _23"> </span>wartość <span class="_ _23"> </span>zobowiązań </div><div class="t m0 x1 h10 yfb2 ff8 fs4 fc2 sc0 ls0 ws0">długoterminowych <span class="_ _10"></span>zwiększyła <span class="_ _10"></span>się o <span class="_ _9"></span>36 322 <span class="_ _10"></span>tys. <span class="_ _10"></span>z<span class="_ _0"></span>ł, <span class="_ _10"></span>osiągając <span class="_ _1"></span>poziom <span class="_ _10"></span>178 <span class="_ _1"></span>430 <span class="_ _10"></span>tys. <span class="_ _1"></span>zł <span class="_ _10"></span>(wzrost <span class="_ _1"></span>o <span class="_ _10"></span>26% <span class="_ _1"></span>r/r), <span class="_ _10"></span>głównie <span class="_ _10"></span>za <span class="_ _1"></span>sprawą <span class="_ _10"></span>wyższych <span class="_ _1"></span>zobowiązań </div><div class="t m0 x1 h10 yf8a ff8 fs4 fc2 sc0 ls0 ws0">z <span class="_ _5"></span>tytułu <span class="_ _6"></span>kredytów, <span class="_ _5"></span>pożyczek <span class="_ _5"></span>i <span class="_ _5"></span>leasingu, <span class="_ _6"></span>które <span class="_ _5"></span>wzrosły <span class="_ _5"></span>o <span class="_ _6"></span>26<span class="ff6"> <span class="ls6">042 <span class="_ _6"></span></span></span>tys<span class="_ _1"></span>. <span class="_ _5"></span>z<span class="_ _0"></span>ł<span class="ff6">. <span class="_ _5"></span>W <span class="_ _6"></span>tej <span class="_ _0"></span>grupie <span class="_ _5"></span>istot<span class="_ _0"></span>ny <span class="_ _5"></span>wz<span class="_ _0"></span>rost <span class="_ _5"></span></span>–<span class="ff6"> <span class="_ _6"></span></span>aż <span class="_ _5"></span>o <span class="_ _6"></span>10<span class="ff6"> <span class="ls6">280 <span class="_ _5"></span></span></span>tys. <span class="_ _5"></span>zł<span class="ff6"> <span class="_ _6"></span></span>–<span class="ff6"> <span class="_ _5"></span></span>dotyczył <span class="_ _5"></span>również </div><div class="t m0 x1 h10 y11e ff8 fs4 fc2 sc0 ls0 ws0">zobowiązań z tytułu świadczeń pracowniczych.<span class="ff6"> </span></div><div class="t m0 x1 h10 y3ec ff8 fs4 fc2 sc0 ls0 ws0">W zobow<span class="_ _0"></span>iązaniach krótkoterminowych <span class="_ _0"></span><span class="ff6">prawie dwukrotn<span class="ls7">ie</span> <span class="_ _0"></span>wzros</span>ła <span class="_ _0"></span>wartość<span class="ff6"> kredytu <span class="_ _0"></span></span>w rach<span class="_ _0"></span>unku bi<span class="_ _0"></span>eżącym <span class="_ _0"></span>–<span class="ff6"> z 45 <span class="_ _0"></span>595 <span class="_ _0"></span></span>tys. z<span class="_ _0"></span>ł<span class="ff6"> w <span class="_ _0"></span>2023 <span class="_ _0"></span>roku do<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y48e ff6 fs4 fc2 sc0 ls6 ws0">99 824 <span class="ff8 ls0">tys. zł<span class="ff6"> w 2024 roku.  </span>Z drugiej strony, zobowiązania z tytułu dostaw i usług uległy zmniejszeniu o <span class="ff6">(-) 18 </span></span>354 <span class="ff8 ls0">tys. zł<span class="_ _0"></span><span class="ff6">.  </span></span></div><div class="t m0 x1 h10 yfb3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 yfb4 ff7 fs5 fc5 sc0 ls11 ws0">8.5.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">ANALIZA WSKAŹNIKOWO<span class="ff7">-</span>PORÓWNAWCZA <span class="_ _0"></span><span class="ff7">EMITENTA </span></span></span></div><div class="t m0 x1 h10 yfb5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yea ff8 fs4 fc2 sc0 ls0 ws0">Przedstawiona <span class="_ _1"></span>poniżej ocen<span class="_ _1"></span>a wskaźnikowa Spółki<span class="ff6"> <span class="_ _10"></span><span class="ff8">zo<span class="_ _0"></span>stała przep<span class="_ _1"></span>rowadzona n<span class="_ _1"></span>a podstawie <span class="_ _10"></span><span class="ff6">j<span class="_ _0"></span>ednostkowego sprawozdania <span class="_ _1"></span>finansowego za <span class="_ _1"></span>2024 </span></span></span></div><div class="t m0 x1 h22 yfb6 ff6 fs4 fc2 sc0 ls0 ws0">rok <span class="ff8">oraz okresu porównawczego. <span class="ff7"> </span></span></div><div class="t m0 x1 h22 yebc ff5 fs4 fc2 sc0 ls0 ws0">Płynność finansowa<span class="ff7"> </span></div><div class="t m0 x1 h10 yfb7 ff8 fs4 fc2 sc0 ls0 ws0">Do oceny płynności finansowej wykorzystano następujące wskaźniki:<span class="ff6"> </span></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 y3c w5 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">114<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h4b y69 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5 fc5">Wskaźnik <span class="_ _6"></span>bieżącej <span class="_ _5"></span>płynności <span class="_ _6"></span>–<span class="ff7"> <span class="_ _6"></span></span>stosunek <span class="_ _5"></span>majątku <span class="_ _6"></span>obrotowego <span class="_ _5"></span>do <span class="_ _6"></span>zobowiązań <span class="_ _5"></span>krótkoterminowych.<span class="_ _0"></span></span><span class="ff7"> <span class="_ _6"></span><span class="ff8">Wskaźnik <span class="_ _5"></span>wyz<span class="_ _0"></span>naczający <span class="_ _6"></span>zdoln<span class="_ _1"></span>ość </span></span></span></div><div class="t m0 x58 h10 y28d ff8 fs4 fc2 sc0 ls0 ws0">Spółki<span class="ff6">  </span>do <span class="_ _14"> </span>spłaty <span class="_ _14"> </span>jej  bieżących <span class="_ _14"> </span>zobowiązań <span class="_ _14"> </span>krótkoterminowych  w <span class="_ _14"> </span>średnim  okresie, <span class="_ _14"> </span>to <span class="_ _14"> </span>jest  po <span class="_ _14"> </span>upłynnieniu  posiadanych <span class="_ _14"> </span>zapasów, </div><div class="t m0 x58 h10 y28e ff8 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 x1 h4b y35c ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5 fc5">Wskaźnik <span class="_ _0"></span>płynności <span class="_ _0"></span>szybki <span class="_ _5"></span>–<span class="ff7"> <span class="_ _0"></span>sto<span class="_ _0"></span>sunek <span class="_ _0"></span></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="_ _5"></span>zobowiązań <span class="_ _0"></span>krótkoterminowych.</span><span class="ff7"> <span class="_ _5"></span><span class="ff8">Wskaźnik </span></span></span></div><div class="t m0 x58 h10 y35d ff8 fs4 fc2 sc0 ls0 ws0">wyznaczający <span class="_ _14"> </span>zdolność <span class="_ _14"> </span>Spółki<span class="ff6">  </span>do <span class="_ _14"> </span>spłaty <span class="_ _14"> </span>jej  bieżących <span class="_ _14"> </span>zobowiązań  krótkoterminowych <span class="_ _14"> </span>w <span class="_ _14"> </span>krótkim  okresie, <span class="_ _14"> </span>to <span class="_ _14"> </span>jest  po <span class="_ _14"> </span>upłynnieniu </div><div class="t m0 x58 h10 y3a0 ff8 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="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 h4b y50f ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5 fc5">Wskaźnik <span class="_ _12"> </span>płynności <span class="_ _7"> </span>gotówką  –<span class="_ _1"></span><span class="ff7"> <span class="_ _12"> </span><span class="ff5">stosunek <span class="_ _12"> </span>stanu <span class="_ _12"> </span>środków <span class="_ _7"> </span>pieniężnych <span class="_ _12"> </span>do <span class="_ _12"> </span>zobowiązań <span class="_ _7"> </span>krótkoter<span class="_ _0"></span>minowych</span><span class="fc2 ls6">. <span class="_ _12"> </span><span class="ff8 ls0">Wskaźnik <span class="_ _12"> </span>wyznaczający </span></span></span></span></span></div><div class="t m0 x58 h10 y510 ff8 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 x58 h10 y511 ff8 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 x58 h10 y512 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yfb8 w10c h82"><div class="t m0 xa h15 y197 ff5 fs9 fc2 sc0 ls0 ws0">WSKAŹNIKI PŁYN<span class="_ _1"></span>NOSCI FINAN<span class="_ _1"></span>SOWEJ<span class="ff7"> </span></div></div><div class="c x109 yfb8 w3e h82"><div class="t m0 x107 h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x149 yfb8 w10d h82"><div class="t m0 x98 h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x168 yfb8 w10e h82"><div class="t m0 x4d h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x169 yfb8 w10f h82"><div class="t m0 x2 hb1 y197 ff12 fs9 fc2 sc0 ls0 ws0">Zmiana 2024/2023<span class="_ _1"></span> </div></div><div class="c x1 yfb9 w10c h23"><div class="t m0 xa h10 y25 ff8 fs4 fc2 sc0 ls0 ws0">Wskaźnik płynności bieżącej<span class="ff6"> </span></div></div><div class="c x109 yfb9 w3e h23"><div class="t m0 x37 h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">0,5 </div></div><div class="c x149 yfb9 w10d h23"><div class="t m0 x38 h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">0,7 </div></div><div class="c x168 yfb9 w10e h23"><div class="t m0 x2c h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">1,8 </div></div><div class="c x169 yfb9 w10f h23"><div class="t m0 xa h2b y25 ffa fs4 fc2 sc0 ls1d ws0">                        <span class="ls0">(0,21) </span></div></div><div class="c x1 yfba w10c h23"><div class="t m0 xa h10 y25 ff8 fs4 fc2 sc0 ls0 ws0">Wskaźnik płynności szybkiej<span class="ff6"> </span></div></div><div class="c x109 yfba w3e h23"><div class="t m0 x37 h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">0,4 </div></div><div class="c x149 yfba w10d h23"><div class="t m0 x38 h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">0,6 </div></div><div class="c x168 yfba w10e h23"><div class="t m0 x2c h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">1,7 </div></div><div class="c x169 yfba w10f h23"><div class="t m0 xa h2b y25 ffa fs4 fc2 sc0 ls1d ws0">                        <span class="ls0">(0,19) </span></div></div><div class="c x1 yfbb w10c h82"><div class="t m0 xa h10 y956 ff8 fs4 fc2 sc0 ls0 ws0">Wskaźnik płynności natychmiastowej<span class="ff6"> </span></div></div><div class="c x109 yfbb w3e h82"><div class="t m0 x37 h10 y956 ff6 fs4 fc2 sc0 ls6 ws0">0,<span class="ls0">0 </span></div></div><div class="c x149 yfbb w10d h82"><div class="t m0 x38 h10 y956 ff6 fs4 fc2 sc0 ls0 ws0">0,1 </div></div><div class="c x168 yfbb w10e h82"><div class="t m0 x2c h10 y956 ff6 fs4 fc2 sc0 ls0 ws0">0,4 </div></div><div class="c x169 yfbb w10f h82"><div class="t m0 xa h10 y956 ff6 fs4 fc2 sc0 ls1d ws0">                        <span class="ls0">(0,01) </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y9dd ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yfbc ff8 fs4 fc2 sc0 ls0 ws0">Wskaźnik <span class="_ _5"></span>płynności <span class="_ _5"></span>bieżącej <span class="_ _6"></span>na <span class="_ _5"></span>koniec <span class="_ _5"></span>2024 <span class="_ _6"></span>roku <span class="_ _5"></span>wyniósł <span class="_ _5"></span>0,5 <span class="_ _6"></span>i <span class="_ _6"></span>jes<span class="_ _1"></span>t <span class="_ _5"></span>o <span class="_ _6"></span>0,2 <span class="_ _5"></span>p.p. <span class="_ _5"></span>niższy <span class="_ _6"></span>niż <span class="_ _5"></span>wyliczony <span class="_ _5"></span>na <span class="_ _6"></span>konie<span class="_ _1"></span>c <span class="_ _5"></span>ro<span class="_ _0"></span>ku <span class="_ _5"></span>2023. <span class="_ _6"></span>Spade<span class="_ _1"></span>k <span class="_ _5"></span>o <span class="_ _6"></span>0,2 <span class="_ _5"></span>p.p. </div><div class="t m0 x1 h10 yfbd ff8 fs4 fc2 sc0 ls0 ws0">odnotował <span class="_ _6"></span>r<span class="_ _1"></span>ównież <span class="_ _5"></span>wskaźnik <span class="_ _6"></span>płynności <span class="_ _5"></span>szybkiej <span class="_ _5"></span>osiągając <span class="_ _6"></span>poziom <span class="_ _5"></span>0,4 <span class="_ _6"></span>na <span class="_ _5"></span>koniec <span class="_ _5"></span>drugiego <span class="_ _6"></span>kwartału <span class="_ _5"></span>2024. <span class="_ _6"></span>Wskaźnik <span class="_ _5"></span>płynności <span class="_ _5"></span>gotów<span class="_ _5"></span><span class="ff6">kowej </span></div><div class="t m0 x1 h10 y9fe ff8 fs4 fc2 sc0 ls0 ws0">wyniósł 0,<span class="ff6">0 p.p. na koniec 2024, na koniec 2023 roku 0,1 p.p.  </span></div><div class="t m0 x1 h10 y9ff ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 ya00 ff5 fs4 fc2 sc0 ls0 ws0">Rentowność<span class="ff7"> </span></div><div class="t m0 x1 h10 yfbe ff8 fs4 fc2 sc0 ls0 ws0">Analiza <span class="_ _12"> </span>rentowności <span class="_ _12"> </span>przedstawiona  została <span class="_ _12"> </span>w <span class="_ _12"> </span>oparciu <span class="_ _12"> </span>o  gru<span class="_ _1"></span>pę <span class="_ _12"> </span>wskaźników  p<span class="_ _1"></span>ozwalającą <span class="_ _12"> </span>ocenić <span class="_ _12"> </span>efektywność <span class="_ _12"> </span>działalności  sprzedażow<span class="_ _5"></span><span class="ff6">ej </span></div><div class="t m0 x1 h10 y174 ff6 fs4 fc2 sc0 ls0 ws0">Emitenta <span class="ff8">i wpływ poszczególnych grup kosztów na jej wynik finansowy:</span> </div><div class="t m0 x1 h4b yfbf ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5 fc5">Stopa <span class="_ _7"> </span>zy<span class="_ _0"></span>sku <span class="_ _7"> </span>ze<span class="_ _0"></span> <span class="_ _12"> </span>sprzedaży</span><span class="ff7"> <span class="_ _12"> </span>- <span class="_ _7"> </span><span class="ff8">rentowność <span class="_ _12"> </span>sprzedaży <span class="_ _7"></span>wyznacza <span class="_ _12"> </span>efektywność <span class="_ _7"></span>prowadzonych <span class="_ _12"> </span>działań <span class="_ _7"> </span>sprzedażowych, <span class="_ _12"> </span>czyli <span class="_ _7"> </span>pozwala <span class="_ _12"> </span>ona </span></span></span></div><div class="t m0 x58 h10 yfc0 ff8 fs4 fc2 sc0 ls0 ws0">określić <span class="_ _5"></span>cz<span class="_ _0"></span>ęść <span class="_ _6"></span>przychodów <span class="_ _5"></span>pozo<span class="_ _0"></span>stającą <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _6"></span>spółce <span class="_ _5"></span>na <span class="_ _6"></span>pokrycie <span class="_ _5"></span>ko<span class="_ _0"></span>sztów <span class="_ _6"></span>jej <span class="_ _5"></span>funkcjonowania <span class="_ _7"> </span>–<span class="ff6"> <span class="_ _6"></span></span>po <span class="_ _6"></span>uwzględn<span class="_ _1"></span>ieniu <span class="_ _6"></span>kosztów <span class="_ _6"></span>bezpośre<span class="_ _1"></span>dnich </div><div class="t m0 x58 h10 y334 ff8 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 x1 h4b yfc1 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5 fc5">Rentowność <span class="_ _10"></span>brutto<span class="ff7 fc2"> <span class="_ _1"></span>- <span class="_ _10"></span><span class="ff8">wyznacza <span class="_ _1"></span>efekt<span class="_ _1"></span>ywność <span class="_ _10"></span>prowadzonej <span class="_ _1"></span>przez <span class="_ _10"></span>Spół<span class="_ _0"></span>kę<span class="ff6"> <span class="_ _10"></span><span class="ff8">działalności, <span class="_ _10"></span>czyli <span class="_ _10"></span>poz<span class="_ _0"></span>wala <span class="_ _10"></span>ocenić <span class="_ _10"></span>część <span class="_ _10"></span>przychodów <span class="_ _1"></span>pozostając<span class="ff6">ych </span></span></span></span></span></span></span></div><div class="t m0 x58 h10 yfc2 ff6 fs4 fc2 sc0 lse ws0">w <span class="ff8 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 x58 h10 yfc3 ff8 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="_ _5"></span>lność </div><div class="t m0 x58 h10 yfc4 ff6 fs4 fc2 sc0 ls0 ws0">o<span class="ff8">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 x1 h4b yfc5 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5 fc5">Rentowność <span class="_ _14"> </span>netto</span><span class="ff7">  - <span class="_ _14"> </span><span class="ff8">wyznacza <span class="_ _14"> </span>procent  przychodów <span class="_ _13"> </span>Spółki<span class="ff6">  </span>sta<span class="_ _0"></span>nowiący <span class="_ _14"> </span>jej  wynik <span class="_ _14"> </span>netto,  cz<span class="_ _0"></span>yli  po <span class="_ _14"> </span>pokryciu <span class="_ _14"> </span>wszystkich  kosztów <span class="_ _14"> </span>jej </span></span></span></div><div class="t m0 x58 h10 yfc6 ff8 fs4 fc2 sc0 ls0 ws0">działalności: sprzedaży, operacyjnych, finansowych oraz opłaceniu podatków.<span class="ff6"> </span></div><div class="t m0 x1 h4b yfc7 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff7 fc5">ROE </span><span class="ff8">–<span class="ff6"> </span>rentowność kapitału własnego: stosune<span class="_ _1"></span>k zysku netto do średniego stan<span class="_ _1"></span>u kapitałów własnych w ciągu<span class="_ _1"></span> roku obrotowego. Wskaźnik </span></span></div><div class="t m0 x58 h10 yfc8 ff8 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 ls5">. <span class="ls0"> </span></span></div><div class="t m0 x1 h4b yc79 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff7 fc5">ROA <span class="_ _5"></span></span><span class="ff8">–<span class="ff6"> <span class="_ _5"></span></span>rentowność <span class="_ _0"></span>aktywów<span class="_ _0"></span> <span class="_ _0"></span>o<span class="_ _0"></span>gółem: <span class="_ _0"></span>stosunek <span class="_ _0"></span>zysk<span class="_ _0"></span>u <span class="_ _0"></span>netto <span class="_ _5"></span>do <span class="_ _5"></span>średniego <span class="_ _5"></span>stanu <span class="_ _0"></span>aktywó<span class="_ _0"></span>w <span class="_ _5"></span>w <span class="_ _5"></span>ciągu <span class="_ _0"></span>roku <span class="_ _5"></span>obrotowego. <span class="_ _5"></span>Wskaźnik <span class="_ _0"></span>pozwala </span></span></div><div class="t m0 x58 h10 y929 ff8 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 class="t m0 x3d h10 yf89 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yfc9 web h72"><div class="t m0 xa h15 y166 ff5 fs9 fc2 sc0 ls0 ws0">WSKAŹNIKI RENTO<span class="_ _1"></span>WNOŚCI<span class="ff7"> </span></div></div><div class="c x109 yfc9 w1a h72"><div class="t m0 x56 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x5e h15 y2 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x2a yfc9 w110 h72"><div class="t m0 x14 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x14 h15 y2 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x11 yfc9 w111 h72"><div class="t m0 x16 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x16 h15 y2 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x13 yfc9 wac h72"><div class="t m0 x131 hb1 y166 ff12 fs9 fc2 sc0 ls0 ws0">Zmiana 2024/2023<span class="_ _1"></span> </div></div><div class="c x1 yd00 web h23"><div class="t m0 xa h19 y36 ff6 fs9 fc2 sc0 ls41 ws0">ROA<span class="ls0"> </span></div></div><div class="c x109 yd00 w1a h23"><div class="t m0 x9c h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">-4,0% </div></div><div class="c x2a yd00 w110 h23"><div class="t m0 x11f h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">5,3% </div></div><div class="c x11 yd00 w111 h23"><div class="t m0 x15 h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">-2,2% </div></div><div class="c x13 yd00 wac h23"><div class="t m0 x2c h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">(9,30) </div></div><div class="c x1 yfca web h23"><div class="t m0 xa h19 y36 ff6 fs9 fc2 sc0 ls41 ws0">ROE<span class="ls0"> </span></div></div><div class="c x109 yfca w1a h23"><div class="t m0 x98 h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">-11,6% </div></div><div class="c x2a yfca w110 h23"><div class="t m0 x19 h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">12,3% </div></div><div class="c x11 yfca w111 h23"><div class="t m0 x15 h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">-3,7% </div></div><div class="c x13 yfca wac h23"><div class="t m0 x11f h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">(23,85) </div></div><div class="c x1 yfcb web h23"><div class="t m0 xa h19 y36 ff8 fs9 fc2 sc0 ls0 ws0">STOPA ZYSKU ZE S<span class="_ _1"></span>PRZEDAŻY<span class="ff6"> </span></div></div><div class="c x109 yfcb w1a h23"><div class="t m0 xe h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">8,8% </div></div><div class="c x2a yfcb w110 h23"><div class="t m0 x11f h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">8,3% </div></div><div class="c x11 yfcb w111 h23"><div class="t m0 x5f h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">6,5% </div></div><div class="c x13 yfcb wac h23"><div class="t m0 x38 h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">0,52 </div></div><div class="c x1 yfcc web h23"><div class="t m0 xa h19 y36 ff8 fs9 fc2 sc0 ls0 ws0">RENTOWNOŚĆ EBI<span class="_ _1"></span>T<span class="ff6"> </span></div></div><div class="c x109 yfcc w1a h23"><div class="t m0 x9c h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">-1,6% </div></div><div class="c x2a yfcc w110 h23"><div class="t m0 x11f h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">5,3% </div></div><div class="c x11 yfcc w111 h23"><div class="t m0 x5f h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">9,9% </div></div><div class="c x13 yfcc wac h23"><div class="t m0 x2c h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">(6,89) </div></div><div class="c x1 y5cc web h23"><div class="t m0 xa h19 y36 ff8 fs9 fc2 sc0 ls0 ws0">RENTOWNOŚĆ EBI<span class="_ _1"></span>TDA<span class="ff6"> </span></div></div><div class="c x109 y5cc w1a h23"><div class="t m0 xe h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">0,2% </div></div><div class="c x2a y5cc w110 h23"><div class="t m0 x11f h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">6,8% </div></div><div class="c x11 y5cc w111 h23"><div class="t m0 xe h10 y25 ff6 fs4 fc2 sc0 ls0 ws0">10,9% </div></div><div class="c x13 y5cc wac h23"><div class="t m0 x2c h14 y2ae ffa fs9 fc2 sc0 ls0 ws0">(6,57) </div></div><div class="c x1 yd72 web h82"><div class="t m0 xa h19 y1aa ff8 fs9 fc2 sc0 ls0 ws0">RENTOWNOŚĆ NE<span class="_ _1"></span>TTO<span class="ff6"> </span></div></div><div class="c x109 yd72 w1a h82"><div class="t m0 x9c h10 y956 ff6 fs4 fc2 sc0 ls0 ws0">-3,0% </div></div><div class="c x2a yd72 w110 h82"><div class="t m0 x11f h10 y956 ff6 fs4 fc2 sc0 ls0 ws0">4,3% </div></div><div class="c x11 yd72 w111 h82"><div class="t m0 x15 h10 y956 ff6 fs4 fc2 sc0 ls0 ws0">-1,2% </div></div><div class="c x13 yd72 wac h82"><div class="t m0 x18 h10 y956 ff6 fs4 fc2 sc0 ls0 ws0">(7,31) </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y3f1 ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 h10 y5e8 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>2024 <span class="_ _0"></span>roku <span class="_ _5"></span>Spółka <span class="_ _0"></span>odnotowała <span class="_ _0"></span>spadek <span class="_ _5"></span>wskaźników <span class="_ _0"></span>rentowności <span class="_ _5"></span>ROA <span class="_ _0"></span>i <span class="_ _0"></span>RO<span class="_ _0"></span>E <span class="_ _5"></span><span class="ff6">- <span class="_ _5"></span></span>ROA <span class="_ _0"></span>osiągnął <span class="_ _5"></span>poziom <span class="_ _0"></span><span class="ff6">-4% <span class="_ _5"></span>(spadek o<span class="_ _0"></span> <span class="_ _0"></span>9,3 <span class="_ _0"></span>p.p. <span class="_ _5"></span>w <span class="_ _0"></span>stosu<span class="_ _0"></span>nku <span class="_ _0"></span>do </span></div><div class="t m0 x1 h10 y944 ff6 fs4 fc2 sc0 ls0 ws0">2023 roku), R<span class="_ _1"></span>OE <span class="ff8">osiągnął <span class="_ _1"></span>poziom <span class="_ _1"></span><span class="ff6">-<span class="ff8">11,6% (spadek <span class="_ _1"></span>o 23,9 <span class="_ _10"></span>p.p. w stosun<span class="_ _1"></span>ku do <span class="_ _1"></span>2023 roku). <span class="_ _1"></span>Wskaźnik re<span class="_ _1"></span>ntowności EBITDA <span class="_ _1"></span>osiągnął 0,2% <span class="_ _10"></span>(spadek<span class="_ _0"></span> </span></span></span></div><div class="t m0 x1 h10 yfcd ff8 fs4 fc2 sc0 ls0 ws0">o 6,6 <span class="_ _0"></span>p.p. względem 2023 roku). Rentowność <span class="_ _0"></span>EBIT w 2024 <span class="_ _0"></span>roku wyniosła <span class="_ _0"></span><span class="ff6">-</span>1,6%<span class="_ _0"></span>, wskaźnik rentowności netto <span class="_ _0"></span><span class="ff6">- </span>R<span class="_ _0"></span>OS odnotował poziom <span class="_ _0"></span><span class="ff6">-3,0% </span></div><div class="t m0 x1 h10 y3c6 ff8 fs4 fc2 sc0 ls0 ws0">i <span class="_ _0"></span>był<span class="ff6"> <span class="_ _0"></span></span>niższy <span class="_ _5"></span>o <span class="_ _0"></span>7,3 <span class="_ _5"></span>p.p. <span class="_ _0"></span>względem <span class="_ _0"></span>ro<span class="_ _0"></span>ku <span class="_ _0"></span>2023. <span class="_ _0"></span>Stopa <span class="_ _5"></span>zysku <span class="_ _0"></span>ze <span class="_ _0"></span>sp<span class="_ _0"></span>rzedaży <span class="_ _0"></span>w<span class="_ _0"></span>yniosła <span class="_ _0"></span>8,8% <span class="_ _5"></span>w <span class="_ _0"></span>porównaniu <span class="_ _0"></span>do <span class="_ _0"></span>3,7% <span class="_ _5"></span>z <span class="_ _0"></span>roku <span class="_ _5"></span>poprzedniego (<span class="_ _0"></span>wzrost<span class="_ _5"></span><span class="ff6"> <span class="_ _0"></span><span class="ls12">o </span></span></div><div class="t m0 x1 h10 y496 ff6 fs4 fc2 sc0 ls0 ws0">0,52 p.p.). <span class="_ _65"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> </div><div class="t m0 x1 h22 yfce ff5 fs4 fc2 sc0 ls0 ws0">Sprawność<span class="ff7"> </span>działania<span class="ff7"> </span></div><div class="t m0 x1 h10 y4e4 ff8 fs4 fc2 sc0 ls0 ws0">Do oceny sprawności działania wykorzystano następujące wskaźniki:<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 y3c w5 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">115<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h4b y69 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff7 fc5">Rotacja <span class="ff5">n<span class="_ _1"></span>ależności (w <span class="_ _10"></span>dniach):<span class="ff7 fc2"> <span class="ff8">relacja <span class="_ _1"></span>stanu <span class="_ _10"></span>należności handlowych <span class="_ _10"></span>na koniec <span class="_ _1"></span>roku <span class="_ _1"></span>obrotowego d<span class="_ _1"></span>o <span class="_ _1"></span>przychodów <span class="_ _1"></span>ze s<span class="_ _1"></span>przedaży <span class="_ _1"></span>netto <span class="_ _1"></span>x <span class="ff6 ls6">36<span class="ls0">0 </span></span></span></span></span></span></span></div><div class="t m0 x58 h10 y28d ff8 fs4 fc2 sc0 ls0 ws0">dni. <span class="_ _5"></span>Wskaźnik <span class="_ _6"></span>wyznacza <span class="_ _6"></span>średni <span class="_ _5"></span>okres <span class="_ _5"></span>o<span class="_ _0"></span>kreślany <span class="_ _5"></span>w <span class="_ _6"></span>dniach, <span class="_ _6"></span>po <span class="_ _5"></span>jakim <span class="_ _6"></span>następuje<span class="ff6"> <span class="_ _6"></span></span>spływ <span class="_ _6"></span>należn<span class="_ _1"></span>ości <span class="_ _6"></span>z <span class="_ _5"></span>tytułu <span class="_ _6"></span>wystawionych <span class="_ _5"></span>przez <span class="_ _7"></span><span class="ff6">Emitenta </span></div><div class="t m0 x58 h10 y28e ff8 fs4 fc2 sc0 ls0 ws0">faktur. W ogólnym przypadku należy dążyć do minimalizacji tego wskaźnika.<span class="ff6"> </span></div><div class="t m0 x1 h4b y35c ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5 fc5">Rotacja <span class="_ _5"></span>zobowiązań <span class="_ _5"></span>krótkoterminowych <span class="_ _5"></span>(w <span class="_ _5"></span>dniach):<span class="_ _0"></span></span><span class="ff7"> <span class="_ _5"></span><span class="ff8">relacja <span class="_ _5"></span>stan<span class="_ _0"></span>u <span class="_ _5"></span>zobowiązań <span class="_ _5"></span>krótkoterminowych <span class="_ _5"></span>wobec <span class="_ _5"></span>dostawcó<span class="_ _0"></span>w <span class="_ _5"></span>na <span class="_ _5"></span>koniec <span class="_ _5"></span>roku </span></span></span></div><div class="t m0 x58 h10 y35d ff8 fs4 fc2 sc0 ls0 ws0">obrotowego do <span class="_ _10"></span>przychodów ze <span class="_ _10"></span>sprzedaży netto <span class="_ _10"></span>x <span class="ff6 ls6">36<span class="ls0">0 </span></span>dni. <span class="_ _10"></span>Wskaźnik wyznacza ś<span class="_ _1"></span>redni <span class="_ _10"></span>okre<span class="_ _0"></span>s <span class="_ _1"></span>określany w <span class="_ _10"></span>dniach, po <span class="_ _10"></span>jakim następuje <span class="_ _10"></span>spłata </div><div class="t m0 x58 h10 y3a0 ff8 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 x1 h4b y50f ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5 fc5">Rotacja zapasów (w dniach):</span><span class="ff7"> <span class="ff8">relac<span class="_ _0"></span>ja średniego stanu zapasów na koniec roku obrotowego do przychodów ze sprzedaży netto x <span class="_ _5"></span><span class="ff6 ls6">36<span class="ls0">0 dni. </span></span></span></span></span></div><div class="t m0 x58 h10 y510 ff8 fs4 fc2 sc0 ls0 ws0">Wskaźnik <span class="_ _12"> </span>wyznacza  ś<span class="_ _1"></span>redni <span class="_ _12"> </span>okres <span class="_ _12"> </span>określany <span class="_ _7"> </span>w<span class="_ _0"></span> <span class="_ _12"> </span>dniach, <span class="_ _12"> </span>przez <span class="_ _12"> </span>który  Spółka<span class="ff6"> <span class="_ _12"> </span></span>przetrzymuje <span class="_ _12"> </span>zapasy <span class="_ _12"> </span>przed <span class="_ _12"> </span>ich <span class="_ _12"> </span>sprzedażą.  Ze <span class="_ _7"> </span>w<span class="_ _0"></span>zględu <span class="_ _12"> </span>na </div><div class="t m0 x58 h10 y511 ff8 fs4 fc2 sc0 ls0 ws0">efektywność należy dążyć do minimalizacji tego wskaźnika.<span class="ff6"> </span></div></div><div class="c x1 yfcf w112 h7d"><div class="t m0 xa h15 y310 ff5 fs9 fc2 sc0 ls0 ws0">WSKAŹNIKI SPRA<span class="_ _1"></span>WNOŚCI DZIAŁ<span class="_ _1"></span>ANIA<span class="ff7"> </span></div></div><div class="c x44 yfcf w3b h7d"><div class="t m0 x50 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x50 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x16a yfcf w113 h7d"><div class="t m0 x107 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x10 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x14a yfcf w114 h7d"><div class="t m0 x75 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x9f h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x16b yfcf w115 h7d"><div class="t m0 xa hb1 y310 ff12 fs9 fc2 sc0 ls0 ws0">Zmiana 2024/2023<span class="_ _1"></span> </div></div><div class="c x1 yfd0 w112 h2a"><div class="t m0 xa h10 y197 ff8 fs4 fc2 sc0 ls0 ws0">Rotacji należności handlowych (w dniach)<span class="ff6"> </span></div></div><div class="c x44 yfd0 w3b h2a"><div class="t m0 x1d h10 y197 ff6 fs4 fc2 sc0 ls6 ws0">34<span class="ls0"> </span></div></div><div class="c x16a yfd0 w113 h2a"><div class="t m0 xfd h19 y2 ff6 fs9 fc2 sc0 ls4 ws0">51<span class="ls0"> </span></div></div><div class="c x14a yfd0 w114 h2a"><div class="t m0 x4 h19 y2 ff6 fs9 fc2 sc0 ls4 ws0">31<span class="ls0"> </span></div></div><div class="c x16b yfd0 w115 h2a"><div class="t m0 x37 hd y2a1 ffa fs9 fc2 sc0 ls4 ws0">17<span class="ff6 fs6 ls0"> </span><span class="ls0"> </span></div></div><div class="c x1 yfd1 w112 h2a"><div class="t m0 xa h10 y197 ff8 fs4 fc2 sc0 ls0 ws0">Rotacji zobowiązań handlowych (w dniach)<span class="ff6"> </span></div></div><div class="c x44 yfd1 w3b h2a"><div class="t m0 x1d h10 y197 ff6 fs4 fc2 sc0 ls6 ws0">59<span class="ls0"> </span></div></div><div class="c x16a yfd1 w113 h2a"><div class="t m0 xfd h19 y2 ff6 fs9 fc2 sc0 ls4 ws0">70<span class="ls0"> </span></div></div><div class="c x14a yfd1 w114 h2a"><div class="t m0 x4 h19 y2 ff6 fs9 fc2 sc0 ls4 ws0">33<span class="ls0"> </span></div></div><div class="c x16b yfd1 w115 h2a"><div class="t m0 x37 hd y2a1 ffa fs9 fc2 sc0 ls4 ws0">11<span class="ff6 fs6 ls0"> </span><span class="ls0"> </span></div></div><div class="c x1 yb7 w112 h2a"><div class="t m0 xa h10 y197 ff8 fs4 fc2 sc0 ls0 ws0">Rotacji zapasów (w dniach)<span class="ff6"> </span></div></div><div class="c x44 yb7 w3b h2a"><div class="t m0 x1d h10 y197 ff6 fs4 fc2 sc0 ls6 ws0">10<span class="ls0"> </span></div></div><div class="c x16a yb7 w113 h2a"><div class="t m0 xfd h19 y35 ff6 fs9 fc2 sc0 ls4 ws0">10<span class="ls0"> </span></div></div><div class="c x14a yb7 w114 h2a"><div class="t m0 x18 h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">6 </div></div><div class="c x16b yb7 w115 h2a"><div class="t m0 x18 hd y2a1 ffa fs9 fc2 sc0 ls0 ws0">0<span class="ff6 fs6"> </span> </div></div><div class="c x1 yf7b w112 h2a"><div class="t m0 xa h10 y197 ff8 fs4 fc2 sc0 ls0 ws0">Rotacji zapasów (w dniach) skorygowany o zapas obowiązkowy<span class="ff6"> </span></div></div><div class="c x44 yf7b w3b h2a"><div class="t m0 x32 h10 y197 ff6 fs4 fc2 sc0 ls0 ws0">9 </div></div><div class="c x16a yf7b w113 h2a"><div class="t m0 x12 h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">9 </div></div><div class="c x14a yf7b w114 h2a"><div class="t m0 x18 h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">4 </div></div><div class="c x16b yf7b w115 h2a"><div class="t m0 x18 hd y2a1 ff6 fs9 fc2 sc0 ls0 ws0">0<span class="fs6"> </span> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yfd2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yfd3 ff8 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 2024 roku 34 <span class="_ _10"></span>dni (na koniec 2023 roku <span class="ff6">- </span>51 <span class="_ _1"></span>dni). Wskaźnik <span class="_ _1"></span>rotacji zobowiązań </div><div class="t m0 x1 h10 yfd4 ff8 fs4 fc2 sc0 ls0 ws0">liczony <span class="_ _1"></span>w <span class="_ _10"></span>dniach <span class="_ _1"></span>w <span class="_ _1"></span>2024 <span class="_ _10"></span>roku wynosił <span class="_ _10"></span>59 <span class="_ _1"></span>dni <span class="_ _10"></span>i <span class="_ _1"></span>był <span class="_ _10"></span>krótszy o <span class="_ _10"></span>11 d<span class="_ _1"></span>ni <span class="_ _10"></span>w<span class="_ _0"></span>zględem <span class="_ _10"></span>końca 2023 <span class="_ _10"></span>roku. <span class="_ _1"></span>Wskaźnik <span class="_ _10"></span>ro<span class="_ _0"></span>tacji <span class="_ _10"></span>z<span class="_ _0"></span>apasów <span class="_ _1"></span>na <span class="_ _10"></span>koni<span class="_ _0"></span><span class="ff6">ec pi<span class="_ _1"></span>erwszego </span></div><div class="t m0 x1 h10 yfd5 ff8 fs4 fc2 sc0 ls0 ws0">kwartału 2024 r. wynosił 10 dni (w 2023 roku analogi<span class="_ _1"></span>cznie), natomiast wskaźnik rotacji zapasów s<span class="_ _1"></span>korygowany<span class="_ _0"></span><span class="ff6"> </span>o zapas obowiązkowy wyniósł </div><div class="t m0 x1 h10 yfd6 ff6 fs4 fc2 sc0 ls0 ws0">9 dni, podobnie jak w roku poprzednim.  </div><div class="t m0 x1 h10 y173 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yfd7 w116 h82"><div class="t m0 x16c h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x1 yfd8 w116 hfe"><div class="t m0 xa h15 y566 ff5 fs9 fc2 sc0 ls0 ws0">Cash to Cash = cykl<span class="_ _1"></span> zapasów + cykl n<span class="_ _10"></span>ależności –<span class="ff7"> </span>cykl zobowiązań.<span class="ff7"> </span></div></div><div class="c x1 y615 w116 h23"><div class="t m0 xa h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">Cash to Cash = 10 <span class="_ _1"></span>dni + 34 dni<span class="_ _1"></span> <span class="ff8">–</span> 59 dni = -15 dni. </div></div><div class="c x1 yfd9 w116 hfd"><div class="t m0 xa h15 y30f ff5 fs9 fc2 sc0 ls0 ws0">Skorygowany o wa<span class="_ _1"></span>rtość zapasu obo<span class="_ _10"></span>wiązkowego cykl środków pienię<span class="_ _1"></span>żnych wynosi:<span class="ff7"> </span></div></div><div class="c x1 yfda w116 h83"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">Cash to Cash =9 d<span class="_ _1"></span>ni + 34 dni<span class="_ _1"></span> <span class="ff8">–</span> 59 dni = -16 dni. </div></div><div class="c x1 yfdb w116 h82"><div class="t m0 x16c h15 y1aa ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y9a1 w116 h10a"><div class="t m0 xa h15 yfdc ff5 fs9 fc2 sc0 ls0 ws0">Cash to Cash = cykl<span class="_ _1"></span> zapasów + cykl n<span class="_ _10"></span>ależności –<span class="ff7"> </span>cykl zobowiązań.<span class="ff7"> </span></div></div><div class="c x1 ye3c w116 h23"><div class="t m0 xa h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">Cash to Cash = 10 <span class="_ _1"></span>dni + 51 dni<span class="_ _1"></span> <span class="ff8">–</span> 70 dni = -9 dni. </div></div><div class="c x1 yfdd w116 hfe"><div class="t m0 xa h15 y566 ff5 fs9 fc2 sc0 ls0 ws0">Skorygowany o wa<span class="_ _1"></span>rtość zapasu obo<span class="_ _1"></span>wiązkowego cykl ś<span class="_ _1"></span>rodków pieni<span class="_ _1"></span>ężnych wynosi<span class="_ _1"></span>:<span class="ff7"> </span></div></div><div class="c x1 y5c7 w116 h82"><div class="t m0 xa h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">Cash to Cash = 9 <span class="_ _1"></span>dni + 51 dni<span class="_ _1"></span> <span class="ff8">–</span> 70 dni = -10 dni. </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yfde ff8 fs4 fc2 sc0 ls0 ws0">Wskaźnik Cash<span class="_ _1"></span> to Cash<span class="_ _1"></span> wyniósł <span class="ff6">-</span>15 dni<span class="_ _1"></span>, natomiast <span class="_ _1"></span>wskaźnik skorygowany o wartość <span class="_ _1"></span>zapasu obowiąz<span class="_ _1"></span>kowego na koni<span class="_ _1"></span>ec 2024 roku<span class="_ _1"></span> wyniósł <span class="ff6">-16 </span></div><div class="t m0 x1 h10 y9a6 ff6 fs4 fc2 sc0 ls0 ws0">dni.  <span class="_ _3d"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> </div><div class="t m0 x1 h22 yd3b ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y708 ff7 fs4 fc2 sc0 ls0 ws0">Ocena <span class="ff5">zadłużenia<span class="ff6"> </span></span></div><div class="t m0 x1 h10 yfdf ff8 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 h4b ye3 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5 fc5">Wskaźnik <span class="_ _0"></span>pokrycia <span class="_ _0"></span>aktywów:<span class="_ _0"></span></span><span class="ff7"> <span class="_ _0"></span><span class="ff8">rel<span class="_ _0"></span>acja <span class="_ _0"></span>sumy <span class="_ _5"></span>wartości <span class="_ _0"></span>kapitałów <span class="_ _5"></span>własnych do <span class="_ _5"></span>sumy <span class="_ _0"></span>aktywó<span class="_ _0"></span>w <span class="_ _0"></span>ogółem. <span class="_ _0"></span>Wskaźnik <span class="_ _0"></span>o<span class="_ _0"></span>kreśla <span class="_ _0"></span>stopień <span class="_ _0"></span>pok<span class="_ _0"></span>rycia </span></span></span></div><div class="t m0 x58 h10 y64f ff8 fs4 fc2 sc0 ls0 ws0">majątku Spółki posiadanymi przez nią kapitałami własnymi.<span class="ff6"> </span></div><div class="t m0 x1 h4b ya1 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff5 fc5">Wskaźnik <span class="_ _7"></span>ogólnego <span class="_ _6"></span>zadłużenia:</span><span class="ff7"> <span class="_ _7"></span><span class="ff8">relacja <span class="_ _7"></span>wielkości <span class="_ _6"></span>z<span class="_ _0"></span>obowiązań <span class="_ _6"></span>ogółem <span class="_ _7"> </span>do <span class="_ _6"></span>w<span class="_ _0"></span>artości <span class="_ _6"></span>majątku <span class="_ _7"></span>ogółem. <span class="_ _6"></span>Wskaźnik <span class="_ _7"></span>określa <span class="_ _6"></span>w <span class="_ _7"></span>jakiej <span class="_ _7"></span>części </span></span></span></div><div class="t m0 x58 h10 y3ef ff8 fs4 fc2 sc0 ls0 ws0">majątek Spółki został sfinansowany jej długiem.<span class="ff6"> </span></div></div><div class="c x1 yfe0 wf7 hb4"><div class="t m0 xa h15 y310 ff5 fs9 fc2 sc0 ls0 ws0">WSKAŹNIKI ZADŁ<span class="_ _1"></span>UŻENIA<span class="ff7"> </span></div></div><div class="c x160 yfe0 wf8 hb4"><div class="t m0 x11f h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x11f h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xd0 yfe0 wf9 hb4"><div class="t m0 x98 h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x98 h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x15b yfe0 wfa hb4"><div class="t m0 x11e h15 y545 ff7 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x4d h15 y35 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x158 yfe0 w77 hb4"><div class="t m0 x53 hb1 y310 ff12 fs9 fc2 sc0 ls0 ws0">Zmiana 2024/2023<span class="_ _1"></span> </div></div><div class="c x1 y964 wf7 h77"><div class="t m0 xa h19 y2a1 ff8 fs9 fc2 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _1"></span>a ogółem<span class="ff6"> </span></div></div><div class="c x160 y964 wf8 h77"><div class="t m0 x30 hd yfe1 ff6 fs9 fc2 sc0 ls4 ws0">65%<span class="fs6 ls0"> <span class="fs9"> </span></span></div></div><div class="c xd0 y964 wf9 h77"><div class="t m0 x12 h19 y2a1 ff6 fs9 fc2 sc0 ls4 ws0">57%<span class="ls0"> </span></div></div><div class="c x15b y964 wfa h77"><div class="t m0 x18 h19 y2a1 ff6 fs9 fc2 sc0 ls4 ws0">39%<span class="ls0"> </span></div></div><div class="c x158 y964 w77 h77"><div class="t m0 x1b h14 y2a1 ffa fs9 fc2 sc0 ls0 ws0">8 </div></div><div class="c x1 yfe2 wf7 h1d"><div class="t m0 xa h19 y36 ff8 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 x160 yfe2 wf8 h1d"><div class="t m0 x30 hd yfe3 ff6 fs9 fc2 sc0 ls4 ws0">35%<span class="fs6 ls0"> <span class="fs9"> </span></span></div></div><div class="c xd0 yfe2 wf9 h1d"><div class="t m0 x12 h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">43%<span class="ls0"> </span></div></div><div class="c x15b yfe2 wfa h1d"><div class="t m0 x18 h19 y36 ff6 fs9 fc2 sc0 ls4 ws0">61%<span class="ls0"> </span></div></div><div class="c x158 yfe2 w77 h1d"><div class="t m0 x3 h14 y36 ffa fs9 fc2 sc0 ls0 ws0">-8 </div></div><div class="c x1 y1fc wf7 h78"><div class="t m0 xa h19 y16e ff8 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 x160 y1fc wf8 h78"><div class="t m0 x30 hd yfe4 ff6 fs9 fc2 sc0 ls4 ws0">44%<span class="fs6 ls0"> <span class="fs9"> </span></span></div></div><div class="c xd0 y1fc wf9 h78"><div class="t m0 x12 h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">59%<span class="ls0"> </span></div></div><div class="c x15b y1fc wfa h78"><div class="t m0 x4 h19 y16e ff6 fs9 fc2 sc0 ls4 ws0">116%<span class="ls0"> </span></div></div><div class="c x158 y1fc w77 h78"><div class="t m0 x1c h14 y16e ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls4">15</span> </div></div><div class="c x1 ybb3 wf7 h7d"><div class="t m0 xa h19 y545 ff8 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 h19 y35 ff8 fs9 fc2 sc0 ls0 ws0">zapas obowiązkowy<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c x160 ybb3 wf8 h7d"><div class="t m0 x30 hd y1a7 ff6 fs9 fc2 sc0 ls4 ws0">65%<span class="fs6 ls0"> <span class="fs9"> </span></span></div></div><div class="c xd0 ybb3 wf9 h7d"><div class="t m0 x12 h19 y310 ff6 fs9 fc2 sc0 ls4 ws0">57%<span class="ls0"> </span></div></div><div class="c x15b ybb3 wfa h7d"><div class="t m0 x18 h19 y310 ff6 fs9 fc2 sc0 ls4 ws0">39%<span class="ls0"> </span></div></div><div class="c x158 ybb3 w77 h7d"><div class="t m0 x1b h19 y310 ff6 fs9 fc2 sc0 ls0 ws0">8 </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 y3c w5 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">116<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff8 fs4 fc2 sc0 ls0 ws0">Wskaźnik zadłużenia ogółem w 2024 roku wynosił 65% w stosunku do 57% na koniec roku 2<span class="_ _0"></span>023 (wskaźnik skorygowany utrzymał się na tym </div><div class="t m0 x1 h10 y28d ff8 fs4 fc2 sc0 ls0 ws0">samym poziomie). Wskaźn<span class="_ _1"></span>ik pokrycia <span class="_ _1"></span>majątku trwałego <span class="_ _1"></span>kapitałem własnym <span class="_ _1"></span>osiągnął p<span class="_ _1"></span>oziom 44% w <span class="_ _10"></span>odniesieniu do 59% n<span class="_ _1"></span>a koniec <span class="_ _1"></span>roku<span class="_ _0"></span><span class="ff6"> <span class="ls6">2023 </span></span></div><div class="t m0 x1 h10 y28e ff8 fs4 fc2 sc0 ls0 ws0">i odnotował spadek o 15 p.p. Wskaźnik pokrycia aktywów wyniósł 35% w odniesi<span class="_ _1"></span>en<span class="_ _0"></span><span class="ff6">iu do 43% w roku poprzednim.  <span class="_ _2a"> </span> </span></div><div class="t m0 x1 h10 y537 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _63"> </span> <span class="_ _63"> </span> </div><div class="t m0 x3c h44 y5af ff7 fs5 fc5 sc0 ls11 ws0">8.6.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">ZACIĄGNIĘTE KREDYTY I POŻYCZKI<span class="ff7"> </span></span></span></div><div class="t m0 x1 h11 yfe5 ff5 fs3 fc5 sc0 ls0 ws0">Analiza umów kr<span class="_ _0"></span>edytowych i pożyczek na d<span class="_ _0"></span>zień 3<span class="_ _0"></span><span class="ff7">1 grudnia <span class="_ _0"></span><span class="ls9">202</span>4 <span class="ls53">w </span></span>tys. zł<span class="ff7"> </span></div><div class="t m0 x1 h10 yfe6 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yfe7 w117 h10b"><div class="t m0 xa h15 ye71 ff7 fs9 fc2 sc0 ls0 ws0">Nazwa firmy </div><div class="t m0 xa h15 y856 ff5 fs9 fc2 sc0 ls0 ws0">finansującej<span class="ff7"> </span></div></div><div class="c x110 yfe7 w118 h10b"><div class="t m0 x9c h15 ye71 ff5 fs9 fc2 sc0 ls0 ws0">Część<span class="ff7"> </span></div><div class="t m0 x8c h15 y856 ff5 fs9 fc2 sc0 ls0 ws0">długoterminowa<span class="_ _1"></span><span class="ff7"> </span></div></div><div class="c x79 yfe7 w119 h10b"><div class="t m0 x15 h15 ye71 ff5 fs9 fc2 sc0 ls0 ws0">Część </div><div class="t m0 xbd h15 y856 ff5 fs9 fc2 sc0 ls0 ws0">krótkoterminowa<span class="ff7"> </span></div></div><div class="c x16d yfe7 w11a h10b"><div class="t m0 x52 h15 y855 ff5 fs9 fc2 sc0 ls0 ws0">Wartość </div><div class="t m0 x8c h15 ye71 ff7 fs9 fc2 sc0 ls0 ws0">bilansowa </div><div class="t m0 x52 h15 y856 ff5 fs9 fc2 sc0 ls0 ws0">na dzień </div><div class="t m0 x134 h15 y837 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x161 yfe7 w11b h10b"><div class="t m0 x98 h15 ye71 ff7 fs9 fc2 sc0 ls0 ws0">Waluta </div><div class="t m0 xbd h15 y856 ff5 fs9 fc2 sc0 ls0 ws0">kredytu/pożyc<span class="_ _1"></span>zki<span class="ff7"> </span></div></div><div class="c xdc yfe7 w11c h10b"><div class="t m0 x98 h15 ye71 ff7 fs9 fc2 sc0 ls0 ws0">Rodzaj </div><div class="t m0 x131 h15 y856 ff5 fs9 fc2 sc0 ls0 ws0">zobowiązania<span class="_ _1"></span><span class="ff7"> </span></div></div><div class="c x154 yfe7 w11d h10b"><div class="t m0 x9f h15 ye71 ff7 fs9 fc2 sc0 ls0 ws0">Data </div><div class="t m0 xbd h15 y856 ff7 fs9 fc2 sc0 ls0 ws0">udzielenia </div></div><div class="c x140 yfe7 w11e h10b"><div class="t m0 x98 h15 yfe8 ff7 fs9 fc2 sc0 ls0 ws0">Okres </div><div class="t m0 x8c h15 yfe9 ff5 fs9 fc2 sc0 ls0 ws0">obowiązywania </div><div class="t m0 x50 h15 yfea ff7 fs9 fc2 sc0 ls0 ws0">umowy do: </div></div><div class="c x72 yfe7 w11f h10c"><div class="t m0 xa h15 y0 ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y5d3 w117 h10d"><div class="t m0 xa h19 yfeb ff6 fs9 fc2 sc0 ls0 ws0">Bank </div><div class="t m0 xa h19 yfec ff6 fs9 fc2 sc0 ls0 ws0">Ochrony </div><div class="t m0 xa h19 yade ff8 fs9 fc2 sc0 ls0 ws0">Środowiska </div><div class="t m0 xa h19 yd94 ff6 fs9 fc2 sc0 ls0 ws0">S.A. </div></div><div class="c x110 y5d3 w118 h10d"><div class="t m0 x14 h19 yfed ff6 fs9 fc2 sc0 ls20 ws0">            <span class="ls0">-</span>  <span class="ls0"> </span></div></div><div class="c x79 y5d3 w119 h10d"><div class="t m0 x9c h19 yfed ff6 fs9 fc2 sc0 ls0 ws0">43 715 </div></div><div class="c x16d y5d3 w11a h10d"><div class="t m0 x4b h19 yfed ff6 fs9 fc2 sc0 ls0 ws0">43 715 </div></div><div class="c x161 y5d3 w11b h10d"><div class="t m0 x19 h19 yfed ff6 fs9 fc2 sc0 ls0 ws0">PLN </div></div><div class="c xdc y5d3 w11c h10d"><div class="t m0 x98 h19 yfeb ff6 fs9 fc2 sc0 ls0 ws0">Kredyt </div><div class="t m0 x53 h19 yfec ff6 fs9 fc2 sc0 ls0 ws0">odnawialny<span class="_ _1"></span> / w </div><div class="t m0 x10 h19 yade ff6 fs9 fc2 sc0 ls0 ws0">rachunku </div><div class="t m0 x10 h19 yd94 ff8 fs9 fc2 sc0 ls0 ws0">bieżącym<span class="ff6"> </span></div></div><div class="c x154 y5d3 w11d h10d"><div class="t m0 x3f h19 yfed ff6 fs9 fc2 sc0 ls4 ws0">2021<span class="ls0">-</span>06<span class="ls0">-</span>29<span class="ls0"> </span></div></div><div class="c x140 y5d3 w11e h10d"><div class="t m0 x50 h19 yfed ff6 fs9 fc2 sc0 ls4 ws0">2025<span class="ls0">-</span>06<span class="ls0">-</span>19<span class="ls0"> </span></div></div><div class="c x72 y5d3 w11f h10d"><div class="t m0 xa h19 yfee ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yfef w117 h10e"><div class="t m0 xa h19 y89e ff6 fs9 fc2 sc0 ls0 ws0">Bank </div><div class="t m0 xa h19 yd9c ff6 fs9 fc2 sc0 ls0 ws0">Milleni<span class="_ _1"></span>um </div><div class="t m0 xa h19 y564 ff6 fs9 fc2 sc0 ls0 ws0">S.A.  </div></div><div class="c x110 yfef w118 h10e"><div class="t m0 x14 h19 yd9c ff6 fs9 fc2 sc0 ls20 ws0">            <span class="ls0">-</span>  <span class="ls0"> </span></div></div><div class="c x79 yfef w119 h10e"><div class="t m0 x9c h19 yd9c ff6 fs9 fc2 sc0 ls0 ws0">28 308 </div></div><div class="c x16d yfef w11a h10e"><div class="t m0 x4b h19 yd9c ff6 fs9 fc2 sc0 ls0 ws0">28 308 </div></div><div class="c x161 yfef w11b h10e"><div class="t m0 x55 h19 yd9c ff6 fs9 fc2 sc0 ls0 ws0">PLN/EUR/USD </div></div><div class="c xdc yfef w11c h10e"><div class="t m0 x98 h19 ye64 ff6 fs9 fc2 sc0 ls0 ws0">Kredyt </div><div class="t m0 x131 h19 y308 ff6 fs9 fc2 sc0 ls0 ws0">parasolowy<span class="_ _1"></span> w </div><div class="t m0 x10 h19 ye80 ff6 fs9 fc2 sc0 ls0 ws0">rachunku </div><div class="t m0 x10 h19 y566 ff8 fs9 fc2 sc0 ls0 ws0">bieżącym<span class="ff6"> </span></div></div><div class="c x154 yfef w11d h10e"><div class="t m0 x3f h19 yd9c ff6 fs9 fc2 sc0 ls4 ws0">2019<span class="ls0">-</span>11<span class="ls0">-</span>25<span class="ls0"> </span></div></div><div class="c x140 yfef w11e h10e"><div class="t m0 x50 h19 yd9c ff6 fs9 fc2 sc0 ls4 ws0">2025<span class="ls0">-</span>03<span class="ls0">-</span>20<span class="ls0"> </span></div></div><div class="c x72 yfef w11f h10e"><div class="t m0 xa h19 yec7 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yff0 w117 h10e"><div class="t m0 xa h19 yd9c ff6 fs9 fc2 sc0 ls0 ws0">mBank S.A.  </div></div><div class="c x110 yff0 w118 h10e"><div class="t m0 x14 h19 yd9c ff6 fs9 fc2 sc0 ls20 ws0">            <span class="ls0">-</span>  <span class="ls0"> </span></div></div><div class="c x79 yff0 w119 h10e"><div class="t m0 x15 h19 yd9c ff6 fs9 fc2 sc0 ls0 ws0">4 801 </div></div><div class="c x16d yff0 w11a h10e"><div class="t m0 x50 h19 yd9c ff6 fs9 fc2 sc0 ls0 ws0">4 801 </div></div><div class="c x161 yff0 w11b h10e"><div class="t m0 x55 h19 yd9c ff6 fs9 fc2 sc0 ls0 ws0">PLN/EUR/USD </div></div><div class="c xdc yff0 w11c h10e"><div class="t m0 x98 h19 yff1 ff6 fs9 fc2 sc0 ls0 ws0">Kredyt </div><div class="t m0 x53 h19 y308 ff6 fs9 fc2 sc0 ls0 ws0">odnawialny<span class="_ _1"></span> / w </div><div class="t m0 x10 h19 yff2 ff6 fs9 fc2 sc0 ls0 ws0">rachunku </div><div class="t m0 x10 h19 y566 ff8 fs9 fc2 sc0 ls0 ws0">bieżącym<span class="ff6"> </span></div></div><div class="c x154 yff0 w11d h10e"><div class="t m0 x3f h19 yd9c ff6 fs9 fc2 sc0 ls4 ws0">2024<span class="ls0">-</span>11<span class="ls0">-</span>07<span class="ls0"> </span></div></div><div class="c x140 yff0 w11e h10e"><div class="t m0 x50 h19 yd9c ff6 fs9 fc2 sc0 ls4 ws0">2025<span class="ls0">-</span>04<span class="ls0">-</span>15<span class="ls0"> </span></div></div><div class="c x72 yff0 w11f h10e"><div class="t m0 xa h19 y179 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yfad w117 h10f"><div class="t m0 xa h19 yff3 ff6 fs9 fc2 sc0 ls0 ws0">Raiffeise<span class="_ _1"></span>n </div><div class="t m0 xa h19 yff4 ff6 fs9 fc2 sc0 ls0 ws0">Bank </div><div class="t m0 xa h19 yff5 ff6 fs9 fc2 sc0 ls0 ws0">Internati<span class="_ _1"></span>onal </div><div class="t m0 xa h19 yff6 ff6 fs9 fc2 sc0 ls54 ws0">AG<span class="ls0"> </span></div></div><div class="c x110 yfad w118 h10f"><div class="t m0 x14 h19 yff7 ff6 fs9 fc2 sc0 ls20 ws0">            <span class="ls0">-</span>  <span class="ls0"> </span></div></div><div class="c x79 yfad w119 h10f"><div class="t m0 x9c h19 yff7 ff6 fs9 fc2 sc0 ls0 ws0">23 000 </div></div><div class="c x16d yfad w11a h10f"><div class="t m0 x4b h19 yff7 ff6 fs9 fc2 sc0 ls0 ws0">23 000 </div></div><div class="c x161 yfad w11b h10f"><div class="t m0 x19 h19 yff7 ff6 fs9 fc2 sc0 ls0 ws0">PLN </div></div><div class="c xdc yfad w11c h10f"><div class="t m0 x3f h19 yff8 ff6 fs9 fc2 sc0 ls0 ws0">Umowa kredyt<span class="_ _1"></span>u z </div><div class="t m0 x8c h19 yff7 ff8 fs9 fc2 sc0 ls0 ws0">niewykor<span class="_ _1"></span>zystaną </div><div class="t m0 x3f h19 yff9 ff8 fs9 fc2 sc0 ls0 ws0">bazą pożyczkową <span class="ff6"> </span></div></div><div class="c x154 yfad w11d h10f"><div class="t m0 x3f h19 yff7 ff6 fs9 fc2 sc0 ls4 ws0">2024<span class="ls0">-</span>12<span class="ls0">-</span>05<span class="ls0"> </span></div></div><div class="c x140 yfad w11e h10f"><div class="t m0 x4d h19 yff4 ff6 fs9 fc2 sc0 ls0 ws0">na czas </div><div class="t m0 x131 h19 yff5 ff8 fs9 fc2 sc0 ls0 ws0">nieokr<span class="_ _1"></span>eślony<span class="ff6"> </span></div></div><div class="c x72 yfad w11f h10f"><div class="t m0 xa h19 yffa ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yffb w117 hee"><div class="t m0 xa h19 y8fa ff6 fs9 fc2 sc0 ls0 ws0">Unimot </div><div class="t m0 xa h19 y2ad ff6 fs9 fc2 sc0 ls0 ws0">Paliwa Sp. z </div><div class="t m0 xa h19 y2ae ff6 fs9 fc2 sc0 ls0 ws0">o.o. </div></div><div class="c x110 yffb w118 hee"><div class="t m0 x14 h19 y2ad ff6 fs9 fc2 sc0 ls20 ws0">            <span class="ls0">-</span>  <span class="ls0"> </span></div></div><div class="c x79 yffb w119 hee"><div class="t m0 x9c h19 y2ad ff6 fs9 fc2 sc0 ls0 ws0">64 588 </div></div><div class="c x16d yffb w11a hee"><div class="t m0 x4b h19 y2ad ff6 fs9 fc2 sc0 ls0 ws0">64 588 </div></div><div class="c x161 yffb w11b hee"><div class="t m0 x19 h19 y2ad ff6 fs9 fc2 sc0 ls0 ws0">PLN </div></div><div class="c xdc yffb w11c hee"><div class="t m0 x3f h19 y2ad ff8 fs9 fc2 sc0 ls0 ws0">Linia Pożyczkowa <span class="_ _10"></span><span class="ff6"> </span></div></div><div class="c x154 yffb w11d hee"><div class="t m0 x3f h19 y2ad ff6 fs9 fc2 sc0 ls4 ws0">2022<span class="ls0">-</span>05<span class="ls0">-</span>24<span class="ls0"> </span></div></div><div class="c x140 yffb w11e hee"><div class="t m0 x4d h19 ye23 ff6 fs9 fc2 sc0 ls0 ws0">na czas </div><div class="t m0 x131 h19 yddd ff8 fs9 fc2 sc0 ls0 ws0">nieokr<span class="_ _1"></span>eślony<span class="ff6"> </span></div></div><div class="c x72 yffb w11f hee"><div class="t m0 xa h19 ye67 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yffc w117 h110"><div class="t m0 xa h19 yffd ff6 fs9 fc2 sc0 ls0 ws0">Olavion <span class="_ _1"></span>Sp. z </div><div class="t m0 xa h19 y768 ff6 fs9 fc2 sc0 ls0 ws0">o.o. </div></div><div class="c x110 yffc w118 h110"><div class="t m0 x14 h19 y860 ff6 fs9 fc2 sc0 ls20 ws0">            <span class="ls0">-</span>  <span class="ls0"> </span></div></div><div class="c x79 yffc w119 h110"><div class="t m0 x9c h19 y860 ff6 fs9 fc2 sc0 ls0 ws0">12 083 </div></div><div class="c x16d yffc w11a h110"><div class="t m0 x4b h19 y860 ff6 fs9 fc2 sc0 ls0 ws0">12 083 </div></div><div class="c x161 yffc w11b h110"><div class="t m0 x19 h19 y860 ff6 fs9 fc2 sc0 ls0 ws0">PLN </div></div><div class="c xdc yffc w11c h110"><div class="t m0 x3f h19 y860 ff8 fs9 fc2 sc0 ls0 ws0">Linia Pożyczkowa <span class="_ _10"></span><span class="ff6"> </span></div></div><div class="c x154 yffc w11d h110"><div class="t m0 x3f h19 y860 ff6 fs9 fc2 sc0 ls4 ws0">2015<span class="ls0">-</span>03<span class="ls0">-</span>01<span class="ls0"> </span></div></div><div class="c x140 yffc w11e h110"><div class="t m0 x4d h19 yffd ff6 fs9 fc2 sc0 ls0 ws0">na czas </div><div class="t m0 x131 h19 y768 ff8 fs9 fc2 sc0 ls0 ws0">nieokr<span class="_ _1"></span>eślony<span class="ff6"> </span></div></div><div class="c x72 yffc w11f h110"><div class="t m0 xa h19 yd70 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yffe w117 h2"><div class="t m0 xa h15 y9a3 ff7 fs9 fc2 sc0 ls0 ws0">Razem </div></div><div class="c x110 yffe w118 h2"><div class="t m0 x14 h15 y9a3 ff7 fs9 fc2 sc0 ls20 ws0">            <span class="ls0">-</span>  <span class="ls0"> </span></div></div><div class="c x79 yffe w119 h2"><div class="t m0 x98 h15 y9a3 ff7 fs9 fc2 sc0 ls0 ws0">176 495 </div></div><div class="c x16d yffe w11a h2"><div class="t m0 x54 h15 y9a3 ff7 fs9 fc2 sc0 ls0 ws0">176 495 </div></div><div class="c x161 yffe w11b h2"><div class="t m0 xa h15 y9a3 ff7 fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c xdc yffe w11c h2"><div class="t m0 x2c h15 y9a3 ff7 fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c x154 yffe w11d h2"><div class="t m0 xa h15 y9a3 ff7 fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c x140 yffe w11e h2"><div class="t m0 xa h15 y9a3 ff7 fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c x72 yffe w11f h2"><div class="t m0 xa h19 y239 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yfff ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1000 ff6 fs4 fc2 sc0 ls55 ws0">Na<span class="ls0"> <span class="_ _10"></span>31.<span class="_ _1"></span>12.<span class="_ _1"></span>202<span class="_ _10"></span>4<span class="_ _0"></span> <span class="_ _10"></span><span class="ff8">akt<span class="_ _10"></span>ywna <span class="_ _10"></span>poz<span class="_ _1"></span>os<span class="_ _1"></span>tawa<span class="_ _1"></span>ła<span class="ff6"> <span class="_ _10"></span>Umow<span class="_ _1"></span>a <span class="_ _10"></span>Kre<span class="_ _10"></span>dytu <span class="_ _9"></span>Odn<span class="_ _1"></span>awi<span class="_ _1"></span>aln<span class="_ _10"></span>ego <span class="_ _10"></span>zawar<span class="_ _1"></span>ta<span class="_ _1"></span> <span class="_ _10"></span>z <span class="_ _9"></span>Ban<span class="_ _1"></span>kie<span class="_ _10"></span>m <span class="_ _1"></span>Och<span class="_ _10"></span>rony <span class="_ _9"></span><span class="ff8">Środo<span class="_ _1"></span>wis<span class="_ _10"></span>ka<span class="ff6"> <span class="_ _10"></span>S.A.,<span class="_ _1"></span> <span class="_ _9"></span><span class="ff8">t<span class="_ _0"></span>ermin <span class="_ _10"></span>spłaty <span class="_ _10"></span>z<span class="_ _0"></span>ostał <span class="_ _10"></span>określony </span></span></span></span></span></span></div><div class="t m0 x1 h10 y1001 ff6 fs4 fc2 sc0 ls0 ws0">na 19.06.2025 r. </div><div class="t m0 x5 h10 y1002 ff6 fs4 fc2 sc0 ls42 ws0">Na<span class="ls0"> 31.12.2024 <span class="ls14">r.</span> aktywna <span class="ff8">pozostawała</span> Umowa <span class="_ _0"></span>o <span class="_ _1"></span>kredyt <span class="_ _1"></span>parasolowy <span class="_ _0"></span>w<span class="_ _0"></span> Banku<span class="_ _1"></span> Mille<span class="_ _1"></span>nnium S.A., z <span class="_ _10"></span>terminem <span class="ff8">spłaty określonym</span> <span class="_ _7"></span>na 20.03.2025 </span></div><div class="t m0 x1 h10 yeb8 ff6 fs4 fc2 sc0 ls14 ws0">r.<span class="ls0"> </span></div><div class="t m0 x1 h10 ye5a ff6 fs4 fc2 sc0 ls55 ws0">Na<span class="ls0"> 31<span class="_ _1"></span>.1<span class="_ _1"></span>2.20<span class="_ _10"></span>24 <span class="ff8">ak<span class="_ _1"></span>tyw<span class="_ _1"></span>na<span class="_ _1"></span> poz<span class="_ _1"></span>os<span class="_ _1"></span>tawa<span class="_ _1"></span>ła<span class="ff6"> Umo<span class="_ _1"></span>wa K<span class="_ _1"></span>re<span class="_ _10"></span>dytu <span class="_ _10"></span>Odnaw<span class="_ _1"></span>ial<span class="_ _10"></span>nego zaw<span class="_ _1"></span>ar<span class="_ _1"></span>ta<span class="_ _1"></span> z <span class="_ _10"></span>mBa<span class="_ _1"></span>nk<span class="_ _1"></span> S.A.<span class="_ _10"></span>, <span class="ff8">termin spłaty zo<span class="_ _0"></span>stał określony na 15.04.2025 r.</span> </span></span></span></div><div class="t m0 x1 h10 y55b ff6 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _12"> </span>S.A. <span class="_ _7"> </span><span class="ff8">skorzystała<span class="_ _0"></span></span>  z <span class="_ _12"> </span>limitu <span class="_ _7"> </span>w <span class="_ _12"> </span>linii <span class="_ _6"></span><span class="ff8">pożyczkowej</span> <span class="_ _14"> </span><span class="ff8">zaciągając</span>  <span class="ff8">zobowiązanie</span> <span class="_ _12"> </span>o <span class="_ _12"> </span><span class="ff8">wartości</span>  <span class="ls6">68</span> <span class="_ _7"></span><span class="ls6">000</span> <span class="_ _6"></span><span class="ff8">tys. <span class="_ _6"></span>zł<span class="_ _0"></span></span>  w<span class="_ _1"></span>obec <span class="_ _6"></span>Unimot <span class="_ _0"></span>Paliwa. <span class="_ _5"></span><span class="ff8">W<span class="_ _0"></span>artość</span> </div><div class="t m0 x1 h10 y5e7 ff8 fs4 fc2 sc0 ls0 ws0">zobowiązania<span class="ff6"> <span class="_ _0"></span>wobec <span class="_ _1"></span>Unimot <span class="_ _1"></span>Paliwa <span class="_ _10"></span><span class="ls13">na<span class="_ _0"></span><span class="ls0"> <span class="_ _10"></span><span class="ff8">dzień<span class="ff6"> <span class="_ _9"></span>31.12.2023 w<span class="_ _0"></span>ynosi <span class="_ _10"></span><span class="ls1f">73<span class="ls0"> <span class="_ _10"></span><span class="ls6">017<span class="ls0"> <span class="_ _10"></span><span class="ff8">tys. zł<span class="ff6">. </span></span></span></span></span></span></span></span></span></span></span></div><div class="t m0 x1 h10 ydf6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m4 x1 h22 y5aa ff5 fs4 fc13 sc0 ls0 ws0">ZABEZPIECZENIA KREDYTÓW I POŻYCZEK WYMIENION<span class="_ _1"></span>YCH W TABELI POWYŻEJ<span class="ff7"> </span></div><div class="t m0 x1 h10 y1003 ff6 fs4 fc2 sc0 ls0 ws0">Umowa o <span class="_ _10"></span>kredyt parasolowy <span class="_ _5"></span>w <span class="ff8">rachu<span class="_ _1"></span>nku bieżącym<span class="ff6"> w <span class="_ _1"></span>Banku M<span class="_ _10"></span>illenn<span class="_ _10"></span>ium: </span></span></div><div class="t m0 x9b h4b yb19 ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> </span></div><div class="t m5 x21 h10 yb19 ff8 fs4 fc2 sc0 ls0 ws0">ośw<span class="_ _0"></span>iadc<span class="_ _0"></span>ze<span class="_ _0"></span>nie o<span class="_ _0"></span> p<span class="_ _0"></span>odd<span class="_ _0"></span>ani<span class="_ _0"></span>u si<span class="_ _0"></span>ę eg<span class="_ _0"></span>ze<span class="_ _0"></span>kuc<span class="_ _0"></span>ji do<span class="_ _0"></span> k<span class="_ _0"></span>wot<span class="_ _0"></span>y 1<span class="_ _0"></span>02<span class="_ _0"></span>,4 m<span class="_ _0"></span>ln PL<span class="_ _0"></span>N<span class="_ _0"></span>,<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x9b h4b y1004 ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> </span></div><div class="t m5 x21 h10 y1004 ff8 fs4 fc2 sc0 ls0 ws0">hipo<span class="_ _0"></span>te<span class="_ _0"></span>ka łą<span class="_ _0"></span>cz<span class="_ _0"></span>na <span class="_ _0"></span>do k<span class="_ _0"></span>wot<span class="_ _0"></span>y <span class="_ _0"></span>3,4 <span class="_ _0"></span>ml<span class="_ _0"></span>n PL<span class="_ _0"></span>N na<span class="_ _0"></span> ni<span class="_ _0"></span>eru<span class="_ _0"></span>ch<span class="_ _0"></span>omo<span class="_ _0"></span>śc<span class="_ _0"></span>iac<span class="_ _0"></span>h n<span class="_ _0"></span>ależ<span class="_ _0"></span>ąc<span class="_ _0"></span>ych<span class="_ _0"></span> do<span class="_ _0"></span> Uni<span class="_ _0"></span>mo<span class="_ _0"></span>t Ex<span class="_ _0"></span>pr<span class="_ _0"></span>es<span class="_ _0"></span>s sp.<span class="_ _0"></span> z.o<span class="_ _0"></span>.o.<span class="_ _0"></span> wraz<span class="_ _0"></span> z<span class="_ _0"></span> ce<span class="_ _0"></span>sją <span class="_ _0"></span>pra<span class="_ _0"></span>w z<span class="_ _0"></span> </div><div class="t m5 x21 h10 y1005 ff6 fs4 fc2 sc0 ls0 ws0">pol<span class="_ _0"></span>isy u<span class="_ _0"></span>bez<span class="_ _0"></span>piec<span class="_ _0"></span>ze<span class="_ _0"></span>nia<span class="_ _0"></span>,<span class="_ _0"></span> </div><div class="t m0 x9b h4b yc04 ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> </span></div><div class="t m5 x21 h10 yc04 ff8 fs4 fc2 sc0 ls0 ws0">hipo<span class="_ _0"></span>te<span class="_ _0"></span>ka łą<span class="_ _0"></span>cz<span class="_ _0"></span>na <span class="_ _0"></span>do k<span class="_ _0"></span>wot<span class="_ _0"></span>y <span class="_ _0"></span>8,5 <span class="_ _0"></span>ml<span class="_ _0"></span>n PL<span class="_ _0"></span>N na<span class="_ _0"></span> ni<span class="_ _0"></span>eru<span class="_ _0"></span>ch<span class="_ _0"></span>omo<span class="_ _0"></span>śc<span class="_ _0"></span>iac<span class="_ _0"></span>h n<span class="_ _0"></span>ależ<span class="_ _0"></span>ąc<span class="_ _0"></span>ych<span class="_ _0"></span> do<span class="_ _0"></span> Uni<span class="_ _0"></span>mo<span class="_ _0"></span>t Ex<span class="_ _0"></span>pr<span class="_ _0"></span>es<span class="_ _0"></span>s sp.<span class="_ _0"></span> z.o<span class="_ _0"></span>.o, <span class="_ _0"></span>wr<span class="_ _0"></span>az z<span class="_ _0"></span> ce<span class="_ _0"></span>sją <span class="_ _0"></span>pra<span class="_ _0"></span>w<span class="_ _6"></span><span class="ff6"> </span></div><div class="t m0 x9b h4b y1006 ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> </span></div><div class="t m5 x21 h10 y1006 ff6 fs4 fc2 sc0 ls0 ws0">z po<span class="_ _0"></span>lisy<span class="_ _0"></span> ube<span class="_ _0"></span>zp<span class="_ _0"></span>iecz<span class="_ _0"></span>eni<span class="_ _0"></span>ow<span class="_ _0"></span>ej,<span class="_ _0"></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 y3c w5a h1c" alt="" 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class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">117<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x9b h4b y69 ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> </span></div><div class="t m5 x21 h10 y69 ff8 fs4 fc2 sc0 ls0 ws0">ośw<span class="_ _0"></span>iadc<span class="_ _0"></span>ze<span class="_ _0"></span>nie U<span class="_ _0"></span>ni<span class="_ _0"></span>mot<span class="_ _0"></span> Ex<span class="_ _0"></span>pr<span class="_ _0"></span>ess <span class="_ _0"></span>sp.<span class="_ _0"></span> z.o<span class="_ _0"></span>.o.<span class="_ _0"></span> o p<span class="_ _0"></span>od<span class="_ _0"></span>dan<span class="_ _0"></span>iu s<span class="_ _0"></span>ię e<span class="_ _0"></span>gz<span class="_ _0"></span>eku<span class="_ _0"></span>cji<span class="_ _0"></span> z m<span class="_ _0"></span>ienia<span class="_ _0"></span> (<span class="_ _0"></span>nier<span class="_ _0"></span>uch<span class="_ _0"></span>om<span class="_ _0"></span>oś<span class="_ _0"></span>ci) d<span class="_ _0"></span>o <span class="_ _0"></span>kwo<span class="_ _0"></span>t 8<span class="_ _0"></span>,5 m<span class="_ _0"></span>ln <span class="_ _0"></span>PL<span class="_ _0"></span>N o<span class="_ _0"></span>raz <span class="_ _0"></span>3,4<span class="_ _0"></span>5 m<span class="_ _0"></span>ln </div><div class="t m5 x21 h10 y6a8 ff6 fs4 fc2 sc0 ls0 ws0">PLN,<span class="_ _0"></span> </div><div class="t m0 x9b h4b y6d1 ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> </span></div><div class="t m5 x21 h10 y6d1 ff8 fs4 fc2 sc0 ls0 ws0">zast<span class="_ _0"></span>aw<span class="_ _0"></span> rej<span class="_ _0"></span>estr<span class="_ _0"></span>owy<span class="_ _0"></span> i f<span class="_ _0"></span>ina<span class="_ _0"></span>nso<span class="_ _0"></span>wy<span class="_ _0"></span> na<span class="_ _0"></span> w<span class="_ _0"></span>ierzy<span class="_ _0"></span>te<span class="_ _0"></span>lno<span class="_ _0"></span>ści,<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x9b h4b y1007 ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> </span></div><div class="t m5 x21 h10 y1007 ff8 fs4 fc2 sc0 ls0 ws0">hipo<span class="_ _0"></span>te<span class="_ _0"></span>ka łą<span class="_ _0"></span>cz<span class="_ _0"></span>na <span class="_ _0"></span>doc<span class="_ _0"></span>elo<span class="_ _0"></span>wo <span class="_ _0"></span>na <span class="_ _0"></span>1 m<span class="_ _0"></span>iej<span class="_ _0"></span>scu<span class="_ _0"></span> do<span class="_ _0"></span> kwo<span class="_ _0"></span>ty<span class="_ _0"></span> 16<span class="_ _0"></span> m<span class="_ _0"></span>ln PL<span class="_ _0"></span>N <span class="_ _0"></span>na<span class="_ _0"></span> nie<span class="_ _0"></span>ruc<span class="_ _0"></span>ho<span class="_ _0"></span>moś<span class="_ _0"></span>cia<span class="_ _0"></span>ch <span class="_ _0"></span>nal<span class="_ _0"></span>eżąc<span class="_ _0"></span>yc<span class="_ _0"></span>h: Un<span class="_ _0"></span>im<span class="_ _0"></span>ot <span class="_ _0"></span>S.A.,<span class="_ _0"></span> po<span class="_ _0"></span>łoż<span class="_ _0"></span>on<span class="_ _0"></span>ej<span class="_ _6"></span><span class="ff6"> </span></div><div class="t m0 x9b h4b y1008 ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> </span></div><div class="t m5 x21 h10 y1008 ff8 fs4 fc2 sc0 ls0 ws0">w m<span class="_ _0"></span>iej<span class="_ _0"></span>sco<span class="_ _0"></span>woś<span class="_ _0"></span>ci Z<span class="_ _0"></span>aw<span class="_ _0"></span>adz<span class="_ _0"></span>kie<span class="_ _0"></span>, Un<span class="_ _0"></span>imo<span class="_ _0"></span>t<span class="_ _0"></span> Exp<span class="_ _0"></span>res<span class="_ _0"></span>s sp<span class="_ _0"></span>. z <span class="_ _0"></span>o.o<span class="_ _0"></span>., po<span class="_ _0"></span>łoż<span class="_ _0"></span>o<span class="_ _0"></span>nej <span class="_ _0"></span>w Cz<span class="_ _0"></span>ęst<span class="_ _0"></span>oc<span class="_ _0"></span>ho<span class="_ _0"></span>wie,<span class="_ _0"></span> ul.<span class="_ _0"></span> Tor<span class="_ _0"></span>ow<span class="_ _0"></span>a <span class="_ _0"></span>3B<span class="_ _6"></span><span class="ff6"> </span></div><div class="t m0 x9b h4b y1009 ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> </span></div><div class="t m5 x21 h10 y1009 ff8 fs4 fc2 sc0 ls0 ws0">porę<span class="_ _0"></span>cz<span class="_ _0"></span>enia<span class="_ _0"></span> wz<span class="_ _0"></span>aje<span class="_ _0"></span>mn<span class="_ _0"></span>e Un<span class="_ _0"></span>im<span class="_ _0"></span>ot<span class="_ _0"></span> S.A<span class="_ _0"></span>. i T<span class="_ _0"></span>ra<span class="_ _0"></span>dea<span class="_ _0"></span> sp.<span class="_ _0"></span> z o<span class="_ _0"></span>.o.<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x9b h4b y100a ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> </span></div><div class="t m5 x21 h10 y100a ff8 fs4 fc2 sc0 ls0 ws0">porę<span class="_ _0"></span>cz<span class="_ _0"></span>enia<span class="_ _0"></span> wz<span class="_ _0"></span>aje<span class="_ _0"></span>mn<span class="_ _0"></span>e Un<span class="_ _0"></span>im<span class="_ _0"></span>ot<span class="_ _0"></span> S.A<span class="_ _0"></span>. i <span class="_ _0"></span>UEI<span class="_ _0"></span>G sp<span class="_ _0"></span>. z<span class="_ _0"></span> o.o<span class="_ _0"></span>.<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x9b h4b y44a ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> </span></div><div class="t m5 x21 h10 y44a ff6 fs4 fc2 sc0 ls0 ws0">zast<span class="_ _0"></span>aw<span class="_ _0"></span> rej<span class="_ _0"></span>estr<span class="_ _0"></span>owy<span class="_ _0"></span> i f<span class="_ _0"></span>ina<span class="_ _0"></span>nso<span class="_ _0"></span>wy<span class="_ _0"></span> na<span class="_ _0"></span> rac<span class="_ _0"></span>hun<span class="_ _0"></span>ka<span class="_ _0"></span>ch<span class="_ _0"></span> PL<span class="_ _0"></span>N, E<span class="_ _0"></span>UR,<span class="_ _0"></span> USD<span class="_ _0"></span> <span class="_ _5"></span><span class="ff8">—</span> <span class="_ _0"></span>Un<span class="_ _0"></span>imo<span class="_ _0"></span>t P<span class="_ _0"></span>al<span class="_ _0"></span>iwa;<span class="_ _0"></span> </div><div class="t m0 x9b h4b ye31 ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> </span></div><div class="t m5 x21 h10 ye31 ff8 fs4 fc2 sc0 ls0 ws0">zast<span class="_ _0"></span>aw<span class="_ _0"></span> rej<span class="_ _0"></span>estr<span class="_ _0"></span>owy<span class="_ _0"></span> na<span class="_ _0"></span> w<span class="_ _0"></span>ierz<span class="_ _0"></span>yte<span class="_ _0"></span>lno<span class="_ _0"></span>ści z<span class="_ _0"></span> tyt<span class="_ _0"></span>uł<span class="_ _0"></span>u um<span class="_ _0"></span>ó<span class="_ _0"></span>w rac<span class="_ _0"></span>hu<span class="_ _0"></span>nk<span class="_ _0"></span>u <span class="_ _5"></span>—<span class="_ _0"></span><span class="ff6"> Uni<span class="_ _0"></span>mo<span class="_ _0"></span>t <span class="_ _0"></span>SA.<span class="_ _0"></span> </span></div><div class="t m4 x1 h22 y100b ff7 fs4 fc13 sc0 ls0 ws0">Umowa o<span class="_ _1"></span> Kredyt o<span class="_ _1"></span>dnawialny/w <span class="_ _0"></span>ra<span class="_ _0"></span>chunku <span class="ff5">bieżą<span class="_ _0"></span>cym</span> w <span class="ff5">BOŚ</span> Bank S<span class="_ _10"></span>.A.:</div><div class="t m0 x16e h22 y100b ff7 fs4 fc13 sc0 ls0 ws0"> </div><div class="t m0 x9b h4b y100c ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> </span></div><div class="t m5 x21 h10 y100c ff8 fs4 fc2 sc0 ls0 ws0">pełn<span class="_ _0"></span>om<span class="_ _0"></span>oc<span class="_ _0"></span>nict<span class="_ _0"></span>wo<span class="_ _0"></span> do<span class="_ _0"></span> dy<span class="_ _0"></span>spo<span class="_ _0"></span>no<span class="_ _0"></span>wa<span class="_ _0"></span>nia<span class="_ _0"></span> <span class="_ _0"></span>rac<span class="_ _0"></span>hun<span class="_ _0"></span>ka<span class="_ _0"></span>mi,<span class="_ _0"></span> z w<span class="_ _0"></span>yłąc<span class="_ _0"></span>ze<span class="_ _0"></span>nie<span class="_ _0"></span>m r<span class="_ _0"></span>ach<span class="_ _0"></span>unk<span class="_ _0"></span>u o<span class="_ _0"></span>tw<span class="_ _0"></span>art<span class="_ _0"></span>ego<span class="_ _0"></span> prz<span class="_ _0"></span>ez <span class="_ _0"></span>Ba<span class="_ _0"></span>nk <span class="_ _0"></span>do o<span class="_ _0"></span>bs<span class="_ _0"></span>ług<span class="_ _0"></span>i po<span class="_ _0"></span>dat<span class="_ _0"></span>ku <span class="_ _0"></span>VAT<span class="_ _0"></span> w<span class="_ _0"></span> </div><div class="t m5 x21 h10 y100d ff8 fs4 fc2 sc0 ls0 ws0">ram<span class="_ _0"></span>ach<span class="_ _0"></span> m<span class="_ _0"></span>ec<span class="_ _0"></span>han<span class="_ _0"></span>izm<span class="_ _0"></span>u po<span class="_ _0"></span>dz<span class="_ _0"></span>ielo<span class="_ _0"></span>ne<span class="_ _0"></span>j pła<span class="_ _0"></span>tn<span class="_ _0"></span>ośc<span class="_ _0"></span>i,<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x9b h4b y100e ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> </span></div><div class="t m5 x21 h10 y100e ff8 fs4 fc2 sc0 ls0 ws0">zast<span class="_ _0"></span>aw<span class="_ _0"></span> fin<span class="_ _0"></span>ans<span class="_ _0"></span>ow<span class="_ _0"></span>y z <span class="_ _0"></span>kla<span class="_ _0"></span>uzul<span class="_ _0"></span>ą ko<span class="_ _0"></span>m<span class="_ _0"></span>pens<span class="_ _0"></span>acy<span class="_ _0"></span>jną<span class="_ _0"></span> na<span class="_ _0"></span> pra<span class="_ _0"></span>wa<span class="_ _0"></span>c<span class="_ _0"></span>h do<span class="_ _0"></span> śr<span class="_ _0"></span>od<span class="_ _0"></span>ków<span class="_ _0"></span> pie<span class="_ _0"></span>nięż<span class="_ _0"></span>ny<span class="_ _0"></span>ch<span class="_ _0"></span> zde<span class="_ _0"></span>po<span class="_ _0"></span>now<span class="_ _0"></span>an<span class="_ _0"></span>ych<span class="_ _0"></span> na<span class="_ _0"></span> rac<span class="_ _0"></span>hu<span class="_ _0"></span>nka<span class="_ _0"></span>ch<span class="_ _0"></span> Kli<span class="_ _0"></span>enta<span class="_ _0"></span> BO<span class="_ _0"></span>Ś </div><div class="t m5 x21 h10 y32a ff8 fs4 fc2 sc0 ls0 ws0">S.A. z<span class="_ _0"></span> w<span class="_ _0"></span>yłą<span class="_ _0"></span>cz<span class="_ _0"></span>eniem<span class="_ _0"></span> ra<span class="_ _0"></span>c<span class="_ _0"></span>hunk<span class="_ _0"></span>u o<span class="_ _0"></span>tw<span class="_ _0"></span>art<span class="_ _0"></span>eg<span class="_ _0"></span>o prz<span class="_ _0"></span>ez<span class="_ _0"></span> Ba<span class="_ _0"></span>nk<span class="_ _0"></span> do o<span class="_ _0"></span>bs<span class="_ _0"></span>ług<span class="_ _0"></span>i po<span class="_ _0"></span>dat<span class="_ _0"></span>ku<span class="_ _0"></span> VA<span class="_ _0"></span>T <span class="_ _0"></span>w ra<span class="_ _0"></span>mac<span class="_ _0"></span>h <span class="_ _0"></span>mec<span class="_ _0"></span>ha<span class="_ _0"></span>niz<span class="_ _0"></span>mu<span class="_ _0"></span> po<span class="_ _0"></span>dz<span class="_ _0"></span>ielon<span class="_ _0"></span>ej p<span class="_ _0"></span>łat<span class="_ _0"></span>no<span class="_ _0"></span>ści,<span class="_ _7"></span><span class="ff6"> </span></div><div class="t m0 x9b h4b y100f ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> </span></div><div class="t m5 x21 h10 y100f ff8 fs4 fc2 sc0 ls0 ws0">wek<span class="_ _0"></span>sel <span class="_ _0"></span>wł<span class="_ _0"></span>asny<span class="_ _0"></span> in <span class="_ _0"></span>blan<span class="_ _0"></span>co<span class="_ _0"></span> wr<span class="_ _0"></span>az z<span class="_ _0"></span> d<span class="_ _0"></span>ekla<span class="_ _0"></span>rac<span class="_ _0"></span>ją,<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x9b h4b y857 ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> </span></div><div class="t m5 x21 h10 y857 ff8 fs4 fc2 sc0 ls0 ws0">gwa<span class="_ _0"></span>ran<span class="_ _0"></span>cja<span class="_ _0"></span> PL<span class="_ _0"></span>G FG<span class="_ _0"></span>P B<span class="_ _0"></span>GK <span class="_ _0"></span>do<span class="_ _0"></span> wy<span class="_ _0"></span>sok<span class="_ _0"></span>ośc<span class="_ _0"></span>i 8<span class="_ _0"></span>0%<span class="_ _0"></span> kwo<span class="_ _0"></span>ty<span class="_ _0"></span> kre<span class="_ _0"></span>dyt<span class="_ _0"></span>u t<span class="_ _0"></span>j. 3<span class="_ _0"></span>5,2 <span class="_ _0"></span>ml<span class="_ _0"></span>n PL<span class="_ _0"></span>N,<span class="_ _6"></span><span class="ff6"> </span></div><div class="t m0 x9b h4b y3d5 ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> </span></div><div class="t m5 x21 h10 y3d5 ff8 fs4 fc2 sc0 ls0 ws0">ośw<span class="_ _0"></span>iadc<span class="_ _0"></span>ze<span class="_ _0"></span>nie o<span class="_ _0"></span> p<span class="_ _0"></span>odd<span class="_ _0"></span>ani<span class="_ _0"></span>u si<span class="_ _0"></span>ę eg<span class="_ _0"></span>ze<span class="_ _0"></span>kuc<span class="_ _0"></span>ji.<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x9b h4b y1010 ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> </span></div><div class="t m5 x21 h10 y1010 ff8 fs4 fc2 sc0 ls0 ws0">prz<span class="_ _0"></span>ystą<span class="_ _0"></span>pien<span class="_ _0"></span>ie <span class="_ _0"></span>do<span class="_ _0"></span> dłu<span class="_ _0"></span>gu U<span class="_ _0"></span>nim<span class="_ _0"></span>ot<span class="_ _0"></span> S.<span class="_ _0"></span>A. p<span class="_ _0"></span>rzez<span class="_ _0"></span> U<span class="_ _0"></span>nim<span class="_ _0"></span>ot<span class="_ _0"></span> Pa<span class="_ _0"></span>liwa<span class="_ _0"></span> sp<span class="_ _0"></span>. z o<span class="_ _0"></span>.o.<span class="_ _6"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y1011 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h11 y1012 ff5 fs3 fc5 sc0 ls0 ws0">Analiza umów leasingow<span class="_ _0"></span>ych na dzień <span class="_ _0"></span><span class="ff7">31.<span class="ls9">12</span>.2024 <span class="_ _0"></span><span class="ls36">r.</span> </span></div></div><div class="c x1 y63e w120 h111"><div class="t m0 x0 h15 y1013 ff7 fs9 fc2 sc0 ls0 ws0">Typ umowy<span class="ff6">  </span></div></div><div class="c x16f y63e w121 h111"><div class="t m0 x0 h15 y1014 ff5 fs9 fc2 sc0 ls0 ws0">Część </div><div class="t m0 x0 h15 y1015 ff5 fs9 fc2 sc0 ls0 ws0">długoterminowa<span class="ff6"> <span class="_ _1"></span> </span></div></div><div class="c xac y63e w122 h111"><div class="t m0 x0 h15 y1014 ff5 fs9 fc2 sc0 ls0 ws0">Część </div><div class="t m0 x0 h15 y1015 ff5 fs9 fc2 sc0 ls0 ws0">krótkoterminowa<span class="ff6"> <span class="_ _1"></span> </span></div></div><div class="c xcf y63e w123 h111"><div class="t m0 x0 h15 y1016 ff5 fs9 fc2 sc0 ls0 ws0">Wartość </div><div class="t m0 x0 h15 y1014 ff7 fs9 fc2 sc0 ls0 ws0">bilansowa <span class="_ _1a"> </span>na </div><div class="t m0 x0 h15 y1017 ff5 fs9 fc2 sc0 ls0 ws0">dzień </div><div class="t m0 x0 h15 y566 ff7 fs9 fc2 sc0 ls0 ws0">31.12.2024<span class="ff6">  </span></div></div><div class="c x170 y63e w124 h111"><div class="t m0 x0 h15 y1013 ff7 fs9 fc2 sc0 ls0 ws0">Waluta<span class="ff6">  </span></div></div><div class="c x94 y63e w125 h111"><div class="t m0 x0 h15 y1014 ff7 fs9 fc2 sc0 ls0 ws0">Rodzaj </div><div class="t m0 x0 h15 y1015 ff5 fs9 fc2 sc0 ls0 ws0">zobowiązania<span class="ff6"> <span class="_ _1"></span> </span></div></div><div class="c x171 y63e waa h111"><div class="t m0 x0 h15 y1014 ff7 fs9 fc2 sc0 ls0 ws0">Data </div><div class="t m0 x0 h15 y1015 ff7 fs9 fc2 sc0 ls0 ws0">udzielenia<span class="ff6">  </span></div></div><div class="c x16b y63e w126 h111"><div class="t m0 x0 h15 y1018 ff7 fs9 fc2 sc0 ls0 ws0">Okres </div><div class="t m0 x0 h15 y1019 ff5 fs9 fc2 sc0 ls0 ws0">obowiązywania </div><div class="t m0 x0 h15 y101a ff7 fs9 fc2 sc0 ls0 ws0">umowy<span class="ff6">  </span></div></div><div class="c x1 y101b w120 h112"><div class="t m0 x0 h19 yabe ff6 fs9 fc2 sc0 ls0 ws0">Umowy leasingowe<span class="_ _1"></span> </div><div class="t m0 x0 h19 y101c ff8 fs9 fc2 sc0 ls0 ws0">dotyczące ś<span class="_ _1"></span>rodków </div><div class="t m0 x0 h19 y566 ff6 fs9 fc2 sc0 ls0 ws0">transpor<span class="_ _1"></span>tu  </div></div><div class="c x16f y101b w121 h112"><div class="t m0 x18 h19 y1017 ff6 fs9 fc2 sc0 ls4 ws0">882<span class="ls0"> </span></div></div><div class="c xac y101b w122 h112"><div class="t m0 x37 h19 y1017 ff6 fs9 fc2 sc0 ls0 ws0">1 456 </div></div><div class="c xcf y101b w123 h112"><div class="t m0 x5e h19 y1017 ff6 fs9 fc2 sc0 ls0 ws0">2 338 </div></div><div class="c x170 y101b w124 h112"><div class="t m0 x0 h19 y1017 ff6 fs9 fc2 sc0 ls0 ws0">PLN  </div></div><div class="c x94 y101b w125 h112"><div class="t m0 x0 h19 y1017 ff6 fs9 fc2 sc0 ls0 ws0">leasing  </div></div><div class="c x171 y101b waa h112"><div class="t m0 x0 h19 y1017 ff6 fs9 fc2 sc0 ls0 ws0">31.12.2021  </div></div><div class="c x16b y101b w126 h112"><div class="t m0 x0 h19 y1017 ff6 fs9 fc2 sc0 ls0 ws0">31.01.2028  </div></div><div class="c x1 y101d w120 h112"><div class="t m0 x0 h19 yabe ff6 fs9 fc2 sc0 ls0 ws0">Umowy leasingowe<span class="_ _1"></span> </div><div class="t m0 x0 h19 y1017 ff8 fs9 fc2 sc0 ls0 ws0">dotyczące u<span class="_ _1"></span>mów </div><div class="t m0 x0 h19 y566 ff8 fs9 fc2 sc0 ls0 ws0">dzierżawy<span class="ff6">  </span></div></div><div class="c x16f y101d w121 h112"><div class="t m0 x125 h19 y1015 ff6 fs9 fc2 sc0 ls0 ws0">151 484 </div></div><div class="c xac y101d w122 h112"><div class="t m0 x19 h19 y1015 ff6 fs9 fc2 sc0 ls0 ws0">10 887 </div></div><div class="c xcf y101d w123 h112"><div class="t m0 x55 h19 y1015 ff6 fs9 fc2 sc0 ls0 ws0">162 371 </div></div><div class="c x170 y101d w124 h112"><div class="t m0 x0 h19 y1015 ff6 fs9 fc2 sc0 ls0 ws0">PLN  </div></div><div class="c x94 y101d w125 h112"><div class="t m0 x0 h19 y1015 ff6 fs9 fc2 sc0 ls0 ws0">leasing  </div></div><div class="c x171 y101d waa h112"><div class="t m0 x0 h19 y1015 ff6 fs9 fc2 sc0 ls0 ws0">2015.01.01  </div></div><div class="c x16b y101d w126 h112"><div class="t m0 x0 h19 y1015 ff6 fs9 fc2 sc0 ls0 ws0">31.01.2042  </div></div><div class="c x1 y101e w120 h113"><div class="t m0 x0 h19 y101f ff6 fs9 fc2 sc0 ls0 ws0">Umowy leasingowe<span class="_ _1"></span> </div><div class="t m0 x0 h19 y1020 ff8 fs9 fc2 sc0 ls0 ws0">dotyczące u<span class="_ _1"></span>rządzeń </div><div class="t m0 x0 h19 y566 ff6 fs9 fc2 sc0 ls0 ws0">fotowol<span class="_ _1"></span>taicznych<span class="ls20">  </span> </div></div><div class="c x16f y101e w121 h113"><div class="t m0 x18 h19 y1021 ff6 fs9 fc2 sc0 ls4 ws0">255<span class="ls0"> </span></div></div><div class="c xac y101e w122 h113"><div class="t m0 x38 h19 y1021 ff6 fs9 fc2 sc0 ls4 ws0">54<span class="ls0"> </span></div></div><div class="c xcf y101e w123 h113"><div class="t m0 x4d h19 y1021 ff6 fs9 fc2 sc0 ls4 ws0">309<span class="ls0"> </span></div></div><div class="c x170 y101e w124 h113"><div class="t m0 x0 h19 y1021 ff6 fs9 fc2 sc0 ls0 ws0">PLN  </div></div><div class="c x94 y101e w125 h113"><div class="t m0 x0 h19 y1021 ff6 fs9 fc2 sc0 ls0 ws0">leasing  </div></div><div class="c x171 y101e waa h113"><div class="t m0 x0 h19 y1021 ff6 fs9 fc2 sc0 ls0 ws0">2022.10.30  </div></div><div class="c x16b y101e w126 h113"><div class="t m0 x0 h19 y1021 ff6 fs9 fc2 sc0 ls0 ws0">31.10.2029  </div></div><div class="c x1 y118 w120 h114"><div class="t m0 x0 h15 y566 ff7 fs9 fc2 sc0 ls0 ws0">Razem<span class="ff6">  </span></div></div><div class="c x16f y118 w121 h114"><div class="t m0 x125 h19 y566 ff6 fs9 fc2 sc0 ls0 ws0">152 621 </div></div><div class="c xac y118 w122 h114"><div class="t m0 x19 h19 y566 ff6 fs9 fc2 sc0 ls0 ws0">12 397 </div></div><div class="c xcf y118 w123 h114"><div class="t m0 x55 h19 y566 ff6 fs9 fc2 sc0 ls0 ws0">165 018 </div></div><div class="c x170 y118 w124 h114"><div class="t m0 x0 h19 y566 ff8 fs9 fc2 sc0 ls0 ws0"> <span class="ff6">  </span></div></div><div class="c x94 y118 w125 h114"><div class="t m0 x0 h19 y566 ff8 fs9 fc2 sc0 ls0 ws0"> <span class="ff6">  </span></div></div><div class="c x171 y118 waa h114"><div class="t m0 x0 h19 y566 ff8 fs9 fc2 sc0 ls0 ws0"> <span class="ff6">  </span></div></div><div class="c x16b y118 w126 h114"><div class="t m0 x0 h19 y566 ff8 fs9 fc2 sc0 ls0 ws0"> <span class="ff6">  </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h14 y1022 ffa fs9 fc2 sc0 ls0 ws0">*Dane w <span class="ff9">tys. zł</span> <span class="_ _1"></span> </div><div class="t m0 x1 h10 y1023 ff8 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _10"></span>dzień <span class="_ _1"></span>31 <span class="_ _10"></span>grudnia 2024 <span class="_ _10"></span>roku <span class="_ _10"></span>Jednostka <span class="_ _1"></span>Dominująca <span class="_ _10"></span>posiadała zob<span class="_ _1"></span>owiązania <span class="_ _1"></span>finansowe <span class="_ _10"></span>z tytu<span class="_ _1"></span>łu <span class="_ _10"></span>z<span class="_ _0"></span>awartych <span class="_ _10"></span>umów leas<span class="_ _1"></span>ingowych <span class="_ _10"></span>w w<span class="_ _1"></span>ysoko<span class="_ _0"></span>ści </div><div class="t m0 x1 h10 y180 ff6 fs4 fc2 sc0 ls0 ws0">165 <span class="_ _5"></span>018 <span class="_ _6"></span><span class="ff8">tys. <span class="_ _5"></span>z<span class="_ _0"></span>ł. <span class="_ _6"></span>Przedmiotem <span class="_ _5"></span>umów<span class="_ _0"></span> <span class="_ _5"></span>leasingowych <span class="_ _6"></span>były <span class="_ _5"></span>głównie <span class="_ _6"></span>umowy <span class="_ _5"></span>dotyczące <span class="_ _6"></span>dzierżawy <span class="_ _5"></span>nieruchomości <span class="_ _6"></span>biurowych <span class="_ _5"></span>i <span class="_ _5"></span>stacji<span class="_ _0"></span> <span class="_ _5"></span>pa<span class="_ _0"></span>liw <span class="_ _5"></span>o<span class="_ _0"></span>raz </span></div><div class="t m0 x1 h10 y6c4 ff8 fs4 fc2 sc0 ls0 ws0">umowy leasingowe dotyczące <span class="_ _0"></span>środków transportu i <span class="_ _0"></span>urządzeń fotow<span class="_ _0"></span>oltaicznych. Instalacje fotow<span class="_ _0"></span>oltaiczne umieszczone są na <span class="_ _0"></span>terena<span class="_ _5"></span><span class="ff6">ch stacji<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y1024 ff6 fs4 fc2 sc0 ls0 ws0">benzyn<span class="ff8">owych, <span class="_ _0"></span>a <span class="_ _5"></span>wartość <span class="_ _5"></span>ich <span class="_ _0"></span>z<span class="_ _0"></span>obowiązań <span class="_ _0"></span>leasingowych <span class="_ _5"></span>na <span class="_ _0"></span>koniec <span class="_ _5"></span>grudnia <span class="_ _0"></span>wynosiła <span class="_ _5"></span>309 <span class="_ _6"></span>tys. <span class="_ _0"></span>zł<span class="_ _0"></span></span>. <span class="_ _0"></span>W <span class="_ _5"></span>2024 <span class="_ _0"></span>r. <span class="_ _5"></span>zaw<span class="_ _0"></span>arto <span class="_ _0"></span>nowe <span class="_ _5"></span>umowy <span class="_ _5"></span>na <span class="_ _0"></span>siedem </div><div class="t m0 x1 h10 yfc9 ff8 fs4 fc2 sc0 ls0 ws0">samochodów osobowych <span class="_ _10"></span>oraz<span class="_ _0"></span> za<span class="_ _1"></span>kończono pię<span class="_ _1"></span>tnaście <span class="_ _1"></span>leasingów. <span class="_ _1"></span>Ponadto podpisano <span class="_ _10"></span>p<span class="_ _0"></span>ięć n<span class="_ _1"></span>owych umów dotycząc<span class="_ _0"></span><span class="ff6">ych </span>prawa <span class="_ _10"></span>do użytkowania </div><div class="t m0 x1 h10 y1025 ff8 fs4 fc2 sc0 ls0 ws0">aktywów na nowo przyjęte stacje paliw.<span class="ff6 ls1d">  <span class="ls0"> </span></span></div><div class="t m0 x1 h11 y70a ff5 fs3 fc5 sc0 ls0 ws0">Harmonogram sp<span class="_ _0"></span>łaty zobowiązań leasingow<span class="_ _0"></span>ych:<span class="_ _0"></span><span class="ff7"> </span></div><div class="t m0 x1 h10 ya54 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y24f w127 h115"><div class="t m0 xa h14 y1026 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x172 y1027 w128 h116"><div class="t m0 x11f h15 yc78 ff5 fs9 fc2 sc0 ls0 ws0">Płatności </div><div class="t m0 xcb h15 y1028 ff7 fs9 fc2 sc0 ls0 ws0">nominalne </div></div><div class="c x173 y1027 w129 h116"><div class="t m0 xe h15 yc78 ff7 fs9 fc2 sc0 ls0 ws0">Odsetki </div><div class="t m0 x5e h15 y1028 ff7 fs9 fc2 sc0 ls0 ws0">efektywne </div></div><div class="c x174 y1027 w12a h116"><div class="t m0 x4f h15 y1018 ff7 fs9 fc2 sc0 ls0 ws0">Zdyskontowane </div><div class="t m0 x55 h15 y1029 ff5 fs9 fc2 sc0 ls0 ws0">zobowiązania z </div><div class="t m0 x50 h15 y54f ff5 fs9 fc2 sc0 ls0 ws0">tytułu leasingu<span class="_ _1"></span><span class="ff7"> </span></div></div><div class="c x94 y1027 w12b h116"><div class="t m0 x14 h15 yc78 ff5 fs9 fc2 sc0 ls0 ws0">Płatności </div><div class="t m0 x56 h15 y1028 ff7 fs9 fc2 sc0 ls0 ws0">nominalne </div></div><div class="c xbc y1027 w12c h116"><div class="t m0 x37 h15 yc78 ff7 fs9 fc2 sc0 ls0 ws0">Odsetki </div><div class="t m0 xc h15 y1028 ff7 fs9 fc2 sc0 ls0 ws0">efektywne </div></div><div class="c xa6 y1027 w12d h116"><div class="t m0 x56 h15 y1018 ff7 fs9 fc2 sc0 ls0 ws0">Zdyskontowane </div><div class="t m0 x16 h15 y1029 ff5 fs9 fc2 sc0 ls0 ws0">zobowiązania z </div><div class="t m0 x11e h15 y54f ff5 fs9 fc2 sc0 ls0 ws0">tytułu leasingu<span class="_ _1"></span><span class="ff7"> </span></div></div><div class="c x172 y24f w12e h29"><div class="t m0 xba h22 y36 ff7 fs4 fc2 sc0 ls6 ws0">31.12.2024<span class="ls0"> </span></div></div><div class="c x94 y24f w12f h29"><div class="t m0 x103 h22 y36 ff7 fs4 fc2 sc0 ls6 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x1 y88e w127 h29"><div class="t m0 xa h22 y192 ff7 fs4 fc2 sc0 ls0 ws0">Do roku </div></div><div class="c x172 y88e w128 h29"><div class="t m0 x38 h10 y16e ff6 fs4 fc2 sc0 ls6 ws0">22 837<span class="ls0"> </span></div></div><div class="c x173 y88e w129 h29"><div class="t m0 x15 h10 y16e ff6 fs4 fc2 sc0 ls6 ws0">10 440<span class="ls0"> </span></div></div><div class="c x174 y88e w12a h29"><div class="t m0 x1b h10 y16e ff6 fs4 fc2 sc0 ls6 ws0">12 397<span class="ls0"> </span></div></div><div class="c x94 y88e w12b h29"><div class="t m0 x15 h10 y16e ff6 fs4 fc2 sc0 ls6 ws0">19 015<span class="ls0"> </span></div></div><div class="c xbc y88e w12c h29"><div class="t m0 x38 h10 y16e ff6 fs4 fc2 sc0 ls6 ws0">8 556<span class="ls0"> </span></div></div><div class="c xa6 y88e w12d h29"><div class="t m0 x13f h10 y16e ff6 fs4 fc2 sc0 ls6 ws0">10 459<span class="ls0"> </span></div></div><div class="c x1 y62a w127 h29"><div class="t m0 xa h22 y192 ff7 fs4 fc2 sc0 ls0 ws0">1 do 5 lat </div></div><div class="c x172 y62a w128 h29"><div class="t m0 x38 h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">83 881<span class="ls0"> </span></div></div><div class="c x173 y62a w129 h29"><div class="t m0 x15 h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">33 654<span class="ls0"> </span></div></div><div class="c x174 y62a w12a h29"><div class="t m0 x1b h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">50 226<span class="ls0"> </span></div></div><div class="c x94 y62a w12b h29"><div class="t m0 x15 h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">64 362<span class="ls0"> </span></div></div><div class="c xbc y62a w12c h29"><div class="t m0 x11f h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">28 094<span class="ls0"> </span></div></div><div class="c xa6 y62a w12d h29"><div class="t m0 x13f h10 y36 ff6 fs4 fc2 sc0 ls6 ws0">36 268<span class="ls0"> </span></div></div><div class="c x1 y62b w127 h2c"><div class="t m0 xa h22 y192 ff5 fs4 fc2 sc0 ls0 ws0">Powyżej 5 lat<span class="ff7"> </span></div></div><div class="c x172 y62b w128 h2c"><div class="t m0 x18 h10 y16e ff6 fs4 fc2 sc0 ls6 ws0">129 867<span class="ls0"> </span></div></div><div class="c x173 y62b w129 h2c"><div class="t m0 x15 h10 y16e ff6 fs4 fc2 sc0 ls6 ws0">27 472<span class="ls0"> </span></div></div><div class="c x174 y62b w12a h2c"><div class="t m0 xa0 h10 y16e ff6 fs4 fc2 sc0 ls6 ws0">102 395<span class="ls0"> </span></div></div><div class="c x94 y62b w12b h2c"><div class="t m0 x98 h10 y16e ff6 fs4 fc2 sc0 ls6 ws0">117 615<span class="ls0"> </span></div></div><div class="c xbc y62b w12c h2c"><div class="t m0 x11f h10 y16e ff6 fs4 fc2 sc0 ls6 ws0">27 654<span class="ls0"> </span></div></div><div class="c xa6 y62b w12d h2c"><div class="t m0 x13f h10 y16e ff6 fs4 fc2 sc0 ls6 ws0">89 961<span class="ls0"> </span></div></div><div class="c x1 y102a w127 h29"><div class="t m0 xa h22 y192 ff7 fs4 fc2 sc0 ls0 ws0">Razem </div></div><div class="c x172 y102a w128 h29"><div class="t m0 x18 h22 y36 ff7 fs4 fc2 sc0 ls6 ws0">236 584<span class="ls0"> </span></div></div><div class="c x173 y102a w129 h29"><div class="t m0 x15 h22 y36 ff7 fs4 fc2 sc0 ls6 ws0">71 566<span class="ls0"> </span></div></div><div class="c x174 y102a w12a h29"><div class="t m0 xa0 h22 y36 ff7 fs4 fc2 sc0 ls6 ws0">165 018<span class="ls0"> </span></div></div><div class="c x94 y102a w12b h29"><div class="t m0 x98 h22 y36 ff7 fs4 fc2 sc0 ls6 ws0">200 992<span class="ls0"> </span></div></div><div class="c xbc y102a w12c h29"><div class="t m0 x11f h22 y36 ff7 fs4 fc2 sc0 ls6 ws0">64 304<span class="ls0"> </span></div></div><div class="c xa6 y102a w12d h29"><div class="t m0 xfc h22 y36 ff7 fs4 fc2 sc0 ls6 ws0">136 688<span class="ls0"> </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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">118<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y4e6 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _12"> </span>2024 <span class="_ _12"> </span>roku <span class="_ _7"> </span>Unimot <span class="_ _12"> </span>S.A. <span class="_ _12"> </span>znacząco <span class="_ _12"> </span>zwiększył <span class="_ _12"> </span>swoje <span class="_ _12"> </span>zobowiązania <span class="_ _7"> </span>z  tyt<span class="_ _1"></span>ułu <span class="_ _12"> </span>leasingu, <span class="_ _7"> </span>zwłaszc<span class="_ _0"></span>za <span class="_ _12"> </span>w  segmen<span class="_ _1"></span>cie <span class="_ _12"> </span>umów <span class="_ _12"> </span>długoterminowych </div><div class="t m0 x1 h10 y536 ff8 fs4 fc2 sc0 ls0 ws0">(powyżej <span class="_ _5"></span>1 <span class="_ _0"></span>roku). <span class="_ _5"></span>Największy <span class="_ _0"></span>udział <span class="_ _5"></span>w <span class="_ _5"></span>strukturze <span class="_ _0"></span>posiadają <span class="_ _5"></span>umowy <span class="_ _5"></span>powyżej <span class="_ _5"></span>5 <span class="_ _0"></span>lat, <span class="_ _5"></span>co <span class="_ _0"></span>w<span class="_ _0"></span>skazuje <span class="_ _0"></span>na <span class="_ _5"></span>długookresowy <span class="_ _5"></span>charakter <span class="_ _0"></span>strate<span class="_ _5"></span><span class="ff6">gicznych </span></div><div class="t m0 x1 h10 y537 ff8 fs4 fc2 sc0 ls0 ws0">dzierżaw, przede wszystkim stacji paliw AVIA i n<span class="_ _1"></span>ieruchomości operacyjnych.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y290 ff8 fs4 fc2 sc0 ls0 ws0">Zwiększenie <span class="_ _0"></span>zarówno <span class="_ _5"></span>wartości <span class="_ _5"></span>no<span class="_ _0"></span>minalnej, <span class="_ _0"></span>jak <span class="_ _5"></span>i <span class="_ _5"></span>zdyskontowanej, <span class="_ _5"></span>potwierdza<span class="_ _0"></span><span class="ff6"> <span class="_ _5"></span>znaczenie <span class="_ _5"></span>tego <span class="_ _5"></span>rodzaju <span class="_ _5"></span>finansowania <span class="_ _5"></span>w <span class="_ _6"></span>rozwoju <span class="_ _0"></span></span>dzia<span class="_ _0"></span>łalności. </div><div class="t m0 x1 h10 y291 ff8 fs4 fc2 sc0 ls0 ws0">Struktura czasowa zobowiązań pozostaje zrównoważona, a wzrost odsete<span class="_ _1"></span>k efektywnych <span class="_ _0"></span>jest dopasowany do oczekiwanych korzyści.<span class="ff6"> </span></div><div class="t m0 x1 h10 y538 ff8 fs4 fc2 sc0 ls0 ws0">Zgodnie z wymogami MSSF 16, do zobowiązań leasingowych zaliczane są również umowy dzierżawy. Na dzień 31 grudnia 2024 roku Un<span class="_ _0"></span><span class="ff6">imo<span class="_ _0"></span>t </span></div><div class="t m0 x1 h10 y539 ff8 fs4 fc2 sc0 ls0 ws0">S.A. <span class="_ _14"> </span>posiadała <span class="_ _13"> </span>obowiązujące <span class="_ _14"> </span>umowy <span class="_ _14"> </span>leasingowe <span class="_ _14"> </span>o<span class="_ _0"></span>bejmujące <span class="_ _14"> </span>samochody <span class="_ _13"> </span>osobowe, <span class="_ _14"> </span>instalacje <span class="_ _14"> </span>fo<span class="_ _0"></span>towoltaiczne <span class="_ _14"> </span>oraz <span class="_ _13"> </span>umowy <span class="_ _14"> </span>dzierżawy </div><div class="t m0 x1 h10 y70 ff6 fs4 fc2 sc0 ls0 ws0">doty<span class="ff8">czące budynków i stacji paliw.</span> </div><div class="t m0 x1 h10 y269 ff8 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _12"> </span>moment  sporządzenia <span class="_ _12"> </span>bilansu  Sp<span class="_ _1"></span>ółka  była <span class="_ _12"> </span>stroną  42 <span class="_ _12"> </span>umów  leasingowych, <span class="_ _12"> </span>z  czego <span class="_ _12"> </span>5  dotyczyło <span class="_ _12"> </span>instalacji <span class="_ _12"> </span>foto<span class="_ _0"></span>woltaicznych, <span class="_ _12"> </span>a  37<span class="_ _0"></span><span class="ff6">  </span>–<span class="ff6"> </span></div><div class="t m0 x1 h10 y3d2 ff8 fs4 fc2 sc0 ls0 ws0">samochodów <span class="_ _0"></span>osobowych. <span class="_ _0"></span>Dodatkowo, <span class="_ _0"></span>zawartych <span class="_ _0"></span>było <span class="_ _0"></span>56 <span class="_ _0"></span>umów dzierżawy, <span class="_ _0"></span>w <span class="_ _0"></span>tym <span class="_ _0"></span>48 <span class="_ _0"></span>obejmujących <span class="_ _0"></span>stacje <span class="_ _0"></span>paliw <span class="_ _0"></span>oraz <span class="_ _0"></span>8 <span class="_ _0"></span>dotyczących <span class="_ _0"></span>najm<span class="_ _5"></span><span class="ff6 ls29">u </span></div><div class="t m0 x1 h10 y6f7 ff6 fs4 fc2 sc0 ls0 ws0">b<span class="ff8">udynków i lokali użytkowych. Po dniu bilansowym nie zawarto nowych umów dzierżawy.</span> </div><div class="t m0 x1 h10 yd49 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 y19b ff7 fs5 fc5 sc0 ls11 ws0">8.7.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">UDZIELONE KREDYTY I POŻYCZKI<span class="ff7"> </span></span></span></div></div><div class="c x1 y102b w130 h117"><div class="t m0 xa hf3 y239 ff5 fsa fc2 sc0 ls0 ws0">Pożyczkobiorca<span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c x68 y102b w131 h117"><div class="t m0 x134 hf3 y239 ff7 fsa fc2 sc0 ls0 ws0">31.12.2023<span class="ff6"> </span> </div></div><div class="c xb y102b w132 h117"><div class="t m0 x52 hf3 y239 ff7 fsa fc2 sc0 ls0 ws0">Udzielone<span class="ff6"> </span> </div></div><div class="c xd8 y102b wca h117"><div class="t m0 x53 hf3 y239 ff5 fsa fc2 sc0 ls0 ws0">Spłacone<span class="ff6"> <span class="ff7"> </span></span></div></div><div class="c xe2 y102b w133 h117"><div class="t m0 x175 hf3 ye67 ff7 fsa fc2 sc0 ls0 ws0">Odsetki </div><div class="t m0 x54 hf3 y565 ff7 fsa fc2 sc0 ls0 ws0">naliczone<span class="ff6"> </span> </div></div><div class="c xdc y102b w134 h117"><div class="t m0 x107 hf3 ye67 ff7 fsa fc2 sc0 ls0 ws0">Odsetki </div><div class="t m0 x175 hf3 y565 ff5 fsa fc2 sc0 ls0 ws0">zapłacone<span class="ff6"> <span class="ff7"> </span></span></div></div><div class="c x176 y102b w135 h117"><div class="t m0 x175 hf3 ye72 ff5 fsa fc2 sc0 ls0 ws0">Różnice </div><div class="t m0 x55 hf3 y239 ff7 fsa fc2 sc0 ls0 ws0">kursowe </div><div class="t m0 x134 hf3 ye60 ff7 fsa fc2 sc0 ls0 ws0">zrealizowane<span class="ff6"> </span> </div></div><div class="c x2b y102b wd4 h117"><div class="t m0 x5e hf3 ye72 ff5 fsa fc2 sc0 ls0 ws0">Różnice </div><div class="t m0 x9f hf3 y239 ff7 fsa fc2 sc0 ls0 ws0">kursowe </div><div class="t m0 xa hf3 ye60 ff7 fsa fc2 sc0 ls0 ws0">niezrealizowane<span class="ff6"> <span class="_ _0"></span></span> </div></div><div class="c x177 y102b w136 h117"><div class="t m0 xa hf3 y239 ff7 fsa fc2 sc0 ls0 ws0">31.12.2024<span class="ff6"> </span> </div></div><div class="c x1 y102c w130 h23"><div class="t m0 xa h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">Unimot Paliwa  </div></div><div class="c x68 y102c w131 h23"><div class="t m0 x11e h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c xb y102c w132 h23"><div class="t m0 x98 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c xd8 y102c wca h23"><div class="t m0 x4d h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c xe2 y102c w133 h23"><div class="t m0 x14 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c xdc y102c w134 h23"><div class="t m0 xe h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c x176 y102c w135 h23"><div class="t m0 x98 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c x2b y102c wd4 h23"><div class="t m0 xe h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c x177 y102c w136 h23"><div class="t m0 x18 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">0  </div></div><div class="c x1 y63c w130 h23"><div class="t m0 xa h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">U.C. Energy LLC <span class="_ _1"></span> </div></div><div class="c x68 y63c w131 h23"><div class="t m0 x34 h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">165<span class="ls0">  </span></div></div><div class="c xb y63c w132 h23"><div class="t m0 x98 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c xd8 y63c wca h23"><div class="t m0 x4d h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c xe2 y63c w133 h23"><div class="t m0 x5e h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">172<span class="ls0">  </span></div></div><div class="c xdc y63c w134 h23"><div class="t m0 x16 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">(165)  </div></div><div class="c x176 y63c w135 h23"><div class="t m0 x98 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c x2b y63c wd4 h23"><div class="t m0 xe h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c x177 y63c w136 h23"><div class="t m0 x43 h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">172<span class="ls0">  </span></div></div><div class="c x1 y79 w130 h23"><div class="t m0 xa h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">Tradea  </div></div><div class="c x68 y79 w131 h23"><div class="t m0 x11e h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c xb y79 w132 h23"><div class="t m0 x55 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">33 000  </div></div><div class="c xd8 y79 wca h23"><div class="t m0 x53 h19 y956 ff8 fs9 fc2 sc0 ls0 ws0">(13 000)<span class="ff6">  </span></div></div><div class="c xe2 y79 w133 h23"><div class="t m0 x16 h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">37<span class="ls0">  </span></div></div><div class="c xdc y79 w134 h23"><div class="t m0 xc h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">(29)  </div></div><div class="c x176 y79 w135 h23"><div class="t m0 x125 h19 y164 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x2b y79 wd4 h23"><div class="t m0 x5f h19 y164 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x177 y79 w136 h23"><div class="t m0 x50 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">20 008  </div></div><div class="c x1 y102d w130 h23"><div class="t m0 xa h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">Unimot Aviat<span class="_ _1"></span>ion Sp. z o.o.  </div></div><div class="c x68 y102d w131 h23"><div class="t m0 x4b h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">1 017  </div></div><div class="c xb y102d w132 h23"><div class="t m0 x98 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c xd8 y102d wca h23"><div class="t m0 x175 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">(200)  </div></div><div class="c xe2 y102d w133 h23"><div class="t m0 x16 h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">79<span class="ls0">  </span></div></div><div class="c xdc y102d w134 h23"><div class="t m0 xc h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">(70)  </div></div><div class="c x176 y102d w135 h23"><div class="t m0 x98 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c x2b y102d wd4 h23"><div class="t m0 xe h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c x177 y102d w136 h23"><div class="t m0 x43 h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">826<span class="ls0">  </span></div></div><div class="c x1 y102e w130 h23"><div class="t m0 xa h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">Unimot Energia i<span class="_ _1"></span> Gaz Sp. z o.o.  </div></div><div class="c x68 y102e w131 h23"><div class="t m0 x16 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">1  </div></div><div class="c xb y102e w132 h23"><div class="t m0 x55 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">29 500  </div></div><div class="c xd8 y102e wca h23"><div class="t m0 x53 h19 y956 ff8 fs9 fc2 sc0 ls0 ws0">(28 500)<span class="ff6">  </span></div></div><div class="c xe2 y102e w133 h23"><div class="t m0 x16 h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">38<span class="ls0">  </span></div></div><div class="c xdc y102e w134 h23"><div class="t m0 x43 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">(1)  </div></div><div class="c x176 y102e w135 h23"><div class="t m0 x98 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c x2b y102e wd4 h23"><div class="t m0 xe h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c x177 y102e w136 h23"><div class="t m0 x11e h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">1038<span class="ls0">  </span></div></div><div class="c x1 ye99 w130 h23"><div class="t m0 xa h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">Unimot Gene<span class="_ _1"></span>va  </div></div><div class="c x68 ye99 w131 h23"><div class="t m0 x11e h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c xb ye99 w132 h23"><div class="t m0 x107 h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">687<span class="ls0">  </span></div></div><div class="c xd8 ye99 wca h23"><div class="t m0 x4d h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c xe2 ye99 w133 h23"><div class="t m0 xc h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">4  </div></div><div class="c xdc ye99 w134 h23"><div class="t m0 xe h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c x176 ye99 w135 h23"><div class="t m0 x98 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c x2b ye99 wd4 h23"><div class="t m0 x98 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">(6)  </div></div><div class="c x177 ye99 w136 h23"><div class="t m0 x43 h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">685<span class="ls0">  </span></div></div><div class="c x1 y2dd w130 h23"><div class="t m0 xa h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">Blue LNG<span class="_ _1"></span> sp. z o.o.  </div></div><div class="c x68 y2dd w131 h23"><div class="t m0 x34 h19 y956 ff6 fs9 fc2 sc0 ls4 ws0">149<span class="ls0">  </span></div></div><div class="c xb y2dd w132 h23"><div class="t m0 x98 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c xd8 y2dd wca h23"><div class="t m0 x175 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">(100)  </div></div><div class="c xe2 y2dd w133 h23"><div class="t m0 xc h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">1  </div></div><div class="c xdc y2dd w134 h23"><div class="t m0 xc h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">(50)  </div></div><div class="c x176 y2dd w135 h23"><div class="t m0 x98 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c x2b y2dd wd4 h23"><div class="t m0 xe h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">-  </div></div><div class="c x177 y2dd w136 h23"><div class="t m0 x18 h19 y956 ff6 fs9 fc2 sc0 ls0 ws0">0  </div></div><div class="c x1 y102f w130 h4f"><div class="t m0 xa h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">Unimot Ukrai<span class="_ _1"></span>na  </div></div><div class="c x68 y102f w131 h4f"><div class="t m0 x34 h19 y197 ff6 fs9 fc2 sc0 ls4 ws0">476<span class="ls0">  </span></div></div><div class="c xb y102f w132 h4f"><div class="t m0 x107 h19 y197 ff6 fs9 fc2 sc0 ls4 ws0">232<span class="ls0">  </span></div></div><div class="c xd8 y102f wca h4f"><div class="t m0 x107 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0"> -<span class="ls20">   </span> </div></div><div class="c xe2 y102f w133 h4f"><div class="t m0 x16 h19 y197 ff6 fs9 fc2 sc0 ls4 ws0">16<span class="ls0">  </span></div></div><div class="c xdc y102f w134 h4f"><div class="t m0 xbd h19 y197 ff6 fs9 fc2 sc0 ls20 ws0">        <span class="ls0"> -</span>              <span class="ls0"> </span></div></div><div class="c x176 y102f w135 h4f"><div class="t m0 xc h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls20">  </span> </div></div><div class="c x2b y102f wd4 h4f"><div class="t m0 xc h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">(25)  </div></div><div class="c x177 y102f w136 h4f"><div class="t m0 x43 h19 y197 ff6 fs9 fc2 sc0 ls4 ws0">699<span class="ls0">  </span></div></div><div class="c x1 yda4 w130 h23"><div class="t m0 xa h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">Razem  </div></div><div class="c x68 yda4 w131 h23"><div class="t m0 x4b h15 y36 ff7 fs9 fc2 sc0 ls0 ws0">1 808<span class="ff6"> </span> </div></div><div class="c xb yda4 w132 h23"><div class="t m0 x55 h15 y36 ff7 fs9 fc2 sc0 ls0 ws0">63 419<span class="ff6"> </span> </div></div><div class="c xd8 yda4 wca h23"><div class="t m0 x53 h15 y36 ff5 fs9 fc2 sc0 ls0 ws0">(41 800)<span class="ff6"> <span class="ff7"> </span></span></div></div><div class="c xe2 yda4 w133 h23"><div class="t m0 x5e h15 y36 ff7 fs9 fc2 sc0 ls4 ws0">347<span class="ff6 ls0"> <span class="ff7"> </span></span></div></div><div class="c xdc yda4 w134 h23"><div class="t m0 x16 h15 y36 ff7 fs9 fc2 sc0 ls3e ws0">(315)<span class="ff6 ls0"> <span class="ff7"> </span></span></div></div><div class="c x176 yda4 w135 h23"><div class="t m0 xc h15 y36 ff7 fs9 fc2 sc0 ls0 ws0">0<span class="ff6"> </span> </div></div><div class="c x2b yda4 wd4 h23"><div class="t m0 xc h15 y36 ff7 fs9 fc2 sc0 ls3e ws0">(31)<span class="ff6 ls0"> <span class="ff7"> </span></span></div></div><div class="c x177 yda4 w136 h23"><div class="t m0 x50 h15 y36 ff7 fs9 fc2 sc0 ls0 ws0">23 429<span class="ff6"> </span> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h22 yed0 ff5 fs4 fc9 sc0 ls0 ws0">Udzielone pożyczki w <span class="ff7 ls6">2024 <span class="ls0">roku:<span class="ff6">  </span></span></span></div><div class="t m0 x3c h3e y5c4 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">W 2024 roku zostały udzielone nowe pożyczki dla Tradea Sp. z o.o. oraz Unimot Geneva LTD.<span class="ff6">  </span></span></span></div><div class="t m0 x3d h10 y5c5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y5c6 ff5 fs4 fc9 sc0 ls0 ws0">Udzielone pożyczki przed 31 grudnia 2023, ale wciąż aktywne:<span class="ff6">  </span></div><div class="t m0 x1 h10 y82 ff6 fs4 fc9 sc0 ls0 ws0"> </div><div class="t m0 x3c h3e yc82 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Unimot S.A. udzieliła pożyczki sp<span class="_ _1"></span>ółce Unimot Ukraina sp. z o.o. w<span class="_ _1"></span> kwocie 150 tys. <span class="_ _1"></span>EUR. Na dzień bilans<span class="_ _1"></span>owy do spłaty pozostaje<span class="_ _0"></span><span class="ff6"> <span class="ls6">150 </span></span></span></span></div><div class="t m0 x3d h10 yc83 ff8 fs4 fc2 sc0 ls0 ws0">tys. EUR kwoty kapitału. Pożyczkobiorca jest zobowiązany do całkowitej spłaty pożyczki w terminie do 31.12.2025 r.<span class="ff6">  </span></div><div class="t m0 x3c h3e y48d ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Unimot <span class="_ _0"></span>S.A. <span class="_ _0"></span>udzieliła <span class="_ _5"></span>pożyczkę <span class="_ _0"></span>spó<span class="_ _0"></span>łce <span class="_ _0"></span>Unimot <span class="_ _0"></span>Aviation <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>n<span class="_ _0"></span>a <span class="_ _0"></span>łączną <span class="_ _5"></span>kwotę <span class="_ _0"></span>1 <span class="_ _5"></span>000 <span class="_ _0"></span>tys. <span class="_ _0"></span>zł. <span class="_ _5"></span>Na <span class="_ _0"></span>dzień <span class="_ _5"></span>bilansowy <span class="_ _0"></span>saldo <span class="_ _5"></span>kapi<span class="_ _5"></span>tału </span></span></div><div class="t m0 x3d h10 y1030 ff6 fs4 fc2 sc0 ls0 ws0">wynosi 800 <span class="ff8">tys. zł. Spłata części zadłużenia odbyła się<span class="_ _1"></span> w drodze kompensaty.<span class="ff6"> <span class="_ _0"></span> </span></span></div><div class="t m0 x3c h3e y417 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Unimot S.A. udzieliła pożyczki spółce Uni<span class="_ _1"></span>mot Geneva LTD w kwoci<span class="_ _1"></span>e 150 tys. CHF. Na dzień b<span class="_ _1"></span>ilansowy do spłaty pozostaje kapitał<span class="ff6"> <span class="ls22">w </span></span></span></span></div><div class="t m0 x3d h10 ye24 ff8 fs4 fc2 sc0 ls0 ws0">wysokości<span class="ff6"> </span>150 tys. CHF. Pożyczkobiorca jest zobowiązany do całkowitej spłaty pożyczki w 2025 r.<span class="ff6">  </span></div><div class="t m0 x3c h3e y6c9 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Unimot <span class="_ _0"></span>S.A. <span class="_ _5"></span>udzieliła <span class="_ _5"></span>pożyczki <span class="_ _5"></span>spółce T<span class="_ _0"></span>radea <span class="_ _0"></span>Sp. <span class="_ _5"></span>z <span class="_ _5"></span>o.o. <span class="_ _0"></span>w <span class="_ _5"></span>kwocie <span class="_ _0"></span>33 <span class="_ _5"></span>000 <span class="_ _6"></span>tys. <span class="_ _0"></span>zł. <span class="_ _5"></span>Na <span class="_ _0"></span>dzień <span class="_ _5"></span>bilansowy <span class="_ _0"></span>do <span class="_ _5"></span>spłaty <span class="_ _5"></span>pozostaje <span class="_ _0"></span>kapitał <span class="_ _5"></span>w </span></span></div><div class="t m0 x3d h10 y3f0 ff8 fs4 fc2 sc0 ls0 ws0">wysokości 20 000 tys. zł. Pożyczkobiorca jest zobowiązany do całkowitej spłaty pożyczki w 2025 r.<span class="ff6"> <span class="_ _66"> </span>  </span></div><div class="t m0 x3c h3e y1031 ffc fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fs4">Unimot Energia i Gaz <span class="_ _0"></span>zaciągnął pożyczkę na kwotę 29 <span class="_ _0"></span>500 tys. <span class="_ _0"></span>zł. W trakcie ro<span class="_ _0"></span>ku dokonano spłaty kapitału na kwotę <span class="_ _0"></span>28 500 <span class="_ _0"></span>tys. zł<span class="ff6 ls44">. </span></span></span></div><div class="t m0 x3d h10 y5e9 ff8 fs4 fc2 sc0 ls0 ws0">Na dzień 31.12.2024 pozostało do spłaty 1 000 tys. zł<span class="ff6"> </span>kapitału. <span class="ff6">  </span></div><div class="t m0 x1 h10 y1032 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff8">Przy <span class="_ _6"></span>kalkulacji <span class="_ _6"></span>marż <span class="_ _6"></span>zastosowanych <span class="_ _6"></span>w <span class="_ _6"></span>umowach <span class="_ _6"></span>pożyczek <span class="_ _6"></span>uwzgl<span class="_ _1"></span>ędniono <span class="_ _6"></span>w <span class="_ _6"></span>szczególności <span class="_ _5"></span>o<span class="_ _0"></span>koliczności, <span class="_ _6"></span>że <span class="_ _6"></span>pożyczki <span class="_ _6"></span>zostały <span class="_ _6"></span>udzielon<span class="_ _0"></span><span class="ff6">e <span class="_ _6"></span>bez </span></span></div><div class="t m0 x1 h10 y91b ff8 fs4 fc2 sc0 ls0 ws0">zabezpieczenia <span class="_ _23"> </span>materialnego, <span class="_ _15"> </span>bez <span class="_ _15"> </span>prowizji <span class="_ _15"> </span>przygotowawczej <span class="_ _15"> </span>ani <span class="_ _15"> </span>innych <span class="_ _23"> </span>o<span class="_ _0"></span>płat <span class="_ _15"> </span>i <span class="_ _15"> </span>prowizji. <span class="_ _23"> </span>Podmioty <span class="_ _15"> </span>udzielające <span class="_ _15"> </span>na <span class="_ _15"> </span>rynku <span class="_ _15"> </span>pożycze<span class="_ _5"></span><span class="ff6 ls21">k </span></div><div class="t m0 x1 h10 y12b ff8 fs4 fc2 sc0 ls0 ws0">niezabezpieczonych <span class="_ _6"></span>uwzględniają <span class="_ _6"></span>fakt <span class="_ _7"></span>braku <span class="_ _6"></span>twardych <span class="_ _6"></span>zabezpiecz<span class="_ _0"></span>eń <span class="_ _6"></span>poprzez <span class="_ _6"></span>wymaganie <span class="_ _6"></span>wyższeg<span class="_ _0"></span>o <span class="_ _6"></span>oprocentowania, <span class="_ _7"></span>które <span class="_ _6"></span>odzwiercied<span class="_ _0"></span><span class="ff6">la </span></div><div class="t m0 x1 h10 y1033 ff8 fs4 fc2 sc0 ls0 ws0">wyższy stopień ponoszonego ryzyka.<span class="ff6">  </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 y3c w5 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">119<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h44 y237 ff7 fs5 fc5 sc0 ls11 ws0">8.8.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">UDZIELONE PORĘCZENIA I GWARANCJE <span class="ff7"> </span></span></span></div></div><div class="c x1 y1034 w137 h118"><div class="t m0 xa h14 y86b ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach PLN<span class="_ _1"></span>/EUR/USD<span class="ffa"> </span></div></div><div class="c xe5 y1035 w138 hb0"><div class="t m0 xff h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">Stan na 31.12.2024<span class="_ _1"></span> </div></div><div class="c x176 y1035 w139 hb0"><div class="t m0 x39 h19 y1aa ff6 fs9 fc2 sc0 ls0 ws0">Stan na 31.12.2023<span class="_ _1"></span> </div></div><div class="c xe5 y1034 w13a h1a"><div class="t m0 x11e h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">PLN </div></div><div class="c x174 y1034 w13b h1a"><div class="t m0 x11e h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">EUR </div></div><div class="c x178 y1034 w129 h1a"><div class="t m0 xc h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">USD </div></div><div class="c x176 y1034 w13c h1a"><div class="t m0 x5e h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">PLN </div></div><div class="c xb2 y1034 w128 h1a"><div class="t m0 xcb h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">EUR </div></div><div class="c x5b y1034 w13d h1a"><div class="t m0 x131 h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">USD </div></div><div class="c x1 y1036 w137 h1a"><div class="t m0 xa h19 y35 ff8 fs9 fc2 sc0 ls0 ws0">Zobowiązania war<span class="_ _1"></span>unkowe J<span class="_ _1"></span>ednostki Dominujące<span class="_ _1"></span>j własne<span class="ff6"> </span></div></div><div class="c xe5 y1036 w13a h1a"><div class="t m0 x13f h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">0 </div></div><div class="c x174 y1036 w13b h1a"><div class="t m0 x1a h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">0 </div></div><div class="c x178 y1036 w129 h1a"><div class="t m0 x1b h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">0,00 </div></div><div class="c x176 y1036 w13c h1a"><div class="t m0 x1b h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">0 </div></div><div class="c xb2 y1036 w128 h1a"><div class="t m0 x58 h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">0 </div></div><div class="c x5b y1036 w13d h1a"><div class="t m0 xa h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y1037 w137 he1"><div class="t m0 xa h19 y29f ff6 fs9 fc2 sc0 ls0 ws0">gwarancje <span class="ff8">ubezpiec<span class="_ _1"></span>zeniowe złożone<span class="_ _1"></span> jako<span class="_ _1"></span> zabezpieczenie </span></div><div class="t m0 xa h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">akcyzowe </div></div><div class="c xe5 y1037 w13a he1"><div class="t m0 x9c h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c x174 y1037 w13b he1"><div class="t m0 xcb h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c x178 y1037 w129 he1"><div class="t m0 x15 h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c x176 y1037 w13c he1"><div class="t m0 x14 h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c xb2 y1037 w128 he1"><div class="t m0 x11f h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x5b y1037 w13d he1"><div class="t m0 x56 h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y1038 w137 hf5"><div class="t m0 xa h19 y1039 ff8 fs9 fc2 sc0 ls0 ws0">gwarancje dot<span class="_ _1"></span>yczące należyt<span class="_ _1"></span>ego wykonani<span class="_ _1"></span>a umów i li<span class="_ _1"></span>mitów </div><div class="t m0 xa h19 y36 ff6 fs9 fc2 sc0 ls0 ws0">kupieckic<span class="_ _1"></span>h </div></div><div class="c xe5 y1038 w13a hf5"><div class="t m0 x9c h19 y549 ff6 fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c x174 y1038 w13b hf5"><div class="t m0 xcb h19 y549 ff6 fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c x178 y1038 w129 hf5"><div class="t m0 x15 h19 y549 ff6 fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c x176 y1038 w13c hf5"><div class="t m0 x14 h19 y549 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c xb2 y1038 w128 hf5"><div class="t m0 x11f h19 y549 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x5b y1038 w13d hf5"><div class="t m0 x56 h19 y549 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y103a w137 he7"><div class="t m0 xa h19 yff2 ff8 fs9 fc2 sc0 ls0 ws0">Zobowiązania war<span class="_ _1"></span>unkowe do<span class="_ _1"></span>tyczące Jednost<span class="_ _1"></span>ek powiązanych </div><div class="t m0 xa h19 y30f ff8 fs9 fc2 sc0 ls0 ws0">wystawione<span class="_ _1"></span> przez Jednost<span class="_ _1"></span>kę Dominującą<span class="ff6"> </span></div></div><div class="c xe5 y103a w13a he7"><div class="t m0 x55 h19 y1c7 ff6 fs9 fc2 sc0 ls0 ws0">483 826 </div></div><div class="c x174 y103a w13b he7"><div class="t m0 x75 h19 y1c7 ff6 fs9 fc2 sc0 ls0 ws0">62 203 </div></div><div class="c x178 y103a w129 he7"><div class="t m0 x5e h19 y1c7 ff6 fs9 fc2 sc0 ls0 ws0">56 102 </div></div><div class="c x176 y103a w13c he7"><div class="t m0 x54 h19 y1c7 ff6 fs9 fc2 sc0 ls0 ws0">369 356 </div></div><div class="c xb2 y103a w128 he7"><div class="t m0 xc h19 y1c7 ff6 fs9 fc2 sc0 ls0 ws0">24 000 </div></div><div class="c x5b y103a w13d he7"><div class="t m0 xbd h19 y1c7 ff6 fs9 fc2 sc0 ls0 ws0">49 000 </div></div><div class="c x1 y103b w137 he1"><div class="t m0 xa h19 y29f ff8 fs9 fc2 sc0 ls0 ws0">poręczenia <span class="_ _1"></span>wystawione<span class="_ _1"></span> za gwarancje ubezpie<span class="_ _1"></span>czeniowe </div><div class="t m0 xa h19 y2a1 ff8 fs9 fc2 sc0 ls0 ws0">złożone jako zabe<span class="_ _1"></span>zpieczenie ak<span class="_ _1"></span>cyzowe<span class="ff6"> </span></div></div><div class="c xe5 y103b w13a he1"><div class="t m0 x75 h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">63 100 </div></div><div class="c x174 y103b w13b he1"><div class="t m0 x125 h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">0 </div></div><div class="c x178 y103b w129 he1"><div class="t m0 xcb h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">0 </div></div><div class="c x176 y103b w13c he1"><div class="t m0 x54 h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">205 000 </div></div><div class="c xb2 y103b w128 he1"><div class="t m0 x11f h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x5b y103b w13d he1"><div class="t m0 x56 h19 y9a3 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y103c w137 hef"><div class="t m0 xa h19 y1a6 ff8 fs9 fc2 sc0 ls0 ws0">poręczenia <span class="_ _1"></span>wystawione<span class="_ _1"></span> za gwarancje ubezpie<span class="_ _1"></span>czeniowe </div><div class="t m0 xa h19 y197 ff8 fs9 fc2 sc0 ls0 ws0">złożone jako zabe<span class="_ _1"></span>zpieczenie k<span class="_ _1"></span>oncesyjne <span class="ff6"> </span></div></div><div class="c xe5 y103c w13a hef"><div class="t m0 x75 h19 yd94 ff6 fs9 fc2 sc0 ls0 ws0">40 000 </div></div><div class="c x174 y103c w13b hef"><div class="t m0 x125 h19 yd94 ff6 fs9 fc2 sc0 ls0 ws0">0 </div></div><div class="c x178 y103c w129 hef"><div class="t m0 xcb h19 yd94 ff6 fs9 fc2 sc0 ls0 ws0">0 </div></div><div class="c x176 y103c w13c hef"><div class="t m0 x55 h19 yd94 ff6 fs9 fc2 sc0 ls0 ws0">40 000 </div></div><div class="c xb2 y103c w128 hef"><div class="t m0 x3f h19 yd94 ff6 fs9 fc2 sc0 ls20 ws0">                            <span class="ls0">- </span></div></div><div class="c x5b y103c w13d hef"><div class="t m0 x107 h19 y1a6 ff6 fs9 fc2 sc0 ls20 ws0">                      </div><div class="t m0 x56 h19 y197 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y103d w137 h33"><div class="t m0 xa h19 y1a6 ff8 fs9 fc2 sc0 ls0 ws0">poręczenia <span class="_ _1"></span>dotyczące nale<span class="_ _1"></span>żytego wykonani<span class="_ _1"></span>a umów i li<span class="_ _1"></span>mitów </div><div class="t m0 xa h19 y16e ff6 fs9 fc2 sc0 ls0 ws0">kupieckic<span class="_ _1"></span>h </div></div><div class="c xe5 y103d w13a h33"><div class="t m0 x55 h19 yd94 ff6 fs9 fc2 sc0 ls0 ws0">154 935 </div></div><div class="c x174 y103d w13b h33"><div class="t m0 x75 h19 yd94 ff6 fs9 fc2 sc0 ls0 ws0">30 000 </div></div><div class="c x178 y103d w129 h33"><div class="t m0 x5e h19 yd94 ff6 fs9 fc2 sc0 ls0 ws0">11 000 </div></div><div class="c x176 y103d w13c h33"><div class="t m0 x54 h19 yd94 ff6 fs9 fc2 sc0 ls4 ws0">124<span class="ls0"> </span>356<span class="ls0"> </span></div></div><div class="c xb2 y103d w128 h33"><div class="t m0 xc h19 yd94 ff6 fs9 fc2 sc0 ls4 ws0">24<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x5b y103d w13d h33"><div class="t m0 x53 h19 yd94 ff6 fs9 fc2 sc0 ls0 ws0">6 000 </div></div><div class="c x1 ydc1 w137 h119"><div class="t m0 xa h19 y35 ff8 fs9 fc2 sc0 ls0 ws0">poręczenia <span class="_ _1"></span>dotyczące produ<span class="_ _1"></span>któw finansowych<span class="ff6"> </span></div></div><div class="c xe5 ydc1 w13a h119"><div class="t m0 x55 h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">225 791 </div></div><div class="c x174 ydc1 w13b h119"><div class="t m0 x75 h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">32 203 </div></div><div class="c x178 ydc1 w129 h119"><div class="t m0 x5e h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">45 102 </div></div><div class="c x176 ydc1 w13c h119"><div class="t m0 x14 h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c xb2 ydc1 w128 h119"><div class="t m0 x11f h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x5b ydc1 w13d h119"><div class="t m0 xbd h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">43 000 </div></div><div class="c x1 y103e w137 h2a"><div class="t m0 xa h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">Podsumowanie<span class="_ _1"></span> </div></div><div class="c xe5 y103e w13a h2a"><div class="t m0 x55 h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">483 826 </div></div><div class="c x174 y103e w13b h2a"><div class="t m0 x75 h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">62 203 </div></div><div class="c x178 y103e w129 h2a"><div class="t m0 x5e h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">56 102 </div></div><div class="c x176 y103e w13c h2a"><div class="t m0 x54 h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">369 356 </div></div><div class="c xb2 y103e w128 h2a"><div class="t m0 xc h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">24 000 </div></div><div class="c x5b y103e w13d h2a"><div class="t m0 xbd h19 y35 ff6 fs9 fc2 sc0 ls0 ws0">49 000 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h14 y47e ff9 fs9 fc2 sc0 ls0 ws0">Tabela p<span class="_ _1"></span>rzedstawia akt<span class="_ _1"></span>ualne zobowi<span class="_ _1"></span>ązania warun<span class="_ _1"></span>kowe na 31 <span class="ffa">grudnia </span>2024 rok<span class="_ _1"></span>, natomiast<span class="_ _1"></span> poniższy opis do<span class="_ _1"></span>tyczy udzielon<span class="_ _1"></span>ych poręczeń 2024 rok<span class="_ _1"></span>u.<span class="ffa"> </span></div><div class="t m0 x1 h22 y103f ff5 fs4 fc9 sc0 ls0 ws0">Najważniejsze pozycje: <span class="ff7"> </span></div><div class="t m0 x1 h10 yf2f ff8 fs4 fc2 sc0 ls0 ws0">26  lutego  2024  r.  został  podpisany  aneks  nr  1  do  Umo<span class="_ _0"></span>wy  o  gwarancję  ubezpieczeniową  z  dnia  13.03.2023  r.  zawartej  z <span class="_ _14"> </span>Sopockim </div><div class="t m0 x1 h10 yf00 ff8 fs4 fc2 sc0 ls0 ws0">Towarzystwem <span class="_ _10"></span>Ubezpieczeń <span class="_ _10"></span>ERGO <span class="_ _1"></span>Hestia <span class="_ _10"></span>S.A. <span class="_ _10"></span>w <span class="_ _10"></span>celu <span class="_ _1"></span>zabezpieczenia <span class="_ _10"></span>zapłaty <span class="_ _1"></span>podatku <span class="_ _10"></span>akcyzowego <span class="_ _10"></span>i <span class="_ _1"></span>opłat <span class="_ _10"></span>paliwowych <span class="_ _10"></span>przez <span class="_ _10"></span>Unimot <span class="_ _1"></span>Te<span class="_ _0"></span><span class="ff6">rminale </span></div><div class="t m0 x1 h10 yda ff8 fs4 fc2 sc0 ls0 ws0">S.A. Kwota gwarancji wynosił 150 mln zł, a jej termin ważności obowiązywał od   <span class="ff6"> </span></div><div class="t m0 x1 h10 y1040 ff8 fs4 fc2 sc0 ls0 ws0">1 kwietnia 2024 r. Gwarancja wygasła 02.10.2024 r. Beneficjen<span class="_ _1"></span>tem gwarancji był Naczelnik II Urzędu Skarbowego  <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y1041 ff8 fs4 fc2 sc0 ls0 ws0">w Bielsku Białej. Unimot S.A. była poręczycielem zobowiązań z niej wynikających wobec Ube<span class="_ _1"></span>zpieczyciela. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y602 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y8cc ff8 fs4 fc2 sc0 ls0 ws0">W  d<span class="_ _1"></span>niu <span class="_ _12"> </span>w  dniu<span class="_ _1"></span>  7 <span class="_ _12"> </span>marca  2024 <span class="_ _12"> </span>r. <span class="_ _12"> </span>Unimot <span class="_ _12"> </span>Paliwa  Sp. <span class="_ _12"> </span>z  o.<span class="_ _1"></span>o. <span class="_ _12"> </span>zawarła  Umowę <span class="_ _12"> </span>o <span class="_ _12"> </span>gwarancję  ube<span class="_ _1"></span>zpieczeniową <span class="_ _12"> </span>z  Sopockim <span class="_ _12"> </span>Towarzystwem </div><div class="t m0 x1 h10 y3b5 ff8 fs4 fc2 sc0 ls0 ws0">Ubezpieczeń ERGO <span class="_ _5"></span>Hestia <span class="_ _0"></span>S.A. <span class="_ _0"></span>w <span class="_ _0"></span>c<span class="_ _0"></span>elu <span class="_ _0"></span>zabezpieczenia zapłaty <span class="_ _5"></span>podatku <span class="_ _0"></span>akcyzowego <span class="_ _5"></span>i opłat <span class="_ _5"></span>paliwowych. Kwo<span class="_ _0"></span>ta <span class="_ _0"></span>gwarancji <span class="_ _0"></span>wynosi <span class="_ _0"></span>30 <span class="_ _0"></span>m<span class="_ _5"></span>ln <span class="_ _0"></span>zł<span class="_ _0"></span> <span class="_ _0"></span>a </div><div class="t m0 x1 h10 yf31 ff6 fs4 fc2 sc0 lsa ws0">je<span class="ff8 ls0">j termin ważności obowiązuje od 11 kwietnia 2024 r.   <span class="ff6"> </span></span></div><div class="t m0 x1 h10 y3e3 ff8 fs4 fc2 sc0 ls0 ws0">do <span class="_ _14"> </span>10 <span class="_ _13"> </span>kwietnia <span class="_ _14"> </span>2025 <span class="_ _14"> </span>r. <span class="_ _14"> </span>Beneficjentem <span class="_ _14"> </span>gwarancji <span class="_ _14"> </span>jest <span class="_ _14"> </span>Naczelnik <span class="_ _13"> </span>Urzędu <span class="_ _14"> </span>Skarbowego <span class="_ _14"> </span>w <span class="_ _13"> </span>Pruszkowie.  Unimot <span class="_ _14"> </span>S.A. <span class="_ _14"> </span>jest <span class="_ _14"> </span>poręczycielem<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y1042 ff8 fs4 fc2 sc0 ls0 ws0">ewentualnych zobowiązań, które mogą  wyniknąć wobec Ubezpieczyciela w związku z wystawieniem gwarancji.  <span class="ff6"> </span></div><div class="t m0 x1 h10 y1043 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ye20 ff8 fs4 fc2 sc0 ls0 ws0">W dniu 13 marca <span class="_ _0"></span>2024 r. <span class="_ _0"></span>Unimot Paliwa Sp. z <span class="_ _0"></span>o.o. zawarła Umowę o <span class="_ _0"></span>gwarancję ubezpieczeniową z UNIQA Towarzystwo <span class="_ _0"></span>Ubezpieczeń S.<span class="_ _0"></span><span class="ff6">A. <span class="_ _0"></span>w </span></div><div class="t m0 x1 h10 ye05 ff8 fs4 fc2 sc0 ls0 ws0">celu <span class="_ _1"></span>zabezpieczenia zapłaty <span class="_ _10"></span>podatku akcyzowego i <span class="_ _10"></span>opłat paliwowych. <span class="_ _1"></span>Kwota gwaran<span class="_ _1"></span>cji wynosi <span class="_ _10"></span>25 mln zł, <span class="_ _1"></span>a <span class="_ _1"></span>jej <span class="_ _1"></span>termin ważności <span class="_ _10"></span>o<span class="_ _0"></span>b<span class="_ _0"></span><span class="ff6">o<span class="_ _0"></span></span>wiązuje <span class="_ _1"></span>od </div><div class="t m0 x1 h10 yf1c ff8 fs4 fc2 sc0 ls0 ws0">11.04.2024 <span class="_ _0"></span>r. <span class="_ _5"></span>do <span class="_ _5"></span>10.04.2025 <span class="_ _5"></span>r. <span class="_ _5"></span>B<span class="_ _0"></span>eneficjentem <span class="_ _0"></span>gwarancji <span class="_ _5"></span>jest <span class="_ _5"></span>Nacz<span class="_ _0"></span>elnik <span class="_ _0"></span>Urzędu <span class="_ _5"></span>Skarbowego <span class="_ _5"></span>w <span class="_ _5"></span>Prusz<span class="_ _0"></span>kowie.  Unimot <span class="_ _0"></span>S.A. <span class="_ _5"></span>jest <span class="_ _5"></span>poręc<span class="_ _5"></span><span class="ff6">zycielem </span></div><div class="t m0 x1 h10 y1044 ff8 fs4 fc2 sc0 ls0 ws0">ewentualnych zobowiązań, które mogą  wyniknąć wobec Ubezpieczyciela w związku z wystawieniem gwarancji. <span class="ff6"> </span></div><div class="t m0 x1 h10 y43e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y151 ff8 fs4 fc2 sc0 ls0 ws0">Unimot Paliwa <span class="_ _0"></span>Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o. <span class="_ _0"></span>z<span class="_ _0"></span>awarła Umow<span class="_ _0"></span>ę o<span class="_ _0"></span> gwarancję <span class="_ _0"></span>ubezpieczeniową <span class="_ _0"></span>wystawioną <span class="_ _0"></span>przez <span class="_ _0"></span>UNIQA To<span class="_ _0"></span>warzystwo Ubezpieczeń <span class="_ _0"></span>S.A., <span class="_ _0"></span>skład<span class="_ _5"></span>aną </div><div class="t m0 x1 h10 y1045 ff8 fs4 fc2 sc0 ls0 ws0">jako <span class="_ _0"></span>zabezpieczenie. Kwota <span class="_ _0"></span>gwarancji wynosi <span class="_ _0"></span>2,1 <span class="_ _0"></span>mln <span class="_ _0"></span>zł, a <span class="_ _0"></span>jej <span class="_ _0"></span>termin ważności <span class="_ _0"></span>obowiązuje <span class="_ _0"></span>od <span class="_ _0"></span>25.03.2024 r. <span class="_ _0"></span>do <span class="_ _0"></span>03.01.2025 r. <span class="_ _0"></span>Be<span class="_ _5"></span><span class="ff6 ls13">ne<span class="ls0">ficjentem </span></span></div><div class="t m0 x1 h10 yd8f ff8 fs4 fc2 sc0 ls0 ws0">gwarancji jest Naczelnik Drugiego Urzędu Skarbowego  <span class="ff6"> </span></div><div class="t m0 x1 h10 y1046 ff8 fs4 fc2 sc0 ls0 ws0">w Opolu.  Unimot S.A. była poręczycielem zobowiązań z niej wynikających wobec Ubezpieczyciela. <span class="ff6"> </span></div><div class="t m0 x1 h10 y1047 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yd08 ff8 fs4 fc2 sc0 ls0 ws0">Unimot Paliwa <span class="_ _0"></span>Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o. <span class="_ _0"></span>z<span class="_ _0"></span>awarła Umow<span class="_ _0"></span>ę o<span class="_ _0"></span> gwarancję <span class="_ _0"></span>ubezpieczeniową <span class="_ _0"></span>wystawioną <span class="_ _0"></span>przez <span class="_ _0"></span>UNIQA To<span class="_ _0"></span>warzystwo Ubezpieczeń <span class="_ _0"></span>S.A., <span class="_ _0"></span>skład<span class="_ _5"></span>aną </div><div class="t m0 x1 h10 y1048 ff8 fs4 fc2 sc0 ls0 ws0">jako <span class="_ _12"> </span>zabezpieczen<span class="_ _1"></span>ie <span class="_ _12"> </span>akcyzowe. <span class="_ _7"> </span>Kw<span class="_ _0"></span>ota <span class="_ _12"> </span>gwarancji <span class="_ _7"></span>wynosi <span class="_ _12"> </span>5 <span class="_ _7"> </span>mln <span class="_ _12"> </span>zł, <span class="_ _12"> </span>a <span class="_ _12"> </span>jej <span class="_ _7"> </span>termin <span class="_ _12"> </span>ważności <span class="_ _7"> </span>obow<span class="_ _0"></span>iązuje <span class="_ _7"> </span>od <span class="_ _12"> </span>04.01.2024 <span class="_ _12"> </span>r. <span class="_ _7"> </span>do <span class="_ _12"> </span>03.01.202<span class="_ _5"></span><span class="ff6 ls6">5 <span class="_ _12"> </span><span class="ls0">r. </span></span></div><div class="t m0 x1 h10 y490 ff8 fs4 fc2 sc0 ls0 ws0">Beneficjentem <span class="_ _14"> </span>gwarancji <span class="_ _13"> </span>jest <span class="_ _14"> </span>Naczelnik <span class="_ _14"> </span>Dr<span class="_ _0"></span>ugiego <span class="_ _14"> </span>Urzędu <span class="_ _13"> </span>Skarbowego <span class="_ _13"> </span>w <span class="_ _14"> </span>Opolu.  Unimot <span class="_ _13"> </span>S.A. <span class="_ _14"> </span>była <span class="_ _13"> </span>poręczycielem <span class="_ _14"> </span>z<span class="_ _0"></span>obowiązań <span class="_ _14"> </span>z <span class="_ _13"> </span>niej </div><div class="t m0 x1 h10 y70d ff8 fs4 fc2 sc0 ls0 ws0">wynikających wobec Ubezpieczyciela. <span class="ff6"> </span></div><div class="t m0 x1 h10 ye8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yfb5 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _5"></span>Aviation <span class="_ _5"></span>Sp. <span class="_ _5"></span>z <span class="_ _5"></span>o.o <span class="_ _6"></span>jest <span class="_ _0"></span>zleceniodawcą <span class="_ _5"></span>wystawienia <span class="_ _0"></span>przez <span class="_ _6"></span>Sopockie <span class="_ _0"></span>Towarzystwo <span class="_ _5"></span>Ubezpieczeń <span class="_ _5"></span>ERGO <span class="_ _5"></span>Hestia <span class="_ _5"></span>S.A. <span class="_ _5"></span>gwarancji, <span class="_ _5"></span>z<span class="_ _5"></span>ł<span class="_ _0"></span>ożonej </div><div class="t m0 x1 h10 y1049 ff8 fs4 fc2 sc0 ls0 ws0">jako <span class="_ _6"></span>zabezpieczenie <span class="_ _6"></span>akcyzowe <span class="_ _5"></span>przez <span class="_ _6"></span>Unimot <span class="_ _6"></span>Aviation <span class="_ _6"></span>Sp. <span class="_ _6"></span>z <span class="_ _6"></span>o.o. <span class="_ _6"></span>K<span class="_ _1"></span>wota <span class="_ _6"></span>gwarancji <span class="_ _6"></span>wynosi <span class="_ _6"></span>1,0<span class="_ _1"></span> <span class="_ _6"></span>mln <span class="_ _6"></span>zł, <span class="_ _5"></span>a <span class="_ _6"></span>jej <span class="_ _6"></span>termin <span class="_ _6"></span>ważności <span class="_ _6"></span>obow<span class="_ _0"></span>iąz<span class="_ _0"></span>uje <span class="_ _6"></span>od </div><div class="t m0 x1 h10 ydb4 ff8 fs4 fc2 sc0 ls0 ws0">10.05.2024 <span class="_ _23"> </span>r. <span class="_ _23"> </span>do <span class="_ _23"> </span>09.05.2025 <span class="_ _23"> </span>r. <span class="_ _23"> </span>Beneficjentem <span class="_ _23"> </span>gwarancji <span class="_ _23"> </span>jest <span class="_ _15"> </span>Naczelnik <span class="_ _13"> </span>Urzędu <span class="_ _23"> </span>Skarbow<span class="_ _0"></span>ego <span class="_ _23"> </span>Warszawa<span class="_ _0"></span><span class="ff6">-</span>Ursynów. <span class="_ _23"> </span>Unimot <span class="_ _23"> </span>S.A. <span class="_ _23"> </span>jest </div><div class="t m0 x1 h10 y104a ff8 fs4 fc2 sc0 ls0 ws0">poręczycielem ewentualnych zobowiązań, które mogą  wyniknąć wobec Ubezpi<span class="_ _1"></span>eczyciela w związku z wystawieniem gwarancji. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 yd42 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ye43 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _23"> </span>Paliwa <span class="_ _15"> </span>Sp. <span class="_ _15"> </span>z <span class="_ _23"> </span>o<span class="_ _0"></span>.o. <span class="_ _15"> </span>jest <span class="_ _23"> </span>z<span class="_ _0"></span>leceniodawcą <span class="_ _23"> </span>wystawienia <span class="_ _15"> </span>przez <span class="_ _15"> </span>Sopockie <span class="_ _23"> </span>Towarz<span class="_ _0"></span>ystwo <span class="_ _23"> </span>Ubezpieczeń <span class="_ _23"> </span>ER<span class="_ _0"></span>GO <span class="_ _23"> </span>Hestia <span class="_ _15"> </span>S.A. <span class="_ _15"> </span>gwarancji </div><div class="t m0 x1 h10 y104b ff8 fs4 fc2 sc0 ls0 ws0">ubezpieczeniowej <span class="_ _7"> </span>zabezpieczającej <span class="_ _12"> </span>zobowiązania <span class="_ _7"> </span>jakie <span class="_ _12"> </span>mogą <span class="_ _7"> </span>w<span class="_ _0"></span>ynikać <span class="_ _7"> </span>w <span class="_ _12"> </span>związku <span class="_ _12"> </span>z <span class="_ _7"> </span>w<span class="_ _0"></span>ykonywaniem <span class="_ _7"> </span>działalności <span class="_ _12"> </span>gospodarczej <span class="_ _7"> </span>w <span class="_ _12"> </span>zakres<span class="_ _0"></span><span class="ff6">ie </span></div><div class="t m0 x1 h10 y104c ff6 fs4 fc2 sc0 ls0 ws0">obrotu  <span class="ff8">p<span class="_ _1"></span>aliwami <span class="_ _12"> </span>ciekłymi  z <span class="_ _12"> </span>zagranicą  przez <span class="_ _12"> </span>Unimot  Pali<span class="_ _1"></span>wa  Sp<span class="_ _1"></span>.  z <span class="_ _12"> </span>o.o.  w <span class="_ _12"> </span>okresie  d<span class="_ _1"></span>o  21.06.2025 <span class="_ _12"> </span>r.  Kwota <span class="_ _12"> </span>gwarancji  wyn<span class="_ _1"></span>osi  10 <span class="_ _7"> </span>mln  zł. </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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">120<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff8 fs4 fc2 sc0 ls0 ws0">Beneficjentem g<span class="_ _1"></span>warancji jest <span class="_ _1"></span>Naczelnik Opolskiego <span class="_ _1"></span>Urzędu <span class="_ _1"></span>Skarbowego w <span class="_ _1"></span>Opolu. Unimot S<span class="_ _1"></span>.A. jest <span class="_ _1"></span>poręczycielem ewen<span class="_ _1"></span>tualnych zobowiązań, </div><div class="t m0 x1 h10 y104d ff8 fs4 fc2 sc0 ls0 ws0">które mogą  wyniknąć wobec Ubezpieczyciela w związku z wystawien<span class="_ _1"></span>iem gwarancji. <span class="ff6"> </span></div><div class="t m0 x1 h10 y104e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y104f ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _23"> </span>Paliwa <span class="_ _15"> </span>Sp. <span class="_ _15"> </span>z <span class="_ _23"> </span>o<span class="_ _0"></span>.o. <span class="_ _15"> </span>jest <span class="_ _23"> </span>z<span class="_ _0"></span>leceniodawcą <span class="_ _23"> </span>wystawienia <span class="_ _15"> </span>przez <span class="_ _15"> </span>Sopockie <span class="_ _23"> </span>Towarz<span class="_ _0"></span>ystwo <span class="_ _23"> </span>Ubezpieczeń <span class="_ _23"> </span>ER<span class="_ _0"></span>GO <span class="_ _23"> </span>Hestia <span class="_ _15"> </span>S.A. <span class="_ _15"> </span>gwarancji </div><div class="t m0 x1 h10 y685 ff8 fs4 fc2 sc0 ls0 ws0">ubezpieczeniowej <span class="_ _7"> </span>zabezpieczającej <span class="_ _12"> </span>zobowiązania <span class="_ _7"> </span>jakie <span class="_ _12"> </span>mogą <span class="_ _7"> </span>w<span class="_ _0"></span>ynikać <span class="_ _7"> </span>w <span class="_ _12"> </span>związku <span class="_ _12"> </span>z <span class="_ _7"> </span>w<span class="_ _0"></span>ykonywaniem <span class="_ _7"> </span>działalności <span class="_ _12"> </span>gospodarczej <span class="_ _7"> </span>w <span class="_ _12"> </span>zakres<span class="_ _0"></span><span class="ff6">ie </span></div><div class="t m0 x1 h10 y752 ff6 fs4 fc2 sc0 ls0 ws0">wytwar<span class="ff8">zania <span class="_ _6"></span>paliw <span class="_ _5"></span>ciekłych <span class="_ _6"></span>przez <span class="_ _6"></span>Unimot <span class="_ _6"></span>Paliwa <span class="_ _5"></span>Sp. <span class="_ _6"></span>z <span class="_ _6"></span>o.o. <span class="_ _6"></span>w <span class="_ _5"></span>okresie <span class="_ _6"></span>do <span class="_ _6"></span>30.06.2026 <span class="_ _5"></span>r. <span class="_ _6"></span>Kwota <span class="_ _6"></span>gwarancji <span class="_ _6"></span>wynosi <span class="_ _6"></span>10 <span class="_ _5"></span>mln <span class="_ _6"></span>zł. <span class="_ _6"></span>Beneficjente<span class="_ _0"></span></span><span class="ls3b">m </span></div><div class="t m0 x1 h10 yba0 ff8 fs4 fc2 sc0 ls0 ws0">gwarancji <span class="_ _12"> </span>jest  Naczelnik <span class="_ _12"> </span>Pierwszego  Mazowieckiego <span class="_ _12"> </span>Urzędu  S<span class="_ _1"></span>karbowego  w <span class="_ _12"> </span>Warszawie.  Uni<span class="_ _1"></span>mot  S.A<span class="_ _1"></span>.  jest <span class="_ _12"> </span>poręczycielem  e<span class="_ _1"></span>wentualnych </div><div class="t m0 x1 h10 y1050 ff6 fs4 fc2 sc0 ls0 ws0">zobo<span class="ff8">wiązań, które mogą  wyniknąć wobec Ubezpieczyciela w związku z wystawieni<span class="_ _1"></span>em gwarancji. <span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 h10 y1051 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y9f7 ff8 fs4 fc2 sc0 ls0 ws0">Unimot Energia i Gaz Sp. z o.o jes<span class="_ _0"></span>t zleceniodawcą wystawienia gwarancji ubezpieczeniowej wystawionej przez TU Euler Hermes S.<span class="_ _5"></span><span class="ff6">A. (Allianz </span></div><div class="t m0 x1 h10 y1052 ff8 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 h10 y1053 ff8 fs4 fc2 sc0 ls0 ws0">ciekłymi <span class="_ _6"></span>z <span class="_ _6"></span>zagranicą <span class="_ _6"></span>przez <span class="_ _6"></span>Unimot <span class="_ _6"></span>Energia <span class="_ _6"></span>i <span class="_ _6"></span>Gaz <span class="_ _6"></span>Sp. <span class="_ _6"></span>z <span class="_ _6"></span>o.o. <span class="_ _6"></span>w <span class="_ _6"></span>okresie <span class="_ _6"></span>do <span class="_ _6"></span>19.10.2025 <span class="_ _6"></span>r. <span class="_ _6"></span>Kwota <span class="_ _6"></span>gwarancji <span class="_ _6"></span>wynosi <span class="_ _6"></span>10 <span class="_ _6"></span>mln <span class="_ _6"></span>zł. <span class="_ _6"></span>Benef<span class="_ _0"></span><span class="ff6">i<span class="_ _0"></span>cjentem </span></div><div class="t m0 x1 h10 y514 ff8 fs4 fc2 sc0 ls0 ws0">gwarancji <span class="_ _14"> </span>jest <span class="_ _14"> </span>Naczelnik <span class="_ _14"> </span>Drugie<span class="_ _0"></span>go <span class="_ _14"> </span>Mazowieckiego <span class="_ _14"> </span>Urzędu <span class="_ _14"> </span>Skar<span class="_ _0"></span>bowego <span class="_ _14"> </span>w <span class="_ _14"> </span>Warszawie.  Unimot <span class="_ _13"> </span>S.A. <span class="_ _14"> </span>jest <span class="_ _14"> </span>poręczycie<span class="_ _0"></span><span class="ff6">lem <span class="_ _13"> </span>ewentualnych </span></div><div class="t m0 x1 h10 y196 ff8 fs4 fc2 sc0 ls0 ws0">zobowiązań, które mogą  wyniknąć wobec Ubezpieczyciela w związku z wystawien<span class="_ _1"></span>iem gwarancji. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y1054 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1055 ff8 fs4 fc2 sc0 ls0 ws0">Unimot Terminale Sp. z <span class="_ _0"></span>o.o. <span class="_ _0"></span>o jest zleceniodawcą wystawienia gwarancji <span class="_ _0"></span>ubezpieczeniowej wystawionej przez TU <span class="_ _0"></span>Euler Hermes S.A<span class="_ _5"></span><span class="ff6">. <span class="_ _0"></span>(Allianz </span></div><div class="t m0 x1 h10 y1056 ff8 fs4 fc2 sc0 ls0 ws0">Trade) <span class="_ _6"></span>zabezpie<span class="_ _1"></span>czającej <span class="_ _6"></span>zobowiązania <span class="_ _5"></span>jakie <span class="_ _6"></span>mogą <span class="_ _6"></span>wynikać <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _6"></span>związku <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _6"></span>wykonywaniem <span class="_ _5"></span>działalności <span class="_ _6"></span>gospodarczej <span class="_ _6"></span>w <span class="_ _5"></span>zakresie <span class="_ _6"></span>wy<span class="_ _0"></span><span class="ff6">tw<span class="_ _0"></span>arzania </span></div><div class="t m0 x1 h10 y1057 ff8 fs4 fc2 sc0 ls0 ws0">paliw ciekłych przez Unimot Terminale Sp. z o.o. w okresie do 30.11.2025 r. Kwota gwarancji wynosi 10 mln zł. Beneficjentem g<span class="_ _0"></span><span class="ff6">wara<span class="_ _0"></span>ncji jest </span></div><div class="t m0 x1 h10 y1058 ff8 fs4 fc2 sc0 ls0 ws0">Naczelnik Drugiego <span class="_ _5"></span>Urzędu S<span class="_ _0"></span>karbowego <span class="_ _0"></span>w <span class="_ _0"></span>Bielsku<span class="ff6">-</span>Biał<span class="_ _0"></span>ej. Unimot <span class="_ _0"></span>S.A. <span class="_ _0"></span>jest <span class="_ _0"></span>poręczycielem <span class="_ _0"></span>ewentualnych <span class="_ _0"></span>zo<span class="_ _0"></span>bowiązań, <span class="_ _5"></span>które mogą <span class="_ _0"></span> <span class="_ _5"></span>wyniknąć </div><div class="t m0 x1 h10 yf4b ff8 fs4 fc2 sc0 ls0 ws0">wobec Ubezpieczyciela w związku z wystawieni<span class="_ _1"></span>em gwarancji. <span class="ff6"> </span></div><div class="t m0 x1 h10 y403 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1059 ff8 fs4 fc2 sc0 ls0 ws0">3 czerwca w rama<span class="_ _10"></span>c<span class="_ _0"></span>h Umowy ge<span class="_ _1"></span>neralnej <span class="_ _1"></span>o udzielanie <span class="_ _1"></span>płatniczych gwarancji u<span class="_ _1"></span>bezpieczeniowych zawarte<span class="_ _1"></span>j pomiędzy <span class="_ _1"></span>Unimot Paliwa S<span class="_ _1"></span>p. <span class="_ _0"></span><span class="ff6">z o.o. a </span></div><div class="t m0 x1 h10 y105a ff8 fs4 fc2 sc0 ls0 ws0">KUKE <span class="_ _7"> </span>S.A. <span class="_ _12"> </span>została <span class="_ _7"> </span>wystawiona <span class="_ _12"> </span>gwarancja <span class="_ _7"> </span>na <span class="_ _12"> </span>rzecz <span class="_ _7"> </span>ING <span class="_ _12"> </span>Bank <span class="_ _7"></span>Śląski <span class="_ _7"> </span>S.A. <span class="_ _12"> </span>stanowiąca <span class="_ _7"> </span>zabezpieczenie <span class="_ _7"> </span>ewentualnych <span class="_ _12"> </span>roszczeń <span class="_ _7"></span>Benef<span class="_ _5"></span><span class="ff6">icjenta </span></div><div class="t m0 x1 h10 y105b ff8 fs4 fc2 sc0 ls0 ws0">mogących <span class="_ _5"></span>powstać <span class="_ _0"></span>z <span class="_ _5"></span>tytułu <span class="_ _5"></span>podpisane<span class="_ _1"></span>j <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _5"></span>Unimot <span class="_ _0"></span>Paliwa <span class="_ _5"></span>Sp. <span class="_ _5"></span>z <span class="_ _5"></span>o.o. <span class="_ _0"></span>Umowy <span class="_ _5"></span>kredytowej <span class="_ _0"></span>z <span class="_ _5"></span>20.05.2024 <span class="_ _0"></span>r. <span class="_ _5"></span>Kwo<span class="_ _0"></span>ta <span class="_ _0"></span>gwarancji <span class="_ _5"></span>wynosi <span class="_ _0"></span>120 <span class="_ _5"></span>m<span class="_ _5"></span>ln <span class="_ _0"></span>zł<span class="_ _0"></span> <span class="_ _5"></span>i </div><div class="t m0 x1 h10 y2da ff8 fs4 fc2 sc0 ls0 ws0">jest ważna do 09.05.2026 r.   <span class="ff6"> </span></div><div class="t m0 x1 h10 y105c ff8 fs4 fc2 sc0 ls0 ws0">Unimot S.A. jest poręczycielem zobowiązań jakie mogą powstać w związku z wystawieniem gwarancji przez KUKE.   <span class="ff6"> </span></div><div class="t m0 x1 h10 y105d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y105e ff8 fs4 fc2 sc0 ls0 ws0">10 czerwca w ramach Umowy ge<span class="_ _1"></span>neralnej o udzielanie płatni<span class="_ _1"></span>czych gwarancji ubezpieczeniowych zawartej pomiędzy Unimot Paliwa Sp.<span class="ff6"> z o<span class="_ _0"></span>.o. </span></div><div class="t m0 x1 h10 y105f ff8 fs4 fc2 sc0 ls0 ws0">a KUKE<span class="_ _0"></span> S.A. <span class="_ _0"></span>została <span class="_ _0"></span>w<span class="_ _0"></span>ystawiona gwarancja <span class="_ _0"></span>na <span class="_ _0"></span>rzecz <span class="_ _0"></span>Banku <span class="_ _0"></span>Millennium <span class="_ _0"></span>S.A. <span class="_ _0"></span>stanowiąca <span class="_ _0"></span>zabezpieczenie ewentualnyc<span class="_ _0"></span>h roszc<span class="_ _0"></span>zeń Ben<span class="_ _5"></span><span class="ff6">eficjenta </span></div><div class="t m0 x1 h10 y1060 ff8 fs4 fc2 sc0 ls0 ws0">mogących powstać z tytułu podpisanej z Unimot Paliwa Sp.   <span class="ff6"> </span></div><div class="t m0 x1 h10 y1061 ff8 fs4 fc2 sc0 ls0 ws0">z o.o. Umowy faktoringu odwrotnego z 24.04.2024. Kwota gwarancji wynosi 13,5 mln zł i jest ważna do   <span class="ff6"> </span></div><div class="t m0 x1 h10 y1062 ff8 fs4 fc2 sc0 ls0 ws0">21.07.2025 r. Unimot S.A. jest poręczycielem zobowiązań jakie mogą powstać w związku z wystawieniem gwarancji przez KUKE.   <span class="ff6"> </span></div><div class="t m0 x1 h10 yd87 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ya20 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _5"></span>Energia <span class="_ _0"></span>i <span class="_ _6"></span>Gaz <span class="_ _0"></span>Sp. <span class="_ _5"></span>z <span class="_ _6"></span>o.o. <span class="_ _0"></span>o <span class="_ _5"></span>jest <span class="_ _5"></span>zleceniodawcą <span class="_ _5"></span>wystawienia <span class="_ _5"></span>ubezpieczeniowej <span class="_ _5"></span>gwarancji <span class="_ _5"></span>należytego <span class="_ _5"></span>wykonania <span class="_ _5"></span>umowy <span class="_ _5"></span>wystaw<span class="_ _5"></span><span class="ff6">ionej </span></div><div class="t m0 x1 h10 ycb5 ff8 fs4 fc2 sc0 ls0 ws0">przez <span class="_ _1"></span>TU Eule<span class="_ _1"></span>r <span class="_ _1"></span>Hermes S<span class="_ _1"></span>.A. (All<span class="_ _1"></span>ianz Trade) <span class="_ _10"></span>na rzecz <span class="_ _1"></span>Polskiej <span class="_ _1"></span>Spółki Gazownictwa <span class="_ _10"></span>Sp. z <span class="_ _1"></span>o.o. Kwota <span class="_ _10"></span>gwarancji wynosi <span class="_ _10"></span>17,2 mln <span class="_ _10"></span>zł<span class="_ _5"></span><span class="ff6">. Gwarancja <span class="_ _1"></span>jest </span></div><div class="t m0 x1 h10 y1063 ff8 fs4 fc2 sc0 ls0 ws0">ważna do 31.10.2025 r. Unimot S.A. jest poręczycielem ewentualnych zobowiązań, które mogą  w<span class="_ _0"></span>yniknąć wobec Ubezpieczyciela w z<span class="_ _0"></span>w<span class="_ _0"></span>iązku </div><div class="t m0 x1 h10 y522 ff6 fs4 fc2 sc0 ls0 ws0">z wystawieniem gwarancji.  </div><div class="t m0 x1 h10 y4b5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y6c3 ff8 fs4 fc2 sc0 ls0 ws0">Unimot Paliwa <span class="_ _1"></span>Sp. z <span class="_ _1"></span>o.o. o jest <span class="_ _1"></span>zleceniodawcą wystawienia <span class="_ _1"></span>ubezpieczeniowej gwarancji <span class="_ _1"></span>należytego wykonania <span class="_ _1"></span>umowy wystawionej p<span class="ff6">rzez TU </span></div><div class="t m0 x1 h10 y1064 ff8 fs4 fc2 sc0 ls0 ws0">Euler Hermes <span class="_ _0"></span>S.A. <span class="_ _0"></span>(Allianz <span class="_ _0"></span>Trade) <span class="_ _0"></span>na <span class="_ _0"></span>rzecz <span class="_ _0"></span>Orlen Paliwa <span class="_ _0"></span>Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o. <span class="_ _0"></span>Kw<span class="_ _0"></span>ota <span class="_ _0"></span>gwarancji w<span class="_ _0"></span>ynosi 12,5 <span class="_ _0"></span>mln <span class="_ _0"></span>zł. <span class="_ _0"></span>Gwarancja <span class="_ _0"></span>jest <span class="_ _0"></span>ważna<span class="_ _5"></span><span class="ff6"> <span class="_ _0"></span>do <span class="_ _0"></span>05.08.2025 </span></div><div class="t m0 x1 h10 y500 ff8 fs4 fc2 sc0 ls0 ws0">r. Unimot <span class="_ _7"></span>S.A. <span class="_ _7"></span>jest <span class="_ _12"> </span>poręczycielem <span class="_ _7"></span>ewentualnych <span class="_ _7"></span>zobowiązań, <span class="_ _7"> </span>któ<span class="_ _0"></span>re <span class="_ _7"></span>mogą <span class="_ _7"> </span> <span class="_ _12"> </span>wyniknąć <span class="_ _6"></span>wo<span class="_ _0"></span>bec <span class="_ _7"></span>Ubezpieczyciela <span class="_ _7"></span>w <span class="_ _7"> </span>zw<span class="_ _0"></span>iązku <span class="_ _7"></span>z <span class="_ _7"> </span>wystawienie<span class="_ _5"></span><span class="ff6 ls3b">m </span></div><div class="t m0 x1 h10 y92b ff6 fs4 fc2 sc0 ls0 ws0">gwarancji.  </div><div class="t m0 x1 h10 y1065 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y185 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _1"></span>S.A. <span class="_ _1"></span>jest <span class="_ _1"></span>poręczycielem <span class="_ _1"></span>zobowiązań wynikających <span class="_ _10"></span>w umów <span class="_ _10"></span>leasingu <span class="_ _1"></span>(przedmioty le<span class="_ _1"></span>asingu <span class="_ _1"></span>to 135 <span class="_ _10"></span>sztuk cyste<span class="_ _1"></span>rn <span class="_ _1"></span>kolejowych) <span class="ff6">zawartych </span></div><div class="t m0 x1 h10 y1066 ff8 fs4 fc2 sc0 ls0 ws0">w <span class="_ _0"></span>ramach Umo<span class="_ _0"></span>wy <span class="_ _0"></span>generalne<span class="_ _1"></span>j l<span class="_ _0"></span>easingu <span class="_ _0"></span>zawartej <span class="_ _0"></span>pomiędzy Unimot<span class="_ _0"></span> <span class="_ _0"></span>Paliwa <span class="_ _0"></span>Sp. z <span class="_ _0"></span>o.o<span class="_ _0"></span>. <span class="_ _0"></span>a <span class="_ _0"></span>ING Lease <span class="_ _0"></span>(Polska) <span class="_ _0"></span>Sp. z <span class="_ _0"></span>o<span class="_ _0"></span>.o. <span class="_ _0"></span>Na <span class="_ _0"></span>dzień bi<span class="_ _5"></span><span class="ff6">lansow<span class="_ _0"></span>y <span class="_ _0"></span>saldo </span></div><div class="t m0 x1 h10 y1067 ff8 fs4 fc2 sc0 ls0 ws0">zobowiązań wynikających z powyższych umów wynosiło 14,48 mln EUR a najdłuższa data zobowiązania to 15.06.2033 r.   <span class="ff6"> </span></div><div class="t m0 x1 h10 y122 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1068 ff8 fs4 fc2 sc0 ls0 ws0">Unimot S.A. jest poręczycielem zobowiązań wynikających z umowy kredytowej zawartej pomięd<span class="_ _1"></span>zy Unimot Paliwa Sp. z o.o. a mBank <span class="_ _0"></span><span class="ff6">S.A. Na </span></div><div class="t m0 x1 h10 y52c ff8 fs4 fc2 sc0 ls0 ws0">dzień bilansowy saldo zobowiązań wynosiło odpowiednio 17,7 mln EUR oraz  44,3 mln USD.  <span class="ff6"> </span></div><div class="t m0 x1 h10 y1069 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y228 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _6"></span>Paliwa <span class="_ _6"></span>Sp. <span class="_ _6"></span>z <span class="_ _7"></span>o.o. <span class="_ _6"></span>zawarła <span class="_ _6"></span>z <span class="_ _6"></span>ORLEN <span class="_ _7"></span>S.A. <span class="_ _6"></span>Umowę <span class="_ _6"></span>poręczenia <span class="_ _6"></span>stanowiąca <span class="_ _6"></span>zabezpieczenie <span class="_ _6"></span>wierzytelności <span class="_ _6"></span>ORLEN <span class="_ _6"></span>S.A. <span class="_ _6"></span>wobec <span class="_ _7"></span>Unim<span class="_ _0"></span><span class="ff6">ot </span></div><div class="t m0 x1 h10 yf0a ff8 fs4 fc2 sc0 ls0 ws0">Bitumen <span class="_ _10"></span>Sp. <span class="_ _10"></span>z <span class="_ _1"></span>o.o. <span class="_ _10"></span>wynikających <span class="_ _10"></span>z <span class="_ _10"></span>Warunkowej <span class="_ _1"></span>Ramowej <span class="_ _10"></span>Umowy <span class="_ _10"></span>Sprzedaży <span class="_ _10"></span>z<span class="_ _0"></span> <span class="_ _10"></span>dnia <span class="_ _10"></span>12 <span class="_ _1"></span>stycznia <span class="_ _10"></span>2022 <span class="_ _10"></span>r. <span class="_ _10"></span>(&quot;Zabezpieczona <span class="_ _10"></span>Umowa&quot;)<span class="_ _0"></span>. <span class="_ _10"></span>Maks<span class="_ _0"></span><span class="ff6 ls3a">yma<span class="ls0">lna </span></span></div><div class="t m0 x1 h10 y106a ff8 fs4 fc2 sc0 ls0 ws0">wartość zabezpieczenia wynosi 90 mln zł, a maksymalny okres zabe<span class="_ _1"></span>zpieczenia upłynął z dniem 31 grudnia 2024 r.   <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y37 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y3f5 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _0"></span>5 <span class="_ _5"></span>czerwca <span class="_ _0"></span>zo<span class="_ _0"></span>stała <span class="_ _0"></span>podpisana <span class="_ _0"></span>Umowa <span class="_ _5"></span>poręczenia <span class="_ _0"></span>pomiędzy <span class="_ _5"></span>Unimot <span class="_ _0"></span>S.A. <span class="_ _5"></span>a <span class="_ _0"></span>PKO <span class="_ _5"></span>BP <span class="_ _0"></span>S.A. <span class="_ _5"></span>która <span class="_ _5"></span>zabezpiecza <span class="_ _0"></span>ewentualne <span class="_ _0"></span>zobowiąza<span class="_ _6"></span><span class="ff6">nia </span></div><div class="t m0 x1 h10 y106b ff8 fs4 fc2 sc0 ls0 ws0">Unimot Commodities Sp. z o.o. wobec Beneficjenta jakie mogą pojawić się w związku   <span class="ff6"> </span></div><div class="t m0 x1 h10 y1c1 ff8 fs4 fc2 sc0 ls0 ws0">z <span class="_ _1"></span>zawartą <span class="_ _10"></span>Umową Ram<span class="_ _1"></span>ową <span class="_ _10"></span>dot. tr<span class="_ _1"></span>ansakcji <span class="_ _10"></span>skarbowych <span class="_ _1"></span>zabezpieczających <span class="_ _10"></span>ryzyko ku<span class="_ _1"></span>rsowe <span class="_ _10"></span>oraz ryzyko<span class="_ _1"></span> <span class="_ _10"></span>c<span class="_ _0"></span>en <span class="_ _10"></span>towarów. K<span class="_ _1"></span>wota <span class="_ _1"></span>poręczenia <span class="ff6">wynosi </span></div><div class="t m0 x1 h10 y6d0 ff8 fs4 fc2 sc0 ls0 ws0">14,45 mln zł i obowiązuje do 31.07.2029 r. Na dzień 31.12.2024 r saldo wykorzystania limitu na transakcje wynosiło 0 zł.    <span class="ff6"> </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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">121<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y104d ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _5"></span>19.03.2024 <span class="_ _5"></span>r. <span class="_ _5"></span>została <span class="_ _5"></span>zaw<span class="_ _0"></span>arta <span class="_ _0"></span>Umo<span class="_ _0"></span>wa <span class="_ _5"></span>Poręczenia <span class="_ _0"></span>pomiędzy <span class="_ _5"></span>Unimot <span class="_ _5"></span>S.A. <span class="_ _5"></span>a <span class="_ _5"></span>PKO <span class="_ _5"></span>BP <span class="_ _5"></span>S.A. <span class="_ _0"></span>za<span class="_ _0"></span>bezpieczająca <span class="_ _5"></span>wierzytelności, <span class="_ _0"></span>jaki<span class="_ _6"></span>e <span class="_ _0"></span>mogą </div><div class="t m0 x1 h10 y104e ff8 fs4 fc2 sc0 ls0 ws0">powstać <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _5"></span>związku <span class="_ _6"></span>z <span class="_ _5"></span>podpisaną <span class="_ _5"></span>pomiędzy <span class="_ _5"></span>PKO <span class="_ _6"></span>BP <span class="_ _5"></span>S.A. <span class="_ _5"></span>a <span class="_ _6"></span>Unimot <span class="_ _0"></span>E<span class="_ _0"></span>nergia <span class="_ _5"></span>i <span class="_ _5"></span>Gaz <span class="_ _6"></span>Sp.  <span class="_ _5"></span>o.o. <span class="_ _6"></span>Umową <span class="_ _5"></span>Ramową <span class="_ _5"></span>o<span class="_ _0"></span> <span class="_ _5"></span>Gwarancje. <span class="_ _6"></span>Kwota <span class="_ _5"></span>poręczen<span class="_ _0"></span><span class="ff6">ia </span></div><div class="t m0 x1 h10 y104f ff8 fs4 fc2 sc0 ls0 ws0">wynosi <span class="_ _0"></span>7,5 <span class="_ _5"></span>mln <span class="_ _5"></span>zł <span class="_ _5"></span>i <span class="_ _5"></span>obowiązuje <span class="_ _0"></span>do <span class="_ _5"></span>14.03.2033 <span class="_ _5"></span>r. <span class="_ _5"></span>Na <span class="_ _0"></span>dzień <span class="_ _5"></span>31.12.2024 <span class="_ _0"></span>r. <span class="_ _5"></span>w <span class="_ _5"></span>ramach <span class="_ _5"></span>linii <span class="_ _0"></span>wystawiona <span class="_ _5"></span>zostały <span class="_ _5"></span>gwarancje <span class="_ _5"></span>w <span class="_ _0"></span>ł<span class="_ _0"></span>ącznej <span class="_ _6"></span><span class="ff6">kwocie <span class="_ _0"></span>2,2 </span></div><div class="t m0 x1 h10 y685 ff8 fs4 fc2 sc0 ls0 ws0">mln zł, z najdłuższym terminem ważności do 31.08.2026 r.   <span class="ff6"> </span></div><div class="t m0 x1 h10 y752 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yba0 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _0"></span>S.A. <span class="_ _5"></span>udzieliła <span class="_ _5"></span>poręczenia <span class="_ _5"></span>zapłaty <span class="_ _5"></span>przez <span class="_ _5"></span>Unimot <span class="_ _5"></span>Terminale <span class="_ _5"></span>Sp. <span class="_ _0"></span>z <span class="_ _5"></span>o.o<span class="_ _0"></span>. <span class="_ _0"></span>na <span class="_ _5"></span>rzecz <span class="_ _5"></span>Orlen <span class="_ _5"></span>S.A. <span class="_ _5"></span>kw<span class="_ _0"></span>ot <span class="_ _5"></span>jakie <span class="_ _0"></span>mogą <span class="_ _5"></span>wynikać <span class="_ _5"></span>z <span class="_ _5"></span>umow<span class="_ _6"></span><span class="ff6">y <span class="_ _0"></span>nabycia </span></div><div class="t m0 x1 h10 y1050 ff8 fs4 fc2 sc0 ls0 ws0">akcji Lotos Terminale S.A. (SPA) z 12 stycznia 2022 r. oraz umowy dotyczącej najmu  <span class="ff6"> </span></div><div class="t m0 x1 h10 y1051 ff8 fs4 fc2 sc0 ls0 ws0">i <span class="_ _5"></span>rozliczenia <span class="_ _5"></span>nakładów <span class="_ _5"></span>i<span class="_ _0"></span>nwestycji <span class="_ _5"></span>w <span class="_ _5"></span>Szczecinie <span class="_ _6"></span>z <span class="_ _0"></span>12 <span class="_ _6"></span>stycznia <span class="_ _0"></span>2022 <span class="_ _6"></span>r. <span class="_ _5"></span> Maksymalna <span class="_ _5"></span>kwota <span class="_ _6"></span>poręczen<span class="_ _1"></span>ia <span class="_ _5"></span>wynosi <span class="_ _5"></span>6 <span class="_ _6"></span>mln <span class="_ _0"></span>z<span class="_ _0"></span>ł <span class="_ _5"></span>a <span class="_ _5"></span>mak<span class="_ _0"></span>symaln<span class="_ _5"></span><span class="ff6">y <span class="_ _5"></span>termi<span class="_ _0"></span>n </span></div><div class="t m0 x1 h10 y9f7 ff8 fs4 fc2 sc0 ls0 ws0">obowiązywania poręczenia to 31 grudnia 2032 r.   <span class="ff6"> </span></div><div class="t m0 x1 h10 y1052 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1053 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _5"></span>S.A. <span class="_ _5"></span>udzieliła <span class="_ _5"></span>poręczenia <span class="_ _5"></span>zapłaty <span class="_ _5"></span>wynikających <span class="_ _5"></span>z <span class="_ _5"></span>realizacji <span class="_ _5"></span>umowy <span class="_ _5"></span>z <span class="_ _5"></span>dnia <span class="_ _5"></span>01.12.2022 <span class="_ _5"></span>r. <span class="_ _6"></span>a <span class="_ _0"></span>dotyczącej <span class="_ _5"></span>udostępnienia <span class="_ _5"></span>nier<span class="_ _0"></span>ucho<span class="_ _0"></span>mości <span class="_ _5"></span>i </div><div class="t m0 x1 h10 y514 ff8 fs4 fc2 sc0 ls0 ws0">rozliczenia <span class="_ _6"></span>nakładów <span class="_ _7"> </span>inwestycyjnych <span class="_ _7"> </span>związ<span class="_ _0"></span>anych <span class="_ _6"></span>z <span class="_ _7"> </span>realizac<span class="_ _0"></span>ją <span class="_ _7"></span>inwestycji <span class="_ _6"></span>w<span class="_ _0"></span> <span class="_ _7"></span>terminalu <span class="_ _7"></span>paliw <span class="_ _7"></span>w <span class="_ _7"></span>Szczecinie. <span class="_ _7"></span>Beneficjentem <span class="_ _7"></span>je<span class="_ _5"></span><span class="ff6">st <span class="_ _7"></span>Orlen <span class="_ _7"> </span>S.A. <span class="_ _7"></span>a </span></div><div class="t m0 x1 h10 y196 ff8 fs4 fc2 sc0 ls0 ws0">zobowiązanym Un<span class="_ _1"></span>imot <span class="_ _1"></span>Terminale <span class="_ _1"></span>Sp. <span class="_ _1"></span>z <span class="_ _1"></span>o.o. Maks<span class="_ _1"></span>ymalna <span class="_ _1"></span>kwota p<span class="_ _1"></span>oręczenia <span class="_ _10"></span>wynosi 78 <span class="_ _1"></span>mln <span class="_ _10"></span>z<span class="_ _0"></span>ł,  maksy<span class="_ _1"></span>malny <span class="_ _1"></span>termin <span class="_ _10"></span>obowiąz<span class="_ _0"></span>ywania p<span class="_ _1"></span>oręc<span class="_ _0"></span><span class="ff6">zenia </span></div><div class="t m0 x1 h10 y1054 ff8 fs4 fc2 sc0 ls0 ws0">to 31 grudnia 2032 r.   <span class="ff6"> </span></div><div class="t m0 x1 h10 y1055 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1056 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _7"> </span>dniu <span class="_ _12"> </span>28 <span class="_ _12"> </span>lutego <span class="_ _7"></span>2024 <span class="_ _12"> </span>r. <span class="_ _7"> </span>Unimot <span class="_ _12"> </span>S.A. <span class="_ _7"> </span>udzieliła <span class="_ _12"> </span>poręczenia <span class="_ _7"> </span>/ <span class="_ _12"> </span>gwarancji <span class="_ _12"> </span>(PARENT <span class="_ _12"> </span>GUARAN<span class="_ _1"></span>TEE <span class="_ _12"> </span>AND <span class="_ _7"></span>INDEMNITY) <span class="_ _12"> </span>na <span class="_ _12"> </span>rzecz <span class="_ _7"> </span>TotalEnergies<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y1057 ff8 fs4 fc2 sc0 ls0 ws0">Marketing <span class="_ _1"></span>Deutschland <span class="_ _10"></span>GmbH i/lub <span class="_ _1"></span>innych <span class="_ _1"></span>spółek <span class="_ _1"></span>z <span class="_ _1"></span>grupy <span class="_ _10"></span>T<span class="_ _0"></span>otalEnergies wskazanych <span class="_ _10"></span>w dokumencie <span class="_ _10"></span>za zobowiązania Un<span class="_ _1"></span>imot <span class="_ _1"></span>Paliwa S<span class="_ _10"></span>p<span class="_ _5"></span><span class="ff6">. z <span class="_ _10"></span>o<span class="_ _0"></span>.o. </span></div><div class="t m0 x1 h10 y1058 ff8 fs4 fc2 sc0 ls0 ws0">jakie mogą <span class="_ _0"></span>wynikać <span class="_ _0"></span>z <span class="_ _0"></span>zawartych <span class="_ _0"></span>kontraktów. <span class="_ _0"></span>Maksymalna kwo<span class="_ _0"></span>ta zabezpieczenia wynosi <span class="_ _0"></span>17 <span class="_ _0"></span>mln <span class="_ _0"></span>EUR, <span class="_ _0"></span>poręczenie <span class="_ _0"></span>było <span class="_ _0"></span>ważne <span class="_ _0"></span>do <span class="_ _0"></span>31 sty<span class="_ _5"></span><span class="ff6">cznia </span></div><div class="t m0 x1 h10 yf4b ff8 fs4 fc2 sc0 ls0 ws0">2025 r.   <span class="ff6"> </span></div><div class="t m0 x1 h10 y403 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1059 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _6"></span>S.A. <span class="_ _6"></span>udzieliła <span class="_ _6"></span>poręczenia <span class="_ _6"></span>za <span class="_ _6"></span>zobowiązania <span class="_ _6"></span>Unimot <span class="_ _6"></span>Paliwa <span class="_ _6"></span>Sp. <span class="_ _6"></span>z <span class="_ _6"></span>o.o<span class="_ _0"></span>. <span class="_ _6"></span>wobec <span class="_ _6"></span>Shell <span class="_ _6"></span>Deutschland <span class="_ _6"></span>GmbH <span class="_ _6"></span>jakie <span class="_ _6"></span>mogą <span class="_ _6"></span>powstać <span class="_ _6"></span>ram<span class="_ _6"></span><span class="ff6">ach </span></div><div class="t m0 x1 h10 y105a ff8 fs4 fc2 sc0 ls0 ws0">współpracy handlowej. Maksymalna kwota zobowiązania wynosi 8,5 mln EUR.   <span class="ff6"> </span></div><div class="t m0 x1 h10 y105b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y2da ff8 fs4 fc2 sc0 ls0 ws0">W dniu 7 listopada 2023 r. Unimot S.A. udzieliła poręczen<span class="_ _1"></span>ia / gwarancji (Parent Company Guarantee)   <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y105c ff8 fs4 fc2 sc0 ls0 ws0">za <span class="_ _7"></span>zobowiązania <span class="_ _6"></span>Unimot <span class="_ _7"> </span>Paliwa <span class="_ _12"> </span>Sp. <span class="_ _6"></span>z <span class="_ _7"></span>o.o. <span class="_ _7"> </span>wobec <span class="_ _7"> </span>Preem <span class="_ _7"></span>AB, <span class="_ _7"></span>jakie <span class="_ _7"></span>mogą <span class="_ _7"></span>powstać <span class="_ _7"></span>w <span class="_ _7"></span>ramach <span class="_ _7"></span>współpracy <span class="_ _7"> </span>handlowej. <span class="_ _7"></span>Maksymalna <span class="_ _7"></span>kwota </div><div class="t m0 x1 h10 y105d ff8 fs4 fc2 sc0 ls0 ws0">zabezpieczenia wynosi 4 mln USD, a ważność poręczenia kończy się<span class="_ _1"></span> 31.01.2027 r.   <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y105e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y105f ff8 fs4 fc2 sc0 ls0 ws0">W dniu 06.08.2024 została wystawiona przez TU Euler Hermes S.A. (Allianz Trade) gwarancja ubezpieczeniowa   <span class="ff6"> </span></div><div class="t m0 x1 h10 y1060 ff8 fs4 fc2 sc0 ls0 ws0">w kwocie <span class="_ _1"></span>12,5 mln<span class="_ _1"></span> PLN n<span class="_ _1"></span>a zle<span class="_ _1"></span>cenie <span class="_ _1"></span>Unimot Paliwa <span class="_ _1"></span>Sp. z<span class="_ _1"></span> o.o. <span class="_ _10"></span>z<span class="_ _0"></span>abezpieczająca zobowią<span class="_ _1"></span>zania wynikające<span class="_ _1"></span> z u<span class="_ _1"></span>mowy handl<span class="_ _1"></span>owej z <span class="_ _1"></span>Orlen <span class="ff6">Paliwa Sp. </span></div><div class="t m0 x1 h10 y1061 ff8 fs4 fc2 sc0 ls0 ws0">z o.o. Unimot S.A. jest poręczycielem zobowiązań wynikających z wystawienia te<span class="_ _1"></span>j gwarancji. Gwarancja obowiązuje do 05.08<span class="_ _0"></span>.2025 r.  <span class="ff6"> </span></div><div class="t m0 x1 h10 y1062 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yd87 ff8 fs4 fc2 sc0 ls0 ws0">W dniu 07.08.2024 r. <span class="_ _0"></span>Unimot S.A. <span class="_ _0"></span>udzieliła gwarancji / poręczenia, któ<span class="_ _0"></span>rego beneficjentem jest A/S G<span class="_ _0"></span>lobal Risk Management Ltd.<span class="_ _5"></span><span class="ff6"> </span>Poręczenie </div><div class="t m0 x1 h10 ya20 ff8 fs4 fc2 sc0 ls0 ws0">zabezpiecza <span class="_ _6"></span>zobowiązania <span class="_ _5"></span>Unimot <span class="_ _6"></span>Bitument <span class="_ _6"></span>Sp. <span class="_ _5"></span>z <span class="_ _6"></span>o.o. <span class="_ _6"></span>oraz <span class="_ _6"></span>Unimot <span class="_ _5"></span>Co<span class="_ _0"></span>mmodities <span class="_ _5"></span>Sp. <span class="_ _6"></span>z <span class="_ _6"></span>o.o. <span class="_ _6"></span>jakie <span class="_ _5"></span>mogą <span class="_ _6"></span>powstać <span class="_ _6"></span>w <span class="_ _6"></span>związku <span class="_ _5"></span>z <span class="_ _6"></span>p<span class="_ _5"></span>odpisaną <span class="_ _5"></span>z<span class="_ _0"></span> </div><div class="t m0 x1 h10 ycb5 ff8 fs4 fc2 sc0 ls0 ws0">beneficjentem <span class="_ _5"></span>umową <span class="_ _6"></span>(Master <span class="_ _5"></span>Agreement <span class="_ _6"></span>z <span class="_ _5"></span>22 <span class="_ _6"></span>maja <span class="_ _5"></span>2023 <span class="_ _5"></span>r.) <span class="_ _6"></span>Maksymalna <span class="_ _5"></span>kwo<span class="_ _0"></span>ta <span class="_ _5"></span>poręczenia <span class="_ _6"></span>wynosi <span class="_ _5"></span>7 <span class="_ _6"></span>mln <span class="_ _5"></span>USD. Gwarancja <span class="_ _6"></span>/ <span class="_ _5"></span>poręczenie<span class="_ _6"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y1063 ff8 fs4 fc2 sc0 ls0 ws0">zastępuje poprzedni dokument, w którym zobowiązanym była Unimot Bitumen<span class="_ _1"></span> Sp. z o.o.  <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y522 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y4b5 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _0"></span>09.08.2024 <span class="_ _5"></span>r. <span class="_ _0"></span>Unimot <span class="_ _5"></span>S.A. <span class="_ _5"></span>udzieliła <span class="_ _0"></span>gwarancji <span class="_ _0"></span>na <span class="_ _5"></span>rzecz <span class="_ _0"></span>ING <span class="_ _5"></span>Lease <span class="_ _0"></span>(Polska) <span class="_ _5"></span>Sp. <span class="_ _0"></span>z <span class="_ _5"></span>o.o. <span class="_ _5"></span>stanowiącej <span class="_ _0"></span>zabezpieczenie <span class="_ _0"></span>Genera<span class="_ _5"></span><span class="ff6">lnej <span class="_ _0"></span>Umow<span class="_ _0"></span>y </span></div><div class="t m0 x1 h10 y6c3 ff6 fs4 fc2 sc0 ls0 ws0">Leasingu <span class="_ _10"></span>zawartej <span class="_ _1"></span>przez <span class="_ _10"></span>O<span class="_ _0"></span>lavion <span class="_ _10"></span>Sp. <span class="_ _1"></span>z <span class="_ _10"></span>o.o. <span class="_ _1"></span>z <span class="_ _10"></span>Beneficjentem. <span class="_ _10"></span>Maksym<span class="_ _0"></span>alna <span class="_ _10"></span>kwo<span class="_ _0"></span>ta <span class="_ _10"></span>gwarancji <span class="_ _1"></span>wynosi <span class="_ _10"></span>125,4 mln<span class="_ _1"></span> <span class="_ _10"></span>PL<span class="_ _0"></span>N, <span class="_ _10"></span>maksymalny umowny <span class="_ _10"></span>termin </div><div class="t m0 x1 h10 y1064 ff8 fs4 fc2 sc0 ls0 ws0">obowiązywania to 05.06.2038 roku. Na dzień 31.12.2024 r. saldo zobowiązań wynikających z zawartych umów wynosiło 65,14 mln zł<span class="_ _0"></span>.   <span class="ff6"> </span></div><div class="t m0 x1 h10 y500 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y92b ff8 fs4 fc2 sc0 ls0 ws0">W  dniu <span class="_ _12"> </span>30.08.2024<span class="_ _0"></span>  r.  Unimot <span class="_ _12"> </span>S.A.  udzieliła  gwarancji  /  poręczenia  n<span class="_ _1"></span>a  rzecz  Pilot <span class="_ _12"> </span>Travel  Center  LLC  oraz  spółek  stowarzyszonyc<span class="_ _0"></span><span class="ff6">h  za </span></div><div class="t m0 x1 h10 y1065 ff8 fs4 fc2 sc0 ls0 ws0">zobowiązania <span class="_ _5"></span>Unimot <span class="_ _5"></span>Paliwa <span class="_ _6"></span>Sp<span class="_ _1"></span>. <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _5"></span>o.o., <span class="_ _6"></span>które <span class="_ _0"></span>mogą <span class="_ _5"></span>w<span class="_ _0"></span>ynikać <span class="_ _5"></span>z <span class="_ _5"></span>transakcji <span class="_ _5"></span>handlowych <span class="_ _5"></span>dotycz<span class="_ _0"></span>ących <span class="_ _5"></span>z<span class="_ _0"></span>akupu <span class="_ _5"></span>produktów <span class="_ _5"></span>ropopochodnych<span class="_ _5"></span><span class="ff6"> <span class="_ _6"></span>od </span></div><div class="t m0 x1 h10 y185 ff8 fs4 fc2 sc0 ls0 ws0">Beneficjenta <span class="_ _19"> </span>i/lub <span class="_ _18"> </span>s<span class="_ _0"></span>półek <span class="_ _19"> </span>stow<span class="_ _0"></span>arzyszonych. <span class="_ _18"> </span>Maksymalna <span class="_ _19"> </span>kwo<span class="_ _0"></span>ta <span class="_ _18"> </span>poręczenia <span class="_ _19"> </span>wynosi <span class="_ _18"> </span>35,0 <span class="_ _18"> </span>ml<span class="_ _0"></span>n <span class="_ _19"> </span>USD, <span class="_ _17"> </span>poręczenie <span class="_ _19"> </span>zo<span class="_ _0"></span>stało <span class="_ _18"> </span>udzielone </div><div class="t m0 x1 h10 y1066 ff8 fs4 fc2 sc0 ls0 ws0">bezterminowo, do czasu pisemnego odwołania przez Poręczyciela. Na dzień 31.12.2024 r. saldo zobowiązań Unimot Paliwa Sp. z o.<span class="_ _0"></span><span class="ff6">o. wobe<span class="ls2c">c </span></span></div><div class="t m0 x1 h10 y1067 ff8 fs4 fc2 sc0 ls0 ws0">beneficjenta wynosiło 0 USD.  <span class="ff6"> </span></div><div class="t m0 x1 h10 y122 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1068 ff8 fs4 fc2 sc0 ls0 ws0">W dniu<span class="_ _1"></span> 07.10.2024 r. <span class="_ _10"></span>Un<span class="_ _0"></span>imot S.A. udzie<span class="_ _1"></span>liła poręczenia n<span class="_ _1"></span>a rzecz Mus<span class="_ _1"></span>ket Europe<span class="_ _1"></span> SARL za przys<span class="_ _1"></span>złe zobowiązania Un<span class="_ _1"></span>imot Paliwa S<span class="_ _1"></span>p. z o.o., które </div><div class="t m0 x1 h10 y52c ff8 fs4 fc2 sc0 ls0 ws0">będą <span class="_ _6"></span>wynikać <span class="_ _6"></span>z <span class="_ _6"></span>transakcji <span class="_ _6"></span>handlowych <span class="_ _6"></span>dotyczących <span class="_ _6"></span>zakupu <span class="_ _6"></span>produktów <span class="_ _6"></span>ropopochodnych <span class="_ _6"></span>od <span class="_ _6"></span>Beneficjenta. <span class="_ _6"></span>Maksymalna <span class="_ _6"></span>kwota <span class="_ _6"></span>po<span class="_ _5"></span>r<span class="_ _0"></span>ęczenia </div><div class="t m0 x1 h10 y1069 ff8 fs4 fc2 sc0 ls0 ws0">wynosi 35,0 mln USD, ważność poręczenia wygasa 01.09.2026 r. Na dzień 31.12.2024 r saldo zobowiązań wobec Dostawcy wynosiło 0<span class="ff6"> </span>USD.  <span class="ff6"> </span></div><div class="t m0 x1 h10 y228 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yf0a ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>dniu <span class="_ _6"></span>08.10.2024 <span class="_ _5"></span>r. <span class="_ _5"></span>Unimo<span class="_ _0"></span>t <span class="_ _5"></span>S.<span class="_ _0"></span>A. <span class="_ _5"></span>udzieliła <span class="_ _6"></span>poręczenia <span class="_ _5"></span>na <span class="_ _5"></span>rzecz <span class="_ _6"></span>Neste <span class="_ _5"></span>Oyj. <span class="_ _6"></span>za <span class="_ _5"></span>przyszłe <span class="_ _6"></span>zobowiązan<span class="_ _1"></span>ia <span class="_ _5"></span>Unimot <span class="_ _6"></span>Paliwa <span class="_ _5"></span>Sp. <span class="_ _5"></span>z <span class="_ _6"></span>o.o., <span class="_ _7"> </span>które <span class="_ _5"></span>będą </div><div class="t m0 x1 h10 y106a ff8 fs4 fc2 sc0 ls0 ws0">wynikać z transakcji handlowych dotyczących zakupu produktów ropopochodnych   <span class="ff6"> </span></div><div class="t m0 x1 h10 y37 ff8 fs4 fc2 sc0 ls0 ws0">od Beneficjenta. Maksymalna kwota poręczenia wynosi 4,5 mln EUR, ważność poręczenia wygasa 31.12.2026 r.   <span class="ff6"> </span></div><div class="t m0 x1 h10 y3f5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y106b ff8 fs4 fc2 sc0 ls0 ws0">W dniu 31.10.2024 r. Unimot S.A. udzieliła gwarancji / poręczenia na rzecz Marathon Petroleu<span class="_ _1"></span>m Company LP   <span class="_ _0"></span><span class="ff6"> </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 y3c wd h1c" alt="" 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nOvwfr5xrujsCPU2mhh7403bHB29NjDmgXidgaWWSS0AbW61jgArR9Pvvgn70jGS+KXi37rpDsxnsy5pMhhkTDJEAsQoQ84QKlFaPDQI/f++7fNjJfOXVzhT1z/5df+pt79AMUqsIEwvUVQgVfB+Nblos55AtqQonqjHmTQauGK9dGKupUE77PpCtPputK1JFonZDNzkV1ir+SqNiY1dhIVVR2cJ5cR+34TaFyq0dBsWNUCmV1Ybd/wh//HgaOnWAoQVKP3ZIaqbcq2TqBIHMgHuIA8GgZ9HxNA09hNCkRDm6hRro0bk9E4JvNKMIiIMxhYjpxYUPNNzFYmDDc3arhJWaJiZRz/8v0fB0PBBl5bfk5wDo8eO3X73XcvjUvJB1H9qAyQXjAfjZcnVZwesm8eODLicZXe+1effv0v/ubO2x6Y1K5s0SYHHrAbGg1izKtaesPNy+M4qnkS5BOf+fJrX/9bn/nsHQoYY9I2zjufeTWZTAKsJzKryZlBDQkuwQVkLWUBWYBPcHG6nsfyaHmyPCFTy5K5kEwJ3oMEa8ty/jtd7u90Op1O5zuLgbZtIYgaW6xivHrs4YcKRFibULuCSklLPS57Mk6tCLHGrei748tx98Gi4c2RZhok9KPLr/mRH1mYVDn3+pCsTllITtUn5BHZqdV07+5ojXpCUqcAoRXNiO76i/efw7nnkNqQNJlZBs6NkTCc25CftaMBMvTUAAMtl0d37d5Q03xL1JZ5MtekLJgzHpX18IwzNm85C65oRQAeYrB88NHqyAkX0qDoE1FUBejEgB6cpT3DcKqvp/p6KkuZCD9whE+stNAERNXuxHgy1KYxNQBjoCGowQP9EPDg/nve+qe9+/bPalpfh3Ma9Pce2v3O96JNXlsw4BBJIyKB8Q/2VjMDkGXisyKoKQm7PAZLRuI80ROVhxjgeVKWPs+SJQiTUH+mF2MjjOGMByUAoVWf9YkzgiPJiPI2YnZuo89mvvq1m2qd9hhqgciClJrZuSHYQGRsxmRELpPVUek9FADDyMhRsuQyUSR2Aqa8N2TxKcE5ZmICjUZl5guDI86aSNFkMJwbTVpxfZD/8vU3VjUmTTCgamoQYlQF7t59TzQlIYORUF4UBoUYCT/08IPGsKRQ1bZVm87E0//1tv/0xj98c91qWYVkrigGqmaGyWSiGlOKPpPRaLR58xntapngm0gLi5Pf/d/eeM89x0VY2ANomkaEBoMeGcrxKlEcDr3zCKluYqtQY1Ih8S5oAJsvmL4JREZEeZGnBFW0bQRARF3u73Q6nU7nqSYA5ZKciTZnhOzAez6xY7Fe37YbYzpnZBcsWxHcCaZl8ux72qgHEWwIXX94dfyRr7gRoYHBJcpw1ZWbn3PlquOCizwyq1M4BWfBnVHj7o/+jasnJRowobYoGIP52EK85d6NddPQmJyLzrXkQgUqJcjgENG25z0fWvSBngIJp76+e7Dv1Pnay6tys59D1Dk3zINHzGTzGc3ll2YyRIlBlE3Gmyb1+KYHzlzVuYheQK+lQSs9SKDeap5H33dRQoqtp9k2Puc4whfv2aiuH1K/SyBPchApgDiFJAUw4qTcxpWFdtf9N7/+f139+BfPDRistjOKdYptbQpf+saDv/VGfvRISpNVjGs2F6yfgj5Bip8W75CCE4RsLX3D+Fv7wjx+wBBAAUi2VvozrX5JNm1ugxYATKY9aYzMyBJZXvTLKq6O2/d94JMpwVLDjpvUqsWscE0op+U9QAISqAW1ysEIoAhKIAUlUDJK07oXPL7ZpU3DrYhkq+OxgRIbeTJCSijygSqZueXlye7dD+bem0FEAGWhCNx2+93O+7woQmo5Q5NqOBPH0WJZViuj1IYKQhBH5MraPvSRz3zow59eWmy8H0YlM1Tj0bq5WUvV3IxPYaXIGq0WBz0+dOiR+S1bY22D/oY6yKnF8hf/7W88tO+oc9ymRESOUj1Z7BdxUEQn47Y5kXSZUOU5jKJzDGjTVlkuQNs0Y8+Vo8pJ7agVDkJBY6NRmZF5UVPCE+T+rr6/0+l0Op3vrH7SllGT9RLj0PI97//E0+tYAwYKJMSupSxwMWl1ljxCaByWKATjOBnt+ujfXPfDPziezQuQZh7PevrTXvXSm3bfNqiETKoMjRBMekFmAu794lfOveX24roXwxFKRICAeN9BfuAga1XlbeCZsQsi+VC8tm5hZu6BuezK5z+75KwPSgbJcPLru9Y1aQacoOMcI1DBpOTLrH8gyy59yYunVc5R0AMwSatf+sZcSC1p7RGZA0uZnG/z+baZhWWxWbRAheXg9UqHr//69p94SZmi+UFX4P8kBCKKcIQZcAOtqcnaGm247Tf+YN3OPWfPzo1WTmWWN0iltRnzuiNHT773oye2bt78m68tcqrh07ieGc4lSY/7qTqdmwdY2ZShZgxlwMwIOi0YOd1QcvogMGit1jwRHIN0rb8kgWBQgrIBmK7kSKAIIzNt2iTOzQ023XXX3g995IZfetULU2q9ZC1kPBkP+4NJpaDENi1nTwQzInusneXa6nhjmBoxGWBGEXR62asJgS3aeHUCztUCZ6IWYhsHxaAta89Z20x27rz7mmdfkNRy5w0gJgFu/MqtwoXatJFpSJoyTyAzpdBaVWq23oGtaZJn58S96y8+fPL4ZDDYRJSn1IiYo3bh+MHZmcGLX3j5pZdcvLS09JUbvvrIo0e2bdq0tDR2vl+P29nezNLqCT628KlPXv8L/+Ynh3259KIL/uyP/6huCNQ3dU7qPA+j0v7zn79vz95HhXqjckREuSNos3HD/K/+yi+tn58BQFAyYzNQ2rh+tpfzY907mbrc3+l0Op3OU68GCm1FnJp848728Kmx6KEhokgSrywpypnz25uFlWJceeOIOEFL4gcxLD60DytL5dzW9YAQwVtx5aU220/LJweG2kgJbJRH6pluqsORG256+nUvACdkQkABLfcem48SEOB5JlIV1bP0zWUtTxI2X3YpNq7rgakFCPDIdj+4FcTlSh+8WK66XMKk6aFoNVupw7YLLkSG2mGVbT2i07jw6MG+i0uUxoUmSAKpcdqw3h853oeZcHJmTlsXkzaLRx7Z3pRupldBuyn/J0EIIcE5IEVL1VymGFeH/uQd6f6Ht7uiXD5VU1sia5hbJAFmmSW0Bz/0sc0vuCJ73lWIdTY/h8rMPy70Q8nMaLpkVY3UYM4SGyUoIz024b+W+8mmCVwMbARjNsb05gAMxmYATXeYAButxVMkEMSJmhJRXcfY0l+8830vf8H528/argAMmohIyKaJ1WA2TfNr3SwhMAaUjWnt/zh9IFFkJLbTIwKgrWpVZahaC2IzWExQg5kQe589vPeRx35/Bsy0afno4SVN0rbJZXnSQNMxTFIiIaIUOaFxEBCBcduugw/uOVAU84BrmpZNU6o2zs8eOXLojW/4/Z/+6Zf1CjSN7dv3L37xF3/92EI16GVNo7O9uSqM163fVDerN37tG7/x6z8JYG5u7gd/8MVyuvxKNTpxZcAHP/zxqhyZmCMXY+IsE3Avy3/yld8/LNY+PzpdvUMGJqRkzGZmTzTd311ynU6n0+l8pzUpGWokt1rd+5efPGeZZhoOxArvgxS1KLIzXvbSHc+5qnUOsCRx7Bv4sLmudjx6anTTzR5htkYWoRJw8ZlnPOPpyZoMxmaJoECu8AhnK536u6/SsVOJbbqhV2+U0tfu6YXUChvpukZ70XxEXlIGtsHs8179qrpfUIiYtIjlo4f3jO/ZPSxLQQkJIyuRESP1IS7R0y+5fHDB+ZZqlRjR0GR59TOfnzl0oh8b5UCWiqR5AgHp5ddms3MOXJGFPkc0yzw+UZRLBx7EztsHoRaE7rx4EjhCAhIhZFQ46L17b/+ZXznwrg9trutGyzE3yPzhPB9nuRfvVREmPoyLAwdv/c03L779g9mK1poWC5xu5HM6x1PCtFMQJUNKpGyJLYhFtsQWyU4371x7AAArSxLS6cPDPDTD2k7ArPBkgIHNiFpQQ9QYKu8JQFU2vd78vr3H3vKWty8srMYEM/Tz2aoMZI5VWJkNrETGBg9grV+lElTImM2xiky/EwGIhNPVRooTx45m4swSqBUfhJOHIkXHHNrWO3fnHXcsLFbTwBw1KewD7/lGOebYOEZOEDNjgamqQqgXG7e61LSxVsAX2aRMb37z28qKTbPYsrArerl3Vq+e+l9+5fWv+tffV7jgEHMpzz9n7k1v/PXJ8vFmvMRJQx3ZZ6NJDcgDe/Y9sn+RgVwg1pI2jIasJqs1lIUzi23u2BH1i4F33qLmvghVM8jg0XgEj+hMxVTMNCoBTEaAJgW6+v5Op9PpdJ56IQTWVZR86Pjoa/deMJGzWjpzJOev8AUjPn/MnHu84jr3A9cc3uCOZmFxFktzGA+UuNnQhCN332mokDBxcTlzmOX+leePCx6LruRY7tlKD2OPBjGflP7gyfGBw3GavAhoqbp3XxlXqZ+rprHVdcF1z09IU9EfXnxu/7nPXBQJHvBpEhY+fPOnJzYZceWGwxO+WZmlk1ls+3ns58vOnvnS79N1Q4ro1+U8giyOdr/7Q0+r2g0prW/Sxkq3jNPWRjdG6A89r7duPcAt1DkpUsrFSII7dAxf3ImjS3m3rvfJiXCCKFilBKS7/uwv9Ka7zx5HCc3EhZRndQzL88OSWRIKIxLNhzJvSe55aOeb37702RsgssBrCRmPT8rTnWdh02p8Rpo+CAnfUuNvwLSiZ62mR4zJhMzBHGxtSy8AmPYJBQAjGCEShV4/C7Ft23Y4nCknQVXe85cfeHDPYREIo211UAwBJgiB2IhBmP7kbyKCYxVSFhMyYRPQdPx7+g0CJ0+edM6ZKbH6zLwn753Acufrqkox7du779jRY9MfmExheMd/eY+gr8n1+/MpWiaO1EwBE6GsrnVpYZLlftxMAOzbf/KWW27zruekEMk0aTUZx1ifc/aZv/fbv9zLJXdg1LBJv8D3XHP5My+7YG7YZ1DuXEjqsqys2rKsb7zxG2aAQcSYmhSXkZadBNLEsLYqNcXM+3I87vmCQUgQktCC0TBqRsMUiJTICDGFGNoaMO/9E48buyuo0+l0Op3vrPm+JX8h3MKtt263sWGy0HOPDv2xjMeYlDjVzs3g0ivx8h8+7v0lxZbty5FLHPVyaJCP0IzvvHt9PXp4AFFZ3/Qxyd2V3/PwcLDQLwon543oilPo5zMHspKz+szSxjuP5sG1gpJbLN2te286F9JvqEnrVge9tonbxrpF0xHXbHn1S+PG+R56q8hCRoODdt0bP7t9efn8KDa2U/nshmb99gWcOxwslo8e2OZ6/+ZfJcxY1LIYIgFfviO/6+HS8cM9F8xvk01js4O9dGwQZs6+QF76vbf185WslwUBy0h0ptGrKjn0gc8hWc0RiGgUDZAQzCLUEKAtIpBg3bjgiZQeKJCrRizGPXfwxz/zrPF40CyxLnvRMkvjwlDvGdCJksIB5dqd1Y7POFxs3j8/tKDlez5ZPPTwFoxHqBYR2kRIrkU+hlCLojSGlp5I84kVDQ8CFxHeTleK09oIgb+5fRRp4qQSomuMG5Ua3BDgAEFIjOTGakNNswZvcPWkIJ3tDWm5fsQVKSs2DLdc9JFPf3EUEYCsHybVCUIgA0wMbIARlFQBcDRpwaqIidnIqZBJk2RCadasMAIE8NEcWsiotKS9nOfL5diGpD1diidGulTMrFtazdS2f+KT1zOrYeLFHzqwurdcGGfR8nY0OZa5wGJwPrCfJEsSe1k4sP9OWN/RUIGH9t+/ftuGltqVegVOg8bhzLxw78de+RISdZmYcdvAyZzZIMsG137vD4zaqpU6+NpTq20z6A3E8s999np6LI9T7vwm9ltN13E+kyj5Xu5kY1sXPlOTBaMmtp6YKQcwC8wAAyAHHMDOZ+JdXvSJ3PSZLvd3Op1Op/OUY2RCiLpy111NMwloUmyz6Q151wvS33j2ORDG3My6bVtHk7IXZGP0c6UOm7TJXHP/fjx4hACnBEsXKLAAACAASURBVCPkxeaLn56fuZWV3EqTmjhmm1SjHmVVW6cUJw88iABhFBoPXH9jjCEhqSYmcGgGvXylXjXk2YZNm6+5qnGOkuaAclr81Mfd4goZKZDIRI0ADxmPSpLBtksvZOecCM32zRLaducn/5ZglgKlQF7G1cRxnrLCztiy+Ywd6551RW/deq/MtVmrIGosBWD/4pH9f/sJpxEAHEOgAIG+OaNMCoJ1y36fSB9Qwv31iazBXX/wzrNW0oE4OjiPtsiLgNmGNsbs/HqgVhyf7a08bUP9kivpDa+8/G2/9i//7zf80J/8/rqXX7t86ojTukhtPm2hmU6fo6fX7ZKB1b6t7/qbn6VzjlnapnHC4lBOxmVZf/ELXz586KQBddUWveHpdPo/NfKLMUwbWaoqMwNEIO89M4mI9z4l/dxnv7BalgqKyXbtulNDiCE4kV5RqKYYo1kCjJnNYITxeGJm3osBR44cX1xcJF4L0sycUlLVK664otdjgIimLzQiEOPSSy/Oc8/CahFE0y/FFFdWVur6qfynqNPpdDqdzndS5eCgGJWHbt3lJLBTtbYAsVLtewu93vxlF6OfY1jMX3T+YgoZss2N2zTBuoi5EGcOn8D7/nYekGQIEWb+3B07vu+5gJyBfma80rNJmvTIXL+noVm6/W5MJhQbv7L6wEc+aylOkJIFghax9VCDX4HOXXYZzj0ncr8P6UF9Nbn5wx+aW1r2ymOgduYVbChU2iquFvmG512JXg+EykFU/cNH9t56G1vwpJmqElpQL59ZgWy87vnFYA5XPUN2bCOVoiVPmZkp0kS09XHnpz8jy6OYopKarPUd4mnUm6bOLvf/j7UpbO9vGB5b1K/dNxMhPlfnS6ZVgZJf11C/mWtmzzjrpT947X9913k/88pHTu551zv+47v//e989I2/+6UPvmv5S1/rP7zaS+JCI0JQxKAGhky740/3svr25P5vTZlsQFVVZunyy5/R62VkqVdkszPrDhw88qY3vS1GbNq4fTIJwHTs+T930VUlMzNz0uScM4W2lolnsumQwLHbfe+ehx48AGQi8o1b7kgpmaoQmCAMaCKowZxnMyPmEydOMjMTCDh+fKmqKiciItPcr6q9Xu+8884BoJqmPVGFabpA+Yornum9MJlZmo5/AKSYTp48eezYcpf7O51Op9P5J6ImcBuaG76BQ4cctbWU4FAk5URLoON5nl1yQeq5ykW68qKTg7yFSCIXiZQmWN3s5O73/7U7dJSbFqbKVDs+/5X/os7z3AqvKJ2ygEO0nNs09o8csvt2cyrDAw/ldz0sTKMCCQqLRA2XVX84f9R5ve75DfsEDzWuyuUH7rODB9e3lUu81KPaIU/GCgdWyhfmh+uueRaMYoojSwXcI1/edZbraSgtVgVSk6LL+7Bs7Iq5V7yscYanb55/8dXB55l5VhGIT2i13lz43r0P664HhDgBNQECApCmO1KpkSp9myec/8koJRWR6DNf9/tPPSKTkcPmhjaciqyuGQ5HzpVS3HfVVTv++P9c+t4X3/y2d9zxut/FR776gr3LLzkarjpebX3oyIm3vf/IP3vd5JZ7++QoJghyxwmmTBCQgaflNd8ednrT2LU/kyYiWjc/82M/+opqsopUV3XMs5nPfeaGr914W0hZDNP9sMxIjdToSY7/lpdX1+J4UuecY4HRpo0bd5x5hrB6YTPKi5mbbrrdkMWEnbvucUxeWFMMTXnu2WexmKrCVERMlUiOHjtmak2bAEwmExFJqiKSUjIzVZ2bm5udnU0Kt9aaR4G1BdOzs5lzopaIADMRUVUQRqPR6upql/s7nU6n0/knIgGyOr7/Ax+fW50Q1xVNiGMW1btsQm6135+59KIRY7mQwaXnndzUX2JpQBXrSpaWSZtU0crive/8AAHocxRXgf0zL5259OKgoUBmNt2ZSEdNk4NmF5b2fvJvUK4ufe2Wc5YCQ8vClCHQGvWM0ahuy7PPXPfC72kozwEmItKT13/tzJQylEK8mlPjNE/qDARpfN9fduG6Ky4BCTM7YtQpfWXXYLXse2YLmZkRarNxXQ82b8eznzXyXM+6M176gtgvCGxBM3WFkjcdrI6ffmxSXr+TqpqYaiBiug3tdGWmJZhCu+n+J9SH4ZFTt/3B25cPH9Fnn73qNYMLzuWUbzwZbBSW/+Xzr9j5cX7ly4qnnVE7Pz+ySxbLyxbjXLs0Hydzk9GOUTU4+MjBv/5btInMMF1+CwQQhAhgM/42ra547LbNNL4boej1QOnUyWOv//mfPXvHVqRa1czczHDDe9/3uV4+PzO7adpXc62DJ+gJ+9L8f1pZGZutVdqIiCVoiFs3bbrwgnNEUkyNqjk32HXrbgD33nfk4KETuTiCmgbv+LnPu8Z0bVcyETIzIjp1asFgzKyGuqqdc9MiIiKazvd774eDfPrrqiXnvMHUEhOFiMFwANh0hEBE0zcWQogxdrm/0+l0Op1/IgTAaLJw172DFMWBMzYkVhPhJBKzjOfnGKGAG87PtJkrHYJQaxhLrIduVeqN62ePf+HraOvgLAJmgPjikvOXQZnvF0oJhszXbTvIer3UHL7zNoxXmof3b0ow1ZZhbGwYMwaULcWy3L5Rzt1eMPd0LfLZQwfmlRq0AAdBIjg1MiS4UeblrDN0fg5BlblAxKkFOnS8XTjVz3LnnCVlkSq0E7SD+Tn0ckYMsN4ZmyHC0/IRVYNlmeO63qqsh49gaRmqQWNai3cApm3e1bqA8j8SFQ8ejA8/evLIwYteeNUYtsh2qkdMbgC/obep94uveIDkOOS8F73w2tf8xKn1buBmk7Ugj42D6BM8EgyHTuDkAgQwhElgcDrdnlMM36lBlxEzUkya4o6zNp179o5hP8+yrK7bqrE7bt89N7e5bfR0nc/a2OPJvZ2mCWan7zUQMbEQr5uf37Z1c1E4L2CRqmwfOXhsUmH37r1V1RJPW5hqnvuzztyeUiRLBCMiA2DctlFYvCOztWUDBBDRY7k/pQQghKC29t+AxRhBCCHleU5Eqmv3ssyM6ak+zbvLqtPpdDqdb3e8OW361xmtlm+7fXBscZi0bJtKI0FMo0WLGp952WUs2eyoXleHrTNbNrrMCQOc+4xEWsScuFxcWHfP3rD7ngZRgYHlquKvvWZ/5sbgfm0Z88gisxeyIceVe++pPvs5ume3t4YJrZkyO0PqcxuTX7/9jB/+/vHGeRspN2AGDh3kW+7z49HYKdix9zCVlBxo1cmx2d61v/rvGuRgx0n7odR77yv37N0iRaqrFgoQKZnjIhtsOecslM3swmSmaeCK887cnoEKySJx7XmVgmVQjg/vvBVV4tgW7NbynQJGCgogAqjr5/PE51bY97EPn1th9ZPXP/PFL9RrL94/Z7UwJ1dmg23/7tXt85+3pcX2hq2CvOTa9T//o3v6cUy20EsnmtU8hTKOFny1cMdutPV0YOedd6CxNomQi9c2TIP2tBZlMBioKoCUHn96A0BKKcuylNI0zgKIMbZtS4SU1r7pse1+DWxEIUUWjEfL9aR63c+9KjWjspnkvYLZnTw5+ru//UJRDAwAqZIqQcFPbr5/PC5FJMsy51xVVY6FFXPD3ouufcZ4dMLnFkLLUhw6dGr/wVOf/+JXornYNEwKpMsvvfisHZs11cwGpBBaM7BzJ06cVNUQTRhzc3PTvN+2bQhherjatl1ZneRZRmBmAZCiOvGqmIwno9URQMwiIlVVFUURYhgMBhs2bHjKTp9uv95Op9PpdL7Npo1EHov+brJ64hu3rKva3HDKUMwVeVu4WhSUma7s3XvgzW9dMoLFHZDBgRO9kLIE0NrknE8mhvO0Pnbzzeuff5E4nyUhP9j03Ktu2DQ8o6RiacVyGpMVOu13Hje08Z53f6D3wNFNMDZmVSUStZBoTH6yfcuVP/dTh2GzGaMBF+3RL93Qf+RoH+7UgPKJ47qllBwLkzya8TN+9sex40xDBhFExcLCng9/RJYXe4xR1bjcg5xLHNlqalfu2rXwW79jlcf6fGMbi0cPE2JKsXFoHAAyWCtWLy0tf+ST87/2Gskc4FNKDAKRghVMxkjd5OQTxX6vX7vrpmvrpblbFg6+92+e8as/86Xff0u87+ikcfSSK9b9+ivhsvU1cLLFlmw1D1te87JPv/MdM5XzbcqBPPJKrsu5ZisTHS0nMW+AwSkKLgzU1nUhHkmdc9P6E2a2aCEgy57g7TRNAzDMVHW6arXX601PfqLH1+az0elNvyyZpUHhvv97n3/dC6757M03p9AS95n8X//VR+bWzQFQSgCtbRvwpJZ4TyYTVdXT20S0TTM7LLZsWn/1VZcT1f2+1JPofT4er/y/7/qrXXfcE409kyMm0te+9md7fXjPYIPp6RshFJLWbZ3nMwbMzc8555IS81rXIFVdWVlZXh7Nzw4AZnKAMntmx4ZDh44uL4+Iek0bnXPTVQHCPD8//7SnzQFP0XqW7pLqdDqdTufbmsweV12wFv1DbO7f00+RQJxxgl8ZjRXEwj40o4MHH/7cF059/obDH/vMgU98LpusDMgB8IpeoCIiT8gjetpW990/UMphIDKAtm5dd+UlB9uS4SQCJBllSFpZvU6kfWh/3rY1lIydsgJsNMP9Zc/bX3AVhn2e1nU7Q1M++o2dXJXOFTUogLJoHsyApjQaZFuu+x4MBqwCYjHgoQMn77mn5yCmbAgk4xA9uN8vqLDR0YP3ffQTS5/98pGPfebBv/nM6NTxiOS9KKFx09INLh3H0Dx6005UrYcCqmsHjRI4TUu6U3cqPdGQMoTgdAVxEOP+9396cuTU973mVcNzd+QbNhyRhPnh0KTpAVuzlOsjulJtXbf+Oc+sXOYj55GUUWc0ztRZai3GadxUICmBoeBkQqynK+OJeVqAXlXfMqz9lkTPDFqrgI8xOudSAq81uFR6XKA1IM/zlNKgl6cYYO3PvebVJIk9DQa9lBQsVVUZYW0fMcJ0mfGTOFBt207vQiRNzCxMQjY/29+wYf7MHVuqakWcMLmodvM3dp04uUDMZKoxbNmy5epnX1nkLEKAEsGwVo4fo9Z1zQQA/Z5MBxV0+ncnohDCsaMnAKiapumxkRCSJRw5cqxpApNMdwIWETODYf369U/l+dPl/k6n0+l0vlPR38xSStjz0OT+BwdAMvjhfBMw11svnNWhnmE9G7RlZfnscnJl4vOq9gxkIy0nXlsmNsoSk7ESQ6rJHXfj0CKVZRTEBPXFNT/7U4f6Ejl3rXHLoo5IGo8ZS1tX6iHzcgYyyoMYRIw2VL1Tm+bOff1PVGW5XhkC5G3cv3/1a7tyM8vytrUKNhNoSJIoJYtywQ48+6JAnKtLIcGofPf74r6HvFezkLuidZ6LGYnU1JOFemHOqudFPS+1F46breMJ+ThBiJTIjIzX17SxIp9oENP4trtt716HyEiOCUQgioBCoITYnUdPJFEvI90x24heOvYP/u9vf2Bp5fm//asbfvrH52Y3pgcOrY+9QxivYtVCPC+tG0xw6Q/8wNJwECifsD/Vl9IhS8pIWlA1LZ5XsBEDptiwbh1DE3Tao0ZEYoze+5MnF1KCqhoMgBlU13raTCM+EREoxtjr9VTBDFPjxyV+AwEUY3TCKYW2rRzzi6+78Ld/99cMTVWVzmemxCwGBamRwuhbdgr+x2iahoimPfVFRJiryeics8/0ZK9+9b+u6lVmjaYi+aOHjgBCIilGmL38Zf988yYURc6khESMaeMdU2rbdjKeTH+dbdu2xRjXapmIADjniGjXrjtiBBMDArCZEIkq7rrzXiavSiIep8uiDPbc5z73v7F358G6ZWd933/PWmvv/Q5nunOPtwd1a+yW1EItqTWDEZhIMhKEwUwCCohNxUbYCaEoquLYVCU2jjMQjJNQCZjCAwYswmDCEAmQhCxkBkmtbs1DSz3d8Uzv++6911pP/njPvZK6lVTR3VBy6fupW9331q1z7znr7nPOd+93DeUv8RaX7gcA4C8k+nVlqs+5f/kL7e5eK2VZn01q9xf9smZLthVsa7E4beV4rMfL0Jb9mLS3YRdn2us0BMvBhmjLZH27qh//tH7nnVqVpakEBcXtl77oplffs2hTcJ+qsaGW7EMXxoP9G2qq47g7kcm6EqQYFOZj3bjr2brz1hBTN6qkOsTxoXe/Z+fcQajx8ti36nIIGzk1RdVLG9qbXnzX6vjOKoRYLTbx4Ny5B37l14+PeciHKaSg2HvsXUG+sTELM9v04fpcWq1OqpzYaA9n9XDuvQ/RNRt1fAwncjy5sBPFZhd3H/6j9wSVqhxMksmsrJeVunje/4WZv+4Vr27O7TcpnFc/2+0v/uQvvP3v/ZPDe9/7zG//1njtzelcvW7v3NZS6Q8/Of+xf3Phx/7VdXe+bJjMi7V9SH0Mpw782ZfK5tZ8ds2pq8/7k8Wq0VxPu+mWaEHR1jlbr8zdf9e73nX098vcNY55uRweeeTRdVvLPaVUvYYQTp48GYJKefxyXJOUczZTLbnkPoboRf/Z97zhBV92Zz8s14tfdbQD5vqHffZohz+nS5curR/DxxBDCCXn5eLw9OkTrvr61/3Vm26+Ppeh1moWZMlCdLMYbGM+++vf8s3BdGxnu9ayfqfd/co7X1fLVS4y6c4770wp1fVfEeP6M93M3vKWt3zm0+fNFEKQR3kwhQcfPPe2t/1eSqkcndkVhmFw97Zp3/jGN9a/xKUszO8HAOAv9jbg/j/+kx3JVGW2GvrpZHNnvhkP+6Jac/ayHC321ZtSk2ptw6H6nEyySVYoGoNKUIjVF4tz9334VK2D1K6LqOtuec6z9n7j7SafNBMNffbV6MXHMmkmslWOOtoO3WSSy47fdKNHddNNLTR0Y1a+8OCDWxZr8sNxbLuZu8VRuXqVT5p2dcN1vSyoUe9q7NzDD+fLezsndpaXDtu2XY7DWD01XemXOedVXlU1VbX3VIdxDO1hyNvTrgne19JUJZmkWTWv6kq9/NBD10q5DKrpyjb+VwoR/x/htnXzrcdWOUb/9GR5xmdnduul85c+WD70i3//R3X2hjtP3j5/+lTvfej42x8oH31k+5XP1TfMkkL0EKtS8ROjTL6zuaPteV2P9ChVlTGbdevlqiEES7GWUkqp0qJf3HfffSG81nS0cGUc8zCUg4P99StasVGMsZQhxrixsRGjyljCF8r1tm3zctF1TSnFQg6pqdILX/jCD7zvwf394dSpU7uHF0L83Ld4gk+oF4tFrTVEs2hmFmNIk246aSW/5tozT3vaLQ898JF+dHcP67uR4CnGyXRy261bZppNp7VmxSvXoplXl1RqKaWkGK+55kzTNOPKLZiZlVIlt+B/9qfve/DBh66//mQT1mdQW78aL164+NGPfiw22+7VPASz1Tim2KYm3X77RvxLvHx43g8AwJNQpFFZ3mt0DSo5FBukPY2jL1O/9+Gf/9m73nnf9fv7F5u638V5mIah7NbDg2kebQjTyfnQ9k3McbU/scsx1b6ePWjOXvDTS8l9TN2QJ62fPLTp7bVd/vO3LN/21h3fbUYfPFw6tnXqu7/l0unjWWNc7bnVPrXduKHpmQ+mrtf26f1J8DRVt3PYLGv3725sN+9+ka1mlyw8MtN02W5+bDn9lXdsLC8r9Dtdm4ZxXg4f2Dwo5XCi9NYbp5Oves32/nzzM2F36r0dTH/tN+dd7Hb3ryuhXx0MsXhrDzTDoxsbeXd11/LYxjj/5OZ8I/S7Xe2DPe1w47qLoTmwMcSDRo8mXbR0oZlYjafKOLztPTq3vy3ba2LfSiXsrMLJXjEMvr3k4nq8aht6w+s+9l1v+PB867bVziz7pWa3bhxce/5j3/See9/0i7/7kp/635/+gz+086//t5OfePdOfPgDty21tbpxvzXrFvP5dYt0KYV33NC977tfr2HnTIm77WF/Muem3ykx9rr7hS84fe3JVVj0XnrV3NihlaGb/8wv/vb3/MCPv+u9D+7n6afPLX7jd/7oa7/xOy8OadCkmW26ahkOmjB0NnzFq17irhJSVluVqscSd90WXlMt81LGGGtZtbN0OprUHMwGffc3fvXmZDe15/eHB7P12Sa1boXSNb7q/GJXcjs2TZV5ka2qjcW8eqy18dyoxFCs5HDliLDsdSij9nYH+UYIm0O1vvZ9HIag7WPXpRq2Uv3rX/cKpYfivIxxY1Hnh0XWLdKqf/VL7y7mvamdd2ZNGObt8thk2Ek1lrSXmwtDv5y2YVzl7bm+/Zvf2NmgcaEyBJMHc4WtydP+1t/4B2///Q8MVXtL76UPf/oz/+gnfjrGaYqT1ts2pzqGnc1N75evfc3LbaUwKhSTRykW1axcrZdnq41qW+Myp9Vgs8GPV6WaLskW4YnOguN5PwAAT8KVaQhRZutfmLmpkZpx1P7hO37+X2226ykLdWP0SQ6dFKWkZiGrQz1tJ4flch5nbs2qFJPF5CEtvA6lrGoqbTdZlMt7cx/GcrA5vu//+oUvf8Or9ptSFBsFO73dvPw5Dz/40euzgg1Jqq6oICm5heJtbFZ55RZKsIunrzn5oueVSVpIWXId2qUH7n3kI3ccb88dLBZNrm3TLkvZaMbaz1IXnvf06e03KUmt+qRG+X33/ftrOvVF5j7NZXvw2eiD96fixqH3TelU4rxvN+Lm5bIsCsVm1cv2fLIYznsYk5caSo2pr17m048/+PFnvf+97ateVq0uFJTUHe2eEqo8cnV9Aa6djVf+7e976+++Y7pctYuLpxUWMR+2ujwZknuoJbep9+qLS9s6daMFXXzkku+fqMNkWdoa+lk39ou7XvXl6zN0m9S5QvVRIZp07Jj9zb/5vX/7R/9BGbOkYN42XZQf7B/88i//2m/82m/OuubihUeblJqmiTpu0WvJwUtQzWN/+61nv+mbvqFUT9HMvB5N1HnMXJ31I/QgmSy2jc7ecPq/+Ltv/pH/+h/uLg7mG8fGovU0I3mUzG2Qqa5fazj6jz3mM9C9uHkwScEtytYTisxdplCLRVnTpK2NuVRN4bWvfe2P/jf/9NE9z3mYzWZjb6puobzgrme0jWWvMuu6bljJJTe5BamR1aHP7hZjClE/+He+/9f/3W899MhlBVsuxo2NraGUS4v+kf1Pf/v3/uALvuzOO5/77E986uPve9+9Dz9ycVVCtJLSxCx6WXWT2d6lg2/4xq9uO/l49TjjtWC6eoKFfc5uRuthDHoS5ynT/QAAPLnuv9o1HuQhu0avnZlC0AMP1o9+ogZZVVPVldLJoyxockE6P5k9Om/L5mzvILW1KSFUbyYhdsvLZ0yTPk9racYxmsWxhP20Mkt93//RfbNPX1zevNkoHi+u2m7edtuBN9MyDFZClcnWx6N2iu5FuRT1KU6sTWdvfoa2z8QS5lGNZH05/3vvmF8+2LQYirmXrLQ9eFial+5yqF/24nuSGlXJdKzUZu9Svv9j0RV9/XTVG9XkNokbj8a87E7Zye1PDof70U/azsXVSjFupe5EtAuf+vB1s7iZa+PFVZTH0eLQdGG5+NDb33XHi18UZ6VXGqQurGf2W1Gg+7/A5RaCykq3XHv6hc8efuvfb49NUp4WG0o+aLUI3uYwet0ITaO2O7ahjdn5P/1jxRw1eF7V6TUf0+KZr3rl8bM3yEwKtj4cV1Itiq5gL73n7mNb893dmFLymstYpGrqUozjmC8tlt3kePWSiyxWVQV5k2IIPqzKPS+9+9prN8w8mqoX2eftxnO1YKuFasHNzNNysWonkzd87et/4qf+z/zwnpcSPK438XR5NQW3K6c3m9t6BbLWJzwfPeJXcHP36kGuIA9D1piLpKMNbKunYE1rG5tRyiZ1bXfNNWcuHe43KZlZ0zSe+yaV2267UZK7xyv7EV3ZfjS4orzZ318NQ2m6uFr58WP2khc//1d+9ber1835bLlaNU0XNjZOzGar1eLt737vu//sAzkPly7tHts5WTXWrMlGu1j18lW/HF7y4uffftuzJI05t83Viz1cHSzX5x1bffSxerhywjLdDwDAX3aIuawGuXlQCZJy0Oi+YVXD+Jnff/tzcrgwiU2tk1xKKGMp1eLetNwf/Lk//AOv/obXj8c2S2knnrJ7DWrrqAc+8W+/53snDxw+LafJ4bIJq9zW6w/rpbZrLh5uXCz59963ddP1WVW7ozrbuOd5jx4/dnju0VWT11uQmBRcuValmmMcJ5P9Ooxp/LJv/FbNtmrVtHo3jvr4p//4Z/7F03Ozc7C3Y91lxXHlJ4qllRbN9KFrjh3/+q8rHqopRDUHq/pv/p8bP/Lw0MUhaBV9kco0K1ZfTNN9G81X/tgPta+855atuc82te9N6rxJdXkQ9y+/63/4nz79ll+9aX+VQ5EVcwu1Cfu7T6/HP/Mvf+OOV//V6UvuzE1bZet1CEVhKWu5uh7HZXU69bE/++bv+uRDD9l7Dq4Z+6JR7qoluk+Kn1403sQPheFSc/5ld9/x9p/8p9f3q07NUvGPjoWzb/qOm7/vO7W1qZhqCFkWZSk2nnvVbKG58ez2d77pG37qJ34x9wchhMZirT6bzYdhcLUeUrV2zKOZWS0hWhPDMBxaHV/4gjv+zpu/V1IKqj6GoynxQW5X1umWo2UmknuormhxOpV7Obkdv+2bv/4f/pP/dTWMqdvQZ9Pfqnm1Wi2Ym3l0WbVabb30249eHoq5ejapVAWLly4vln1v1uSSY7Q8urVla3OyMVcZ1HRhXOUXvfDuP733V2NMq8XBrGvz0E8m/vznPcerB3PJu67te3erLq9mrkbShXO7KUZzxaRc/D//W99x34c/8Gd/dv9kElNsrWoZquc8FKW0sRyq12bn+M4wDBtbmy7fO7iUYpy046tecc9/+XfffOZMt+rLZJquHlNnR19TghSq1sfXuVTMo1TlJq2XCz/BLBBEEgAAIABJREFU64f5/QAAPKkSc1XJr34ntqgQotWiPvfv/KMzh6s+NkNocojFQglWTCvJ5junn/18nT47HLvON6/Rxsl64tTi5Kn+9DW6/fYzz31eme0MnjxNlyEtU2cKck2yjg++9853N+YrK7XzPI+Tlzz/wTvOPjydrmLbxzaHlC1la/tqYbZ5GCxvzS/Ip7ec7d7wVXtb7cVGy8bkq4/9+r/dPfdQrHJZ8GgeolrzKNclxfSal+jW05e69EjUhSgtLn/g5/71iT6H2lZLiyYsWhuiBfcyVm1sti9/pW661c7cUjavrddeP85PjLOdxekzuvWmO7/ma9ynTWmH2B00bR+bUMOxEm/eK9fcd04//xvN7nKinNbd4ypmSxLlC6mKY5ztpbDx0rvu+Ec/9Ogrn3fvsc1Pbs4Pmmk7thvLtL0Kx3VcZXruGTdsf9vXLB49r3s/swr28Z32gWdcf/JH/8atf/9HdPyMginFYhav3E4oyhpz06zT93/ft7z2q1928w3HVQ635sF8WBxejsHN1DTtsu9DaiazeZsUy2jeW+1ffPdzf/AHvv+663baJJNqHsOVT4n1cQymElSC8tHRDCY3kwVZrmUM0n/6htdtTZtZG6KXoGLu6zXpbkVh9KM/aX2NVFk2G03ZvJqrbat7llRdrnDu3Pkxryxkr0OUK3u0et0NJ2RqmyQPky7d/YI75KPq0ocDq7kJ4Y1v/Krjx6ZNsGRqmnTy5DGzLBvcslt1BVdaLvoYVbKaZG20Zzzjpp/6yX/8bd/ydU0qyqvgxUM+WO5X1WEswypHmxzsLiepWx3sL/cvbG/YtO2/+jUv+bl//uPPec71MWoyjWNeSfXK3Kb19Cfzo5uAejRuNob1GF75jSeG5/0AADwVrn4v9qNAKw8/8qlPfOLEanxWP5OyeZDCGLxPYQiTQzXzG5+usOn56CleMkXJPMhnz3vOK977m+/d2S/H3aviUr5vvdfQ1uAxfub99x+/XDYnWU0naTLfeeZLXzn84cePHx5tPrLeSiTJopqQG9/buHhwcP1tL1OaSW6L1XzS5YfPv/e3f/9EnOd+qJoPavqYamz2vd0u6aDohrtetBrDpoWgmpIOPvqp/fs/dUbN7XtNUd2PtdjYFkWFUpsTZ5+mk9fWMQ4hBJkHb5IpSLHRKs/vfNkNOnW8H3I/GS1s2uRys9xttNFbW9OfvPPdz37w4XhyK6scPcv0z5/Cjc+5y3QLbTq268vZy+6546evu/dn/sXefR87ePf7Zuf3W6t9Ch9JGyduPfvM7/1rJ+689Y9/+L8/Hk5evPPUsVe/8PZXvXzyilfluJFqqk3x8NmdMuVuKclLKT6WeGKr+6n/5Uf+wx+/7+d//pf+4A/eeWD7s9l8udoNsR2zd5O2bepieXGivknhprM3fuVfefkbv+41dzz7aWOfJ10yVYvBvZpU8+Bl1TZRlscyRgWFnMfleoOcsdQwHMbpxjiMZ2/c/uH/6s0//o9/Yu9gVdXIwtVzcpsmrN/HYMFrMc9trH1ZrE/LilZqGIKNtSiZTNrf3x/z0qVgQbVMQlXtz95wqhbJvVZ31zNuu22js2Xu1bjVVWP+pjd9U8mjglfTtG13tjZMDwdb2dH7UVw+Dkd3+GPuUwo1j8+4/ex/99/+6F3P/7Jf/qXfuffej1gcV7kP3jRhpjYqL7a7YMP+LK5c413PvOVr3/CfvPHrv3JYDrNp67XKPES78tVjvZ3tZ7ex9ToGy+Y12iT3yy6lGBS8xif62UH3AwDwpHrfZEUKJotSUZJCKfuX9h6570OfXvW1bSxs5ZDHNC6bcdHWVbLLs4322XfommM5aUwKpUrKIYySm9pJM3/pS/pf/62PjB+erlzdZCHbP3W4tZ+nC+83ph88PHfire+47qu+Wl2sUlqG57zsK/7wV995/6ceqAqSwvqY0xqGcVh2bXvi2HjjabvnHltoa2bqJsr1ofs//Klz5840bTi+cy7XRWMHbRqifDHcsNuUs9ffcsfzJ7ahPnRWquX3f+ADH41ld6d51t7WKtULs7psR0kue7SNZ+64TdvznKZFWvTaSFVdzNJCSl0Ttjf2br5xWI2rWA+8bjQbn4mXD9vl6UU3WHs418a5z5zR04+yVpZcU66sLySYta4gjTY9lPzm2+/6ez+i/az3fEhve+cnPvaRw6ZMvvxFtz/3ZZ/8+P0/87O/9BWnbn/2X/sOfec95ZqdrO6cpjvLqH3VnVCvzPoI6z5WkXlMZgpVql5ecc+dL33xnZcvL9/1nv/w1rf+/v0f/Oil3f3dvcOmnRw7fnI6nb72y1/9spffc+ONZ7a3FUxytV06qtcQJa0O1EafdeFweVBl3WQ+jn20PJ8eG4dFChsWooXOa2m6tlZ96ze//vKli//j//zPonJVWNdw6uq58w9tbZztYlSVqtXSp+S5jiGG5BZMedzbnLf9skzm8eBgPH/uYdVlCDVYE+vYNSE2dXOzXS4Wk9nMotXBz954/atf9aI/vfeD5x65cObk9q033XzbbWeDeYxp0Q8x6iV33/X+994bZNXGoLBeX7vqV15lQVbdpBhcPs4mzXe96fVv/NrXf+iDD/3sz/3khQuXPnj/R849ctFrSKGdtu2znvW0173ur9z9ouc/5zm3TKcpm0xVqiG45DHGK/8OR91vFiQtlmObNE1e8zCddn2fo/LqcLl5w4m9S5qcfkJfrT73eBEAAPDns374Z8XkSUElyDQGNbVq97Le817tr3TqmEJRHBXyenVeGSzOT+j2O9QmBQ392IaqJh7GNEgbKs1y1f/Jn3bZVZXbLh0/3jfn2oeWloOm4UKnE3e8IKu7nFKRdkrfPbpbP/zB0CVJWi98dMmDLNSSe8uad+31Z/oTN1ZJqhN5OH8uf/SjbQ0aRllVK7WWo0KM4eGqbpZf+Ix+2s371kPea3I898jGpx5UG3QhK1a1RbGuO0wW886xdPszFZoyKroUVlJSiHvBgurGMOqDn9KFi5pGD2aTeRl3Yz7UolHvudPyebetjp1IitslhtGU1Cd1XF2PU9fzvoskLRrtS1Grk73r0LVYaTzUsXZ3Z2t7NB0sx91FM+yoUX9jKSlMvFlaN++lyxrOFCmGo91wJKum0eVSqkp+Zeno+j7MpYu7y53t6ZA1FllQ20iSerWtZBpW3rSWgq6sRD2are6ezp9bPXpxd765s+rLweFyOutqXS0PL7/g+beVcfQyTiZesmKalhpkeuSR5aXdQ1e8mqer8dJz77g1Sj56MsvShz/96Ogai6JiW4IVy/OFhnznbWfXi1/P764evnCpWJLHWJtUYl8utpv56TfdXA6Htmsl1aCHLiw3j03XE5PGhTZmeRxzaia1yoPe//6Pp3bqSq7GPa7Xyp+Zr6697oSk4lmhuMyUXKFUWVAe1TUqRZcvDcOimIWu604eVz+o69ZF76vVQTc9uqv93FW7V3+45K6cS0jxgYcuN+00hK7v8ziOW/NOVZ7zNWdae0Lz4Oh+AACehCK5VqlmlVbeljguqjcxNh5d2tvXmJdnNqqqq0qlUQ2ylKPlpBrlsXZReQiqSnGMzcpk8qg+1qGq1tBddhutGzVck1cbrkWT9xQ3S5u83U+pl07V3PZ9bn2IVqUsVVmQ4tFUidjLq+JC+fjQhSbIqnuJZYilNiHJVWPpY17Ii2p1v2bZSHF/Nh1UTxy4JnGRcq86k0bP0YLW07N1tMfg2OcuTUKJIbReXGZWF4pNCWn9LgXlmJdmpcRmX2lQkzQeU7bBTaYUd4O7UqewUYONpiiPTPX5gt3v4ejf2JS0ilrmMgnW5apoYyiLUJdSGsau3XQvW/shqOxv5nlVWESlJrfSoDwdotro69WjUnBZriquKDUm1dzHGN2Vc06pGXOxEC2YrycHheBV0V1mcsVQXVVeQziaN7TehXUctT7F1k0hmAeNo5pGQXIvwWoto4JMMYQmj24WYjha4rqex+5SrrmUMmnaUBRkRcpR2aT1friukHUYxmloLMtLCTGMXq0N6ynzTVUs6jUOGqdpkmpQlUYvTfUmDq4gefWQa9d5KW6W3E1yC7a+7Vm/N75+n2oOFqvXmCyXsUlNqS6zWi1Ec5flGmOQVEt192DBgslUq5cyxCiLFuwxu5ra5/9EpdRgYcw1pFBdLoWoflUnbSjD2KQ0Zu8mTyT86X4AAJ6ELFUtWl9paFQ3S9DY5LHYZpMlK7kNUk4yKcrXO4+76jgWU05xYXWh3MjnaqS03qKvkZRXMVpZHMZurtBKdj7oxCgrKm2/CmE+Bq2iohSlUNQv1TVab9wf1tuNy9xUbH3HUcchzDqtdwqvoySl5uhZrqQgT7XYWJWXRdt7UaPV412I0sJVilrPsS6ztWraqVmVBsmlpJw0mFpJw5jaeCg/lB9X3VdbpXnVpMpNQxySSsxB3iiGMcikLA2qVWaqE1krWTHJFFRM7OP5eK7BNEpBpVFNR/8EQStplI9l1VnYGg73m+ZSnDZK12T5cry4mbeLt32U0moWl9JMq6Q2lnC0I050hVxU1y0d/GjS/9j3TdNofRZvSpK8ZpnZ0T1ZKmUsdcx5mE46sytb9XuUB0mLvcvT6dSabh20pbhFyzm3jVb9smuje65h6q6aS9tMTFeTX7L1dj0qcilGhXxQUopqVKKyiqsmWfRkRTll8zDsr6ZpomRqarHiKqYQvVEJ2XKNHt2stxCiqkrKnvxgWMzbWSl1ErqqIVhTskkKppxz0ybZKF9/9pq0frVlvdhApdQQgkvVc4pxuTqIKSSfhhAsrFenm1RdWo19dUsppZCkED2v50Idfe5d/YjXd3aS3K7uEFzX04qkUsYYg9zLsJIrTjaewPXD/H4AAJ5UiMlVZUVKqi63Yim2g3Qo5RiT7HiWm2qRpLjeDDw1wWTmSZooupSVktRIbZWqNBRNUpxMNY7KVWE662SjlGWWrHONR9sIqdUqRTVd09c41vWT8hqqPMTiskajK4ZgnQYpjoqmEKRQR41Lda3W2/NbsRRdUrCZOlOnw36s82Z74rp4II910m5MWut14JoUpUEqUlSdaJQ6KapRrkrjSoO04VKVUpV6WaOV5RjyxhCkoKqUg42KGwopuNR4DPVK/kSNdlSgePyNZlZflEJUY9KYVCTTQjVZOB6nqZdyP2vSoKRafaHYNY3ixVg2Z3WqWuRBSfKguv63uJran1Of66vCmm6iqjrm2LTKo4KZBZmrFq/Vrchr28S26dxzrQqh/dw/Y7Y1l8zr4NVDamO0WscmmeRNUi1DTKkqyqrF5uqmnFKVqrzIXKqusLd/MInTLraKKmMJ0YJK1iCl9Z43i+XBxmQ+3ZipSnLPo5osFVOQu7wZSp9iytm7MFm/dzFYUZm3yZS7mGoZqqoFj+s1s64mJfkojVJVTfJGCh7K5csXTM329k6KwV0mhZikPJ20UvFsFtb33F5VxjqEEJumrbIqrWqNIUSt5+Dp/2dnnjIMMrMQQrKcx5SC17HvV91sGtsrRy78+fG8HwCAJ64Wja4h1VF9ozJzi3300OVku15ylKRjXtff4dcnXh3t1hHkVj1qWfoU26gYpFCufEMPrlCrZ7cYFL1akZr18UpRg5SkNEqmnHQgl7yrdaq43jHxaFNA9yTzsViMKq5gQ6rFS7C4PncgXplQHD67f06tHnxZ4iQuowapk7fjGJo0KvSD5qa9Rq00Wd/rmGqUm2KWquTZU+2jJqUdo1xqR6lISatUXaWrHpSK2TDEzqOZFFSTynqXRNf6Zzl5CbVTwwX2uNvMoWrMClLo1o/63bzRSgpSV6VVla9qF4fUpmpplIa82Ax7GhvZTNYeHfiao6LVq3vmuEKtR8kezGX1ysST9QQXu7oHv1+9UXBfryXxWosdvQgQ1vvuH83RWb80cZScVx9g11LGpkmS1zJ6nHutIQSvRe7BZGbrWe7rH+tLI7jJNSzGdtZ4cFepKkEWPMitBjc3qyYL0vpjWc+FknlUjcWqgqkq1GhmMrlKrkNIoXpNlsyDbN3xVsv6Aywhrhftr8/sDZJVlRCiZKW4FIJp/SJH9WzmpY7JZi7VWmQejkbXs7tkwZJk1dWub7XXw2GfTXj7nDswr27BxjymFM1USl5PH5JctSoE6Ymcb0H3AwDwZDpMRSoq0iDVoJDUjKvahGRNkA259inw6vpj9YqulHJNIeWg83WchWYuxd5Vixr3JKP7gacU3Q8AwJOwXmQZq+JYVLOiKSUPIUvDoNWByqjNGeP0uHHrVYv2B7VzxdBPgk9nSSGtXzdIGoJaju4CnlI8gQAA4El3f5UUYoy9wqrWLbdwce9P/tlPP/p//+61Y+5HNqZ5rEYH22GcjM35sZ7fmD7tzd9z9htfr7apMXlMg6l/YvMYAND9AAD8hYjrPg2yUKQsHeS8VaqqnXzg0dmffeSmxf4q0v2Pdbk7XGhhQ2fWaXueDy4qDoOstxilQPQDdD8AAF9URtOYNJHWW2yYtN22thylsFnqZBykxUJLBuox9js7aINWIVszTmNvg2Jdqo6qU6l1BRfTfAC6HwCAL5rul/YkSVNXkBpp4apBUf2lNh+2QzuqtHy3faxji+bag3ZS2lyn7ZA2DiYa0rRd136x9bYwAOh+AAC+SASpk1qXZZmrTVq5SpeatPrwmeaB69OjZd6d47vt4/qj1/GxO6FJr/biKm/WqeqkUegUJnLzoiqxDxLwlGI/HwAAnri6Pocru4pLpsYWUaPViZbLhz5ZH/7ktD9sdCsD9Ri7TRlC3R7qrNm8nFf9rdf7yVNVYVs+z9LocmlG9wN0PwAAXyzhL+X1/4pMimEZQpVHZRsXqSxirIvmBsbpsd2vw6qyI2ks1mxclLKaTjru6sYrSyVY2ws8pbiTBgDgyTEpSqG6alEMXruSglpVU4mqZVZZ1/tYs7GXpCGoBM1qSrV2TZDaKplKo5VpzjABdD8AAF8kPGgIGuSjilQb+YY1Nrj28yfe9vaHPnh/PdjbjAcM1GPvlUJcXdyfbZ88rBqmzS2vedX1L7pbOjq0a890ScyOAuh+AAC+ePrV1ZpaD2aThUKqspVyN6a4u/8Hbzn5f/xyU/ajIgP12HGrxZug0Y+X5tHZZDg90cufXTQNHpamDfdjfdakYaCApxBb4wIAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAgO4HAAAAQPcDAAAA+I9BYggAAHji3K131SCzWdKy0blZ3fFBFy9NfbGcDKcuZdfWY94ofP5zN5e7/Etq2B7e2btULz3Nts8v8sVjM5s1gzxrnJV21ps6O5w0c64ugO4HAOCLJfuDaqtQZVINqlKr4GOVdRpkJQW1D2/sMVCPUfJw3dhujAqalTJpD3PrihbkUlAxjYwRQPcDAPDFY5SWoXYhNJJLJjVSUFSaD7W5NGpDcXPYf8xb1Vo/95dmZmZfUuMW4vRUc1p9Mc3Gy8Mkd8oxJpObgkqg+wG6HwCALyZX5+cEVzVFqUjuQbEZtjYXJ08cHpbN/f6x3e+f3/0y05dW9+/meDgOc4WF7JGS510nC1L4EhsGgO4HAOA/Eo0UXbG4VYuSJRXJmkZhNX/p3cdSzIfDXsqPeavw2JuHL7HZ/VI2hRryIiZPN2/Ntp5za46pmLVBVpRcM24AgKeauTujAADAE1SrclWJqrae5bNbamnKPMbOs/pRuYwbs8d1/5f6ut5Ql7EOWphK0rQ57Ky3SZQ2q0KWghTFs3/gqcXzfgAAngp2lPDzSVgqDJIsdZ2U0sB328cpoYvBZlvBPLrFQbFI8errHi5VKTJOwFP6VYrn/QAAPGFVXrzGasGP9qKp8WhNapRidauuwGk5j9VbKeatLMiqrJe51EhtlRXJJKP7AbofAIAvnn6VH8pbqVWIV0vVrzyxLpJLEzaneZwSVKN0JfGvTunxo1+6Mc0HeIrxyiMAAE+GSeaqVTVI9WjNrsnt6Ddd8swwPVZNKvFomcPnPoEMUji6XaJRgKf4qxXP+wEAeOL5KhWXyYOq5Gbukstc8Sj9XUmFgXrcwJlbKFee68cqq5LkUSUcjVfHKAFPKe6lAQB44sJ6/xlJwRVcpiqN8iKv5lVBpo6J6l9g4FSl/spz/VlUsqNJPpXBAf5i8LwfAAAA+FK43QYAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAID/tx07JgIAAGEgtiAQTQhDGxKY4RIJnf4KoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAApBe0uAAASNklEQVS6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAsImstgIAAPzm7wcAAN0PAADcN+LhorwOBZw8AAAAAElFTkSuQmCC"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">122<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff8 fs4 fc2 sc0 ls0 ws0">za <span class="_ _23"> </span>przyszłe <span class="_ _23"> </span>zobowiązania <span class="_ _23"> </span>Unimot <span class="_ _23"> </span>Paliwa <span class="_ _23"> </span>Sp. <span class="_ _23"> </span>z <span class="_ _13"> </span>o<span class="_ _0"></span>.o., <span class="_ _23"> </span>które <span class="_ _23"> </span>będą <span class="_ _23"> </span>wynikać <span class="_ _23"> </span>z <span class="_ _23"> </span>transakcji <span class="_ _23"> </span>handlowych <span class="_ _23"> </span>dotyczących <span class="_ _23"> </span>zakupu <span class="_ _13"> </span>prod<span class="_ _0"></span>uktów </div><div class="t m0 x1 h10 y104d ff8 fs4 fc2 sc0 ls0 ws0">ropopochodnych <span class="_ _6"></span>od <span class="_ _6"></span>Beneficjenta. <span class="_ _6"></span>Maksymalna <span class="_ _5"></span>kwo<span class="_ _0"></span>ta <span class="_ _6"></span>poręczenia <span class="_ _6"></span>wynosi <span class="_ _6"></span>35,0 <span class="_ _6"></span>mln <span class="_ _5"></span>USD. <span class="_ _6"></span>Na <span class="_ _6"></span>dzień <span class="_ _6"></span>31.12.2024 <span class="_ _6"></span>r <span class="_ _6"></span>saldo <span class="_ _6"></span>zobowiązań <span class="_ _6"></span>wobec<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y104e ff6 fs4 fc2 sc0 ls0 ws0">Dostawc<span class="ff8">y wynosiło 0 USD.   </span> </div><div class="t m0 x1 h10 y104f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y685 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _0"></span>04.11.2024 <span class="_ _0"></span>r. <span class="_ _5"></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> <span class="_ _0"></span>Krakowskiego <span class="_ _0"></span>Ho<span class="_ _0"></span>ldingu Komunalnego <span class="_ _5"></span>S.A. <span class="_ _0"></span>za <span class="_ _5"></span>przyszłe <span class="_ _0"></span>zobowiązani<span class="_ _0"></span><span class="ff6">a <span class="_ _0"></span>Tradea </span></div><div class="t m0 x1 h10 y752 ff8 fs4 fc2 sc0 ls0 ws0">Sp. <span class="_ _5"></span>z <span class="_ _5"></span>o.o., <span class="_ _6"></span>które <span class="_ _0"></span>mogą <span class="_ _6"></span>wynikać <span class="_ _0"></span>z <span class="_ _6"></span>Ramowej <span class="_ _5"></span>Umowy <span class="_ _5"></span>Sprzedaży <span class="_ _5"></span>Energii <span class="_ _5"></span>Elektrycznej <span class="_ _5"></span>zawieranej <span class="_ _5"></span>na <span class="_ _6"></span>rok <span class="_ _5"></span>2025. <span class="_ _5"></span>Maksymalna <span class="_ _5"></span>kwota <span class="_ _6"></span>por<span class="_ _0"></span>ęczenia </div><div class="t m0 x1 h10 yba0 ff8 fs4 fc2 sc0 ls0 ws0">wynosi 6 mln PLN, ważność poręczenia wygaśnie 01.02.2026 r.  <span class="ff6"> </span></div><div class="t m0 x1 h10 y1050 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1051 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _1"></span>S.A. je<span class="_ _1"></span>st poręczyciele<span class="_ _1"></span>m zobowiązań <span class="_ _1"></span>jakie <span class="_ _1"></span>mogą p<span class="_ _1"></span>ojawić się <span class="_ _10"></span>w związku z <span class="_ _10"></span>realizacją umowy <span class="_ _1"></span>ramowej zawartej <span class="_ _1"></span>pomiędzy <span class="_ _1"></span>Unimo<span class="_ _0"></span><span class="ff6">t Paliwa </span></div><div class="t m0 x1 h10 y9f7 ff8 fs4 fc2 sc0 ls0 ws0">Sp. z o.o<span class="_ _0"></span>. a mBank <span class="_ _0"></span>S.A. dotyczącej zasad zw<span class="_ _0"></span>ierania umów wykonawczych obejmujących terminowe o<span class="_ _0"></span>peracje finansowe. Maksymalna<span class="_ _5"></span><span class="ff6"> kwota </span></div><div class="t m0 x1 h10 y1052 ff8 fs4 fc2 sc0 ls0 ws0">poręczenia to 90,0 mln zł a termin ważności upływa 15.04.2030 r.   <span class="ff6"> </span></div><div class="t m0 x1 h10 y1053 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y514 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>dniu 05.12.2024 <span class="_ _0"></span>r. <span class="_ _0"></span>Unimot S.A. <span class="_ _0"></span>udzieliła <span class="_ _0"></span>poręczenia na <span class="_ _0"></span>rzecz <span class="_ _0"></span>Raiffeisen <span class="_ _0"></span>Bank Int<span class="_ _0"></span>ernational AG <span class="_ _0"></span>z <span class="_ _0"></span>tytułu <span class="_ _0"></span>umowy <span class="_ _0"></span>kredytowej (Un<span class="_ _5"></span><span class="ff6">committed </span></div><div class="t m0 x1 h10 y196 ff8 fs4 fc2 sc0 ls0 ws0">Borrowing  Base<span class="_ _1"></span> <span class="_ _12"> </span>Facility  Ag<span class="_ _1"></span>reement),  której <span class="_ _12"> </span>stronami <span class="_ _12"> </span>są  Bank <span class="_ _12"> </span>oraz  Unimot <span class="_ _12"> </span>S.A. <span class="_ _12"> </span>i  Unimot <span class="_ _12"> </span>Energia  i <span class="_ _12"> </span>Gaz  S<span class="_ _1"></span>p. <span class="_ _12"> </span>z  o.o.  jak<span class="_ _1"></span>o  kr<span class="_ _1"></span>edy<span class="_ _0"></span><span class="ff6">tobiorcy. </span></div><div class="t m0 x1 h10 y1054 ff8 fs4 fc2 sc0 ls0 ws0">Maksymalna kwota poręczenia to 85 mln zł. Na dzień 31.12.2024 r. saldo wykorzystania kre<span class="_ _1"></span>dytu wynosiło 7,1 mln zł.   <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y1055 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y1056 ff5 fs4 fc9 sc0 ls0 ws0">Po dniu bilansowym  <span class="ff7"> </span></div><div class="t m0 x1 h10 y1057 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1058 ff8 fs4 fc2 sc0 ls0 ws0">Unimot Paliwa <span class="_ _0"></span>Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o. <span class="_ _0"></span>z<span class="_ _0"></span>awarła Umow<span class="_ _0"></span>ę o<span class="_ _0"></span> gwarancję <span class="_ _0"></span>ubezpieczeniową <span class="_ _0"></span>wystawioną <span class="_ _0"></span>przez <span class="_ _0"></span>UNIQA To<span class="_ _0"></span>warzystwo Ubezpieczeń <span class="_ _0"></span>S.A., <span class="_ _0"></span>skład<span class="_ _5"></span>aną </div><div class="t m0 x1 h10 yf4b ff8 fs4 fc2 sc0 ls0 ws0">jako <span class="_ _6"></span>zabezpieczenie <span class="_ _6"></span>akcyzo<span class="_ _0"></span>we. <span class="_ _6"></span>Kwota <span class="_ _7"></span>gwarancji <span class="_ _6"></span>wynosi <span class="_ _6"></span>7,2 <span class="_ _7"> </span>mln <span class="_ _7"> </span>zł, <span class="_ _7"> </span>a <span class="_ _6"></span>jej <span class="_ _7"></span>termin <span class="_ _6"></span>ważności <span class="_ _7"></span>obowiązuje <span class="_ _6"></span>od <span class="_ _7"></span>04.01.2025 <span class="_ _7"></span>r. <span class="_ _6"></span>do <span class="_ _7"></span>03.01.2<span class="_ _5"></span><span class="ff6 ls6">02<span class="ls0">6 <span class="_ _7"></span>r. </span></span></div><div class="t m0 x1 h10 y403 ff8 fs4 fc2 sc0 ls0 ws0">Beneficjentem gwarancji jest Naczelnik Drugiego Urzędu Skarbowego w Opolu.  <span class="ff6"> </span></div><div class="t m0 x1 h10 y1059 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y105a ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _12"> </span>Paliwa  Sp. <span class="_ _12"> </span>z  o.o. <span class="_ _12"> </span>jest  zl<span class="_ _1"></span>eceniodawcą <span class="_ _12"> </span>wystawienia  gwarancji <span class="_ _12"> </span>(Bűrgschaftsurkunde) <span class="_ _12"> </span>na  rzecz <span class="_ _12"> </span>Urzędu <span class="_ _12"> </span>Celnego  (Hauptzollamt)<span class="_ _0"></span><span class="ff6">  </span> w </div><div class="t m0 x1 h10 y105b ff8 fs4 fc2 sc0 ls0 ws0">Niemczech,  stanowiącej  zabezpieczenie  akcyzowe  dla  transportów  paliw  realizowanych  poprzez  terminal  HES  Wilhelmshaven.  Kwota </div><div class="t m0 x1 h10 y2da ff6 fs4 fc2 sc0 lse ws0">za<span class="ff8 ls0">bezpieczeni<span class="_ _1"></span>a wynosi 6,0 mln EUR.  <span class="ff6"> </span></span></div><div class="t m0 x1 h10 y105c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y105d ff8 fs4 fc2 sc0 ls0 ws0">W dniu 08.01.2025 r. Unimot S.A. udzieliła gwarancji / poręczenia na rzecz ENI TRADE &amp; BIOFUELS S.P.A.  <span class="ff6"> </span></div><div class="t m0 x1 h10 y105e ff8 fs4 fc2 sc0 ls0 ws0">za <span class="_ _5"></span>przyszł<span class="_ _0"></span>e <span class="_ _5"></span>zobowiązania <span class="_ _5"></span>Unimot <span class="_ _5"></span>Paliwa <span class="_ _6"></span>Sp. <span class="_ _5"></span>z <span class="_ _5"></span>o<span class="_ _0"></span>.o., <span class="_ _5"></span>które <span class="_ _5"></span>mo<span class="_ _0"></span>gą <span class="_ _5"></span>wynikać <span class="_ _5"></span>z <span class="_ _6"></span>transakcji <span class="_ _5"></span>handlowych <span class="_ _5"></span>zawartych <span class="_ _6"></span>z <span class="_ _0"></span>Beneficjentem. <span class="_ _5"></span>Maks<span class="_ _5"></span><span class="ff6">ymalna </span></div><div class="t m0 x1 h10 y105f ff8 fs4 fc2 sc0 ls0 ws0">kwota <span class="_ _13"> </span>poręczenia <span class="_ _13"> </span>wynosi <span class="_ _13"> </span>8,0 <span class="_ _23"> </span>mln <span class="_ _13"> </span>USD.  Unimot <span class="_ _13"> </span>S.A. <span class="_ _13"> </span>jest<span class="_ _0"></span> <span class="_ _13"> </span>poręczycielem <span class="_ _13"> </span>ewentualnych <span class="_ _13"> </span>zobo<span class="_ _0"></span>wiązań, <span class="_ _13"> </span>które <span class="_ _13"> </span>mo<span class="_ _0"></span>gą <span class="_ _13"> </span> <span class="_ _13"> </span>wyniknąć <span class="_ _13"> </span>wo<span class="_ _0"></span>bec </div><div class="t m0 x1 h10 y1060 ff6 fs4 fc2 sc0 ls0 ws0">Ube<span class="ff8">zpieczyciela w związku z wystawieniem gwarancji. </span> </div><div class="t m0 x1 h10 y1061 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1062 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>dniu <span class="_ _6"></span>31.01.2025 <span class="_ _5"></span>r. <span class="_ _6"></span>Unimot <span class="_ _5"></span>S.A. <span class="_ _6"></span>zawarła <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _5"></span>OR<span class="_ _0"></span>LEN <span class="_ _5"></span>S.A. <span class="_ _6"></span>Umowę <span class="_ _5"></span>poręczenia <span class="_ _5"></span>stanowiąca <span class="_ _6"></span>zabezpieczenie <span class="_ _5"></span>wierzytelności <span class="_ _6"></span>ORLEN <span class="_ _5"></span>S.A. <span class="_ _6"></span>wo<span class="_ _5"></span><span class="ff6">bec </span></div><div class="t m0 x1 h10 yd87 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _0"></span>Bitumen <span class="_ _5"></span>Sp. <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>o<span class="_ _0"></span>.o. <span class="_ _5"></span>wynikających <span class="_ _0"></span>z <span class="_ _5"></span>Umowy <span class="_ _5"></span>Ramowej <span class="_ _0"></span>o <span class="_ _5"></span>Świadczenie <span class="_ _0"></span>Usług <span class="_ _5"></span>Spedycyjnych <span class="_ _0"></span>z <span class="_ _5"></span>dnia <span class="_ _5"></span>12 <span class="_ _5"></span>stycznia <span class="_ _0"></span>2022 <span class="_ _5"></span>r. <span class="_ _5"></span>(&quot;Zabezpie<span class="_ _5"></span><span class="ff6 ls2c">cz<span class="ls0">ona </span></span></div><div class="t m0 x1 h10 ya20 ff8 fs4 fc2 sc0 ls0 ws0">Umowa&quot;). Maksymalna wartość zabezpieczenia wynosi 4,9 mln zł, a maksymaln<span class="_ _1"></span>y okres zabezpieczenia upływa z dniem 31 grudnia 202<span class="_ _0"></span>6 r.   <span class="ff6"> </span></div><div class="t m0 x1 h10 ycb5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1063 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>dniu <span class="_ _6"></span>19.02.2025 <span class="_ _5"></span>r. <span class="_ _6"></span>Unimot <span class="_ _5"></span>S.A. <span class="_ _6"></span>zawarła <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _5"></span>OR<span class="_ _0"></span>LEN <span class="_ _5"></span>S.A. <span class="_ _6"></span>Umowę <span class="_ _5"></span>poręczenia <span class="_ _5"></span>stanowiąca <span class="_ _6"></span>zabezpieczenie <span class="_ _5"></span>wierzytelności <span class="_ _6"></span>ORLEN <span class="_ _5"></span>S.A. <span class="_ _6"></span>wo<span class="_ _5"></span><span class="ff6">bec </span></div><div class="t m0 x1 h10 y522 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _5"></span>Bitumen <span class="_ _0"></span>Sp. <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _5"></span>o.o. <span class="_ _5"></span>wynikających <span class="_ _5"></span>z <span class="_ _5"></span>Warunkowej <span class="_ _5"></span>Ramowej <span class="_ _5"></span>Umowy <span class="_ _5"></span>Sprzedaży <span class="_ _5"></span>z <span class="_ _5"></span>dnia <span class="_ _5"></span>12 <span class="_ _5"></span>stycznia <span class="_ _5"></span>2022 <span class="_ _5"></span>r. <span class="_ _5"></span>(&quot;Zabezpieczona <span class="_ _5"></span>Umowa&quot;<span class="_ _5"></span><span class="ff6 ls2c">).<span class="ls0"> </span></span></div><div class="t m0 x1 h10 y4b5 ff8 fs4 fc2 sc0 ls0 ws0">Maksymalna wartość zabezpieczenia wynosi 110 mln<span class="_ _1"></span> zł, a maksymalny okres zabezpieczenia upływa z dniem 31 grudnia 2025 r.   <span class="ff6"> </span></div><div class="t m0 x1 h10 y6c3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1064 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _5"></span>07.03.2025 <span class="_ _5"></span>r. <span class="_ _5"></span>Unimot <span class="_ _5"></span>S.A. <span class="_ _5"></span>udzieliła <span class="_ _0"></span>poręczenia <span class="_ _5"></span>(First <span class="_ _5"></span>Demand <span class="_ _0"></span>L<span class="_ _0"></span>iability <span class="_ _0"></span>Co<span class="_ _0"></span>rporate <span class="_ _5"></span>Guarantee) <span class="_ _0"></span>na <span class="_ _5"></span>rzecz  <span class="_ _5"></span>Banque <span class="_ _5"></span>de <span class="_ _0"></span>Co<span class="_ _0"></span>mmer<span class="_ _0"></span><span class="ff6">ce<span class="_ _0"></span> <span class="_ _5"></span>et <span class="_ _0"></span>de<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y500 ff8 fs4 fc2 sc0 ls0 ws0">Placements <span class="_ _6"></span>SA, <span class="_ _7"></span>Geneva <span class="_ _6"></span>za <span class="_ _7"> </span>zo<span class="_ _0"></span>bowiązania <span class="_ _6"></span>spółki <span class="_ _7"></span>Unimot <span class="_ _7"></span>S.A. <span class="_ _6"></span>z <span class="_ _7"> </span>siedzibą <span class="_ _6"></span>w<span class="_ _0"></span> <span class="_ _7"></span>Genewie, <span class="_ _6"></span>które <span class="_ _6"></span>mo<span class="_ _0"></span>gą <span class="_ _7"></span>wynikać <span class="_ _6"></span>z<span class="_ _0"></span> <span class="_ _6"></span>udzielonej <span class="_ _7"></span>przez <span class="_ _6"></span>Ba<span class="_ _0"></span>nk <span class="_ _12"> </span><span class="ff6">linii <span class="_ _6"></span>na<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y92b ff8 fs4 fc2 sc0 ls0 ws0">finansowanie (Credit Facility). Maksymalna kwota poręczenia to 55,0 mln USD, porę<span class="_ _1"></span>czenie jest ważne do 07.03.2026 r.  <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y1065 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y185 ff8 fs4 fc2 sc0 ls0 ws0">W dniu 25.03.2025 r. Unimot S.A. udzieliła poręczenia na rzecz Ma<span class="_ _0"></span>cquarie Commodities Trading SA za przyszłe zo<span class="_ _0"></span>bowiązania Unim<span class="_ _0"></span><span class="ff6">ot Paliwa </span></div><div class="t m0 x1 h10 y1066 ff8 fs4 fc2 sc0 ls0 ws0">Sp. z <span class="_ _1"></span>o.o., jakie <span class="_ _1"></span>mogą p<span class="_ _1"></span>owstać w <span class="_ _10"></span>trakcie zawieranych trans<span class="_ _1"></span>akcji z B<span class="_ _1"></span>eneficjentem. Maks<span class="_ _1"></span>ymalna kwota <span class="_ _1"></span>poręczenia to <span class="_ _1"></span>30,0 mln<span class="_ _1"></span> USD, poręczeni<span class="_ _1"></span>e </div><div class="t m0 x1 h10 y1067 ff8 fs4 fc2 sc0 ls0 ws0">jest ważne do 23.03.2028 r.   <span class="ff6"> </span></div><div class="t m0 x1 h10 y122 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1068 ff8 fs4 fc2 sc0 ls0 ws0">W d<span class="_ _1"></span>niu <span class="_ _10"></span>28.03.2025 r. Unimot <span class="_ _10"></span>S.A. udzieliła <span class="_ _10"></span>nowego poręczenia <span class="_ _10"></span>d<span class="_ _0"></span>la zobowiązań <span class="_ _10"></span>jakie mogą <span class="_ _10"></span>pojaw<span class="_ _0"></span>ić si<span class="_ _1"></span>ę <span class="_ _1"></span>w związku <span class="_ _10"></span>z realizacją <span class="_ _1"></span>umo<span class="ff6">w<span class="_ _0"></span>y ra<span class="_ _10"></span>mo<span class="_ _0"></span>wej </span></div><div class="t m0 x1 h10 y52c ff8 fs4 fc2 sc0 ls0 ws0">zawartej <span class="_ _7"> </span>pomiędzy <span class="_ _12"> </span>Unimot <span class="_ _12"> </span>Paliwa <span class="_ _12"> </span>Sp. <span class="_ _7"></span>z <span class="_ _12"> </span>o.o. <span class="_ _12"> </span>a <span class="_ _7"> </span>mBank <span class="_ _12"> </span>S.A. <span class="_ _12"> </span>dotyczącej <span class="_ _12"> </span>zasad <span class="_ _7"> </span>zwierania <span class="_ _12"> </span>umów <span class="_ _12"> </span>wykonawczych <span class="_ _7"> </span>obejmujących <span class="_ _12"> </span>termin<span class="_ _0"></span><span class="ff6">ow<span class="_ _0"></span>e </span></div><div class="t m0 x1 h10 y1069 ff8 fs4 fc2 sc0 ls0 ws0">operacje finansowe. Maksymalna kwota poręczenia to 180,0 mln zł a termin ważności up<span class="_ _1"></span>ływa 30.12.2030 r.   <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y228 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yf0a ff8 fs4 fc2 sc0 ls0 ws0">W d<span class="_ _1"></span>niu <span class="_ _10"></span>31 marca 2025 <span class="_ _10"></span>r. Unimot <span class="_ _1"></span>S.A. <span class="_ _1"></span>udzieliła <span class="_ _1"></span>nowego <span class="_ _1"></span>poręczenia / <span class="_ _10"></span>gwarancji (PARENT <span class="_ _1"></span>GUARANTEE <span class="_ _10"></span>AND IN<span class="_ _1"></span>DEMNITY) na <span class="_ _10"></span>rzecz TotalEn<span class="_ _0"></span><span class="ff6">ergies </span></div><div class="t m0 x1 h10 y106a ff8 fs4 fc2 sc0 ls0 ws0">Marketing <span class="_ _1"></span>Deutschland <span class="_ _10"></span>GmbH i/lub <span class="_ _1"></span>innych <span class="_ _1"></span>spółek <span class="_ _1"></span>z <span class="_ _1"></span>grupy <span class="_ _10"></span>T<span class="_ _0"></span>otalEnergies wskazanych <span class="_ _10"></span>w dokumencie <span class="_ _10"></span>za zobowiązania Un<span class="_ _1"></span>imot <span class="_ _1"></span>Paliwa S<span class="ff6">p. <span class="_ _1"></span>z o.o. </span></div><div class="t m0 x1 h10 y37 ff8 fs4 fc2 sc0 ls0 ws0">jakie <span class="_ _0"></span>mogą <span class="_ _0"></span>wynikać <span class="_ _5"></span>z <span class="_ _0"></span>zawartych <span class="_ _0"></span>kontraktów. <span class="_ _0"></span>Maksymalna <span class="_ _0"></span>kwota <span class="_ _0"></span>z<span class="_ _0"></span>abezpieczenia wynosi <span class="_ _0"></span>20,0 <span class="_ _5"></span>mln <span class="_ _5"></span>EUR, <span class="_ _0"></span>poręczenie <span class="_ _0"></span>jest <span class="_ _0"></span>ważne <span class="_ _0"></span>do <span class="_ _5"></span>31 <span class="_ _0"></span>m<span class="_ _5"></span><span class="ff6">arca </span></div><div class="t m0 x1 h10 y3f5 ff8 fs4 fc2 sc0 ls0 ws0">2027 r.    <span class="ff6"> </span></div><div class="t m0 x1 h10 y106b ff8 fs4 fc2 sc0 ls0 ws0">W dniu <span class="_ _1"></span>03.04.2025 r. Unimot S.A<span class="_ _1"></span>. poręczenie na rzecz <span class="_ _1"></span>PKO BP S.A. za <span class="_ _1"></span>spłatę wie<span class="_ _1"></span>rzytelności pieniężnych PKO BP <span class="_ _1"></span>S.A. przez<span class="_ _0"></span><span class="ff6">  Unimot Terminale </span></div><div class="t m0 x1 h10 y1c1 ff8 fs4 fc2 sc0 ls0 ws0">sp. z <span class="_ _1"></span>o.o., Unimot Bitu<span class="_ _1"></span>men S<span class="_ _1"></span>p. z <span class="_ _1"></span>o.o., RCEkoenerg<span class="_ _1"></span>ia Sp. <span class="_ _1"></span>z o.o. <span class="_ _1"></span>(Kredytobiorcy), kt<span class="_ _1"></span>óre mogą <span class="_ _10"></span>w<span class="_ _0"></span>ynikać z <span class="_ _10"></span>tytułu zawartej z<span class="_ _0"></span><span class="ff6"> Bankiem <span class="_ _10"></span>Umo<span class="_ _0"></span>wy limitu<span class="_ _1"></span> </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 y3c w5 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">123<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff8 fs4 fc2 sc0 ls0 ws0">kredytowego <span class="_ _1"></span>wielocelowego. <span class="_ _1"></span>Maksymalna <span class="_ _10"></span>kwo<span class="_ _0"></span>ta p<span class="_ _1"></span>oręczenia <span class="_ _1"></span>wynosi <span class="_ _1"></span>150,0 mln<span class="_ _1"></span> <span class="_ _1"></span>PLN, data <span class="_ _10"></span>końcowa obowiązywania <span class="_ _10"></span>poręczenia to <span class="_ _1"></span>30.09.2<span class="ff6 ls6">030 </span></div><div class="t m0 x1 h10 y104d ff6 fs4 fc2 sc0 ls14 ws0">r.<span class="ls1d">  <span class="ls0"> </span></span></div><div class="t m0 x1 h10 y104e ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _1"></span>dniu <span class="_ _10"></span>04.04.2025 r. <span class="_ _10"></span>Unimot <span class="_ _1"></span>S.A. u<span class="_ _1"></span>dzieliła <span class="_ _1"></span>poręczenia <span class="_ _10"></span>na rzecz <span class="_ _10"></span>mBank <span class="_ _1"></span>S.A. <span class="_ _10"></span>z<span class="_ _0"></span> <span class="_ _1"></span>tytułu <span class="_ _10"></span>zabezpieczenia sp<span class="_ _1"></span>łaty wierzyte<span class="_ _1"></span>lności <span class="_ _10"></span>Banku<span class="_ _5"></span><span class="ff6"> <span class="_ _10"></span>w<span class="_ _0"></span>obec Un<span class="_ _1"></span>imot </span></div><div class="t m0 x1 h10 y104f ff8 fs4 fc2 sc0 ls0 ws0">Terminale <span class="_ _7"></span>Sp. <span class="_ _12"> </span>z <span class="_ _7"> </span>o<span class="_ _0"></span>.o. <span class="_ _7"> </span>oraz <span class="_ _12"> </span>Unimot <span class="_ _7"> </span>Bitumen <span class="_ _7"> </span>Sp. <span class="_ _12"> </span>z <span class="_ _12"> </span>o.o. <span class="_ _7"> </span>(Kredytobiorcy), <span class="_ _12"> </span>które <span class="_ _7"> </span>mogą <span class="_ _12"> </span>pojawić <span class="_ _7"> </span>się <span class="_ _12"> </span>w <span class="_ _7"> </span>związku <span class="_ _12"> </span>z <span class="_ _7"> </span>podpisaną <span class="_ _7"> </span>Umo<span class="_ _5"></span>wą <span class="_ _12"> </span>ramową </div><div class="t m0 x1 h10 y685 ff8 fs4 fc2 sc0 ls0 ws0">wieloproduktową. Maksymalna Kwota poręczenia wynosi 75,0 mln PLN, maksymalny okres ważności up<span class="_ _1"></span>ływa 15.10.2027 r.<span class="_ _0"></span><span class="ff6 ls1d">  <span class="ls0"> </span></span></div><div class="t m0 x1 h10 y106c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 yef0 ff7 fs5 fc5 sc0 ls11 ws0">8.9.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff7">AKTUALNA I PRZEWIDYWANA SYTUACJA FINANSOWA EMITENTA </span></span></div><div class="t m0 x1 h10 y106d ff8 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _6"></span>Kapitałowa <span class="_ _6"></span>Unimot <span class="_ _6"></span>nie <span class="_ _6"></span>publikuje <span class="_ _5"></span>p<span class="_ _0"></span>rognoz <span class="_ _6"></span>finansowych <span class="_ _6"></span>na <span class="_ _6"></span>lata <span class="_ _6"></span>przyszłe, <span class="_ _6"></span>dodatkowo <span class="_ _6"></span>Zarząd <span class="_ _6"></span>Emitenta <span class="_ _6"></span>podjął <span class="_ _6"></span>decyzję <span class="_ _6"></span>o<span class="_ _0"></span><span class="ff6"> </span>odstąpieniu </div><div class="t m0 x1 h10 y106e ff6 fs4 fc2 sc0 ls0 ws0">publikacji <span class="_ _10"></span>prognoz<span class="_ _0"></span>y <span class="_ _10"></span>skonsolidowanej EBITDA <span class="_ _10"></span>skorygowanej <span class="_ _1"></span>za <span class="ff8">2023 rok, <span class="_ _10"></span>mając n<span class="_ _1"></span>a<span class="ff6"> </span>uwadze <span class="_ _10"></span>z<span class="_ _0"></span>ewnętrzne <span class="_ _10"></span>cz<span class="_ _0"></span>ynniki <span class="_ _10"></span>rynkowe ni<span class="_ _1"></span>ezależne <span class="_ _10"></span>o<span class="_ _0"></span><span class="ff6">d <span class="_ _0"></span></span>Spółki, </span></div><div class="t m0 x1 h10 y106f ff8 fs4 fc2 sc0 ls0 ws0">związane  z<span class="ff6"> </span>dużą <span class="_ _14"> </span>zmiennością  i<span class="ff6"> </span>niepewnością  sytuacji  na<span class="ff6"> </span>rynku  paliw  w<span class="_ _0"></span>ywołaną  trwającym  konfliktem  zbrojnym  w<span class="_ _0"></span><span class="ff6"> Ukrainie  i skutkami<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y1c8 ff6 fs4 fc2 sc0 ls0 ws0">gospodarczymi sankcji na <span class="ff8">Rosję i</span> <span class="ff8">Białoruś nakładanych w</span> <span class="ff8">związku z</span> tym wydarzeniem.  </div><div class="t m0 x1 h10 y1070 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 y1071 ff7 fs5 fc5 sc0 ls0 ws0">8.10.<span class="ff3"> <span class="_ _1f"> </span></span>INFORMACJE O FIRMIE AUDYTORSKIEJ </div><div class="t m0 x1 h10 y1072 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1073 ff6 fs4 fc2 sc0 ls0 ws0">Podmiotem <span class="_ _23"> </span><span class="ff8">uprawnionym <span class="_ _23"> </span>do <span class="_ _23"> </span>badania <span class="_ _13"> </span>skonsolidowanego <span class="_ _23"> </span>spra<span class="_ _0"></span>wozdania <span class="_ _23"> </span>finansowego <span class="_ _23"> </span>Grupy <span class="_ _13"> </span>Kapitało<span class="_ _0"></span>wej <span class="_ _23"> </span>UNIMOT <span class="_ _23"> </span>za <span class="_ _23"> </span>rok <span class="_ _13"> </span>obrotowy </span></div><div class="t m0 x1 h10 yf4b ff8 fs4 fc2 sc0 ls0 ws0">zakończony <span class="_ _0"></span>31 <span class="_ _5"></span>grudnia <span class="_ _0"></span>2024 <span class="_ _0"></span>r. <span class="_ _5"></span>jest <span class="_ _0"></span>Pricewater<span class="_ _0"></span>houseCoopers <span class="_ _0"></span>Polska <span class="_ _5"></span>Sp. <span class="_ _0"></span>z <span class="_ _5"></span>o.o. <span class="_ _0"></span>Audyt <span class="_ _5"></span>Sp. <span class="_ _0"></span>k.(„PWC”). <span class="_ _5"></span>Wyboru <span class="_ _0"></span>firmy <span class="_ _5"></span>audytorskiej <span class="_ _0"></span>do<span class="_ _5"></span>ko<span class="_ _0"></span>nała <span class="_ _0"></span>w </div><div class="t m0 x1 h10 y1074 ff6 fs4 fc2 sc0 ls0 ws0">dniu 15 listopada 2022 r. Rada Nadzorcza Unimot S.A. </div><div class="t m0 x1 h10 y1075 ff8 fs4 fc2 sc0 ls0 ws0">Umowa pomiędzy Unimot S.A. a PWC została podpisana w dniu 13 września 2023 r. i dotyczy badania sprawo<span class="_ _0"></span>zdań finansowych Unimot<span class="_ _0"></span><span class="ff6"> S.A. </span></div><div class="t m0 x1 h10 y1076 ff6 fs4 fc2 sc0 ls0 ws0">za <span class="_ _5"></span>lata <span class="_ _6"></span>2023-<span class="ff8">2024, <span class="_ _5"></span>skonsolidowanych <span class="_ _6"></span>sprawozdań <span class="_ _5"></span>finansowych <span class="_ _6"></span>Grupy <span class="_ _0"></span>z<span class="_ _0"></span>a <span class="_ _5"></span>lata <span class="_ _6"></span>2023</span>-<span class="ff8">2024, <span class="_ _6"></span>wykonania <span class="_ _5"></span>prze<span class="_ _0"></span>glądu <span class="_ _5"></span>śródrocznych <span class="_ _6"></span>sprawozd<span class="_ _0"></span>ań </span></div><div class="t m0 x1 h10 y1077 ff8 fs4 fc2 sc0 ls0 ws0">finansowych <span class="_ _6"></span>Unimot <span class="_ _6"></span>S.A. <span class="_ _7"></span>za <span class="_ _6"></span>pierwsze <span class="_ _6"></span>pół<span class="_ _0"></span>rocza <span class="_ _6"></span>2023<span class="_ _0"></span><span class="ff6">-</span>2024 <span class="_ _6"></span>roku <span class="_ _7"></span>oraz <span class="_ _6"></span>śródrocznych <span class="_ _6"></span>skonsolidowanych <span class="_ _6"></span>sprawozdań <span class="_ _7"></span>finansowych <span class="_ _6"></span>Grupy <span class="_ _6"></span>za<span class="_ _0"></span> </div><div class="t m0 x1 h10 y4f3 ff8 fs4 fc2 sc0 ls0 ws0">pierwsze półrocza 2023<span class="ff6">-2024 roku. </span></div><div class="t m0 x1 h10 y1078 ff8 fs4 fc2 sc0 ls0 ws0">Badania sprawozdań finansowych spółek zależnych <span class="_ _0"></span>za rok obrotowy zakończony <span class="_ _0"></span>31 grudnia 2024 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 h10 y29e ff6 fs4 fc2 sc0 ls0 ws0">Grupy oraz inne firmy audytorskie.  </div><div class="t m0 x1 h10 y1079 ff8 fs4 fc2 sc0 ls0 ws0">Atestacja <span class="_ _6"></span>Sprawozdania <span class="_ _6"></span>Zrównoważonego <span class="_ _6"></span>Rozwoju, <span class="_ _7"></span>które <span class="_ _6"></span>zostało <span class="_ _6"></span>sporządzone <span class="_ _6"></span>przez <span class="_ _7"></span>Grupę <span class="_ _6"></span>po <span class="_ _6"></span>raz <span class="_ _6"></span>pierwszy <span class="_ _6"></span>raz<span class="_ _0"></span> <span class="_ _6"></span>rok <span class="_ _6"></span>2024, <span class="_ _6"></span>stanowiące<span class="_ _5"></span><span class="ff6">go </span></div><div class="t m0 x1 h10 y107a ff8 fs4 fc2 sc0 ls0 ws0">integralną część Sprawozdania Zarządu z działalności <span class="ff6">Grupy UNIMOT   </span>i Unimot S.A. została przeprowadzona przez inną firmę audytorską.<span class="ff6"> </span></div><div class="t m0 x1 h10 y51c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y5d7 ff5 fs4 fc2 sc0 ls0 ws0">Wysokość wynagrodzenia audytora za usługi świadc<span class="_ _1"></span>zone na rzecz <span class="_ _0"></span><span class="ff7">Grupy UNIMOT  <span class="ff6"> </span></span></div></div><div class="c x1 y107b we1 h11a"><div class="t m0 xa h2b ye7a ff9 fs4 fc2 sc0 ls0 ws0">w tysiącach złotych<span class="ffa"> </span></div></div><div class="c x122 y107b we2 h11a"><div class="t m0 xa h22 y107c ff7 fs4 fc2 sc0 ls6 ws0">01.01.2024 </div><div class="t m0 xa h22 y2f8 ff7 fs4 fc2 sc0 ls6 ws0">31.12.2024<span class="ls0"> </span></div></div><div class="c x158 y107b we3 h11a"><div class="t m0 xa h22 y107c ff7 fs4 fc2 sc0 ls6 ws0">01.01.2023 </div><div class="t m0 xa h22 y2f8 ff7 fs4 fc2 sc0 ls6 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x1 y107d we1 h5c"><div class="t m0 xa h10 y306 ff8 fs4 fc2 sc0 ls0 ws0">Z <span class="_ _6"></span>tytułu <span class="_ _6"></span>umów <span class="_ _6"></span>o <span class="_ _6"></span>przep<span class="_ _1"></span>rowadzenie <span class="_ _6"></span>badania <span class="_ _5"></span>sprawo<span class="_ _0"></span>zdań <span class="_ _6"></span>finansowych <span class="_ _6"></span>Jednostki<span class="_ _1"></span> <span class="_ _6"></span>Dominującej <span class="_ _6"></span>i </div><div class="t m0 xa h10 y35 ff6 fs4 fc2 sc0 ls0 ws0">Grupy  </div></div><div class="c x122 y107d we2 h5c"><div class="t m0 x11f h10 y239 ff6 fs4 fc2 sc0 ls6 ws0">152<span class="ls0"> </span></div></div><div class="c x158 y107d we3 h5c"><div class="t m0 x11f h10 y239 ff6 fs4 fc2 sc0 ls6 ws0">266<span class="ls0"> </span></div></div><div class="c x1 y107e we1 h57"><div class="t m0 xa h10 y2f2 ff8 fs4 fc2 sc0 ls0 ws0">Z tytułu <span class="_ _0"></span>umów <span class="_ _0"></span>o <span class="_ _0"></span>przeprowadzenie przeglądu <span class="_ _0"></span>sprawozdań <span class="_ _0"></span>finansowych <span class="_ _0"></span>Jednostki Do<span class="_ _0"></span>minującej i </div><div class="t m0 xa h10 y35 ff6 fs4 fc2 sc0 ls0 ws0">Grupy  </div></div><div class="c x122 y107e we2 h57"><div class="t m0 x11f h10 y239 ff6 fs4 fc2 sc0 ls6 ws0">114<span class="ls0"> </span></div></div><div class="c x158 y107e we3 h57"><div class="t m0 x11f h10 y239 ff6 fs4 fc2 sc0 ls6 ws0">101<span class="ls0"> </span></div></div><div class="c x1 yefa we1 h57"><div class="t m0 xa h10 y2f2 ff8 fs4 fc2 sc0 ls0 ws0">Z  tytułu <span class="_ _12"> </span>weryfikacji  sprawozdania  o  wynagrod<span class="_ _1"></span>zeniach  Zarządu<span class="_ _1"></span>  i  Rady  Nadzorczej <span class="_ _12"> </span>Jednostki </div><div class="t m0 xa h10 y2f8 ff8 fs4 fc2 sc0 ls0 ws0">Dominującej <span class="ff6"> </span></div></div><div class="c x122 yefa we2 h57"><div class="t m0 x2c h10 y239 ff6 fs4 fc2 sc0 ls6 ws0">30<span class="ls0"> </span></div></div><div class="c x158 yefa we3 h57"><div class="t m0 x2c h10 y239 ff6 fs4 fc2 sc0 ls6 ws0">25<span class="ls0"> </span></div></div><div class="c x1 y107f we1 h11b"><div class="t m0 xa h10 y1080 ff8 fs4 fc2 sc0 ls0 ws0">Z tytułu weryfikacji sprawozdań finansowych w formacie ESEF <span class="ff6"> </span></div></div><div class="c x122 y107f we2 h11b"><div class="t m0 x2c h10 y1080 ff6 fs4 fc2 sc0 ls6 ws0">35<span class="ls0"> </span></div></div><div class="c x158 y107f we3 h11b"><div class="t m0 x2c h10 y1080 ff6 fs4 fc2 sc0 ls6 ws0">30<span class="ls0"> </span></div></div><div class="c x1 y503 we1 h11c"><div class="t m0 xa h10 yb40 ff8 fs4 fc2 sc0 ls0 ws0">Z <span class="_ _12"> </span>tytułu <span class="_ _12"> </span>umów  o <span class="_ _12"> </span>badani<span class="_ _1"></span>e <span class="_ _12"> </span>sprawozdań <span class="_ _12"> </span>finansowych <span class="_ _12"> </span>i  paki<span class="_ _1"></span>etów <span class="_ _12"> </span>sprawozdawczych <span class="_ _12"> </span>jednostek </div><div class="t m0 xa h10 y2f4 ff8 fs4 fc2 sc0 ls0 ws0">zależnych przeprowadzonych przez audytora Grupy<span class="ff6"> </span></div></div><div class="c x122 y503 we2 h11c"><div class="t m0 x11f h10 yc ff6 fs4 fc2 sc0 ls6 ws0">684<span class="ls0"> </span></div></div><div class="c x158 y503 we3 h11c"><div class="t m0 x11f h10 yc ff6 fs4 fc2 sc0 ls6 ws0">617<span class="ls0"> </span></div></div><div class="c x1 y1081 we1 h57"><div class="t m0 xa h10 y2f2 ff8 fs4 fc2 sc0 ls0 ws0">Z <span class="_ _12"> </span>tytułu <span class="_ _12"> </span>umów  o <span class="_ _12"> </span>badani<span class="_ _1"></span>e <span class="_ _12"> </span>sprawozdań <span class="_ _12"> </span>finansowych <span class="_ _12"> </span>i  paki<span class="_ _1"></span>etów <span class="_ _12"> </span>sprawozdawczych  <span class="ff6">jednostek </span></div><div class="t m0 xa h10 y35 ff8 fs4 fc2 sc0 ls0 ws0">zależnych przeprowadzonych przez inne firmy audytorskie<span class="ff6"> </span></div></div><div class="c x122 y1081 we2 h57"><div class="t m0 x11f h10 y239 ff6 fs4 fc2 sc0 ls6 ws0">319<span class="ls0"> </span></div></div><div class="c x158 y1081 we3 h57"><div class="t m0 x11f h10 y239 ff6 fs4 fc2 sc0 ls6 ws0">144<span class="ls0"> </span></div></div><div class="c x1 y915 we1 h5c"><div class="t m0 xa h10 y306 ff8 fs4 fc2 sc0 ls0 ws0">Z <span class="_ _6"></span>tytułu <span class="_ _6"></span>umo<span class="_ _0"></span>wy <span class="_ _6"></span>o <span class="_ _7"></span>atestację <span class="_ _6"></span>Spr<span class="_ _0"></span>awozdania <span class="_ _6"></span>Zrównow<span class="_ _0"></span>ażonego <span class="_ _6"></span>Rozwoju <span class="_ _6"></span>przeprowadzoną <span class="_ _7"></span>przez </div><div class="t m0 xa h10 y35 ff8 fs4 fc2 sc0 ls0 ws0">inną firmą audytorską<span class="ff6"> </span></div></div><div class="c x122 y915 we2 h5c"><div class="t m0 x11f h10 y860 ff6 fs4 fc2 sc0 ls6 ws0">175<span class="ls0"> </span></div></div><div class="c x158 y915 we3 h5c"><div class="t m0 x38 h10 y860 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y653 we1 hb0"><div class="t m0 xa h10 y1082 ff8 fs4 fc2 sc0 ls0 ws0">Z tytułu pozostałych usług przeprowadzanych przez inną firmę audytorską<span class="ff6"> </span></div></div><div class="c x122 y653 we2 hb0"><div class="t m0 x2c h10 y1082 ff6 fs4 fc2 sc0 ls6 ws0">52<span class="ls0"> </span></div></div><div class="c x158 y653 we3 hb0"><div class="t m0 x1b h10 y950 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y1083 we1 h4f"><div class="t m0 xa h22 y35 ff7 fs4 fc2 sc0 ls0 ws0">Razem </div></div><div class="c x122 y1083 we2 h4f"><div class="t m0 xb1 h22 y35 ff7 fs4 fc2 sc0 ls6 ws0">1 561<span class="ls0"> </span></div></div><div class="c x158 y1083 we3 h4f"><div class="t m0 xb1 h22 y35 ff7 fs4 fc2 sc0 ls6 ws0">1 183<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 ye41 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 yfcd ff7 fs5 fc5 sc0 ls0 ws0">8.11.<span class="ff3"> <span class="_ _1f"> </span></span>ISTOTNE POZYCJE POZABILANSOWE       </div><div class="t m0 x1 h10 y6ef ff6 fs4 fc2 sc0 lsf ws0">W <span class="ff8 ls0">księ<span class="_ _1"></span>gach Unimot S<span class="_ _1"></span>.A.<span class="ff6"> </span>nie występują istotne<span class="_ _1"></span> pozycje pozabilansowe, z wyjątkiem<span class="ff6"> </span>ujawnionych<span class="_ _1"></span> w sp<span class="_ _1"></span>rawozdaniu zobowiązań warunkowych.<span class="ff6"> </span></span></div><div class="t m0 x1 h10 y50e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1084 ff6 fs4 fc2 sc0 ls0 ws0"> </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 y3c w1d h1c" alt="" src="data:image/png;base64,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class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">124<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h9 y1c5 ff7 fs2 fc8 sc0 lsb ws0">9.<span class="ff3 ls0"> <span class="_ _15"> </span><span class="ff5">OŚWIADCZENIA O STOS<span class="_ _1"></span>OWANIU ŁADU <span class="ff7">KORPORAC<span class="_ _1"></span>YJNEGO  <span class="_ _1"></span>    </span></span></span></div><div class="t m0 x3c h44 y321 ff7 fs5 fc5 sc0 ls11 ws0">9.1.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">WSKAZANIE ZBIORU ZASAD ŁADU KORPORACYJNEGO, KTÓREMU PODLEGA EMITENT ORAZ </span></span></div><div class="t m0 x84 he y606 ff5 fs5 fc5 sc0 ls0 ws0">MIEJSCA, GDZIE TEKST ZBIORU ZASAD JEST PUBLICZNIE DOSTĘPNY  <span class="ff7"> </span></div><div class="t m0 x1 h10 ybbf ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1085 ff8 fs4 fc2 sc0 ls0 ws0">W 2024 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 h10 y1086 ff8 fs4 fc2 sc0 ls0 ws0">2021”, <span class="_ _5"></span>wprowadzonemu <span class="_ _5"></span>Uchwałą <span class="_ _5"></span>Nr <span class="_ _5"></span>13/1834/2021 <span class="_ _5"></span>Rady <span class="_ _5"></span>Giełdy <span class="_ _6"></span>z <span class="_ _0"></span>dnia <span class="_ _5"></span>29.03.2021 <span class="_ _6"></span>r. <span class="_ _0"></span>(„Dobre <span class="_ _5"></span>Praktyki <span class="_ _5"></span>2021”), <span class="_ _5"></span>z<span class="_ _0"></span>godnie <span class="_ _0"></span>z <span class="_ _6"></span>§ <span class="_ _0"></span>29 <span class="_ _5"></span>R<span class="_ _0"></span>egulam<span class="_ _0"></span><span class="ff6 ls7">in<span class="ls29">u </span></span></div><div class="t m0 x1 h10 y1087 ff8 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 h10 y9f7 ff8 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: https://www.gpw.p<span class="_ _5"></span><span class="ff6">l/dobre-praktyki-</span></div><div class="t m0 x1 h10 y1088 ff6 fs4 fc2 sc0 ls6 ws0">2021.<span class="ls0"> </span></div><div class="t m0 x1 h10 y1089 ff8 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 h10 y108a ff8 fs4 fc2 sc0 ls0 ws0">Informacja <span class="_ _7"> </span>na <span class="_ _7"> </span>temat <span class="_ _12"> </span>stanu <span class="_ _6"></span>stosowania <span class="_ _7"> </span>przez <span class="_ _12"> </span>Spółkę <span class="_ _6"></span>zasad <span class="_ _7"> </span>zawartych <span class="_ _7"> </span>w <span class="_ _12"> </span>„Dobrych <span class="_ _6"></span>Praktykach <span class="_ _7"> </span>2021” <span class="_ _7"> </span>zo<span class="_ _0"></span>stała <span class="_ _7"> </span>pierwszy <span class="_ _7"> </span>raz <span class="_ _7"></span>opublikowa<span class="_ _5"></span><span class="ff6">na </span></div><div class="t m0 x1 h10 y108b ff8 fs4 fc2 sc0 ls0 ws0">30.07.2021 <span class="_ _5"></span>r. <span class="_ _5"></span>w <span class="_ _5"></span>raporcie <span class="_ _5"></span>bieżącym <span class="_ _5"></span>EBI <span class="_ _5"></span>2/2021. <span class="_ _5"></span>Przyjęcie <span class="_ _5"></span>„Dobrych <span class="_ _0"></span>Praktyk <span class="_ _6"></span>2021” <span class="_ _0"></span>poprzedzone <span class="_ _5"></span>było <span class="_ _5"></span>analizą <span class="_ _5"></span>wskazówek <span class="_ _5"></span>Komitetu <span class="_ _0"></span>ds<span class="_ _5"></span>. <span class="_ _5"></span>Ł<span class="ff6">adu<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y108c ff8 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 h10 y108d ff6 fs4 fc2 sc0 ls0 ws0">i Rady Nadzorczej.  </div><div class="t m0 x1 h10 y2d3 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _7"></span>dniu <span class="_ _6"></span>24 <span class="_ _12"> </span>sierpnia <span class="_ _6"></span>2021 <span class="_ _7"></span>r., <span class="_ _7"></span>tj. <span class="_ _12"> </span>na <span class="_ _6"></span>pierwszym <span class="_ _7"> </span>możliwym <span class="_ _7"> </span>posiedzeniu <span class="_ _7"></span>Rady <span class="_ _7"></span>Nadzorczej, <span class="_ _7"> </span>zbiór <span class="_ _7"> </span>„Dobrych <span class="_ _7"></span>Praktyk <span class="_ _7"></span>2021” <span class="_ _7"></span>został <span class="_ _7"> </span>pozyty<span class="_ _5"></span><span class="ff6">wnie </span></div><div class="t m0 x1 h10 y108e ff8 fs4 fc2 sc0 ls0 ws0">oceniony <span class="_ _7"></span>i <span class="_ _7"> </span>przyjęty <span class="_ _7"> </span>do <span class="_ _12"> </span>stosowania <span class="_ _6"></span>przez <span class="_ _12"> </span>Radę <span class="_ _6"></span>Nadzorcz<span class="_ _0"></span>ą <span class="_ _7"> </span>w <span class="_ _7"> </span>drodze <span class="_ _12"> </span>uchwały, <span class="_ _7"></span>zgodnie <span class="_ _7"></span>ze <span class="_ _7"> </span>złożoną <span class="_ _7"> </span>przez <span class="_ _7"> </span>Spółkę <span class="_ _7"> </span>deklaracją. <span class="_ _7"> </span>Zarzą<span class="_ _0"></span>d <span class="_ _7"> </span>S<span class="_ _5"></span><span class="ff6">p</span>ół<span class="_ _0"></span>ki </div><div class="t m0 x1 h10 y4d8 ff8 fs4 fc2 sc0 ls0 ws0">przedstawił <span class="_ _7"> </span>oświadczenie <span class="_ _7"> </span>o<span class="_ _0"></span> <span class="_ _7"> </span>stoso<span class="_ _0"></span>waniu <span class="_ _7"> </span>zasad <span class="_ _12"> </span>„Dobrych <span class="_ _7"> </span>Praktyk <span class="_ _12"> </span>2021” <span class="_ _7"> </span>na <span class="_ _12"> </span>walnym <span class="_ _7"> </span>zgromadzeniu. <span class="_ _7"> </span> <span class="_ _12"> </span>Potwierdzenie <span class="_ _7"> </span>stosowania <span class="_ _12"> </span>„Dobrych<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y757 ff8 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 h10 yd8 ff8 fs4 fc2 sc0 ls0 ws0">Zakres <span class="_ _13"> </span>stosowania <span class="_ _13"> </span>„Dobrych <span class="_ _13"> </span>Praktyk <span class="_ _13"> </span>2021”, <span class="_ _13"> </span>wraz <span class="_ _13"> </span>z <span class="_ _13"> </span>treścią <span class="_ _13"> </span>tego <span class="_ _13"> </span>zbioru <span class="_ _13"> </span>zasad, <span class="_ _23"> </span>są <span class="_ _13"> </span>zamieszczone<span class="_ _1"></span> <span class="_ _13"> </span>na <span class="_ _13"> </span>stronie <span class="_ _13"> </span>internetowej <span class="_ _13"> </span>Emitenta:<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 ydc5 ff8 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 h10 y108f ff8 fs4 fc2 sc0 ls0 ws0">Inwestorzy <span class="_ _12"> </span>mogą <span class="_ _12"> </span>równie<span class="_ _1"></span>ż <span class="_ _12"> </span>zapoznać <span class="_ _7"> </span>się <span class="_ _12"> </span>z <span class="_ _12"> </span>oświadczeniem <span class="_ _7"> </span>Spółki <span class="_ _12"> </span>porównując <span class="_ _12"> </span>stan <span class="_ _12"> </span>stosowania <span class="_ _12"> </span>zasad<span class="_ _1"></span> <span class="_ _12"> </span>przez <span class="_ _12"> </span>Spółkę <span class="_ _7"> </span>do <span class="_ _12"> </span>innych <span class="_ _12"> </span>emitentów<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y1090 ff8 fs4 fc2 sc0 ls0 ws0">papierów wartościowych notowanych na GPW poprzez Skaner Dobrych Praktyk: https://www.gpw.pl/dpsn<span class="ff6">-skaner  </span></div><div class="t m0 x1 h10 y1091 ff8 fs4 fc2 sc0 ls0 ws0">Według aktualnego stanu stosowania <span class="_ _0"></span>Dobrych Praktyk Spółka <span class="_ _0"></span>nie stosuje 3 <span class="_ _0"></span>zasad: 2.1., 2.2.,<span class="_ _0"></span> 2.11.6., jedna zaś <span class="_ _0"></span>nie znajduje za<span class="_ _5"></span><span class="ff6">stosowania do </span></div><div class="t m0 x1 h10 y59c ff8 fs4 fc2 sc0 ls0 ws0">Spółki.  W  roku <span class="_ _14"> </span>sprawozdawczym,  tj.  w<span class="_ _0"></span>  dniu  16 <span class="_ _14"> </span>grudnia  2024  r. <span class="_ _14"> </span>po  przeglądzie  stanu <span class="_ _14"> </span>stosowania  Dobrych <span class="_ _14"> </span>Praktyk,  Spółka <span class="_ _13"> </span>zmieniła </div><div class="t m0 x1 h10 yda1 ff8 fs4 fc2 sc0 ls0 ws0">oświadczenie o <span class="_ _1"></span>zakresie <span class="_ _1"></span>stosowania, <span class="_ _1"></span>deklarując <span class="_ _1"></span>przestrzeganie zasad <span class="_ _1"></span>ładu korporacyjneg<span class="_ _1"></span>o numer <span class="_ _1"></span>: 1.3.1., <span class="_ _1"></span>1.3.2., 1.4.,<span class="_ _1"></span> 1.4.1.,<span class="ff6"> 1.4.2. </span>–<span class="ff6"> </span>c<span class="_ _1"></span>o miało<span class="_ _1"></span> </div><div class="t m0 x1 h10 y1092 ff8 fs4 fc2 sc0 ls0 ws0">związek z przyjęciem nowej strategii G<span class="_ _1"></span>rupy kapitałowej na okres od 2024 do 2028 roku, uwzględniającego <span class="_ _0"></span>strategię ESG. <span class="ff6"> </span></div><div class="t m0 x1 h10 y1a5 ff8 fs4 fc2 sc0 ls0 ws0">Powyższe, <span class="_ _6"></span>zgodnie <span class="_ _5"></span>z <span class="_ _6"></span>zestawieniami <span class="_ _5"></span>dostępnymi <span class="_ _6"></span>na <span class="_ _6"></span>dzień <span class="_ _5"></span>przygoto<span class="_ _0"></span>wania <span class="_ _6"></span>nini<span class="_ _1"></span>ejszego <span class="_ _6"></span>raportu <span class="_ _5"></span>na <span class="_ _6"></span>stronie <span class="_ _6"></span>Skanera <span class="_ _5"></span>Do<span class="_ _0"></span>brych <span class="_ _5"></span>Praktyk <span class="_ _6"></span>o<span class="_ _0"></span>z<span class="_ _5"></span><span class="ff6">nacza </span></div><div class="t m0 x1 h10 y1093 ff8 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="_ _10"></span>zgodności z <span class="_ _1"></span>DPSN <span class="_ _10"></span>2021) na <span class="_ _1"></span>poziomie <span class="_ _1"></span>95%, <span class="_ _1"></span>wobec 86% <span class="_ _10"></span>dla sekt<span class="_ _1"></span>ora Paliwa <span class="_ _10"></span>i G<span class="_ _0"></span><span class="ff6">az ora<span class="_ _1"></span>z </span></div><div class="t m0 x1 h10 y27a ff8 fs4 fc2 sc0 ls0 ws0">80% 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="ff6"> </span></div><div class="t m0 x179 h10 y1094 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h19 y1095 ff8 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 h10 y1096 ff6 fs4 fc2 sc0 ls0 ws0"> </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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">125<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h44 y237 ff7 fs5 fc5 sc0 ls11 ws0">9.2.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">OPIS SPOSOBU STOSOWANIA PRZEZ SPÓŁKĘ ZASAD ZAWARTYCH W DOB<span class="_ _1"></span>RYCH </span></span></div><div class="t m0 x84 he y1097 ff7 fs5 fc5 sc0 ls0 ws0">PRAKTYKACH 2021 </div><div class="t m0 x1 h10 y1098 ff8 fs4 fc2 sc0 ls0 ws0">Poniżej <span class="_ _14"> </span>Emitent <span class="_ _14"> </span>przedstawia <span class="_ _14"> </span>opis <span class="_ _13"> </span>stosowania <span class="_ _14"> </span>wybranych <span class="_ _14"> </span>„Dobrych <span class="_ _14"> </span>Praktyk <span class="_ _13"> </span>2021”, <span class="_ _14"> </span>co <span class="_ _13"> </span>do <span class="_ _14"> </span>których <span class="_ _14"> </span>składał <span class="_ _14"> </span>deklaracje <span class="_ _14"> </span>związaną <span class="_ _14"> </span>z<span class="_ _0"></span> <span class="_ _14"> </span>ich<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y1099 ff6 fs4 fc2 sc0 ls0 ws0">stosowaniem: </div><div class="t m0 x58 h71 y109a ff7 fs3 fc5 sc0 ls9 ws0">9.2.1.<span class="ff3 ls0"> <span class="_ _36"> </span><span class="ff5">ZAS<span class="_ _1"></span>ADY DOTYCZ<span class="_ _0"></span>ĄCE POLITYKI <span class="_ _0"></span><span class="ff7">INFORMACYJNE<span class="_ _0"></span>J I KOMUNIKACJI Z INWE<span class="_ _0"></span>STORAMI<span class="_ _0"></span> </span></span></span></div><div class="t m0 x62 hc yb1 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y109b ff8 fs4 fc2 sc0 ls0 ws0">Spółka  w<span class="_ _0"></span>ykorzystuje  różnorodne  kanały <span class="_ _14"> </span>komunikacji <span class="_ _14"> </span>z  uczestnikami  rynku <span class="_ _14"> </span>kapitałowego.  Info<span class="_ _0"></span>rmacje  dedykowane  dla <span class="_ _14"> </span>inwestorów <span class="_ _14"> </span>są </div><div class="t m0 x1 h10 y109c ff8 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="_ _10"></span>inwestorskich. Spółka utr<span class="_ _1"></span>zymuje bieżące kontakty </div><div class="t m0 x1 h10 y91c ff8 fs4 fc2 sc0 ls0 ws0">z  inwestorami  (instytucjonalnymi  i  indywidualnymi)  oraz  analitykami.  Komunikuje  się  z  nimi  podczas  konferencji  organi<span class="_ _0"></span><span class="ff6">zowanych  po </span></div><div class="t m0 x1 h10 y109d ff8 fs4 fc2 sc0 ls0 ws0">publikacji  każdego <span class="_ _12"> </span>raportu  okresowego,  spotkań  indywidualnych  organ<span class="_ _1"></span>izowanych  na  prośbę <span class="_ _12"> </span>inw<span class="_ _0"></span>estorów  i  an<span class="_ _1"></span>alityków  oraz  regularn<span class="_ _1"></span>i<span class="_ _5"></span><span class="ff6 ls10">e </span></div><div class="t m0 x1 h10 y109e ff8 fs4 fc2 sc0 ls0 ws0">organizowanych <span class="_ _23"> </span>czatów <span class="_ _15"> </span>dla <span class="_ _13"> </span>in<span class="_ _0"></span>westorów <span class="_ _23"> </span>indywidualnych. <span class="_ _23"> </span>Spółka <span class="_ _23"> </span>bierze <span class="_ _15"> </span>również <span class="_ _23"> </span>udział <span class="_ _23"> </span>w <span class="_ _15"> </span>licznych <span class="_ _23"> </span>konferencjach <span class="_ _23"> </span>bra<span class="_ _0"></span>nżowych<span class="_ _0"></span><span class="ff6"> <span class="_ _15"> </span>oraz </span></div><div class="t m0 x1 h10 y109f ff8 fs4 fc2 sc0 ls0 ws0">kierowanym <span class="_ _18"> </span>do <span class="_ _18"> </span>uczestników <span class="_ _17"> </span>rynku <span class="_ _19"> </span>kapitałowego, <span class="_ _17"> </span>podczas <span class="_ _18"> </span>których <span class="_ _18"> </span>również <span class="_ _18"> </span>prowadzi <span class="_ _17"> </span>komu<span class="_ _1"></span>nikację <span class="_ _18"> </span>z <span class="_ _18"> </span>inwestorami, <span class="_ _18"> </span>analitykami <span class="_ _17"> </span>i </div><div class="t m0 x1 h10 y10a0 ff8 fs4 fc2 sc0 ls0 ws0">dziennikarzami. <span class="_ _5"></span>Na <span class="_ _6"></span>stronie <span class="_ _5"></span>internetowej <span class="_ _6"></span>Spółki <span class="_ _5"></span>pod <span class="_ _6"></span>adresem: <span class="_ _5"></span>https://www.unimot.pl/relacje<span class="ff6">-</span>i<span class="_ _0"></span>nwestorskie/ <span class="_ _5"></span>znajdują <span class="_ _6"></span>się <span class="_ _5"></span>dane <span class="_ _6"></span>kontakto<span class="ff6">we </span></div><div class="t m0 x1 h10 y10a1 ff8 fs4 fc2 sc0 ls0 ws0">dla <span class="_ _13"> </span>inwestorów <span class="_ _23"> </span>wraz <span class="_ _23"> </span>z <span class="_ _23"> </span>dostępnymi <span class="_ _13"> </span>numerami <span class="_ _13"> </span>telefo<span class="_ _0"></span>nów <span class="_ _23"> </span>oraz <span class="_ _13"> </span>adresami <span class="_ _13"> </span>e<span class="_ _0"></span><span class="ff6">-</span>mail. <span class="_ _23"> </span>Inwestorzy <span class="_ _23"> </span>mogą <span class="_ _23"> </span>korzystać <span class="_ _23"> </span>również <span class="_ _13"> </span>z <span class="_ _23"> </span>subskrypcji </div><div class="t m0 x1 h10 y9de ff8 fs4 fc2 sc0 ls0 ws0">powiadomień o najważniejszych wydarzeniach oraz wynikach finansowych <span class="ff6">Grupy UNIMOT   (zasada 1.1.). </span></div><div class="t m0 x1 h10 y10a2 ff8 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _17"> </span>sporządza <span class="_ _17"> </span>i <span class="_ _20"> </span>publikuje <span class="_ _20"> </span>na <span class="_ _17"> </span>stronie <span class="_ _20"> </span>internetowej <span class="_ _17"> </span>Spółki <span class="_ _20"> </span>pod <span class="_ _17"> </span>adresem <span class="_ _20"> </span>https://www.unimot.pl/relacje<span class="_ _0"></span><span class="ff6">-inwestorskie/raporty-i-</span></div><div class="t m0 x1 h10 y92 ff6 fs4 fc2 sc0 ls0 ws0">strategia/raporty-<span class="ff8">okresowe <span class="_ _7"></span>w <span class="_ _7"> </span>m<span class="_ _0"></span>ożliwie <span class="_ _7"></span>najkrótszym <span class="_ _7"> </span>czasie <span class="_ _7"> </span>po <span class="_ _12"> </span>zakończeniu <span class="_ _7"></span>okresu <span class="_ _12"> </span>sprawozdawczego. <span class="_ _7"></span>W <span class="_ _7"> </span>celu <span class="_ _7"> </span>o<span class="_ _0"></span>graniczenia <span class="_ _7"></span>niepewności </span></div><div class="t m0 x1 h10 y93 ff6 fs4 fc2 sc0 ls0 ws0">inw<span class="ff8">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 h10 y10a3 ff6 fs4 fc2 sc0 ls0 ws0">finansowe (zasada 1.2.). </div><div class="t m0 x1 h10 y10a4 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _1"></span>nowej <span class="_ _10"></span>strategii <span class="_ _10"></span>b<span class="_ _0"></span>iznesowej <span class="_ _1"></span>Grupy <span class="_ _1"></span>UNIMOT <span class="_ _10"></span> <span class="ff8">, <span class="_ _10"></span>Spółka u<span class="_ _1"></span>względnia <span class="_ _10"></span>tematykę <span class="_ _1"></span>ESG, <span class="_ _10"></span>uwzględniając w <span class="_ _10"></span>niej zagad<span class="_ _1"></span>nienia <span class="_ _10"></span>środowiskowe, konkretne </span></div><div class="t m0 x1 h10 y4f2 ff8 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>pracownicze<span class="_ _5"></span><span class="ff6"> <span class="_ _0"></span>(w tym </span></div><div class="t m0 x1 h10 y10a5 ff8 fs4 fc2 sc0 ls0 ws0">dotyczące <span class="_ _5"></span>równouprawnienia <span class="_ _5"></span>płc<span class="_ _0"></span>i,<span class="ff6"> <span class="_ _6"></span></span>należytych <span class="_ _5"></span>warunków <span class="_ _5"></span>pracy, <span class="_ _6"></span>poszanowania <span class="_ _5"></span>praw <span class="_ _5"></span>pracowników, <span class="_ _6"></span>dialog<span class="_ _1"></span>u <span class="_ _5"></span>ze <span class="_ _6"></span>społecznościami <span class="_ _5"></span>lokalnymi <span class="_ _5"></span>i </div><div class="t m0 x1 h10 y10a6 ff8 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 h10 y10a7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yd35 ff8 fs4 fc2 sc0 ls0 ws0">Informacje <span class="_ _10"></span>odnośnie <span class="_ _10"></span>przyjętej s<span class="_ _1"></span>trategii <span class="_ _10"></span>obejmujące <span class="_ _10"></span>m.in.<span class="_ _0"></span> <span class="_ _10"></span>zało<span class="_ _0"></span>żenia <span class="_ _10"></span>przyjętej <span class="_ _10"></span>strategii, <span class="_ _10"></span>mierzalne <span class="_ _1"></span>cele, <span class="_ _10"></span>w <span class="_ _1"></span>tym <span class="_ _10"></span>cele <span class="_ _10"></span>długotermi<span class="_ _0"></span><span class="ff6">nowe, <span class="_ _1"></span>planowane </span></div><div class="t m0 x1 h10 y10a8 ff8 fs4 fc2 sc0 ls0 ws0">działania <span class="_ _6"></span>i <span class="_ _6"></span>postępy <span class="_ _5"></span>z<span class="_ _0"></span>amieszczane <span class="_ _6"></span>są <span class="_ _6"></span>na <span class="_ _6"></span>stroni<span class="_ _1"></span>e <span class="_ _6"></span>internetowej <span class="_ _6"></span>Spółki <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _6"></span>zakładce <span class="_ _6"></span>Relacji<span class="_ _1"></span> <span class="_ _6"></span>inwestorskich. <span class="_ _6"></span>Informacje <span class="_ _5"></span>o<span class="_ _0"></span> <span class="_ _6"></span>p<span class="_ _0"></span>ostępach <span class="_ _6"></span>w <span class="_ _6"></span>realizacji </div><div class="t m0 x1 h10 yda4 ff8 fs4 fc2 sc0 ls0 ws0">strategii <span class="_ _15"> </span>przedstawiane <span class="_ _19"> </span>są <span class="_ _15"> </span>w <span class="_ _19"> </span>raportach <span class="_ _19"> </span>rocznych <span class="_ _19"> </span>Grupy. <span class="_ _15"> </span>Stra<span class="_ _0"></span>tegia <span class="_ _15"> </span>ESG <span class="_ _19"> </span>uwzględnia <span class="_ _19"> </span>obszary <span class="_ _19"> </span>związane <span class="_ _15"> </span>ze <span class="_ _19"> </span>zmianą <span class="_ _15"> </span>kl<span class="_ _0"></span>imatu <span class="_ _15"> </span>i <span class="_ _19"> </span>ryzyk </div><div class="t m0 x1 h10 y363 ff8 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 1.<span class="_ _5"></span><span class="ff6">4.2.) </span></div><div class="t m0 x1 h10 yfc4 ff8 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _12"> </span>ujawnia <span class="_ _7"> </span>w<span class="_ _0"></span>ydatki <span class="_ _12"> </span>ponoszone <span class="_ _12"> </span>przez <span class="_ _7"> </span>nią<span class="_ _0"></span> <span class="_ _12"> </span>i <span class="_ _12"> </span>jej <span class="_ _12"> </span>grupę <span class="_ _12"> </span>na <span class="_ _12"> </span>wspieranie <span class="_ _7"> </span>k<span class="_ _0"></span>ultury, <span class="_ _12"> </span>sportu, <span class="_ _12"> </span>instytucji <span class="_ _12"> </span>charytatywnych, <span class="_ _12"> </span>mediów, <span class="_ _12"> </span>orga<span class="_ _0"></span><span class="ff6">nizacji </span></div><div class="t m0 x1 h10 y10a9 ff8 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 h10 y10aa ff8 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="_ _5"></span>wyników </div><div class="t m0 x1 h10 y10ab ff8 fs4 fc2 sc0 ls0 ws0">finansowych. <span class="_ _0"></span>Konferencje <span class="_ _0"></span>te <span class="_ _5"></span>są <span class="_ _5"></span>udostępniane <span class="_ _0"></span>online <span class="_ _5"></span>w <span class="_ _5"></span>czasie <span class="_ _5"></span>rzeczywistym <span class="_ _5"></span>wszystkim <span class="_ _0"></span>zainteresowanym. <span class="_ _5"></span>Podczas <span class="_ _5"></span>konferencji w<span class="_ _0"></span>yn<span class="_ _0"></span><span class="ff6">iko<span class="_ _0"></span>wych </span></div><div class="t m0 x1 h10 yfdd ff8 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 h10 y4fd ff8 fs4 fc2 sc0 ls0 ws0">mające <span class="_ _10"></span>wpływ <span class="_ _1"></span>na <span class="_ _10"></span>działalność <span class="_ _10"></span>Spółki <span class="_ _10"></span>i <span class="_ _10"></span>Grupy <span class="_ _1"></span>Kapitałowej <span class="_ _10"></span>UNIMOT, <span class="_ _10"></span>a <span class="_ _10"></span>także <span class="_ _1"></span>perspektywy <span class="_ _10"></span>na <span class="_ _10"></span>przyszłość. <span class="_ _1"></span>Podczas <span class="_ _10"></span>or<span class="_ _5"></span>ganizowanych <span class="_ _9"></span>spotkań Zarząd<span class="_ _10"></span> </div><div class="t m0 x1 h10 y10ac ff8 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 h10 yd24 ff8 fs4 fc2 sc0 ls0 ws0">Inwestorzy mogą ki<span class="_ _1"></span>erować swoje <span class="_ _10"></span>pytania pisemnie, tel<span class="_ _1"></span>efonicznie oraz za p<span class="_ _1"></span>omocą wiad<span class="_ _1"></span>omości e<span class="ff6">-</span>mail na adresy <span class="_ _1"></span>i nr <span class="_ _1"></span>tel., które <span class="_ _1"></span>dostępne są <span class="_ _1"></span>na </div><div class="t m0 x1 h10 y93c ff6 fs4 fc2 sc0 ls0 ws0">stronie <span class="_ _10"></span>internetowej <span class="_ _10"></span>https://ww<span class="_ _0"></span>w.unimot.pl/relacje-<span class="ff8">inwestorskie/kontakt/. <span class="_ _10"></span>Odpowiedzi <span class="_ _10"></span>są<span class="_ _0"></span> <span class="_ _10"></span>udzielane <span class="_ _1"></span>niezwłocznie, <span class="_ _10"></span>a <span class="_ _1"></span>w <span class="_ _10"></span>pr<span class="_ _0"></span>zypadku <span class="_ _10"></span>zagadnień </span></div><div class="t m0 x1 h10 y10ad ff8 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 h10 y10ae ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x58 h71 y10af ff7 fs3 fc5 sc0 ls9 ws0">9.2.2.<span class="ff3 ls0"> <span class="_ _36"> </span><span class="ff5">ZAS<span class="_ _1"></span>ADY DOTYCZ<span class="_ _0"></span>ĄCE ZARZĄD<span class="_ _0"></span>U I RADY NADZORCZE<span class="_ _0"></span>J<span class="_ _0"></span><span class="ff7"> </span></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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">126<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 fs4 fc2 sc0 ls0 ws0">Przynajmniej <span class="_ _6"></span>dwóch <span class="_ _7"> </span>członków <span class="_ _7"></span>Rady <span class="_ _6"></span>Nadzorczej <span class="_ _7"> </span>spełnia <span class="_ _6"></span>kryteria <span class="_ _7"></span>niezależności <span class="_ _6"></span>wymienione <span class="_ _7"></span>w <span class="_ _7"></span>Ustawie <span class="_ _6"></span>z <span class="_ _7"> </span>dnia <span class="_ _7"></span>11 <span class="_ _7"></span>maja <span class="_ _6"></span>2017 <span class="_ _7"></span>r. <span class="_ _7"></span>o <span class="_ _6"></span>bieg<span class="_ _0"></span>łych<span class="_ _0"></span> </div><div class="t m0 x1 h10 y12c ff8 fs4 fc2 sc0 ls0 ws0">rewidentach, <span class="_ _14"> </span>firmach <span class="_ _14"> </span>audytorskich  o<span class="_ _0"></span>raz <span class="_ _14"> </span>nadzorze <span class="_ _14"> </span>publicznym, <span class="_ _14"> </span>a <span class="_ _14"> </span>także <span class="_ _14"> </span>nie  ma <span class="_ _14"> </span>rzecz<span class="_ _0"></span>ywistych <span class="_ _14"> </span>i <span class="_ _14"> </span>istotnych <span class="_ _14"> </span>powiązań <span class="_ _14"> </span>z <span class="_ _14"> </span>akcjonariusze<span class="_ _0"></span><span class="ff6">m<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y12d ff8 fs4 fc2 sc0 ls0 ws0">posiadającym co najmniej 5% ogólnej liczby głosów w spółce (zasada 2.3.).<span class="ff6"> </span></div><div class="t m0 x1 h10 y4cc ff8 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 h10 y10b0 ff8 fs4 fc2 sc0 ls0 ws0">Z <span class="_ _6"></span>R<span class="_ _0"></span>egulaminu <span class="_ _6"></span>Zarządu <span class="_ _7"> </span>Spółki <span class="_ _7"> </span>wynika <span class="_ _7"></span>możliwość <span class="_ _7"> </span>zgło<span class="_ _0"></span>szenia <span class="_ _6"></span>do <span class="_ _7"> </span>protokołu <span class="_ _7"></span>zdania <span class="_ _6"></span>odrębnego <span class="_ _7"></span>przez <span class="_ _7"> </span>głosujących <span class="_ _7"> </span>Członków <span class="_ _7"> </span>Zarządu, <span class="_ _7"></span>zda<span class="_ _5"></span><span class="ff6">nie </span></div><div class="t m0 x1 h10 y10b1 ff8 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 h10 y5b1 ff8 fs4 fc2 sc0 ls0 ws0">Pełnienie <span class="_ _0"></span>funkcji <span class="_ _0"></span>w <span class="_ _5"></span>Zarządzie <span class="_ _0"></span>Spó<span class="_ _0"></span>łki <span class="_ _0"></span>stanowi <span class="_ _0"></span>głów<span class="_ _0"></span>ny <span class="_ _0"></span>obszar <span class="_ _0"></span>aktywności <span class="_ _0"></span>z<span class="_ _0"></span>awodowej <span class="_ _0"></span>Cz<span class="_ _0"></span>łonków <span class="_ _0"></span>Zarządu, <span class="_ _0"></span>a <span class="_ _0"></span>pełnienie <span class="_ _5"></span>przez <span class="_ _0"></span>Czło<span class="_ _0"></span>nków <span class="_ _6"></span>Zarządu </div><div class="t m0 x1 h10 y428 ff8 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="_ _10"></span>2.6. oraz 2.7.). Członkowie Rady <span class="ff6">Nadzorczej </span></div><div class="t m0 x1 h10 y4d3 ff8 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 h10 y10b2 ff8 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="_ _10"></span>środki administracyjne <span class="_ _1"></span>i finan<span class="_ _1"></span>sowe s<span class="_ _1"></span>ą delegowane <span class="_ _10"></span>a<span class="_ _0"></span>dekwatnie do <span class="_ _10"></span>jej wiel<span class="_ _0"></span>kości i <span class="_ _10"></span>sytuacji finansowej </div><div class="t m0 x1 h10 y10b3 ff8 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 h10 yec4 ff8 fs4 fc2 sc0 ls0 ws0">Raz <span class="_ _6"></span>w <span class="_ _5"></span>roku <span class="_ _5"></span>R<span class="_ _0"></span>ada <span class="_ _5"></span>Nadzorcza <span class="_ _6"></span>sporządza <span class="_ _5"></span>i <span class="_ _6"></span>przedstawia <span class="_ _5"></span>Zwyczajnemu <span class="_ _5"></span>W<span class="_ _0"></span>Z <span class="_ _5"></span>do <span class="_ _6"></span>zatwierdzenia <span class="_ _5"></span>roczne <span class="_ _6"></span>sprawozdanie, <span class="_ _5"></span>które <span class="_ _5"></span>z<span class="_ _0"></span>awiera <span class="_ _5"></span>co <span class="_ _6"></span>najmn<span class="_ _5"></span><span class="ff6">iej </span></div><div class="t m0 x1 h10 y10b4 ff8 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 x58 h71 ye95 ff7 fs3 fc5 sc0 ls9 ws0">9.2.3.<span class="ff3 ls0"> <span class="_ _36"> </span><span class="ff5">ZAS<span class="_ _1"></span>ADY DOTYCZ<span class="_ _0"></span>ĄCE SYSTEMÓW I FUN<span class="_ _0"></span>KCJI WEWNĘTRZNY<span class="_ _0"></span>CH<span class="_ _0"></span><span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 y541 ff8 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _15"> </span>utrzymuje <span class="_ _23"> </span>sk<span class="_ _0"></span>uteczne <span class="_ _15"> </span>systemy: <span class="_ _15"> </span>kontroli <span class="_ _15"> </span>wewnętrznej, <span class="_ _19"> </span>zarządzania <span class="_ _15"> </span>ryzykiem <span class="_ _15"> </span>oraz <span class="_ _15"> </span>nadzoru <span class="_ _15"> </span>zgodności <span class="_ _15"> </span>działalności <span class="_ _15"> </span>z <span class="_ _15"> </span>p<span class="_ _0"></span>rawem </div><div class="t m0 x1 h10 y1075 ff8 fs4 fc2 sc0 ls0 ws0">(compliance), a<span class="_ _1"></span> <span class="_ _1"></span>także <span class="_ _1"></span>skuteczną <span class="_ _10"></span>funkcję <span class="_ _1"></span>audytu we<span class="_ _1"></span>wnętrznego, <span class="_ _1"></span>odpowiednie<span class="_ _1"></span> d<span class="_ _1"></span>o wiel<span class="_ _1"></span>kości S<span class="_ _1"></span>półki <span class="_ _1"></span>i <span class="_ _1"></span>rodzaju <span class="_ _10"></span>o<span class="_ _0"></span>raz skali<span class="_ _1"></span> p<span class="_ _1"></span>rowadzonej<span class="_ _0"></span><span class="ff6"> </span>d<span class="_ _1"></span>ziałalności </div><div class="t m0 x1 h10 y1076 ff8 fs4 fc2 sc0 ls0 ws0">(zasada <span class="_ _14"> </span>3.1.). <span class="_ _13"> </span>W <span class="_ _14"> </span>Spółce <span class="_ _14"> </span>są <span class="_ _13"> </span>wyodrębnione <span class="_ _14"> </span>jednostki <span class="_ _14"> </span>o<span class="_ _0"></span>dpowiedzialne <span class="_ _14"> </span>za <span class="_ _13"> </span>zadania <span class="_ _14"> </span>poszczególnych <span class="_ _14"> </span>systemów <span class="_ _13"> </span>lub <span class="_ _14"> </span>funkcji <span class="_ _14"> </span>(zasada <span class="_ _13"> </span>3.2.). </div><div class="t m0 x1 h10 y10b5 ff8 fs4 fc2 sc0 ls0 ws0">Szczegółowe <span class="_ _23"> </span>informacje <span class="_ _15"> </span>o <span class="_ _15"> </span>funkcjonowaniu <span class="_ _23"> </span>powyższych <span class="_ _23"> </span>systemó<span class="_ _0"></span>w <span class="_ _23"> </span>z<span class="_ _0"></span>najdują <span class="_ _23"> </span>się <span class="_ _23"> </span>w <span class="_ _15"> </span>punkcie <span class="_ _23"> </span>9.4.1. <span class="_ _15"> </span>Oświadczenia <span class="_ _15"> </span>o <span class="_ _23"> </span>stosow<span class="_ _0"></span>aniu <span class="_ _13"> </span>ładu </div><div class="t m0 x1 h10 y4f3 ff6 fs4 fc2 sc0 ls0 ws0">korporacyjnego. </div><div class="t m0 x1 h10 y10b6 ff8 fs4 fc2 sc0 ls0 ws0">W  Spółce <span class="_ _12"> </span>powołano  audytora <span class="_ _12"> </span>wewnętrznego,  który  ki<span class="_ _1"></span>eruje <span class="_ _12"> </span>funkcją  audytu  wewnętrznego <span class="_ _12"> </span>działając  zgodnie  z <span class="_ _12"> </span>powszechnie  uznanymi </div><div class="t m0 x1 h10 y7c ff8 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 h10 y10b7 ff8 fs4 fc2 sc0 ls0 ws0">Wynagrodzenie osób <span class="_ _5"></span>odpowiedzialnych <span class="_ _0"></span>za <span class="_ _0"></span>z<span class="_ _0"></span>arządzanie <span class="_ _0"></span>ryzykiem <span class="_ _0"></span>i <span class="_ _0"></span>compliance <span class="_ _0"></span>oraz <span class="_ _5"></span>kierującego audytem <span class="_ _0"></span>wewnętrznym <span class="_ _0"></span>uzależnione <span class="_ _5"></span>jes<span class="_ _0"></span><span class="ff6">t <span class="_ _0"></span>o<span class="_ _0"></span>d </span></div><div class="t m0 x1 h10 y10b8 ff8 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="_ _5"></span>zarządzanie <span class="_ _0"></span>r<span class="_ _5"></span><span class="ff6">yzykiem <span class="_ _0"></span>i </span></div><div class="t m0 x1 h10 y10b9 ff8 fs4 fc2 sc0 ls0 ws0">compliance podlegają bezpośrednio prezesowi lub innemu<span class="_ _1"></span> członkowi zarządu (zasada 3.5.).<span class="_ _5"></span><span class="ff6">  </span></div><div class="t m0 x58 hc yd88 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y10ba ff8 fs4 fc2 sc0 ls0 ws0">Co <span class="_ _7"></span>najmniej <span class="_ _6"></span>raz <span class="_ _7"> </span>w <span class="_ _7"> </span>roku <span class="_ _7"> </span>osoba <span class="_ _7"> </span>odpowiedzialna <span class="_ _6"></span>z<span class="_ _0"></span>a <span class="_ _6"></span>au<span class="_ _0"></span>dyt <span class="_ _6"></span>w<span class="_ _0"></span>ewnętrzny <span class="_ _6"></span>przedstawia <span class="_ _7"> </span>radzie <span class="_ _7"> </span>nadzorcz<span class="_ _0"></span>ej <span class="_ _6"></span>oc<span class="_ _0"></span>enę <span class="_ _6"></span>skuteczności <span class="_ _7"></span>funkcjonowan<span class="_ _5"></span><span class="ff6">ia </span></div><div class="t m0 x1 h10 y10bb ff8 fs4 fc2 sc0 ls0 ws0">systemów  i <span class="_ _12"> </span>funkcji,  o  których <span class="_ _12"> </span>mowa  w  zasadzie <span class="_ _12"> </span>3.1,  wraz  z <span class="_ _12"> </span>odpowiednim <span class="_ _12"> </span>sprawozdaniem  (zasada  3.8.).  Komite<span class="_ _1"></span>t  Aud<span class="_ _1"></span>ytu  monitoruje </div><div class="t m0 x1 h10 y2e3 ff6 fs4 fc2 sc0 ls0 ws0">sku<span class="ff8">teczność <span class="_ _5"></span>systemu <span class="_ _5"></span>ko<span class="_ _0"></span>ntroli <span class="_ _5"></span>wew<span class="_ _0"></span>nętrznej, <span class="_ _5"></span>zarządzania <span class="_ _6"></span>ryzykiem, <span class="_ _5"></span>nadzoru <span class="_ _5"></span>zgodności <span class="_ _6"></span>działalności <span class="_ _5"></span>z <span class="_ _5"></span>prawem <span class="_ _6"></span>(compliance), <span class="_ _5"></span>funkcję <span class="_ _5"></span>au<span class="_ _5"></span></span>dytu<span class="_ _0"></span> </div><div class="t m0 x1 h10 yd05 ff8 fs4 fc2 sc0 ls0 ws0">wewnętrznego <span class="_ _5"></span>a <span class="_ _6"></span>Rada <span class="_ _6"></span>Nadzorcza <span class="_ _6"></span>dokonuje <span class="_ _5"></span>rocznej <span class="_ _6"></span>oceny <span class="_ _5"></span>skutecz<span class="_ _0"></span>ności <span class="_ _6"></span>funkcjonowania <span class="_ _5"></span>tych <span class="_ _6"></span>systemów <span class="_ _6"></span>i <span class="_ _5"></span>funkcji <span class="_ _6"></span>(zasada <span class="_ _6"></span>3.9.). <span class="_ _6"></span>Do <span class="_ _5"></span>20<span class="_ _5"></span><span class="ff6">26 <span class="_ _6"></span>r. </span></div><div class="t m0 x1 h10 y10bc ff8 fs4 fc2 sc0 ls0 ws0">Spółka planuje przeprowadzić niezależną ocenę funkcjonowania audytu wewnętrznego (zasada 3.10.).<span class="ff6"> </span></div><div class="t m0 x1 h10 yf71 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x58 h71 y10bd ff7 fs3 fc5 sc0 ls9 ws0">9.2.4.<span class="ff3 ls0"> <span class="_ _36"> </span><span class="ff7">ZASADY <span class="ff5">DOTYCZĄCE WALNEGO ZGR<span class="_ _0"></span>OMADZENIA I RELACJ<span class="_ _0"></span>I Z AKCJONARIUSZAMI<span class="_ _5"></span></span> </span></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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">127<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 fs4 fc2 sc0 ls0 ws0">Zgodnie <span class="_ _13"> </span>z <span class="_ _13"> </span>Regulaminem <span class="_ _13"> </span>Walne<span class="_ _0"></span>go <span class="_ _13"> </span>Zgromadzenia <span class="_ _13"> </span>Spółka <span class="_ _13"> </span>ustala <span class="_ _23"> </span>miejsce <span class="_ _13"> </span>i <span class="_ _13"> </span>termin, <span class="_ _23"> </span>a <span class="_ _13"> </span>także <span class="_ _13"> </span>for<span class="_ _0"></span>mę <span class="_ _13"> </span>Walnego <span class="_ _13"> </span>Zgromadzenia <span class="_ _13"> </span>w <span class="_ _23"> </span>sposób </div><div class="t m0 x1 h10 y12c ff8 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 h10 y10be ff6 fs4 fc2 sc0 ls0 ws0">S<span class="ff8">półka <span class="_ _12"> </span>zapewnia <span class="_ _12"> </span>powszechnie <span class="_ _12"> </span>dostępną <span class="_ _12"> </span>transmisję <span class="_ _12"> </span>obrad <span class="_ _12"> </span>Walnego  Zgromadzen<span class="_ _1"></span>ia <span class="_ _12"> </span>w <span class="_ _12"> </span>czasie  rzeczywistym, <span class="_ _12"> </span>a <span class="_ _12"> </span>przedstawicielom <span class="_ _12"> </span>mediów </span></div><div class="t m0 x1 h10 y4cc ff8 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 h10 y10b0 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>przypadku, <span class="_ _5"></span>gdy <span class="_ _5"></span>Walne <span class="_ _5"></span>Zgromadzenie <span class="_ _0"></span>jest <span class="_ _5"></span>zwo<span class="_ _0"></span>ływane <span class="_ _5"></span>przez <span class="_ _5"></span>podmiot <span class="_ _5"></span>lub <span class="_ _5"></span>organ <span class="_ _5"></span>inny <span class="_ _5"></span>niż <span class="_ _5"></span>Zarząd <span class="_ _5"></span>na <span class="_ _5"></span>podstawie <span class="_ _5"></span>przepisów <span class="_ _5"></span>Kodeksu <span class="_ _5"></span>spó<span class="_ _5"></span>łek </div><div class="t m0 x1 h10 y10b1 ff8 fs4 fc2 sc0 ls0 ws0">handlowych, <span class="_ _6"></span>Zarząd <span class="_ _7"> </span>dokonuje <span class="_ _7"> </span>w<span class="_ _0"></span>szelkich <span class="_ _6"></span>wymaganych <span class="_ _7"> </span>czynności <span class="_ _12"> </span>w <span class="_ _6"></span>celu <span class="_ _7"></span>zwołania, <span class="_ _7"> </span>organizacji <span class="_ _7"></span>i <span class="_ _7"></span>przeprowadzenia <span class="_ _6"></span>Walne<span class="_ _0"></span>go <span class="_ _6"></span>Zgroma<span class="_ _0"></span>dzeni<span class="_ _5"></span><span class="ff6 lsa">a </span></div><div class="t m0 x1 h10 y10bf ff6 fs4 fc2 sc0 ls0 ws0">(zasada 4.5.). </div><div class="t m0 x1 h10 y428 ff8 fs4 fc2 sc0 ls0 ws0">Projekty <span class="_ _6"></span>uchwał <span class="_ _6"></span>Walnego <span class="_ _6"></span>Zgromadzenia <span class="_ _5"></span>dotycz<span class="_ _0"></span>ące <span class="_ _6"></span>spraw <span class="_ _6"></span>i <span class="_ _6"></span>rozstrzygnięć <span class="_ _5"></span>innyc<span class="_ _0"></span>h <span class="_ _6"></span>niż <span class="_ _6"></span>o <span class="_ _6"></span>charakterze <span class="_ _6"></span>porządkowym <span class="_ _6"></span>zawierają <span class="_ _6"></span>uzasadni<span class="_ _1"></span>e<span class="_ _0"></span><span class="ff6">n<span class="_ _0"></span>ie, </span></div><div class="t m0 x1 h10 y4d3 ff8 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 h10 y3fd ff8 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 h10 y10c0 ff8 fs4 fc2 sc0 ls0 ws0">Akcjonariusze <span class="_ _10"></span>powinni <span class="_ _1"></span>zgłosić <span class="_ _1"></span>projekty <span class="_ _10"></span>uchwał<span class="_ _0"></span> <span class="_ _10"></span>W<span class="_ _0"></span>alnego <span class="_ _10"></span>Z<span class="_ _0"></span>gromadzenia <span class="_ _1"></span>do <span class="_ _10"></span>spraw wprowadzonych <span class="_ _10"></span>do porządku<span class="_ _1"></span> <span class="_ _10"></span>o<span class="_ _0"></span>brad <span class="_ _10"></span>Wal<span class="_ _0"></span>nego <span class="_ _10"></span>Z<span class="_ _0"></span>gromadze<span class="_ _0"></span><span class="ff6">nia </span></div><div class="t m0 x1 h10 y10c1 ff8 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 h10 y10c2 ff8 fs4 fc2 sc0 ls0 ws0">Akcjonariusze <span class="_ _0"></span>zamierzający <span class="_ _6"></span>zgłosić <span class="_ _5"></span>kandydatów <span class="_ _5"></span>na <span class="_ _5"></span>członków <span class="_ _6"></span>Rad<span class="_ _1"></span>y <span class="_ _5"></span>Nadzorczej <span class="_ _5"></span>powinni <span class="_ _5"></span>udostępnić <span class="_ _6"></span>Sp<span class="_ _1"></span>ółce <span class="_ _5"></span>uzasadnienia <span class="_ _5"></span>kandydatur <span class="_ _5"></span>w<span class="_ _6"></span><span class="ff6">raz <span class="_ _5"></span>z </span></div><div class="t m0 x1 h10 y10c3 ff8 fs4 fc2 sc0 ls0 ws0">życiorysami <span class="_ _6"></span>zawodowymi <span class="_ _7"></span>kandydatów <span class="_ _6"></span>i <span class="_ _6"></span>kompletem <span class="_ _6"></span>materiałó<span class="_ _0"></span>w <span class="_ _6"></span>ich <span class="_ _6"></span>dotyczącyc<span class="_ _0"></span>h <span class="_ _6"></span>w <span class="_ _6"></span>terminie <span class="_ _6"></span>umo<span class="_ _0"></span>żliwiającym <span class="_ _6"></span>pozostałym <span class="_ _7"></span>akcjonariuszom </div><div class="t m0 x1 h10 y8fc ff8 fs4 fc2 sc0 ls0 ws0">zapoznanie <span class="_ _12"> </span>się <span class="_ _7"> </span>z <span class="_ _12"> </span>nimi <span class="_ _12"> </span>przed <span class="_ _12"> </span>odbyciem <span class="_ _12"> </span>się <span class="_ _7"> </span>Waln<span class="_ _0"></span>ego <span class="_ _12"> </span>Zgromadzenia <span class="_ _12"> </span>oraz <span class="_ _12"> </span>podjęcie <span class="_ _7"> </span>decyzji <span class="_ _12"> </span>w <span class="_ _12"> </span>sprawie <span class="_ _12"> </span>wyboru <span class="_ _12"> </span>członka <span class="_ _12"> </span>Rady <span class="_ _7"> </span>Nadzorcz<span class="_ _0"></span>ej  <span class="ff6 ls22">z </span></div><div class="t m0 x1 h10 yef5 ff8 fs4 fc2 sc0 ls0 ws0">należytym  rozeznanie<span class="_ _1"></span>m,  lecz  n<span class="_ _1"></span>ie <span class="_ _12"> </span>później  niż  n<span class="_ _1"></span>a  3  d<span class="_ _1"></span>ni  przed<span class="_ _1"></span>  W<span class="_ _1"></span>alnym  Zgromadzen<span class="_ _1"></span>iem.  Informacje <span class="_ _12"> </span>otrzymane  od  akcjonariu<span class="_ _1"></span>szy  Spółka<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y10c4 ff6 fs4 fc2 sc0 ls0 ws0">nie<span class="ff8">zwłocznie  udostępnia <span class="_ _14"> </span>pozostałym <span class="_ _14"> </span>akcjonariuszom <span class="_ _14"> </span>w <span class="_ _14"> </span>trybie  określonym <span class="_ _14"> </span>w  o<span class="_ _0"></span>głoszeniu  o <span class="_ _14"> </span>Walnym <span class="_ _14"> </span>Zgromadzeniu  dla <span class="_ _14"> </span>udostępniania </span></div><div class="t m0 x1 h10 y10c5 ff8 fs4 fc2 sc0 ls0 ws0">dokumentacji <span class="_ _10"></span>i projekt<span class="_ _1"></span>ów <span class="_ _1"></span>uchwał, <span class="_ _1"></span>które <span class="_ _10"></span>mają być <span class="_ _10"></span>przedstawione <span class="_ _10"></span>W<span class="_ _0"></span>alnemu <span class="_ _10"></span>Zgromadzeniu. Akcjonariusz <span class="_ _10"></span>zgłaszający kan<span class="_ _1"></span>dydatów <span class="_ _10"></span>na cz<span class="_ _0"></span>łonków </div><div class="t m0 x1 h10 y10c6 ff6 fs4 fc2 sc0 ls0 ws0">Rady <span class="_ _12"> </span><span class="ff8">Nadzorczej <span class="_ _7"></span>składa <span class="_ _12"> </span>Spółce, <span class="_ _7"> </span>wraz <span class="_ _12"> </span>z <span class="_ _12"> </span>uzasadnie<span class="_ _1"></span>niem <span class="_ _7"> </span>kan<span class="_ _0"></span>dydatury, <span class="_ _7"> </span>o<span class="_ _0"></span>świadczenie <span class="_ _7"></span>kandydata <span class="_ _12"> </span>o <span class="_ _12"> </span>spełnianiu <span class="_ _7"></span>lub <span class="_ _12"> </span>niespełnianiu <span class="_ _7"> </span>przez <span class="_ _12"> </span>tego </span></div><div class="t m0 x1 h10 y10c7 ff8 fs4 fc2 sc0 ls0 ws0">kandydata <span class="_ _6"></span>kryteriów <span class="_ _7"> </span>niezależności <span class="_ _7"> </span>wymienionych <span class="_ _7"></span>w <span class="_ _7"></span>Ustawie <span class="_ _7"></span>z <span class="_ _7"></span>dnia <span class="_ _7"></span>11 <span class="_ _7"></span>maja <span class="_ _7"></span>2017 <span class="_ _7"></span>r. <span class="_ _6"></span>o<span class="_ _0"></span> <span class="_ _7"></span>biegłych <span class="_ _7"></span>rewidentach, <span class="_ _6"></span>firmach <span class="_ _7"> </span>audytorskic<span class="_ _0"></span>h <span class="_ _12"> </span><span class="ff6">oraz </span></div><div class="t m0 x1 h10 y9e2 ff8 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 h10 y578 ff8 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 h10 y10c8 ff8 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 h10 ye03 ff8 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 h10 y924 ff8 fs4 fc2 sc0 ls0 ws0">granicach <span class="_ _7"> </span>swo<span class="_ _0"></span>ich <span class="_ _7"> </span>ko<span class="_ _0"></span>mpetencji <span class="_ _7"> </span>i <span class="_ _12"> </span>w <span class="_ _12"> </span>zakresie <span class="_ _7"> </span>niezbędnym <span class="_ _12"> </span>dla <span class="_ _12"> </span>oceny <span class="_ _7"></span>sprawy <span class="_ _12"> </span>objętej <span class="_ _7"> </span>porzą<span class="_ _0"></span>dkiem <span class="_ _7"> </span>o<span class="_ _0"></span>brad <span class="_ _7"> </span>Walnego <span class="_ _12"> </span>Zgromadzenia, <span class="_ _12"> </span>udzielaj<span class="_ _0"></span><span class="ls3b">ą </span></div><div class="t m0 x1 h10 y10c9 ff8 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="_ _5"></span><span class="ff6">romadzenia </span></div><div class="t m0 x1 h10 y10ca ff8 fs4 fc2 sc0 ls0 ws0">wyniki <span class="_ _12"> </span>finansowe  Spółki <span class="_ _12"> </span>oraz  inne <span class="_ _12"> </span>istotne  informacje <span class="_ _12"> </span>zawarte  w <span class="_ _12"> </span>sprawozdaniu <span class="_ _12"> </span>finansowym  podlegającym  zatwierd<span class="_ _1"></span>zeniu <span class="_ _12"> </span>przez  Walne<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 ye9c ff6 fs4 fc2 sc0 ls0 ws0">Zgromadzenie (zasada 4.11.). </div><div class="t m0 x1 h10 y10cb ff8 fs4 fc2 sc0 ls0 ws0">Uchwała <span class="_ _6"></span>Walnego <span class="_ _6"></span>Zgromadzenia <span class="_ _7"></span>w <span class="_ _6"></span>sprawie <span class="_ _7"></span>emisji <span class="_ _6"></span>akcji <span class="_ _7"></span>z <span class="_ _7"></span>prawem <span class="_ _6"></span>poboru, <span class="_ _7"></span>precyzuje <span class="_ _6"></span>ce<span class="_ _0"></span>nę <span class="_ _6"></span>emisyjną <span class="_ _6"></span>albo <span class="_ _7"></span>mechanizm <span class="_ _6"></span>jej<span class="_ _0"></span> <span class="_ _6"></span>ustalenia, <span class="_ _7"></span>bą<span class="_ _5"></span>dź </div><div class="t m0 x1 h10 y10cc ff8 fs4 fc2 sc0 ls0 ws0">zobowiązuje <span class="_ _14"> </span>organ  do <span class="_ _14"> </span>tego  up<span class="_ _0"></span>oważniony <span class="_ _14"> </span>do  ustalenia  jej <span class="_ _14"> </span>prz<span class="_ _0"></span>ed  d<span class="_ _0"></span>niem  prawa <span class="_ _14"> </span>poboru, <span class="_ _14"> </span>w <span class="_ _14"> </span>terminie<span class="_ _1"></span> <span class="_ _14"> </span>umożliwiającym <span class="_ _14"> </span>podjęcie  decyzji </div><div class="t m0 x1 h10 y10cd ff6 fs4 fc2 sc0 ls0 ws0">inwe<span class="ff8">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="_ _5"></span></span>cji </div><div class="t m0 x1 h10 y395 ff6 fs4 fc2 sc0 ls0 ws0">z prawem poboru (zasada 4.12.). </div><div class="t m0 x1 h10 y72d ff8 fs4 fc2 sc0 ls0 ws0">Uchwała <span class="_ _5"></span>o <span class="_ _6"></span>n<span class="_ _10"></span>o<span class="_ _0"></span>wej <span class="_ _5"></span>emisji <span class="_ _5"></span>akcji <span class="_ _5"></span>z <span class="_ _5"></span>wyłącz<span class="_ _0"></span>eniem <span class="_ _0"></span>prawa <span class="_ _6"></span>poboru, <span class="_ _0"></span>która <span class="_ _5"></span>jednocześnie <span class="_ _5"></span>przyznaje <span class="_ _5"></span>prawo <span class="_ _5"></span>pierwszeństwa <span class="_ _5"></span>objęcia <span class="_ _5"></span>akcji <span class="_ _6"></span>nowej<span class="_ _0"></span><span class="ff6"> <span class="_ _5"></span>emisji </span></div><div class="t m0 x1 h10 ydf2 ff8 fs4 fc2 sc0 ls0 ws0">wybranym  akcjonarius<span class="_ _1"></span>zom  lub <span class="_ _12"> </span>innym  podmiotom,  może <span class="_ _12"> </span>być  podjęta,  jeżeli<span class="_ _1"></span>  spełni<span class="_ _1"></span>one  są <span class="_ _12"> </span>co  najmniej  poniższe<span class="_ _1"></span>  przesłanki: <span class="_ _12"> </span>Spół<span class="_ _0"></span>ka <span class="_ _14"> </span><span class="ff6">ma </span></div><div class="t m0 x1 h10 y418 ff8 fs4 fc2 sc0 ls0 ws0">racjonalną, <span class="_ _6"></span>uzasadnioną <span class="_ _6"></span>gospodarczo <span class="_ _6"></span>potrzebę <span class="_ _6"></span>pilnego <span class="_ _6"></span>pozyskania <span class="_ _6"></span>kapitału <span class="_ _5"></span>l<span class="_ _0"></span>ub <span class="_ _6"></span>emisja <span class="_ _6"></span>akcji <span class="_ _6"></span>związana <span class="_ _6"></span>jest <span class="_ _6"></span>z <span class="_ _6"></span>racjonalnymi, <span class="_ _6"></span>uzasa<span class="_ _5"></span><span class="ff6">dnionymi </span></div><div class="t m0 x1 h10 y60 ff8 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="_ _10"></span>mają zostać obj<span class="_ _0"></span>ęte w <span class="_ _1"></span>ramach prz<span class="_ _1"></span>yjętego </div><div class="t m0 x1 h10 y10ce ff8 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="_ _5"></span><span class="ff6">ych </span></div><div class="t m0 x1 h10 y652 ff8 fs4 fc2 sc0 ls0 ws0">kryteriów <span class="_ _5"></span>ogólnych, <span class="_ _5"></span>cena <span class="_ _5"></span>objęcia <span class="_ _5"></span>akcji <span class="_ _5"></span>będzie <span class="_ _5"></span>pozostawać <span class="_ _6"></span>w <span class="_ _0"></span>racjonalnej <span class="_ _5"></span>relacji <span class="_ _5"></span>do <span class="_ _6"></span>bie<span class="_ _1"></span>żących <span class="_ _5"></span>notowań <span class="_ _5"></span>akc<span class="_ _5"></span>ji <span class="_ _6"></span>Sp<span class="_ _1"></span>ółki <span class="_ _5"></span>lub <span class="_ _5"></span>zostanie <span class="_ _5"></span>ustalona <span class="_ _5"></span>w<span class="_ _0"></span> </div><div class="t m0 x1 h10 y10cf ff8 fs4 fc2 sc0 ls0 ws0">wyniku <span class="_ _10"></span>rynkowego <span class="_ _10"></span>procesu <span class="_ _1"></span>budowania <span class="_ _10"></span>księgi <span class="_ _1"></span>popytu. <span class="_ _10"></span>Od <span class="_ _10"></span>dnia we<span class="_ _1"></span>jścia <span class="_ _10"></span>w<span class="_ _0"></span> <span class="_ _10"></span>życie <span class="_ _10"></span>Do<span class="_ _0"></span>brych <span class="_ _10"></span>Praktyk <span class="_ _10"></span>2021 n<span class="_ _1"></span>ie <span class="_ _10"></span>były <span class="_ _1"></span>podejmowane <span class="_ _10"></span>uchwały <span class="_ _1"></span>W<span class="_ _0"></span><span class="ff6">alnego </span></div><div class="t m0 x1 h10 yce3 ff8 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 h10 y10d0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y10d1 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y10d2 ff6 fs4 fc2 sc0 ls0 ws0"> </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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">128<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x58 h71 y4e5 ff7 fs3 fc5 sc0 ls9 ws0">9.2.5.<span class="ff3 ls0"> <span class="_ _36"> </span><span class="ff5">ZAS<span class="_ _1"></span>ADY DOTYCZ<span class="_ _0"></span>ĄCE KONFLIKTU INTERE<span class="_ _0"></span>SÓW I TRANSA<span class="_ _0"></span>KCJI Z PODMIOT<span class="_ _0"></span>AMI POWIĄZAN<span class="_ _0"></span>YMI<span class="_ _0"></span><span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 y10d3 ff6 fs4 fc2 sc0 ls0 ws0">Zgodnie <span class="ff8">z<span class="_ _0"></span> <span class="_ _0"></span>Regulaminem <span class="_ _0"></span>identyfikacji, <span class="_ _5"></span>zarządzania <span class="_ _0"></span>i <span class="_ _0"></span>zapobiegania <span class="_ _0"></span>Konfliktom <span class="_ _0"></span>Interesów <span class="_ _0"></span>Czło<span class="_ _0"></span>nków <span class="_ _0"></span>Organów <span class="_ _0"></span>Członkowie <span class="_ _0"></span>Organów <span class="_ _0"></span>informują </span></div><div class="t m0 x1 h10 y10d4 ff8 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 h10 y10d5 ff8 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 h10 yd7b ff8 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="_ _5"></span><span class="ff6"> <span class="_ _0"></span>stoi w </span></div><div class="t m0 x1 h10 y10d6 ff8 fs4 fc2 sc0 ls0 ws0">sprzeczności <span class="_ _6"></span>z <span class="_ _5"></span>interesem <span class="_ _6"></span>Spółki, <span class="_ _6"></span>powinien <span class="_ _6"></span>zażądać <span class="_ _6"></span>zamieszczenia <span class="_ _5"></span>w <span class="_ _6"></span>protokole <span class="_ _6"></span>posiedzenia <span class="_ _5"></span>Zarządu <span class="_ _6"></span>jego <span class="_ _6"></span>zdania <span class="_ _6"></span>odrębnego <span class="_ _5"></span>w <span class="_ _6"></span>tej<span class="_ _5"></span><span class="ff6"> <span class="_ _6"></span>sprawie </span></div><div class="t m0 x1 h10 y15 ff6 fs4 fc2 sc0 ls0 ws0">(zasada 5.2.). </div><div class="t m0 x1 h10 y10d7 ff8 fs4 fc2 sc0 ls0 ws0">Zgodnie <span class="_ _6"></span>z <span class="_ _12"> </span>procedurami <span class="_ _6"></span>w<span class="_ _0"></span>drożonymi <span class="_ _7"> </span>w <span class="_ _12"> </span>Spółce <span class="_ _6"></span>żaden <span class="_ _7"></span>akcjonariusz <span class="_ _7"> </span>nie <span class="_ _7"> </span>jest <span class="_ _7"> </span>uprzywilejowany <span class="_ _12"> </span>w <span class="_ _7"></span>stosunku <span class="_ _6"></span>do <span class="_ _12"> </span>pozostałych <span class="_ _7"></span>akcjonariuszy<span class="_ _0"></span><span class="ff6"> <span class="_ _12"> </span><span class="lse">w </span></span></div><div class="t m0 x1 h10 y10d8 ff8 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 h10 y10d9 ff6 fs4 fc2 sc0 ls0 ws0">grupy (zasada 5.3.). </div><div class="t m0 x1 h10 y10da ff8 fs4 fc2 sc0 ls0 ws0">Uchwała  Walnego <span class="_ _12"> </span>Zgromadzenia  upoważniająca  Zarząd  Sp<span class="_ _1"></span>ółki  do  podjęcia <span class="_ _12"> </span>działań  zmierzających  do  nab<span class="_ _1"></span>ycia  akcji,  które<span class="_ _1"></span>  mają  zosta<span class="_ _0"></span><span class="ls2c">ć </span></div><div class="t m0 x1 h10 y971 ff8 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 h10 ya67 ff8 fs4 fc2 sc0 ls0 ws0">W  p<span class="_ _1"></span>rzypadku  gdy <span class="_ _12"> </span>transakcja  Spółki <span class="_ _12"> </span>z  podmiotem <span class="_ _12"> </span>powiązanym  wymaga  zgody <span class="_ _12"> </span>Rady  N<span class="_ _1"></span>adzorczej,  przed <span class="_ _12"> </span>podjęciem  uchwały <span class="_ _12"> </span>w  sprawie </div><div class="t m0 x1 h10 y10db ff8 fs4 fc2 sc0 ls0 ws0">wyrażenia <span class="_ _15"> </span>zgody <span class="_ _19"> </span>Rada <span class="_ _15"> </span>Nadzo<span class="_ _0"></span>rcza <span class="_ _15"> </span>o<span class="_ _0"></span>cenia <span class="_ _15"> </span>czy <span class="_ _19"> </span>istnieje <span class="_ _15"> </span>konieczność <span class="_ _19"> </span>uprzedniego <span class="_ _15"> </span>zasięgnięcia <span class="_ _19"> </span>opinii <span class="_ _19"> </span>podmiotu <span class="_ _15"> </span>zewnętrznego<span class="_ _0"></span>, <span class="_ _15"> </span>który </div><div class="t m0 x1 h10 y63a ff6 fs4 fc2 sc0 ls0 ws0">przeprowadz<span class="ff8">i wycenę transakcji oraz analizę jej skutków ekonomicznych (zasada 5.5.). </span> </div><div class="t m0 x1 h10 y10dc ff8 fs4 fc2 sc0 ls0 ws0">Natomiast <span class="_ _6"></span>jeżeli <span class="_ _6"></span>zawarcie <span class="_ _6"></span>transakcji <span class="_ _7"></span>z <span class="_ _6"></span>podmiotem <span class="_ _7"></span>powiązanym <span class="_ _6"></span>wymaga <span class="_ _6"></span>zgody <span class="_ _7"></span>Walnego <span class="_ _6"></span>Zgromadzenia, <span class="_ _6"></span>Rada <span class="_ _6"></span>sporządza <span class="_ _6"></span>o<span class="_ _0"></span>pinię <span class="_ _6"></span>na <span class="_ _6"></span>temat<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y10dd ff8 fs4 fc2 sc0 ls0 ws0">zasadności <span class="_ _6"></span>zawarcia <span class="_ _5"></span>takiej <span class="_ _6"></span>transakcji <span class="_ _6"></span>i <span class="_ _6"></span>ocenia <span class="_ _5"></span>w <span class="_ _6"></span>takim <span class="_ _6"></span>przypadku <span class="_ _6"></span>konieczność <span class="_ _6"></span>uprzedniego <span class="_ _5"></span>zasięgnięcia <span class="_ _6"></span>opinii <span class="_ _6"></span>podmiotu <span class="_ _6"></span>zewnętr<span class="_ _0"></span><span class="ff6">znego, <span class="_ _6"></span>o </span></div><div class="t m0 x1 h10 y1d5 ff8 fs4 fc2 sc0 ls0 ws0">której mowa w zdaniu poprzednim (zasada 5.6.).<span class="ff6"> </span></div><div class="t m0 x1 h10 y59c ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>przypadku, <span class="_ _0"></span>gdy <span class="_ _0"></span>decyzję <span class="_ _5"></span>w <span class="_ _0"></span>sprawie <span class="_ _0"></span>zawarcia <span class="_ _5"></span>przez <span class="_ _0"></span>Spółkę <span class="_ _0"></span>istotnej <span class="_ _0"></span>transakcji <span class="_ _0"></span>z <span class="_ _5"></span>podmiotem <span class="_ _0"></span>powiązanym <span class="_ _0"></span>podejmuje <span class="_ _0"></span>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 h10 y10de ff8 fs4 fc2 sc0 ls0 ws0">przed <span class="_ _0"></span>podjęciem <span class="_ _0"></span>takiej <span class="_ _5"></span>decyzji <span class="_ _5"></span>Spółka <span class="_ _0"></span>zapewnia <span class="_ _0"></span>w<span class="_ _0"></span>szystkim <span class="_ _0"></span>akcjonariuszom <span class="_ _0"></span>dostę<span class="_ _0"></span>p <span class="_ _0"></span>do <span class="_ _5"></span>informacji <span class="_ _0"></span>niezbędnych <span class="_ _0"></span>do <span class="_ _5"></span>dokonania <span class="_ _0"></span>oceny<span class="_ _0"></span> <span class="_ _0"></span>w<span class="_ _6"></span><span class="ff6">p</span>ływu<span class="_ _1"></span> </div><div class="t m0 x1 h10 y10df ff8 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 h10 y40a ff8 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> <span class="ff6">Ustawy z dnia<span class="_ _1"></span> </span></div><div class="t m0 x1 h10 y1a8 ff8 fs4 fc2 sc0 ls0 ws0">29 <span class="_ _6"></span>lipca <span class="_ _6"></span>2005 <span class="_ _6"></span>r. <span class="_ _5"></span>o<span class="_ _0"></span> <span class="_ _6"></span>ofercie <span class="_ _6"></span>pu<span class="_ _1"></span>blicznej <span class="_ _6"></span>i <span class="_ _6"></span>warunkach <span class="_ _6"></span>wprowadzania <span class="_ _5"></span>instrumentów <span class="_ _6"></span>finansowych <span class="_ _6"></span>do <span class="_ _6"></span>zorganizowanego <span class="_ _6"></span>systemu<span class="_ _1"></span> <span class="_ _6"></span>obrotu <span class="_ _6"></span>ora<span class="_ _5"></span><span class="ff6">z <span class="_ _6"></span>o </span></div><div class="t m0 x1 h10 ydeb ff8 fs4 fc2 sc0 ls0 ws0">spółkach publicznych<span class="ff6"> </span></div><div class="t m0 x58 h71 yb09 ff7 fs3 fc5 sc0 ls9 ws0">9.2.6.<span class="ff3 ls0"> <span class="_ _36"> </span><span class="ff5">ZAS<span class="_ _1"></span>ADY DOTYCZ<span class="_ _0"></span>ĄCE WYNAG<span class="_ _0"></span>RODZEŃ<span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 y10ba ff6 fs4 fc2 sc0 lsf ws0">W <span class="ff8 ls0">spółce wynagrodzen<span class="_ _1"></span>ie Członków Zarządu i Rady Nadzorczej ora<span class="_ _1"></span>z kluczowych men<span class="_ _1"></span>edżerów jest wystarczające dla pozyskania, utrzy<span class="_ _1"></span>ma<span class="_ _0"></span><span class="ff6">nia i </span></span></div><div class="t m0 x1 h10 y10bb ff8 fs4 fc2 sc0 ls0 ws0">motywacji osób o kompete<span class="_ _1"></span>ncjach niezbędnych dla właściwego kierowania Spółką i sp<span class="_ _1"></span>rawowania nad nią nadzoru. Wysokość <span class="_ _1"></span>wynagrodzenia </div><div class="t m0 x1 h10 y2e3 ff8 fs4 fc2 sc0 ls0 ws0">jest <span class="_ _12"> </span>adekwatna <span class="_ _7"> </span>do <span class="_ _12"> </span>zadań<span class="_ _0"></span> <span class="_ _12"> </span>i <span class="_ _12"> </span>obowiązków <span class="_ _12"> </span>wykonywanych <span class="_ _12"> </span>przez <span class="_ _12"> </span>poszczególne <span class="_ _7"> </span>o<span class="_ _0"></span>soby <span class="_ _12"> </span>i <span class="_ _7"> </span>z<span class="_ _0"></span>wiązanej <span class="_ _12"> </span>z <span class="_ _12"> </span>tym <span class="_ _12"> </span>odpowiedzialnością <span class="_ _12"> </span>(zasada <span class="_ _12"> </span>6.1.)<span class="_ _0"></span><span class="ff6 ls5">. </span></div><div class="t m0 x1 h10 y10e0 ff8 fs4 fc2 sc0 ls0 ws0">Wysokość wynagrodzenia Członków Rady Nadzorczej nie jest uzależniona od krótkoterminowych wyników Spółki<span class="ff6"> </span></div><div class="t m0 x3c h44 y984 ff7 fs5 fc5 sc0 ls11 ws0">9.3.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">WSKAZANIE, W JAKIM ZAKRESIE EMITENT ODST<span class="_ _1"></span>ĄPIŁ OD POSTANOWIEŃ ZBIORU ZASAD </span></span></div><div class="t m0 x84 he y526 ff5 fs5 fc5 sc0 ls0 ws0">ŁADU KORPORACYJNEGO WRAZ Z WYJAŚNIENIEM  <span class="ff7"> </span></div><div class="t m0 x1 h10 yf8c ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>zakresie <span class="_ _5"></span>&quot;Dobrych <span class="_ _5"></span>Praktyk <span class="_ _5"></span>2021&quot;, <span class="_ _6"></span>Emitent <span class="_ _0"></span>złożył<span class="_ _0"></span> <span class="_ _5"></span>oświadczenie <span class="_ _0"></span>o<span class="_ _0"></span> <span class="_ _5"></span>niestosowaniu <span class="_ _0"></span>trzech<span class="_ _0"></span> <span class="_ _5"></span>zasad. <span class="_ _5"></span>Poniżej <span class="_ _5"></span>z<span class="_ _0"></span>aprezentowano <span class="_ _5"></span>te <span class="_ _5"></span>zasady<span class="_ _5"></span><span class="ff6"> <span class="_ _5"></span>w<span class="_ _0"></span>raz <span class="_ _5"></span>z </span></div><div class="t m0 x1 h10 y10e1 ff8 fs4 fc2 sc0 ls0 ws0">wyjaśnieniem przyczyn dokonania odstępstwa od stosowania tych zasad. <span class="ff6"> </span></div><div class="t m0 x1 h102 yd09 ff12 fs4 fc2 sc0 ls0 ws0">Zasada <span class="_ _6"></span>2.1. <span class="_ _6"> </span>- <span class="_ _6"> </span><span class="ff11">Spółka <span class="_ _6"> </span>powinna <span class="_ _6"> </span>posiadać <span class="_ _6"></span>politykę <span class="_ _6"></span>różnorodności <span class="_ _6"></span>wobec <span class="_ _6"></span>zarządu <span class="_ _6"></span>oraz <span class="_ _6"></span>rady <span class="_ _6"></span>nadzorczej, <span class="_ _6"></span>przyjętą <span class="_ _6"></span>odpowiednio <span class="_ _6"></span>przez <span class="_ _6"></span>radę </span></div><div class="t m0 x1 h102 y10e2 ff11 fs4 fc2 sc0 ls0 ws0">nadzorczą <span class="_ _10"></span>lub <span class="_ _10"></span>wa<span class="_ _0"></span>lne <span class="_ _10"></span>zgromadzenie. <span class="_ _10"></span>Polityka <span class="_ _10"></span>różno<span class="_ _0"></span>rodności <span class="_ _10"></span>określa <span class="_ _10"></span>ce<span class="_ _0"></span>le <span class="_ _10"></span>i <span class="_ _10"></span>kryteria <span class="_ _10"></span>różno<span class="_ _0"></span>rodności <span class="_ _10"></span>m.in. <span class="_ _10"></span>w <span class="_ _10"></span>ta<span class="_ _0"></span>kich <span class="_ _10"></span>obszarach <span class="_ _1"></span>jak <span class="_ _10"></span>p<span class="_ _5"></span><span class="ls23">łe</span>ć, <span class="_ _10"></span>kierunek </div><div class="t m0 x1 h102 y46c ff11 fs4 fc2 sc0 ls0 ws0">wykształcenia, <span class="_ _5"></span>specjalistyczna <span class="_ _5"></span>wiedza, <span class="_ _5"></span>wiek <span class="_ _5"></span>oraz <span class="_ _5"></span>doświadczenie <span class="_ _0"></span>za<span class="_ _0"></span>wodowe, <span class="_ _5"></span>a <span class="_ _5"></span>także <span class="_ _5"></span>wskazuje <span class="_ _5"></span>termin <span class="_ _5"></span>i <span class="_ _5"></span>sposób <span class="_ _5"></span>monitorowania <span class="_ _5"></span>reali<span class="_ _5"></span><span class="ff12">zacji </span></div><div class="t m0 x1 h102 y10e3 ff11 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 ud<span class="_ _0"></span>ział mniejszości <span class="_ _1"></span>w </div><div class="t m0 x1 h102 y5e8 ff11 fs4 fc2 sc0 ls0 ws0">danym organie na poziomie nie niższym niż 30%.<span class="ff12"> </span></div><div class="t m0 x1 h10 y10e4 ff8 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _6"></span>nie <span class="_ _6"></span>posiada <span class="_ _6"></span>formalnie <span class="_ _6"></span>przyjętej <span class="_ _6"></span>polityki <span class="_ _6"></span>różnorodności <span class="_ _6"></span>wobec <span class="_ _6"></span>zarządu <span class="_ _6"></span>oraz <span class="_ _6"></span>rady <span class="_ _6"></span>nadzorczej <span class="_ _6"></span>co <span class="_ _6"></span>uniemożliwia <span class="_ _6"></span>formalne <span class="_ _6"></span>okr<span class="_ _5"></span>eślenie: </div><div class="t m0 x1 h10 y50c ff8 fs4 fc2 sc0 ls0 ws0">celów, kryteriów oraz terminu i sposobu<span class="_ _1"></span> monitorowania realizacji celów.<span class="ff6"> </span></div><div class="t m0 x1 h10 y447 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y33d ff8 fs4 fc2 sc0 ls0 ws0">Mimo <span class="_ _6"></span>braku <span class="_ _6"></span>formalnej <span class="_ _7"></span>polityki <span class="_ _6"></span>różnoro<span class="_ _0"></span>dności, <span class="_ _6"></span>Spółka <span class="_ _6"></span>dąży <span class="_ _7"></span>do <span class="_ _6"></span>utrzymania <span class="_ _6"></span>zróż<span class="_ _0"></span>nicowanego <span class="_ _6"></span>składu <span class="_ _6"></span>organów <span class="_ _7"></span>w <span class="_ _6"></span>sposób <span class="_ _6"></span>uwzględniający <span class="_ _12"> </span><span class="ff6">jej </span></div><div class="t m0 x1 h10 yd5e ff8 fs4 fc2 sc0 ls0 ws0">potrzeby i specyfikę działalności.<span class="ff6"> </span></div><div class="t m0 x1 h10 y10e5 ff6 fs4 fc2 sc0 ls0 ws0"> </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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">129<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _19"> </span>analizuje <span class="_ _19"> </span>możliwości <span class="_ _19"> </span>wprowadzenia <span class="_ _19"> </span>praktyk <span class="_ _19"> </span>wspierającyc<span class="_ _0"></span>h <span class="_ _15"> </span>ró<span class="_ _0"></span>żnorodność <span class="_ _19"> </span>w <span class="_ _19"> </span>przyszłości, <span class="_ _19"> </span>dostosowując <span class="_ _19"> </span>swoje <span class="_ _19"> </span>podejście <span class="_ _19"> </span>do </div><div class="t m0 x1 h10 y12c ff8 fs4 fc2 sc0 ls0 ws0">zmieniających się wymagań rynkowych i oczekiwań interesariuszy.<span class="ff6"> </span></div><div class="t m0 x1 h10 y12d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h102 y12e ff12 fs4 fc2 sc0 ls0 ws0">Zasada <span class="_ _23"> </span>2.2. <span class="_ _15"> </span>- <span class="_ _15"> </span><span class="ff11">Osoby <span class="_ _23"> </span>podejmujące <span class="_ _23"> </span>decyzje <span class="_ _15"> </span>w <span class="_ _23"> </span>sprawie <span class="_ _15"> </span>wyboru <span class="_ _23"> </span>członków <span class="_ _23"> </span>za<span class="_ _0"></span>rządu <span class="_ _23"> </span>lub <span class="_ _15"> </span>rady <span class="_ _23"> </span>nadzorczej <span class="_ _23"> </span>spó<span class="_ _0"></span>łki <span class="_ _23"> </span>powinny <span class="_ _23"> </span>zapewn<span class="_ _0"></span>ić<span class="_ _1"></span> </span></div><div class="t m0 x1 h102 y12f ff11 fs4 fc2 sc0 ls0 ws0">wszechstronność <span class="_ _13"> </span>tych <span class="_ _13"> </span>organów <span class="_ _14"> </span>poprzez <span class="_ _13"> </span>wybór <span class="_ _13"> </span>do <span class="_ _13"> </span>ich <span class="_ _13"> </span>składu <span class="_ _14"> </span>o<span class="_ _0"></span>sób <span class="_ _13"> </span>zapewniających <span class="_ _13"> </span>różnorodność, <span class="_ _14"> </span>umożliwiając <span class="_ _13"> </span>m.in. <span class="_ _13"> </span>osiągnięcie </div><div class="t m0 x1 h102 y130 ff11 fs4 fc2 sc0 ls0 ws0">docelowego <span class="_ _0"></span>ws<span class="_ _0"></span>kaźnika <span class="_ _0"></span>minimalnego <span class="_ _5"></span>udziału <span class="_ _0"></span>mniejszości <span class="_ _5"></span>określonego <span class="_ _0"></span>na <span class="_ _5"></span>poziomie <span class="_ _5"></span>nie <span class="_ _0"></span>niższym <span class="_ _5"></span>niż <span class="_ _5"></span>30%, <span class="_ _0"></span>zgodnie <span class="_ _5"></span>z <span class="_ _0"></span>celami <span class="_ _5"></span>określonymi <span class="_ _0"></span>w </div><div class="t m0 x1 h102 y131 ff11 fs4 fc2 sc0 ls0 ws0">przyjętej polityce różnorodności, o której mowa w zasadzie 2.1.<span class="ff12"> </span></div><div class="t m0 x1 h10 y10e6 ff8 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="_ _5"></span>ą <span class="_ _5"></span>wiedzę </div><div class="t m0 x1 h10 y10e7 ff8 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 h10 y10e8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y10e9 ff8 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 <span class="_ _5"></span><span class="ff6">procesie <span class="_ _0"></span>rekrutacji i <span class="_ _0"></span>nominacji, </span></div><div class="t m0 x1 h10 y10ea ff8 fs4 fc2 sc0 ls0 ws0">analizując aktualne możliwości rynku pracy.<span class="ff6"> </span></div><div class="t m0 x1 h102 y10eb ff12 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h102 y10ec ff12 fs4 fc2 sc0 ls0 ws0">Zasada <span class="_ _6"></span>2.11.6 <span class="_ _5"></span>- <span class="_ _6"></span><span class="ff11">Poza <span class="_ _5"></span>czynnościami <span class="_ _5"></span>wynikającymi <span class="_ _6"></span>z <span class="_ _5"></span>przepisów <span class="_ _6"></span>prawa <span class="_ _5"></span>raz <span class="_ _6"></span>w <span class="_ _5"></span>roku <span class="_ _6"></span>rada <span class="_ _5"></span>nadzorcza <span class="_ _5"></span>s<span class="_ _0"></span>porządza <span class="_ _6"></span>i <span class="_ _5"></span>przedstawia <span class="_ _5"></span>zw<span class="_ _0"></span>yczajnemu </span></div><div class="t m0 x1 h102 y10ed ff11 fs4 fc2 sc0 ls0 ws0">walnemu <span class="_ _10"></span>zg<span class="_ _0"></span>romadzeniu <span class="_ _10"></span>do <span class="_ _10"></span>zatwierdzenia <span class="_ _10"></span>roczne <span class="_ _1"></span>sprawozdanie. <span class="_ _10"></span>Sprawozdanie, <span class="_ _10"></span>o kt<span class="_ _10"></span>ó<span class="_ _0"></span>rym <span class="_ _10"></span>mowa <span class="_ _10"></span>p<span class="_ _0"></span>owyżej, <span class="_ _10"></span>zawiera <span class="_ _10"></span>co<span class="_ _0"></span> <span class="_ _10"></span>najmniej <span class="_ _1"></span>ii <span class="_ _9"></span>inform<span class="_ _5"></span>ację<span class="ff12"> </span></div><div class="t m0 x1 h102 y10ee ff11 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="_ _6"></span><span class="ff12">ych mowa <span class="_ _0"></span>w </span></div><div class="t m0 x1 h102 y103e ff12 fs4 fc2 sc0 ls0 ws0">zasadzie 2.1. </div><div class="t m0 x1 h10 ya68 ff8 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _0"></span>nie <span class="_ _5"></span>posiada <span class="_ _5"></span>formalnie <span class="_ _5"></span>przyjętej <span class="_ _0"></span>polityk<span class="_ _0"></span>i <span class="_ _0"></span>róż<span class="_ _0"></span>norodności <span class="_ _0"></span>w <span class="_ _5"></span>odniesieniu <span class="_ _5"></span>do <span class="_ _5"></span>zarządu <span class="_ _5"></span>i <span class="_ _5"></span>rady <span class="_ _0"></span>na<span class="_ _0"></span>dzorczej, <span class="_ _5"></span>co <span class="_ _5"></span>uniemożliwia <span class="_ _0"></span>prz<span class="_ _5"></span><span class="ff6">edst<span class="_ _0"></span>awienie </span></div><div class="t m0 x1 h10 y4da ff8 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 h10 y10ef ff8 fs4 fc2 sc0 ls0 ws0">Ponadto, <span class="_ _5"></span>do <span class="_ _0"></span>Spółki <span class="_ _5"></span>nie <span class="_ _0"></span>z<span class="_ _0"></span>najduje <span class="_ _5"></span>zastosowania <span class="_ _5"></span>zasada <span class="_ _0"></span>3.7. <span class="_ _6"></span><span class="ff6">- <span class="_ _5"></span></span>w <span class="_ _0"></span>spółkach <span class="_ _5"></span>zależnych <span class="_ _5"></span>nie <span class="_ _0"></span>wyz<span class="_ _0"></span>naczono <span class="_ _5"></span>osób <span class="_ _5"></span>do <span class="_ _0"></span>w<span class="_ _0"></span>ykonywania <span class="_ _0"></span>zadań <span class="_ _5"></span>w <span class="_ _5"></span>zakresie </div><div class="t m0 x1 h10 yd66 ff8 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 h10 y10f0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 y10f1 ff7 fs5 fc5 sc0 ls11 ws0">9.4.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">OPIS <span class="_ _10"></span>GŁÓWNYCH <span class="_ _9"></span>CECH <span class="_ _10"></span>STOSOWANYCH <span class="_ _10"></span>W <span class="_ _10"></span>PRZEDSIĘBIORSTWIE<span class="_ _1"></span> <span class="_ _10"></span>EMITENTA <span class="_ _9"></span>I <span class="_ _1"></span>JEGO <span class="_ _9"></span>SPÓŁKACH </span></span></div><div class="t m0 x84 he y10b8 ff5 fs5 fc5 sc0 ls0 ws0">ZALEŻNYCH  SYSTEMÓW  KONT<span class="_ _0"></span>ROLI  WEWNĘTRZNEJ,  ZARZĄDZANIA  RYZYKIEM  I  AUDYTU </div><div class="t m0 x84 he y10f2 ff5 fs5 fc5 sc0 ls0 ws0">WEWNĘTRZNEGO, <span class="_ _29"> </span>W <span class="_ _29"> </span>TYM <span class="_ _29"> </span>W <span class="_ _29"> </span>O<span class="_ _0"></span>DNIESIENIU <span class="_ _29"> </span>DO <span class="_ _29"> </span>PROCESU <span class="_ _29"> </span>SPORZĄDZANIA <span class="_ _29"> </span>SPRAWOZDAŃ </div><div class="t m0 x84 he y1d9 ff7 fs5 fc5 sc0 ls0 ws0">FINANSOWYCH I SKONSOLIDOWANYCH SPRAWOZDA<span class="ff5">Ń FINANSOWYCH   </span> </div><div class="t m0 x58 h71 y705 ff7 fs3 fc2 sc0 ls9 ws0">9.4.1.<span class="ff3 ls0"> <span class="_ _36"> </span><span class="ff5 fc5">OPIS<span class="_ _1"></span> CECH SYSTEM<span class="_ _0"></span>U KONTR<span class="_ _0"></span>OLI WEWNĘTRZNEJ<span class="_ _0"></span><span class="ff7 fc2"> </span></span></span></div><div class="t m0 x1 h10 y462 ff8 fs4 fc2 sc0 ls0 ws0">System kontroli wewnętrznej <span class="ff6">Grupy UNIMOT   </span>opiera się o tzw. Model trzech linii obrony, który obejmuje<span class="_ _1"></span>:<span class="ff6"> </span></div><div class="t m0 x3c h4b y10f3 ffc fs4 fc2 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _36"> </span><span class="ff8">kontrolę <span class="_ _6"></span>funkcjonalną <span class="_ _0"></span>(<span class="_ _0"></span>w <span class="_ _5"></span>ramac<span class="_ _0"></span>h <span class="_ _5"></span>I <span class="_ _6"></span>linii <span class="_ _5"></span>obrony), <span class="_ _6"></span>reali<span class="_ _1"></span>zowaną <span class="_ _6"></span>przez <span class="_ _5"></span>kierownictwo <span class="_ _5"></span>niższego <span class="_ _6"></span>i <span class="_ _5"></span>średniego <span class="_ _5"></span>szc<span class="_ _0"></span>zebla <span class="_ _5"></span>oraz <span class="_ _6"></span>pozostałyc<span class="_ _5"></span><span class="ff6 ls43">h </span></span></span></div><div class="t m0 x3d h10 y10f4 ff8 fs4 fc2 sc0 ls0 ws0">pracowników Grupy;<span class="ff6"> </span></div><div class="t m0 x3c h4b y10f5 ffc fs4 fc2 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _36"> </span><span class="ff8">kontrolę  niezależną <span class="_ _12"> </span>(w  ramach  II  linii<span class="_ _1"></span>  obrony),  sp<span class="_ _1"></span>rawowaną  w  ramach<span class="_ _1"></span>  funkcji <span class="_ _12"> </span>zarządzania  ryzykiem,  zapewnie<span class="_ _1"></span>nia  zgodności </span></span></div><div class="t m0 x3d h10 y10f6 ff8 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 x3c h4b yf38 ffc fs4 fc2 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _36"> </span><span class="ff8">kontrolę <span class="_ _7"></span>instytucjonalną <span class="_ _7"></span>(w <span class="_ _7"> </span>ramac<span class="_ _0"></span>h <span class="_ _6"></span>III <span class="_ _7"> </span>linii <span class="_ _7"> </span>obrony) <span class="_ _12"> </span>sprawowaną <span class="_ _6"></span>przez <span class="_ _7"></span>audyt <span class="_ _7"></span>wewnętrzny. <span class="_ _7"></span>Wyniki <span class="_ _7"></span>prac <span class="_ _7"> </span>niezależnego <span class="_ _7"></span>audytora </span></span></div><div class="t m0 x3d h10 y502 ff8 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 h10 y2a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y10f7 ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _10"></span>UNIMOT <span class="_ _1"></span><span class="ff8">opiera <span class="_ _10"></span>ocenę <span class="_ _1"></span>systemu <span class="_ _10"></span>kontroli <span class="_ _10"></span>wewnętrznej <span class="_ _10"></span>o<span class="_ _0"></span> <span class="_ _10"></span>mod<span class="_ _0"></span>el <span class="_ _10"></span>COSO<span class="_ _0"></span><span class="ff6"> <span class="_ _10"></span>(COSO In<span class="_ _1"></span>ternal <span class="_ _10"></span>Control <span class="ff8">–</span> <span class="_ _10"></span>Integrated <span class="_ _10"></span>Framework, <span class="_ _1"></span>tzw. <span class="_ _10"></span>COSO <span class="_ _1"></span>2013), </span></span></div><div class="t m0 x1 h10 yd59 ff8 fs4 fc2 sc0 ls0 ws0">czyli ramowej struktury kształtowania systemów kontroli wewnętrznej. <span class="ff6"> </span></div><div class="t m0 x1 h10 y10f8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y10f9 ff8 fs4 fc2 sc0 ls0 ws0">Ramy modelu COSO oparte zostały na następujących założeniach:<span class="ff6"> </span></div><div class="t m0 x3c h4b yf02 ffc fs4 fc2 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _36"> </span><span class="ff8">rolą <span class="_ _6"></span>syste<span class="_ _1"></span>mu <span class="_ _5"></span>kontroli <span class="_ _5"></span>wewnętrznej <span class="_ _5"></span>jest <span class="_ _5"></span>dostarczenie <span class="_ _0"></span>tzw<span class="_ _0"></span>. <span class="_ _5"></span>racjonalnego <span class="_ _5"></span>(tzn. <span class="_ _5"></span>nie <span class="_ _5"></span>absolutnego) <span class="_ _5"></span>zapewnienia, <span class="_ _5"></span>iż <span class="_ _6"></span>sposób <span class="_ _5"></span>organizacji </span></span></div><div class="t m0 x3d h10 y10fa ff8 fs4 fc2 sc0 ls0 ws0">procesów  wewnę<span class="_ _1"></span>trznych <span class="_ _12"> </span>w  efektywny <span class="_ _12"> </span>sposób <span class="_ _12"> </span>wspiera  osiąg<span class="_ _1"></span>anie  celów <span class="_ _12"> </span>(operacyjnych,  taktyc<span class="_ _1"></span>znych <span class="_ _12"> </span>lub  strategicznych) <span class="_ _12"> </span>danej </div><div class="t m0 x3d h10 y680 ff6 fs4 fc2 sc0 ls0 ws0">organizacji. </div><div class="t m0 x3c h4b y681 ffc fs4 fc2 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _36"> </span><span class="ff8">efektywność <span class="_ _6"></span>systemu <span class="_ _7"></span>kontroli <span class="_ _6"></span>wewnętrznej <span class="_ _6"></span>zależy <span class="_ _6"></span>od <span class="_ _7"></span>osób <span class="_ _6"></span>zaangażo<span class="_ _0"></span>wanych <span class="_ _6"></span>w <span class="_ _7"></span>jego <span class="_ _6"></span>funkcjonowanie, <span class="_ _6"></span>a <span class="_ _6"></span>nie <span class="_ _6"></span>ty<span class="_ _0"></span>lko <span class="_ _6"></span>od <span class="_ _7"></span>przyjętych </span></span></div><div class="t m0 x3d h10 y10fb ff8 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 x3c h4b yea5 ffc fs4 fc2 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _36"> </span><span class="ff8">kontrola wewnętrzna jest procesem i środkiem 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 x3c h4b y10fc ffc fs4 fc2 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _36"> </span><span class="ff8">kontrola wewnętrzna jest nastawiona na osiągnięcie celów w jednym lub kilku obszarach.<span class="ff6"> </span></span></span></div><div class="t m0 x1 h10 y10fd ff6 fs4 fc2 sc0 ls0 ws0"> </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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">130<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 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="_ _5"></span><span class="ff6">go<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y12c ff8 fs4 fc2 sc0 ls0 ws0">systemu kontroli wewnętrznej:<span class="ff6"> </span></div><div class="t m0 x1 h10 y12d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y12e ff6 fs4 fc2 sc0 ls0 ws0">1. <span class="_ _7"></span><span class="ff5">Środowisko <span class="_ _6"></span>wewnętrzne <span class="_ _7"></span>systemu<span class="ff8">, <span class="_ _7"> </span>rozumiane <span class="_ _7"></span>jako <span class="_ _7"></span>zbiór <span class="_ _7"></span>standardów, <span class="_ _6"></span>procesów <span class="_ _7"> </span>i <span class="_ _7"> </span>struktur <span class="_ _6"></span>org<span class="_ _0"></span>anizacyjnych, <span class="_ _6"></span>które <span class="_ _7"> </span>stanowią <span class="_ _7"> </span>podstawę </span></span></div><div class="t m0 x1 h10 y12f ff8 fs4 fc2 sc0 ls0 ws0">funkcjonowania <span class="_ _15"> </span>kontroli <span class="_ _15"> </span>w<span class="_ _0"></span>ewnętrznej <span class="_ _15"> </span>w <span class="_ _19"> </span>organizacji. <span class="_ _19"> </span>Środowisko <span class="_ _15"> </span>kontroli <span class="_ _19"> </span>obejmuje <span class="_ _15"> </span>wartości <span class="_ _19"> </span>etyczne <span class="_ _15"> </span>organizac<span class="_ _0"></span>ji; <span class="_ _15"> </span>zasady <span class="_ _19"> </span>realizac<span class="_ _5"></span><span class="ff6">ji </span></div><div class="t m0 x1 h10 y130 ff8 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 h10 y131 ff8 fs4 fc2 sc0 ls0 ws0">kompetencje <span class="_ _10"></span>oraz zasady <span class="_ _10"></span>w <span class="_ _1"></span>zakresie<span class="_ _1"></span> <span class="_ _10"></span>z<span class="_ _0"></span>arządzania <span class="_ _10"></span>kapitałem lu<span class="_ _1"></span>dzkim, <span class="_ _1"></span>pomiaru <span class="_ _10"></span>wyników ora<span class="_ _1"></span>z <span class="_ _1"></span>udzielania <span class="_ _10"></span>zachęt <span class="_ _1"></span>i <span class="_ _10"></span>nagród. Opart<span class="_ _1"></span>e <span class="_ _10"></span>na <span class="ff6">p</span>owyższych </div><div class="t m0 x1 h10 y132 ff8 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 h22 y133 ff6 fs4 fc2 sc0 ls0 ws0">2. <span class="_ _5"></span><span class="ff5">Cele <span class="_ _5"></span>i <span class="_ _5"></span>System <span class="_ _5"></span>zarządzanie <span class="_ _6"></span>r<span class="_ _1"></span>yzykiem<span class="ff8">, <span class="_ _5"></span>w <span class="_ _5"></span>których <span class="_ _6"></span>mieś<span class="_ _1"></span>ci <span class="_ _5"></span>się <span class="_ _5"></span>ocena <span class="_ _5"></span>ryzyka <span class="_ _5"></span>obejmująca <span class="_ _5"></span>dynamiczny <span class="_ _5"></span>i <span class="_ _6"></span>iteracyjny <span class="_ _0"></span>proces <span class="_ _5"></span>identyfikacji <span class="_ _5"></span>i <span class="_ _6"></span>oceny<span class="_ _1"></span> </span></span></div><div class="t m0 x1 h10 y134 ff8 fs4 fc2 sc0 ls0 ws0">zagrożeń <span class="_ _6"></span>wpływających <span class="_ _6"></span>na <span class="_ _6"></span>możliwość <span class="_ _6"></span>osiągnięcia <span class="_ _6"></span>celów. <span class="_ _6"></span>Ocena <span class="_ _6"></span>ryzyka <span class="_ _6"></span>stanowi <span class="_ _6"></span>pods<span class="_ _1"></span>tawę <span class="_ _6"></span>do <span class="_ _6"></span>określenia <span class="_ _6"></span>sposobów <span class="_ _6"></span>zarządzania <span class="_ _6"></span>ryzyki<span class="_ _0"></span><span class="ff6">em. </span></div><div class="t m0 x1 h10 y135 ff8 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 h22 y136 ff6 fs4 fc2 sc0 ls0 ws0">3. <span class="ff7">Mechanizmy <span class="_ _1"></span>systemu kontroli<span class="ff8">, 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 h10 y137 ff8 fs4 fc2 sc0 ls0 ws0">realizację oczekiwań i wytycznych kierownictwa organi<span class="_ _1"></span>zacji, podejmowane w celu ograniczenia ryzyka zagrażającego osiągnięciu jej c<span class="_ _0"></span>elów.<span class="ff6"> </span></div><div class="t m0 x1 h22 y138 ff6 fs4 fc2 sc0 ls0 ws0">4. <span class="_ _7"> </span><span class="ff5">Informacja <span class="_ _7"> </span>i <span class="_ _7"> </span>komunikacja <span class="_ _7"> </span>(ze<span class="_ _0"></span>wnętrzna <span class="_ _7"> </span>i <span class="_ _7"> </span>we<span class="_ _0"></span>wnętrzna)<span class="ff8">, <span class="_ _12"> </span>rozum<span class="_ _1"></span>iana <span class="_ _7"></span>jako <span class="_ _7"> </span>ciągły <span class="_ _12"> </span>i <span class="_ _6"></span>pow<span class="_ _0"></span>tarzalny <span class="_ _6"></span>proces <span class="_ _7"> </span>w<span class="_ _0"></span>ielokierun<span class="_ _1"></span>kowego <span class="_ _7"> </span>dostarcz<span class="_ _0"></span>ania, </span></span></div><div class="t m0 x1 h10 y139 ff8 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 h22 y13a ff6 fs4 fc2 sc0 ls0 ws0">5. <span class="_ _7"> </span><span class="ff7">Monitorowanie <span class="_ _7"></span>i <span class="_ _7"></span>ocena<span class="ff8">, <span class="_ _12"> </span>na <span class="_ _6"></span>które <span class="_ _12"> </span>składają <span class="_ _6"></span>się <span class="_ _7"> </span>o<span class="_ _0"></span>ceny <span class="_ _7"></span>bieżące, <span class="_ _7"></span>oceny <span class="_ _7"> </span>okresowe <span class="_ _7"> </span>lub <span class="_ _7"> </span>ich <span class="_ _12"> </span>kombinacja, <span class="_ _7"></span>służące <span class="_ _7"></span>weryfikacji, <span class="_ _7"></span>czy <span class="_ _7"></span>wszystkie </span></span></div><div class="t m0 x1 h10 y13b ff8 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 h10 y13c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y13d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x58 h71 y572 ff7 fs3 fc5 sc0 ls9 ws0">9.4.2.<span class="ff3 ls0"> <span class="_ _36"> </span><span class="ff5">OPIS<span class="_ _1"></span> CECH SYSTEM<span class="_ _0"></span>U ZARZĄDZ<span class="_ _0"></span>ANIA RYZYKIEM<span class="_ _0"></span><span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 y99a ff8 fs4 fc2 sc0 ls0 ws0">System zarządzania ryzykiem został opisany w pkt. 6.4 niniejszego Sprawozdania z działalności Zarządu<span class="ff6 fs9"> </span></div><div class="t m0 x1 h19 y10fe ff6 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h11 y10ff ff7 fs3 fc5 sc0 ls9 ws0">9.4.3 <span class="ff5 fs4 ls0">OPIS CECH SPRAWOWANEJ FUNKCJI AUDYTU WEWNĘTRZNEGO<span class="_ _0"></span></span><span class="ls0"> </span></div><div class="t m0 x1 h10 ya3d ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _6"></span>Spółce <span class="_ _6"></span>funkcjonuje <span class="_ _7"></span>audyt <span class="_ _6"></span>we<span class="_ _0"></span>wnętrzny, <span class="_ _6"></span>który <span class="_ _6"></span>obejmuje <span class="_ _7"></span>wszystkie <span class="_ _6"></span>obszary <span class="_ _7"> </span>działalności <span class="_ _12"> </span><span class="ff6">GK <span class="_ _6"></span>UNIMO<span class="_ _0"></span>T</span>. <span class="_ _6"></span>Celem <span class="_ _6"></span>audy<span class="_ _0"></span>tu <span class="_ _6"></span>wewnętrznego <span class="_ _7"></span>jest </div><div class="t m0 x1 h10 ya3e ff8 fs4 fc2 sc0 ls0 ws0">dokonywanie <span class="_ _19"> </span>niezależnej <span class="_ _19"> </span>i <span class="_ _19"> </span>o<span class="_ _0"></span>biektywnej <span class="_ _19"> </span>oceny <span class="_ _19"> </span>procesów <span class="_ _18"> </span>biznesowych <span class="_ _19"> </span>realizowanych <span class="_ _18"> </span>przez <span class="_ _18"> </span><span class="ff6">GK <span class="_ _19"> </span>UNIMOT<span class="_ _0"></span> <span class="_ _19"> </span></span>pod <span class="_ _18"> </span>kątem <span class="_ _19"> </span>wdrożonych </div><div class="t m0 x1 h10 ya3f ff8 fs4 fc2 sc0 ls0 ws0">mechanizmów  kontr<span class="_ _1"></span>olnych <span class="_ _12"> </span>i  zarządzania <span class="_ _12"> </span>ryzykiem. <span class="_ _12"> </span>  Audyt <span class="_ _12"> </span>wewnętrzny <span class="_ _12"> </span>funkcjonuje  w <span class="_ _12"> </span>oparciu <span class="_ _12"> </span>o  Kartę <span class="_ _12"> </span>Audytu <span class="_ _12"> </span>przyjętą  uchwałą  Rad<span class="_ _1"></span>y </div><div class="t m0 x1 h10 ya40 ff8 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>dor<span class="_ _5"></span>aźne <span class="_ _0"></span>z<span class="_ _0"></span>adania <span class="_ _0"></span>audytowe </div><div class="t m0 x1 h10 ya41 ff8 fs4 fc2 sc0 ls0 ws0">zapewniające <span class="_ _10"></span>i doradcze <span class="_ _10"></span>w <span class="_ _10"></span>całej G<span class="_ _10"></span>rupie <span class="_ _1"></span>Kapitałowej. <span class="_ _1"></span>Audyt <span class="_ _10"></span>wewnętrzny <span class="_ _10"></span>w<span class="_ _0"></span>spiera <span class="_ _10"></span>Grupę <span class="_ _10"></span>w<span class="_ _0"></span> <span class="_ _1"></span>osiągnięciu<span class="_ _1"></span> <span class="_ _10"></span>jej celów <span class="_ _10"></span>poprzez <span class="_ _1"></span>dostarczanie <span class="_ _10"></span>organom </div><div class="t m0 x1 h10 ya42 ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _0"></span>S.A. <span class="_ _0"></span>oraz <span class="_ _5"></span>kadrze <span class="_ _0"></span>kierowniczej <span class="_ _0"></span>informacji <span class="_ _5"></span>o <span class="_ _0"></span>skuteczności <span class="_ _0"></span>zarządzania <span class="_ _0"></span>ryzykiem, <span class="_ _0"></span>poprawności <span class="_ _0"></span>działania <span class="_ _5"></span>audytowanych <span class="_ _0"></span>proce<span class="_ _5"></span>sów <span class="_ _5"></span>oraz<span class="ff6"> </span></div><div class="t m0 x1 h10 ya43 ff8 fs4 fc2 sc0 ls0 ws0">poprzez <span class="_ _15"> </span>doradztwo <span class="_ _23"> </span>w<span class="_ _0"></span> <span class="_ _15"> </span>tym <span class="_ _23"> </span>z<span class="_ _0"></span>akresie<span class="_ _1"></span>. <span class="_ _15"> </span>W <span class="_ _15"> </span>przypadku <span class="_ _15"> </span>zidentyfikowania <span class="_ _15"> </span>nieprawidłowości <span class="_ _15"> </span>audytor <span class="_ _15"> </span>wewnętrzny <span class="_ _23"> </span>rekomenduje <span class="_ _15"> </span>podjęcie<span class="_ _0"></span> </div><div class="t m0 x1 h10 y646 ff8 fs4 fc2 sc0 ls0 ws0">odpowiednich <span class="_ _6"></span>działań <span class="_ _7"></span>naprawczych. <span class="_ _6"></span>Wyniki <span class="_ _6"></span>a<span class="_ _0"></span>udytów <span class="_ _6"></span>raportowane <span class="_ _6"></span>są<span class="_ _0"></span> <span class="_ _6"></span>kierownictwu <span class="_ _7"></span>i <span class="_ _6"></span>Komitetow<span class="_ _0"></span>i <span class="_ _6"></span>Audytu. <span class="_ _6"></span>Au<span class="_ _0"></span>dytor <span class="_ _6"></span>Wewnętrzny <span class="_ _7"></span>podlega </div><div class="t m0 x1 h10 ya44 ff6 fs4 fc2 sc0 ls0 ws0">organizacy<span class="ff8">jnie <span class="_ _6"></span>bezpośrednio <span class="_ _6"></span>Prezesowi <span class="_ _6"></span>Zarządu <span class="_ _6"></span>Unimot <span class="_ _6"></span>S.A., <span class="_ _5"></span>a <span class="_ _6"></span>f<span class="_ _0"></span>unkcjonalnie <span class="_ _6"></span>Radzie <span class="_ _6"></span>Nadzorczej <span class="_ _6"></span>i <span class="_ _6"></span>jest <span class="_ _6"></span>niezależny <span class="_ _6"></span>w <span class="_ _6"></span>wykonywaniu <span class="_ _6"></span>swoich </span></div><div class="t m0 x1 h10 y69a ff8 fs4 fc2 sc0 ls0 ws0">zadań. <span class="ff6"> </span></div><div class="t m0 x1 h10 ya45 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h4b y1100 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Zasady nadzoru nad sporządzaniem sprawozdań finan<span class="_ _1"></span>sowych<span class="ff7"> </span></span></span></div><div class="t m0 x3c h22 yd6d ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1101 ff8 fs4 fc2 sc0 ls0 ws0">W Grupie stosowane są jednolite zasady rachunkowości zgodne z Międzynarodowymi Standardami Sprawozdawczo<span class="_ _0"></span>ści Finansowej (&quot;MSSF&quot;) </div><div class="t m0 x1 h10 y1102 ff8 fs4 fc2 sc0 ls0 ws0">zatwierdzonymi <span class="_ _14"> </span>przez <span class="_ _13"> </span>UE. <span class="_ _13"> </span>Zasady <span class="_ _13"> </span>są <span class="_ _13"> </span>obowiązujące <span class="_ _13"> </span>dla <span class="_ _13"> </span>spółek <span class="_ _13"> </span>stosujących <span class="_ _13"> </span>MSSF <span class="_ _13"> </span>dla <span class="_ _13"> </span>sporządzenia <span class="_ _13"> </span>swoich <span class="_ _13"> </span>statutowych <span class="_ _13"> </span>sprawozdań </div><div class="t m0 x1 h10 y440 ff8 fs4 fc2 sc0 ls0 ws0">finansowych  oraz <span class="_ _14"> </span>przy <span class="_ _14"> </span>sporządzaniu <span class="_ _14"> </span>pakietów  s<span class="_ _0"></span>prawozdawczych <span class="_ _14"> </span>zgodnych<span class="_ _0"></span> <span class="_ _14"> </span>z  MSSF<span class="_ _0"></span>  dla<span class="_ _0"></span> <span class="_ _14"> </span>celów  ko<span class="_ _0"></span>nsolidacji.  Zasady <span class="_ _14"> </span>rachunkowości <span class="_ _14"> </span>są </div><div class="t m0 x1 h10 y469 ff8 fs4 fc2 sc0 ls0 ws0">aktualizowane <span class="_ _10"></span>w <span class="_ _10"></span>przypadku <span class="_ _10"></span>zmia<span class="_ _0"></span>n <span class="_ _10"></span>przepisów <span class="_ _10"></span>lub <span class="_ _10"></span>w<span class="_ _0"></span> <span class="_ _10"></span>razie <span class="_ _10"></span>wystąp<span class="_ _0"></span>ienia <span class="_ _10"></span>istotnych <span class="_ _10"></span>zdarzeń <span class="_ _1"></span>nie <span class="_ _10"></span>ujętych <span class="_ _10"></span>p<span class="_ _0"></span>oprzednio. <span class="_ _10"></span>Za <span class="_ _10"></span>przyjęte <span class="_ _1"></span>zasad<span class="_ _0"></span><span class="ff6">y <span class="_ _10"></span>odpo<span class="_ _0"></span>wiada </span></div><div class="t m0 x1 h10 y1103 ff8 fs4 fc2 sc0 ls0 ws0">Zarząd jednostki dominującej.<span class="ff6"> </span></div><div class="t m0 x1 h4b y1104 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Mechanizm <span class="_ _5"></span>zarządzania <span class="_ _5"></span>sy<span class="_ _0"></span>stemami <span class="_ _6"></span>informatycznymi <span class="_ _5"></span>służącymi <span class="_ _6"></span>do <span class="_ _5"></span>ewidencji <span class="_ _6"></span>i <span class="_ _5"></span>sprawozdawczości <span class="_ _6"></span>finansowej <span class="_ _5"></span>oraz <span class="_ _6"></span>mechanizmy <span class="_ _5"></span>ich </span></span></div><div class="t m0 x3c h22 y1105 ff7 fs4 fc2 sc0 ls0 ws0">ochrony </div><div class="t m0 x3c h22 y1106 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y7ef ff8 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _0"></span>prowadzi <span class="_ _5"></span>księgi <span class="_ _5"></span>rachunkowe <span class="_ _5"></span>w <span class="_ _5"></span>zintegrowanym <span class="_ _0"></span>syst<span class="_ _0"></span>emie <span class="_ _5"></span>informatycznym. <span class="_ _5"></span>System <span class="_ _0"></span>zapewni<span class="_ _0"></span>a <span class="_ _5"></span>podział <span class="_ _0"></span>ko<span class="_ _0"></span>mpetencji, <span class="_ _0"></span>spójność <span class="_ _5"></span>zapi<span class="_ _5"></span>sów </div><div class="t m0 x1 h10 y943 ff8 fs4 fc2 sc0 ls0 ws0">operacji <span class="_ _6"></span>w <span class="_ _7"> </span>księgach <span class="_ _7"></span>oraz <span class="_ _7"></span>kontrolę <span class="_ _6"></span>pomiędzy <span class="_ _7"> </span>księgą <span class="_ _6"></span>głó<span class="_ _0"></span>wną <span class="_ _6"></span>o<span class="_ _0"></span>raz <span class="_ _6"></span>księgami <span class="_ _6"></span>pomo<span class="_ _0"></span>cniczymi. <span class="_ _7"></span>Istnieje <span class="_ _7"></span>możliwość <span class="_ _7"></span>modyfikacji <span class="_ _7"></span>funkcjona<span class="_ _0"></span><span class="ff6 ls7">ln</span>ości </div><div class="t m0 x1 h10 y944 ff8 fs4 fc2 sc0 ls0 ws0">systemu <span class="_ _5"></span>w <span class="_ _6"></span>celu <span class="_ _5"></span>zapewnienia <span class="_ _6"></span>adekwatności <span class="_ _5"></span>rozwiąz<span class="_ _0"></span>ań <span class="_ _5"></span>technicznych <span class="_ _5"></span>do <span class="_ _6"></span>zmieniających <span class="_ _5"></span>się <span class="_ _6"></span>zasad <span class="_ _6"></span>rachun<span class="_ _1"></span>kowości <span class="_ _6"></span>i <span class="_ _5"></span>norm <span class="_ _6"></span>prawnych. <span class="_ _5"></span>Przy<span class="_ _5"></span>jęte </div><div class="t m0 x1 h10 y893 ff8 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="_ _5"></span>. Wdrożo<span class="_ _0"></span>ne </div><div class="t m0 x1 h10 yf5d ff8 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 h10 y1107 ff8 fs4 fc2 sc0 ls0 ws0">Dostęp <span class="_ _17"> </span>do <span class="_ _18"> </span>systemów <span class="_ _17"> </span>informatycznych <span class="_ _17"> </span>zawierających <span class="_ _17"> </span>dane <span class="_ _18"> </span>finansowe <span class="_ _17"> </span>jest <span class="_ _17"> </span>ograniczony <span class="_ _17"> </span>poprzez <span class="_ _17"> </span>nadanie <span class="_ _18"> </span>specjalnych <span class="_ _17"> </span>uprawnień </div><div class="t m0 x1 h10 y1108 ff8 fs4 fc2 sc0 ls0 ws0">upoważnionym pracownikom wyłącznie w zakresie powierzonych im zadań.<span class="ff6"> </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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">131<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h4b y62d ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _38"> </span><span class="ff5">Zasady we<span class="_ _0"></span>ryfikacji i oceny sprawozdań<span class="ff6"> </span></span></span></div><div class="t m0 xc6 h10 y932 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1109 ff8 fs4 fc2 sc0 ls0 ws0">Za <span class="_ _6"></span>przygotowanie <span class="_ _5"></span>pakietów <span class="_ _6"></span>sprawozdawczych <span class="_ _5"></span>podlegających <span class="_ _6"></span>konsolidacji <span class="_ _5"></span>odpowiadają <span class="_ _6"></span>pracownicy <span class="_ _5"></span>działu <span class="_ _6"></span>księgowości <span class="_ _6"></span>wyższe<span class="_ _1"></span>go <span class="_ _6"></span>szcze<span class="_ _0"></span><span class="ff6">bla. </span></div><div class="t m0 x1 h10 y110a ff8 fs4 fc2 sc0 ls0 ws0">Dane <span class="_ _13"> </span>sprawoz<span class="_ _0"></span>dawcze <span class="_ _23"> </span>jednostek <span class="_ _23"> </span>zależnych <span class="_ _23"> </span>są <span class="_ _23"> </span>również <span class="_ _23"> </span>analizowane <span class="_ _23"> </span>przez <span class="_ _23"> </span>jednostkę <span class="_ _13"> </span>domin<span class="_ _0"></span>ującą <span class="_ _23"> </span>pod <span class="_ _23"> </span>kątem <span class="_ _23"> </span>o<span class="_ _0"></span>dchyleń <span class="_ _13"> </span>od <span class="_ _23"> </span>okresów </div><div class="t m0 x1 h10 y110b ff8 fs4 fc2 sc0 ls0 ws0">porówny<span class="ff6">walnych.  </span></div><div class="t m0 x1 h10 y109a ff8 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="_ _5"></span>ści </div><div class="t m0 x1 h10 y110c ff8 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="_ _10"></span>ko<span class="_ _0"></span>nsolidacji <span class="_ _1"></span>dokonywana <span class="_ _1"></span>jest <span class="_ _10"></span>przez <span class="_ _0"></span><span class="ff6 ls29">bi</span>egłych </div><div class="t m0 x1 h10 y110d ff8 fs4 fc2 sc0 ls0 ws0">rewidentów. <span class="ff6"> </span></div><div class="t m0 x1 h10 y1088 ff8 fs4 fc2 sc0 ls0 ws0">Polityka <span class="_ _10"></span>w<span class="_ _0"></span>yboru <span class="_ _10"></span>firmy aud<span class="_ _1"></span>ytorskiej zape<span class="_ _1"></span>wnia <span class="_ _10"></span>z<span class="_ _0"></span>achowanie <span class="_ _10"></span>je<span class="_ _0"></span>go <span class="_ _1"></span>niezależności <span class="_ _10"></span>wz<span class="_ _0"></span>ględem <span class="_ _10"></span>Spółki i<span class="_ _1"></span> G<span class="_ _1"></span>rupy Kap<span class="_ _1"></span>itałowej. <span class="_ _1"></span>Zgodnie <span class="_ _10"></span>z polityką przyjętą </div><div class="t m0 x1 h10 y1089 ff6 fs4 fc2 sc0 ls0 ws0">przez <span class="_ _10"></span>Komitet <span class="_ _10"></span>Audytu <span class="_ _1"></span>w <span class="_ _1"></span>dniu <span class="_ _10"></span>11 <span class="_ _10"></span>g<span class="_ _0"></span>rudnia <span class="_ _10"></span>2017 <span class="_ _10"></span>r.<span class="_ _0"></span> <span class="_ _10"></span>stosowany <span class="_ _1"></span>jest <span class="_ _10"></span>mechanizm <span class="_ _1"></span>rotacji <span class="_ _10"></span>firmy <span class="_ _10"></span>au<span class="_ _0"></span>dytorskiej: <span class="_ _10"></span>maksymalny <span class="_ _1"></span>nieprzerwany <span class="_ _1"></span>czas <span class="_ _10"></span>trwania<span class="_ _0"></span> </div><div class="t m0 x1 h10 y108a ff8 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="_ _5"></span>firmę audytorską <span class="_ _0"></span>lub <span class="_ _0"></span>firmę <span class="_ _0"></span>audytor<span class="_ _0"></span>ską <span class="_ _0"></span>powiązaną <span class="_ _0"></span>z <span class="_ _5"></span>tą <span class="_ _0"></span>firmą <span class="_ _0"></span>audytors<span class="_ _0"></span>ką <span class="_ _0"></span>lub </div><div class="t m0 x1 h10 y108b ff8 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 h10 y108c ff8 fs4 fc2 sc0 ls0 ws0">upływie <span class="_ _5"></span>maksymalnego <span class="_ _5"></span>czasu <span class="_ _5"></span>trwania <span class="_ _5"></span>z<span class="_ _0"></span>lecenia <span class="_ _0"></span>ba<span class="_ _0"></span>dania <span class="_ _5"></span>ustawowego, <span class="_ _5"></span>firma <span class="_ _5"></span>audytorska <span class="_ _5"></span>an<span class="_ _0"></span>i, <span class="_ _5"></span>w <span class="_ _5"></span>stosownych <span class="_ _6"></span>przyp<span class="_ _1"></span>adkach, <span class="_ _5"></span>żaden <span class="_ _5"></span>z <span class="_ _6"></span>człon<span class="_ _0"></span>ków </div><div class="t m0 x1 h10 ya65 ff8 fs4 fc2 sc0 ls0 ws0">sieci danej <span class="_ _1"></span>firmy audytorskiej działającej w ramach<span class="_ _1"></span> Unii <span class="_ _10"></span>E<span class="_ _0"></span>uropejskiej nie p<span class="_ _1"></span>odejmuje badan<span class="_ _0"></span>ia ustawowego w Sp<span class="_ _1"></span>ółce w okresie <span class="_ _1"></span>kolejnych 4 l<span class="_ _1"></span>at.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 yf7d ff8 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="_ _10"></span>danych otrzymanych od <span class="_ _10"></span>osób odpowiedzialnych <span class="_ _10"></span>z<span class="_ _0"></span>a poszczególne<span class="_ _1"></span> <span class="_ _1"></span>działy w <span class="_ _10"></span>Grupi<span class="_ _5"></span><span class="ff6">e oraz </span></div><div class="t m0 x1 h10 y596 ff8 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="_ _10"></span>księgowych. Czynności <span class="_ _10"></span>księgowe podlegają <span class="_ _10"></span>p<span class="_ _0"></span>rocedurom operacyjnym <span class="_ _10"></span>i akceptac<span class="_ _0"></span><span class="ff6">yjnym </span></div><div class="t m0 x1 h10 y4e ff6 fs4 fc2 sc0 ls0 ws0">przez kierownictwo.  </div><div class="t m0 x1 h10 y110e ff8 fs4 fc2 sc0 ls0 ws0">Za <span class="_ _15"> </span>poprawne <span class="_ _19"> </span>prowadzenie <span class="_ _15"> </span>ksiąg <span class="_ _19"> </span>rachunkowych <span class="_ _19"> </span>na <span class="_ _15"> </span>podstawie <span class="_ _19"> </span>obowiązującego <span class="_ _19"> </span>prawa <span class="_ _15"> </span>odpowiada <span class="_ _19"> </span>Główna <span class="_ _19"> </span>Księgowa. <span class="_ _15"> </span>Nadzór <span class="_ _19"> </span>nad </div><div class="t m0 x1 h10 y110f ff8 fs4 fc2 sc0 ls0 ws0">prawidłowym prowadzen<span class="_ _1"></span>iem <span class="_ _1"></span>ksiąg <span class="_ _10"></span>rachunkowych pełni <span class="_ _10"></span>czł<span class="_ _0"></span>onek <span class="_ _1"></span>Zarządu –<span class="_ _1"></span><span class="ff6"> <span class="_ _1"></span><span class="ff8">Wiceprezes <span class="_ _10"></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 h10 y4db ff6 fs4 fc2 sc0 ls0 ws0">sprawuje te<span class="ff8">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 h10 y143 ff8 fs4 fc2 sc0 ls0 ws0">Funkcję <span class="_ _10"></span>na<span class="_ _0"></span>dzorczą <span class="_ _1"></span>w <span class="_ _1"></span>Grupie <span class="_ _10"></span>w zakresie <span class="_ _10"></span>weryfikacji i <span class="_ _10"></span>oceny sp<span class="_ _1"></span>rawozdań s<span class="_ _1"></span>pełnia <span class="_ _10"></span>pow<span class="_ _0"></span>ołany <span class="_ _1"></span>w <span class="_ _1"></span>ramach <span class="_ _1"></span>Rady <span class="_ _10"></span>Nadzorczej Komitet <span class="_ _10"></span>Audytu<span class="_ _0"></span>,<span class="_ _0"></span> <span class="_ _1"></span>w <span class="_ _1"></span>skład </div><div class="t m0 x1 h10 y144 ff8 fs4 fc2 sc0 ls0 ws0">którego <span class="_ _6"></span>wchodzą <span class="_ _5"></span>o<span class="_ _0"></span>soby <span class="_ _6"></span>spe<span class="_ _1"></span>łniające <span class="_ _6"></span>kryte<span class="_ _1"></span>ria, <span class="_ _6"></span>wymagane <span class="_ _5"></span>zgodnie <span class="_ _6"></span>z <span class="_ _6"></span>przepis<span class="_ _1"></span>ami <span class="_ _6"></span><span class="ff6">Ustawy <span class="_ _6"></span></span>z <span class="_ _6"></span>dnia <span class="_ _5"></span>11.<span class="_ _0"></span>05.2017 <span class="_ _6"></span>o <span class="_ _5"></span>biegłych <span class="_ _6"></span>rewidentach, <span class="_ _5"></span>firmach<span class="_ _0"></span> </div><div class="t m0 x1 h10 y1110 ff8 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="_ _5"></span>al<span class="_ _0"></span>eżność </div><div class="t m0 x1 h10 y1111 ff8 fs4 fc2 sc0 ls0 ws0">biegłego <span class="_ _10"></span>r<span class="_ _0"></span>ewidenta, monitorowan<span class="_ _1"></span>ie <span class="_ _1"></span>skuteczności <span class="_ _1"></span>systemów kontroli <span class="_ _10"></span>w<span class="_ _0"></span>ewnętrznej, przegląd <span class="_ _10"></span>okresow<span class="_ _0"></span>ych i<span class="_ _1"></span> rocznych <span class="_ _10"></span>sprawo<span class="_ _0"></span>zdań fin<span class="_ _1"></span>ansowych </div><div class="t m0 x1 h10 yf83 ff8 fs4 fc2 sc0 ls0 ws0">Spółki.<span class="ff6"> </span></div><div class="t m0 x1 h10 y1112 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _12"> </span>Grupie <span class="_ _7"> </span>z<span class="_ _0"></span>ostała <span class="_ _12"> </span>przyjęta <span class="_ _12"> </span>polityka <span class="_ _12"> </span>w <span class="_ _12"> </span>zakresie <span class="_ _7"> </span>wyboru <span class="_ _12"> </span>firmy <span class="_ _12"> </span>audytorskiej <span class="_ _12"> </span>oraz <span class="_ _12"> </span>w <span class="_ _12"> </span>zakresie <span class="_ _7"> </span>świadczenia <span class="_ _12"> </span>dodatkowych <span class="_ _12"> </span>usług <span class="_ _12"> </span>przez <span class="_ _12"> </span>f<span class="_ _5"></span>irmę </div><div class="t m0 x1 h10 y1113 ff8 fs4 fc2 sc0 ls0 ws0">audytorską. <span class="ff6"> </span></div><div class="t m0 x1 h10 y40e ff8 fs4 fc2 sc0 ls0 ws0">Główne założenia polityki wyboru firmy aud<span class="_ _1"></span>ytorskiej:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h4b y1114 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff8">możliwość zape<span class="_ _1"></span>wnienia <span class="_ _10"></span>świadczenia <span class="_ _1"></span>pełnego <span class="_ _10"></span>z<span class="_ _0"></span>akresu <span class="_ _10"></span>usług <span class="_ _10"></span>w<span class="_ _0"></span> <span class="_ _1"></span>odniesieniu <span class="_ _10"></span>do <span class="_ _1"></span>badania <span class="_ _10"></span>ustawowego, <span class="_ _1"></span>o <span class="_ _1"></span>którym <span class="_ _10"></span>mowa <span class="_ _1"></span>w <span class="_ _1"></span>art. <span class="_ _10"></span>2 <span class="_ _1"></span>pkt <span class="_ _10"></span>1) <span class="ff6">Ustawy </span></span></span></div><div class="t m0 x58 h10 y903 ff8 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 h4b y1115 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff8">dotychczasowe <span class="_ _0"></span>doświadczenie firmy audytorskiej w badaniu s<span class="_ _0"></span>prawozdań jednostek o <span class="_ _0"></span>podobnym do <span class="_ _0"></span>Spółki profilu działalności i <span class="_ _0"></span>bad<span class="_ _5"></span><span class="ff6">aniu </span></span></span></div><div class="t m0 x58 h10 y93a ff6 fs4 fc2 sc0 ls0 ws0">ustawowym jednostek zainteresowania publicznego, </div><div class="t m0 x1 h4b y1116 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff8">cenę zaproponowaną przez firmę audytorską,<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x1 h4b y1117 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff8">renomę firmy audytorskiej, doświadczenie zawodowe i kwalifikacje kluczowego biegłego rewidenta,<span class="ff6"> </span></span></span></div><div class="t m0 x1 h4b y1118 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff8">potwierdzenie <span class="_ _1d"> </span>niezależności <span class="_ _1d"> </span>firmy <span class="_ _f"> </span>aud<span class="_ _1"></span>ytorskiej <span class="_ _1d"> </span>do <span class="_ _1d"> </span>badania <span class="_ _f"> </span>ustawowego <span class="_ _1d"> </span>na <span class="_ _1d"> </span>etapie <span class="_ _1d"> </span>Procedury <span class="_ _1d"> </span>jej <span class="_ _1d"> </span>w<span class="_ _0"></span>yboru, <span class="_ _1d"> </span>zgodnie <span class="_ _5"></span><span class="ff6"> </span></span></span></div><div class="t m0 x58 h10 y1119 ff8 fs4 fc2 sc0 ls0 ws0">z Ustawą o biegłych rewidentach,<span class="ff6"> </span></div><div class="t m0 x1 h4b y417 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff8">firma  au<span class="_ _1"></span>dytorska <span class="_ _12"> </span>i <span class="_ _12"> </span>osoby  z <span class="_ _12"> </span>nią <span class="_ _12"> </span>związane <span class="_ _12"> </span>nie <span class="_ _12"> </span>świadczą  b<span class="_ _1"></span>ezpośrednio <span class="_ _12"> </span>ani  pośredn<span class="_ _1"></span>io <span class="_ _12"> </span>na <span class="_ _12"> </span>rzecz  Spółki <span class="_ _12"> </span>i <span class="_ _12"> </span>spółek <span class="_ _12"> </span>powiązanych,  żadnych<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x58 h10 yf4 ff8 fs4 fc2 sc0 ls0 ws0">zabronionych usług niebędących badaniem sprawozdań finansowych ani czynności re<span class="_ _1"></span>wizji finansowej.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 ybeb ff8 fs4 fc2 sc0 ls0 ws0">Półroczne sprawozdania <span class="_ _1"></span>finansowe Emitenta <span class="_ _1"></span>i Grupy <span class="_ _10"></span>Kapitało<span class="_ _0"></span>wej podleg<span class="_ _1"></span>ają przeglądowi, a <span class="_ _1"></span>roczne sprawozdania <span class="_ _1"></span>badaniu <span class="_ _1"></span>przez niez<span class="_ _0"></span>ależnego </div><div class="t m0 x1 h10 y111a ff8 fs4 fc2 sc0 ls0 ws0">biegłego <span class="_ _6"></span>rewidenta. <span class="_ _6"></span>Członkowie <span class="_ _6"></span>Komitetu <span class="_ _6"></span>Audytu <span class="_ _6"></span>mają <span class="_ _6"></span>bezpośredni <span class="_ _6"></span>kontakt <span class="_ _6"></span>z <span class="_ _6"></span>Dyrektorem <span class="_ _5"></span>Bi<span class="_ _0"></span>ura <span class="_ _6"></span>biegłego <span class="_ _6"></span>rewidenta. <span class="_ _6"></span>Audytor <span class="_ _6"></span>w <span class="_ _6"></span>r<span class="_ _5"></span><span class="ff6">amach </span></div><div class="t m0 x1 h10 y111b ff8 fs4 fc2 sc0 ls0 ws0">swych  procedu<span class="_ _1"></span>r  jest  zoblig<span class="_ _1"></span>owany  raportować  lub  w <span class="_ _12"> </span>razie  potrzeby <span class="_ _12"> </span>konsultować<span class="_ _0"></span>  się <span class="_ _12"> </span>z  Komitetem  Audytu.  N<span class="_ _1"></span>iezależnie  od <span class="_ _12"> </span>tego<span class="_ _0"></span>  przed<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y111c ff8 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 x3c h44 y111d ff7 fs5 fc5 sc0 ls11 ws0">9.5.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">WSKAZANIE AKCJONARIUSZY POSIADAJĄCYCH BEZPOŚREDNIO LUB POŚ<span class="_ _1"></span>REDNIO ZNACZNE </span></span></div><div class="t m0 x84 he y111e ff5 fs5 fc5 sc0 ls0 ws0">PAKIETY AKCJI WG STANU NA 31.12.2023 I NA DZIEŃ SPORZĄDZENI<span class="_ _1"></span>A SPRAWOZDANIA   <span class="_ _0"></span><span class="ff7"> </span></div><div class="t m0 x1 h10 yce7 ff8 fs4 fc2 sc0 ls0 ws0">Akcjonariusze  posiadający  bezp<span class="_ _0"></span>ośrednio  lub <span class="_ _14"> </span>pośrednio  poprzez  podmioty <span class="_ _14"> </span>zależne  co  najmniej<span class="_ _0"></span>  5% <span class="_ _14"> </span>ogólnej  liczby  głosów <span class="_ _14"> </span>na  Walnym </div><div class="t m0 x1 h10 yd0e ff8 fs4 fc2 sc0 ls0 ws0">Zgromadzeniu Emitenta na dzień 01.01.2024 r.<span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf84" class="pf w0 h0" ><div class="pc pc84 w0 h0"><img class="bi x5 y3c w5 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">132<span class="ls0"> </span></div></div><div class="c x1 y111f w33 h79"><div class="t m0 xa h15 y1080 ff7 fs9 fc2 sc0 ls0 ws0">Akcjonariusz  </div></div><div class="c x93 y111f w34 h79"><div class="t m0 xa h15 y1080 ff7 fs9 fc2 sc0 ls20 ws0">         <span class="ls0">Liczba akcji  </span></div></div><div class="c x94 y111f w35 h79"><div class="t m0 x8c h15 y1080 ff5 fs9 fc2 sc0 ls0 ws0">Udział w kapital<span class="_ _1"></span>e<span class="ff7"> </span></div></div><div class="c x95 y111f w36 h79"><div class="t m0 x53 h15 y1080 ff5 fs9 fc2 sc0 ls0 ws0">Liczba głosów<span class="ff7"> </span></div></div><div class="c x51 y111f w37 h79"><div class="t m0 x175 h15 y55e ff5 fs9 fc2 sc0 ls0 ws0">Udział w </div><div class="t m0 x55 h15 y55f ff5 fs9 fc2 sc0 ls0 ws0">głosach%<span class="ff7"> </span></div></div><div class="c x1 y6d1 w33 h11d"><div class="t m0 xa h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">Unimot Express sp. <span class="_ _1"></span>z o.o.</div><div class="t m0 x112 h74 y2ab ff7 fs18 fc2 sc0 ls0 ws0">1</div><div class="t m0 x96 h15 y29 ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x93 y6d1 w34 h11d"><div class="t m0 x97 h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">3 593 625 </div></div><div class="c x94 y6d1 w35 h11d"><div class="t m0 x98 h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">43,84% </div></div><div class="c x95 y6d1 w36 h11d"><div class="t m0 x15 h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">3 593 625 </div></div><div class="c x51 y6d1 w37 h11d"><div class="t m0 x9f h15 y29 ff7 fs9 fc2 sc0 ls0 ws0">42,04% </div></div><div class="c x1 y1120 w33 h7b"><div class="t m0 xa h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">Zemadon Limited</div><div class="t m0 x99 h74 y562 ff7 fs18 fc2 sc0 ls0 ws0">1</div><div class="t m0 x9a h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x93 y1120 w34 h7b"><div class="t m0 x97 h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">1 616 661 </div></div><div class="c x94 y1120 w35 h7b"><div class="t m0 x98 h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">19,72% </div></div><div class="c x95 y1120 w36 h7b"><div class="t m0 x15 h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">1 966 661 </div></div><div class="c x51 y1120 w37 h7b"><div class="t m0 x9f h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">23,01% </div></div><div class="c x1 y1121 w33 h7a"><div class="t m0 xa h15 y564 ff7 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 h15 yf37 ff7 fs9 fc2 sc0 ls0 ws0">(portfel)</div><div class="t m0 x18 h74 y94e ff7 fs18 fc2 sc0 ls0 ws0">2         </div><div class="t m0 x13f h15 yf37 ff7 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x93 y1121 w34 h7a"><div class="t m0 x9b h15 y566 ff7 fs9 fc2 sc0 ls4 ws0">542<span class="ls0"> </span>400<span class="ls0"> </span></div></div><div class="c x94 y1121 w35 h7a"><div class="t m0 x9c h15 y566 ff7 fs9 fc2 sc0 ls0 ws0">6,62% </div></div><div class="c x95 y1121 w36 h7a"><div class="t m0 x2c h15 y566 ff7 fs9 fc2 sc0 ls4 ws0">542<span class="ls0"> </span>400<span class="ls0"> </span></div></div><div class="c x51 y1121 w37 h7a"><div class="t m0 x107 h15 y566 ff7 fs9 fc2 sc0 ls0 ws0">6,35% </div></div><div class="c x1 y686 w33 h7b"><div class="t m0 xa h14 y2a1 ffa fs9 fc2 sc0 ls0 ws0">w tym: Natio<span class="_ _1"></span>nale-Nederla<span class="_ _1"></span>nden Otwarty Fund<span class="_ _1"></span>usz Emerytalny. </div></div><div class="c x93 y686 w34 h7b"><div class="t m0 x9b h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">428 719 </div></div><div class="c x94 y686 w35 h7b"><div class="t m0 x9c h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">5,23% </div></div><div class="c x95 y686 w36 h7b"><div class="t m0 x2c h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">428 719 </div></div><div class="c x51 y686 w37 h7b"><div class="t m0 x107 h19 y2a1 ff6 fs9 fc2 sc0 ls0 ws0">5,02% </div></div><div class="c x1 y1122 w33 h77"><div class="t m0 xa h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">Pozostali </div></div><div class="c x93 y1122 w34 h77"><div class="t m0 x97 h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">2 445 132 </div></div><div class="c x94 y1122 w35 h77"><div class="t m0 x98 h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">29,82% </div></div><div class="c x95 y1122 w36 h77"><div class="t m0 x15 h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">2 <span class="ls4">445</span> <span class="ls4">132</span> </div></div><div class="c x51 y1122 w37 h77"><div class="t m0 x9f h15 y2a1 ff7 fs9 fc2 sc0 ls0 ws0">28,60% </div></div><div class="c x1 y1123 w33 h4f"><div class="t m0 xa h15 y197 ff7 fs9 fc2 sc0 ls0 ws0"> Razem  </div></div><div class="c x93 y1123 w34 h4f"><div class="t m0 x97 h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">8 197 818 </div></div><div class="c x94 y1123 w35 h4f"><div class="t m0 xc h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">100,00% </div></div><div class="c x95 y1123 w36 h4f"><div class="t m0 x15 h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">8 547 818 </div></div><div class="c x51 y1123 w37 h4f"><div class="t m0 x175 h15 y197 ff7 fs9 fc2 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y326 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1124 ff8 fs4 fc2 sc0 ls0 ws0">Akcjonariusze  posiadający  bezp<span class="_ _0"></span>ośrednio  lub <span class="_ _14"> </span>pośrednio  poprzez <span class="_ _14"> </span>podmioty  zależne  c<span class="_ _0"></span>o  najmniej<span class="_ _0"></span>  5% <span class="_ _14"> </span>ogólnej  liczby  głosów <span class="_ _14"> </span>na  Walnym </div><div class="t m0 x1 h10 y1125 ff8 fs4 fc2 sc0 ls0 ws0">Zgromadzeniu Emitenta 31.12.2024 r. i na dzień przekazania niniejszego raportu okresowego:<span class="ff6"> </span></div></div><div class="c x1 y1126 w13e h7d"><div class="t m0 xa hf3 y1ae ff7 fsa fc2 sc0 ls0 ws0">Akcjonariusz  </div></div><div class="c x17a y1126 w13f h7d"><div class="t m0 xc hf3 y1ae ff7 fsa fc2 sc0 ls0 ws0">Liczba akcji </div></div><div class="c x8a y1126 w140 h7d"><div class="t m0 x55 hf3 y1ae ff5 fsa fc2 sc0 ls0 ws0">Udział w kapitale<span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c x17b y1126 w13f h7d"><div class="t m0 x5e hf3 y1ae ff5 fsa fc2 sc0 ls0 ws0">Liczba głosów<span class="ff7"> </span></div></div><div class="c x17c y1126 w141 h7d"><div class="t m0 x55 hf3 y1ae ff5 fsa fc2 sc0 ls0 ws0">Udział w głosach<span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c x1 y1127 w13e h73"><div class="t m0 xa hf3 y562 ff7 fsa fc2 sc0 ls0 ws0">Unimot Express sp. z o.<span class="_ _0"></span>o.</div><div class="t m0 x10d h11e yf7c ff7 fs1b fc2 sc0 ls0 ws0">1</div><div class="t m0 x5c hf3 y562 ff7 fsa fc2 sc0 ls0 ws0"> </div></div><div class="c x17a y1127 w13f h73"><div class="t m0 x98 hf3 y562 ff7 fsa fc2 sc0 ls0 ws0">3 593 625 </div></div><div class="c x8a y1127 w140 h73"><div class="t m0 xe hf3 y562 ff7 fsa fc2 sc0 ls0 ws0">43,84% </div></div><div class="c x17b y1127 w13f h73"><div class="t m0 x98 hf3 y562 ff7 fsa fc2 sc0 ls0 ws0">3 593 625 </div></div><div class="c x17c y1127 w141 h73"><div class="t m0 xe hf3 y562 ff7 fsa fc2 sc0 ls0 ws0">42,04% </div></div><div class="c x1 y1128 w13e h75"><div class="t m0 xa hf3 y1129 ff7 fsa fc2 sc0 ls0 ws0">Zemadon Limited</div><div class="t m0 x2e h11e y112a ff7 fs1b fc2 sc0 ls0 ws0">1</div><div class="t m0 x58 hf3 y1129 ff7 fsa fc2 sc0 ls0 ws0"> </div></div><div class="c x17a y1128 w13f h75"><div class="t m0 x98 hf3 y1129 ff7 fsa fc2 sc0 ls0 ws0">1 616 661 </div></div><div class="c x8a y1128 w140 h75"><div class="t m0 xe hf3 y1129 ff7 fsa fc2 sc0 ls0 ws0">19,72% </div></div><div class="c x17b y1128 w13f h75"><div class="t m0 x98 hf3 y1129 ff7 fsa fc2 sc0 ls0 ws0">1 966 661 </div></div><div class="c x17c y1128 w141 h75"><div class="t m0 xe hf3 y1129 ff7 fsa fc2 sc0 ls0 ws0">23,01% </div></div><div class="c x1 y112b w13e h76"><div class="t m0 xa hf3 y101a ff7 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 hf3 y112c ff7 fsa fc2 sc0 ls0 ws0">(portfel) </div><div class="t m0 x4 h11e y9a3 ff7 fs1b fc2 sc0 ls0 ws0">2</div><div class="t m0 x18 hf3 y112c ff7 fsa fc2 sc0 ls0 ws0"> </div></div><div class="c x17a y112b w13f h76"><div class="t m0 xcb hf3 y112d ff7 fsa fc2 sc0 ls0 ws0">542 400 </div></div><div class="c x8a y112b w140 h76"><div class="t m0 x5f hf3 y112d ff7 fsa fc2 sc0 ls0 ws0">6,62% </div></div><div class="c x17b y112b w13f h76"><div class="t m0 xcb hf3 y112d ff7 fsa fc2 sc0 ls0 ws0">542 400 </div></div><div class="c x17c y112b w141 h76"><div class="t m0 x5f hf3 y112d ff7 fsa fc2 sc0 ls0 ws0">6,35% </div></div><div class="c x1 y112e w13e h7d"><div class="t m0 xa hf1 y1ae 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 x17a y112e w13f h7d"><div class="t m0 xcb hf1 y1ae ff6 fsa fc2 sc0 ls0 ws0">428 719 </div></div><div class="c x8a y112e w140 h7d"><div class="t m0 x5f hf1 y1ae ff6 fsa fc2 sc0 ls0 ws0">5,23% </div></div><div class="c x17b y112e w13f h7d"><div class="t m0 xcb hf1 y1ae ff6 fsa fc2 sc0 ls0 ws0">428 719 </div></div><div class="c x17c y112e w141 h7d"><div class="t m0 x5f hf1 y1ae ff6 fsa fc2 sc0 ls0 ws0">5,02% </div></div><div class="c x1 ya3b w13e h7f"><div class="t m0 xa hf3 y2bc ff5 fsa fc2 sc0 ls0 ws0">Zbigniew Juroszek po<span class="_ _0"></span>średnio i<span class="ff7"> </span>bez<span class="_ _0"></span>pośrednio<span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c x17a ya3b w13f h7f"><div class="t m0 xcb hf3 y2bc ff7 fsa fc2 sc0 ls0 ws0">556 845 </div></div><div class="c x8a ya3b w140 h7f"><div class="t m0 x5f hf3 y2bc ff7 fsa fc2 sc0 ls0 ws0">6,79% </div></div><div class="c x17b ya3b w13f h7f"><div class="t m0 xcb hf3 y2bc ff7 fsa fc2 sc0 ls0 ws0">556 845 </div></div><div class="c x17c ya3b w141 h7f"><div class="t m0 x5f hf3 y2bc ff7 fsa fc2 sc0 ls0 ws0">6,51% </div></div><div class="c x1 y112f w13e h91"><div class="t m0 xa hf1 y547 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 x17a y112f w13f h91"><div class="t m0 xcb hf1 y547 ff6 fsa fc2 sc0 ls0 ws0">393 345 </div></div><div class="c x8a y112f w140 h91"><div class="t m0 x5f hf1 y547 ff6 fsa fc2 sc0 ls0 ws0">4,80% </div></div><div class="c x17b y112f w13f h91"><div class="t m0 xcb hf1 y547 ff6 fsa fc2 sc0 ls0 ws0">393 345 </div></div><div class="c x17c y112f w141 h91"><div class="t m0 x5f hf1 y547 ff6 fsa fc2 sc0 ls0 ws0">4,60% </div></div><div class="c x1 y1130 w13e h91"><div class="t m0 xa hf1 y547 ff6 fsa fc2 sc0 ls0 ws0">Juroszek Hodling Sp.<span class="_ _0"></span> z o.o. </div></div><div class="c x17a y1130 w13f h91"><div class="t m0 xcb hf1 y547 ff6 fsa fc2 sc0 ls0 ws0">105 000 </div></div><div class="c x8a y1130 w140 h91"><div class="t m0 x5f hf1 y547 ff6 fsa fc2 sc0 ls0 ws0">1,28% </div></div><div class="c x17b y1130 w13f h91"><div class="t m0 xcb hf1 y547 ff6 fsa fc2 sc0 ls0 ws0">105 000 </div></div><div class="c x17c y1130 w141 h91"><div class="t m0 x5f hf1 y547 ff6 fsa fc2 sc0 ls0 ws0">1,23% </div></div><div class="c x1 y1131 w13e h73"><div class="t m0 xa hf1 y562 ff6 fsa fc2 sc0 ls0 ws0">Zbigniew Juroszek<span class="_ _0"></span> </div></div><div class="c x17a y1131 w13f h73"><div class="t m0 x15 hf1 y562 ff6 fsa fc2 sc0 ls0 ws0">58 500 </div></div><div class="c x8a y1131 w140 h73"><div class="t m0 x5f hf1 y562 ff6 fsa fc2 sc0 ls0 ws0">0,71% </div></div><div class="c x17b y1131 w13f h73"><div class="t m0 x15 hf1 y562 ff6 fsa fc2 sc0 ls0 ws0">58 500 </div></div><div class="c x17c y1131 w141 h73"><div class="t m0 x5f hf1 y562 ff6 fsa fc2 sc0 ls0 ws0">0,68% </div></div><div class="c x1 y1132 w13e h73"><div class="t m0 xa hf3 y562 ff7 fsa fc2 sc0 ls0 ws0">Pozostali </div></div><div class="c x17a y1132 w13f h73"><div class="t m0 x98 hf3 y562 ff7 fsa fc2 sc0 ls0 ws0">1 888 287 </div></div><div class="c x8a y1132 w140 h73"><div class="t m0 xe hf3 y562 ff7 fsa fc2 sc0 ls0 ws0">23,03% </div></div><div class="c x17b y1132 w13f h73"><div class="t m0 x98 hf3 y562 ff7 fsa fc2 sc0 ls0 ws0">1 888 287 </div></div><div class="c x17c y1132 w141 h73"><div class="t m0 xe hf3 y562 ff7 fsa fc2 sc0 ls0 ws0">22,09% </div></div><div class="c x1 yee1 w13e h73"><div class="t m0 x61 hf3 y562 ff7 fsa fc2 sc0 ls0 ws0">Razem </div></div><div class="c x17a yee1 w13f h73"><div class="t m0 x98 hf3 y562 ff7 fsa fc2 sc0 ls0 ws0">8 197 818 </div></div><div class="c x8a yee1 w140 h73"><div class="t m0 x9c hf3 y562 ff7 fsa fc2 sc0 ls0 ws0">100,00% </div></div><div class="c x17b yee1 w13f h73"><div class="t m0 x98 hf3 y562 ff7 fsa fc2 sc0 ls0 ws0">8 547 818 </div></div><div class="c x17c yee1 w141 h73"><div class="t m0 x125 hf3 y562 ff7 fsa fc2 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h14 y799 ff9 fs9 fc2 sc0 ls0 ws0">1 <span class="_ _5"></span> <span class="_ _6"></span> <span class="_ _5"></span>Pośrednio <span class="_ _5"></span>kontrolują<span class="_ _1"></span>cym <span class="_ _5"></span>Emitenta <span class="_ _5"></span>oraz <span class="_ _6"></span>spółki<span class="_ _1"></span> <span class="_ _5"></span>Unimot <span class="_ _5"></span>Express <span class="_ _6"></span>sp. <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _5"></span>o.o. <span class="_ _6"></span>oraz <span class="_ _5"></span>Zemadon<span class="_ _1"></span> <span class="_ _5"></span>Ltd., <span class="_ _5"></span>z<span class="_ _0"></span>a <span class="_ _5"></span>pośrednictwem <span class="_ _5"></span>„F<span class="_ _0"></span>amily <span class="_ _5"></span>First <span class="_ _6"> </span>Foundation” <span class="_ _5"></span>i <span class="_ _5"></span>w <span class="_ _6"></span>związku <span class="_ _0"></span>z<span class="_ _0"></span> </div><div class="t m0 x1 h14 y1133 ff9 fs9 fc2 sc0 ls0 ws0">porozumieni<span class="_ _1"></span>em <span class="_ _5"></span>zawartym <span class="_ _5"></span>dnia <span class="_ _0"></span>5.12.2016 <span class="_ _6"></span>r. <span class="_ _0"></span>pomiędzy <span class="_ _5"></span>małżonkami <span class="_ _0"></span>Adamem <span class="_ _5"></span>Antonim <span class="_ _0"></span>Si<span class="_ _0"></span>korskim <span class="_ _0"></span>i <span class="_ _6"></span>Magd<span class="_ _1"></span>aleną <span class="_ _5"></span>Sikorską <span class="_ _5"></span>co <span class="_ _6"></span>do <span class="_ _0"></span>prowadzenia <span class="_ _5"></span>wspólnej <span class="_ _5"></span>polityki </div><div class="t m0 x1 h14 y1134 ff9 fs9 fc2 sc0 ls0 ws0">wobec Un<span class="_ _1"></span>imot <span class="_ _1"></span>Express sp<span class="_ _1"></span>. z o.o<span class="_ _1"></span>. oraz <span class="_ _1"></span>Unimot <span class="_ _10"></span>S.A.,<span class="_ _0"></span> jest <span class="_ _1"></span>Pan <span class="_ _1"></span>Adam <span class="_ _1"></span>Antoni <span class="_ _1"></span>Sikorski wraz <span class="_ _1"></span>z rodzin<span class="_ _1"></span>ą. Szczegółow<span class="_ _1"></span>y op<span class="_ _1"></span>is st<span class="_ _1"></span>ruktury p<span class="_ _1"></span>odmiotów sprawują<span class="_ _1"></span>cych kont<span class="_ _1"></span>rolę </div><div class="t m0 x1 h14 y1135 ff9 fs9 fc2 sc0 ls0 ws0">nad Emit<span class="_ _1"></span>entem znajdu<span class="_ _1"></span>je się w punkcie 4.1 Sp<span class="_ _1"></span>rawozdania<span class="_ _1"></span>. <span class="ffa"> </span></div><div class="t m0 x1 h14 ycb6 ffa fs9 fc2 sc0 ls0 ws0">2 <span class="_ _7"> </span>   <span class="_ _7"> </span>Nationale-<span class="ff9">Nederlan<span class="_ _1"></span>den <span class="_ _7"> </span>Powszechne <span class="_ _7"> </span>T<span class="_ _0"></span>owarzystwo <span class="_ _7"> </span>Emerytalne <span class="_ _7"> </span>S.A. <span class="_ _12"> </span>za <span class="_ _7"> </span>pośrednictwem <span class="_ _7"> </span>wskazanego <span class="_ _6"> </span>p<span class="_ _0"></span>owyżej <span class="_ _7"> </span>Nationale<span class="ffa">-Nederlanden <span class="_ _7"> </span>Otwarty  Fu<span class="_ _1"></span>ndusz </span></span></div><div class="t m0 x1 h14 y20 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 h14 y6c2 ffa fs9 fc2 sc0 ls0 ws0">National<span class="_ _1"></span>e-Nederlanden <span class="_ _12"> </span>Dobro<span class="_ _1"></span>wolny  Fundusz <span class="_ _7"> </span>E<span class="_ _0"></span>merytalny <span class="_ _12"> </span>Nasze <span class="_ _12"> </span>Jut<span class="_ _1"></span>ro  2030,  Na<span class="_ _1"></span>tionale-Nederlanden<span class="_ _1"></span>  Dobrowo<span class="_ _1"></span>lny <span class="_ _12"> </span>Fundusz  Emeryt<span class="_ _1"></span>alny <span class="_ _12"> </span>Nasze <span class="_ _12"> </span>Jutro <span class="_ _12"> </span>2035, </div><div class="t m0 x1 h14 y1136 ffa fs9 fc2 sc0 ls0 ws0">National<span class="_ _1"></span>e-Nederlanden <span class="_ _12"> </span>Dobro<span class="_ _1"></span>wolny  Fundusz <span class="_ _7"> </span>E<span class="_ _0"></span>merytalny <span class="_ _12"> </span>Nasze <span class="_ _12"> </span>Jut<span class="_ _1"></span>ro  2040,  Na<span class="_ _1"></span>tionale-Nederlanden<span class="_ _1"></span>  Dobrowo<span class="_ _1"></span>lny <span class="_ _12"> </span>Fundusz  Emeryta<span class="_ _1"></span>lny <span class="_ _12"> </span>Nasze <span class="_ _12"> </span>Jutro <span class="_ _12"> </span>2045, </div><div class="t m0 x1 h14 y1137 ffa fs9 fc2 sc0 ls0 ws0">National<span class="_ _1"></span>e-Nederlanden <span class="_ _12"> </span>Dobro<span class="_ _1"></span>wolny  Fundusz <span class="_ _7"> </span>E<span class="_ _0"></span>merytalny <span class="_ _12"> </span>Nasze <span class="_ _12"> </span>Jut<span class="_ _1"></span>ro  2050,  Na<span class="_ _1"></span>tionale-Nederlanden<span class="_ _1"></span>  Dobrowo<span class="_ _1"></span>lny <span class="_ _12"> </span>Fundusz  Emeryt<span class="_ _1"></span>alny <span class="_ _12"> </span>Nasze <span class="_ _12"> </span>Jutro <span class="_ _12"> </span>2055, </div><div class="t m0 x1 h14 y11c 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 Nat<span class="_ _1"></span>ionale-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 h14 y1138 ffa fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1139 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>okresie <span class="_ _5"></span>od <span class="_ _5"></span>01.01.2024 <span class="_ _5"></span>r. <span class="_ _5"></span>do <span class="_ _5"></span>dnia <span class="_ _5"></span>publikacji <span class="_ _5"></span>raportu <span class="_ _5"></span>okresowego <span class="_ _5"></span>miała <span class="_ _5"></span>miejsce <span class="_ _5"></span>zmiana <span class="_ _5"></span>w <span class="_ _5"></span>strukturze <span class="_ _5"></span>własności <span class="_ _5"></span>znacz<span class="_ _0"></span>nych <span class="_ _5"></span>pakiet<span class="_ _0"></span>ów <span class="_ _6"></span>ak<span class="_ _1"></span>cji </div><div class="t m0 x1 h10 y2e6 ff8 fs4 fc2 sc0 ls0 ws0">UNIMOT S.A. polegająca <span class="_ _0"></span>na przek<span class="_ _0"></span>roczeniu przez: Z<span class="_ _0"></span>bigniew Juroszek (<span class="_ _0"></span>pośrednio i <span class="_ _0"></span>bezpośrednio) progu 5% <span class="_ _0"></span>głosów <span class="_ _0"></span>na Walnym Zgro<span class="_ _5"></span><span class="ff6">m<span class="_ _0"></span>adzeniu </span></div><div class="t m0 x1 h10 y93e ff8 fs4 fc2 sc0 ls0 ws0">UNIMOT S.A. O przekroczeniu 5% głosów na Walnym Zgromadzeniu Emitent informował w raporcie bie<span class="_ _1"></span>żącym 2/2024.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3c h44 ya4b ff7 fs5 fc5 sc0 ls11 ws0">9.6.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">WSKAZANIE POSIADACZY WSZELKICH PAPIERÓW WARTOŚCIOWYCH, KTÓRE D<span class="_ _1"></span>AJĄ </span></span></div><div class="t m0 x84 he y113a ff5 fs5 fc5 sc0 ls0 ws0">SPECJALNE UPRAWNIENIA KONTROLNE, WRAZ Z OPISEM TYCH UPRAWNIEŃ   <span class="ff7"> </span></div><div class="t m0 x1 h10 ye8 ff6 fs4 fc2 sc0 ls0 ws0">Zemadon <span class="_ _0"></span>Ltd. <span class="_ _0"></span>posiada <span class="_ _0"></span>350 <span class="ff8">000 <span class="_ _5"></span>akcji <span class="_ _0"></span>serii B <span class="_ _5"></span>Emitenta <span class="_ _0"></span>uprzywilejowanych <span class="_ _0"></span>co <span class="_ _0"></span>do <span class="_ _5"></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="_ _5"></span>jedną akcj<span class="_ _0"></span>ę <span class="_ _0"></span>przypadają <span class="_ _0"></span>dwa <span class="_ _0"></span>głosy </span></div><div class="t m0 x1 h10 ye9 ff8 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 zgromadze<span class="_ _0"></span><span class="ff6">niu. </span></div><div class="t m0 x3c h44 yce5 ff7 fs5 fc5 sc0 ls11 ws0">9.7.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">WSKAZANIE WSZELKICH OGRANICZEŃ ODNOŚNIE DO WYKONYWANIA PR<span class="_ _1"></span>AWA GŁOSU LUB </span></span></div><div class="t m0 x84 he y113b ff5 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 x84 he y113c ff5 fs5 fc5 sc0 ls0 ws0">Z PAPIERAMI WARTOŚCIOWYMI SĄ ODDZIELONE OD POSIADANIA PAPIE<span class="_ _1"></span>RÓW </div><div class="t m0 x84 he y113d ff5 fs5 fc5 sc0 ls0 ws0">WARTOŚCIOWYCH   <span class="ff7"> </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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">133<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 fs4 fc2 sc0 ls0 ws0">Akcje <span class="_ _6"></span>Emitenta <span class="_ _6"></span>nie <span class="_ _7"></span>posiadają <span class="_ _6"></span>żadnych <span class="_ _6"></span>o<span class="_ _0"></span>graniczeń <span class="_ _6"></span>odnośnie <span class="_ _7"></span>do <span class="_ _6"></span>wykonywania <span class="_ _7"></span>praw <span class="_ _6"></span>głosu <span class="_ _6"></span>na <span class="_ _7"></span>WZA. <span class="_ _6"></span>O<span class="_ _0"></span>graniczenia <span class="_ _6"></span>mogą <span class="_ _6"></span>w<span class="_ _0"></span>ynikać <span class="_ _6"></span>z <span class="_ _6"></span>o<span class="_ _0"></span>gólni<span class="_ _0"></span><span class="ff6 ls2d">e </span></div><div class="t m0 x1 h10 y12c ff8 fs4 fc2 sc0 ls0 ws0">obowiązujących przepisów prawa m.in. <span class="ff6">Ustawy </span>o ofercie w przypadku naruszenia przepisów dotyczących wezwań na akcje i Kodeksu<span class="_ _1"></span> Spółek </div><div class="t m0 x1 h10 y12d ff8 fs4 fc2 sc0 ls0 ws0">Handlowych <span class="_ _12"> </span>art. <span class="_ _12"> </span>6.  W <span class="_ _12"> </span>Statucie <span class="_ _12"> </span>Spółki <span class="_ _12"> </span>nie  przewidziano <span class="_ _12"> </span>również <span class="_ _12"> </span>żadnych  up<span class="_ _1"></span>rawnień <span class="_ _12"> </span>osobistych  oddziel<span class="_ _1"></span>onych <span class="_ _12"> </span>od  posiadania <span class="_ _12"> </span>papieró<span class="_ _5"></span><span class="ff6 ls15">w </span></div><div class="t m0 x1 h10 y12e ff8 fs4 fc2 sc0 ls0 ws0">wartościowych.<span class="ff6"> </span></div><div class="t m0 x3c h44 y113e ff7 fs5 fc5 sc0 ls11 ws0">9.8.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">WSKAZANIE WSZELKICH OGRANICZEŃ DOTYCZĄCYCH PRZENOSZENIA PR<span class="_ _1"></span>AWA WŁASNOŚCI </span></span></div><div class="t m0 x84 he y45 ff5 fs5 fc5 sc0 ls0 ws0">PAPIERÓW WARTOŚCIOWYCH EMITENTA   <span class="ff7"> </span></div><div class="t m0 x1 h10 y113f ff8 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 h22 y1140 ff8 fs4 fc2 sc0 ls0 ws0">Zbywalność <span class="_ _1"></span>imiennych <span class="_ _1"></span><span class="ff5">uprzywilejowanych <span class="_ _1"></span>co d<span class="_ _1"></span>o <span class="_ _1"></span>głosu Akcji <span class="_ _10"></span>Serii B<span class="ff6"> <span class="ff8">jest <span class="_ _1"></span>ograniczona <span class="_ _1"></span>na pods<span class="_ _1"></span>tawie § <span class="_ _1"></span>10 <span class="_ _1"></span>Statutu <span class="_ _1"></span>Spółki. Prawo <span class="_ _10"></span>pierwszeństwa </span></span></span></div><div class="t m0 x1 h10 y1141 ff8 fs4 fc2 sc0 ls0 ws0">nabycia <span class="_ _12"> </span>akcji <span class="_ _12"> </span>imiennych <span class="_ _12"> </span>w  S<span class="_ _1"></span>półce <span class="_ _12"> </span>przysługuje <span class="_ _12"> </span>pozostałym  akcj<span class="_ _1"></span>onariuszom <span class="_ _12"> </span>akcji <span class="_ _12"> </span>imiennych, <span class="_ _12"> </span>proporcjonalnie <span class="_ _12"> </span>do <span class="_ _12"> </span>ilości <span class="_ _12"> </span>posiadanych<span class="_ _5"></span><span class="ff6">  akcji </span></div><div class="t m0 x1 h10 y1142 ff6 fs4 fc2 sc0 ls0 ws0">imiennych. </div><div class="t m0 x1 h10 y515 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h44 y4b ff7 fs5 fc5 sc0 ls11 ws0">9.9.<span class="ff3 ls0"> <span class="_ _21"> </span><span class="ff5">OPIS ZASAD ZMIANY STATUTU LUB UMOWY SPÓŁKI EMITENTA   <span class="_ _1"></span>  <span class="_ _0"></span><span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 y4a4 ff8 fs4 fc2 sc0 ls0 ws0">Zmiana <span class="_ _6"></span>Statutu <span class="_ _6"></span>dokonywana <span class="_ _6"></span>jest <span class="_ _6"></span>na <span class="_ _6"></span>podstawie <span class="_ _6"></span>Kodeksu <span class="_ _6"></span>Spółek <span class="_ _6"></span>Handlowych. <span class="_ _6"></span>Zmiana <span class="_ _6"></span>Statutu <span class="_ _6"></span>wymaga <span class="_ _6"></span>uchwały <span class="_ _6"></span>Walnego <span class="_ _6"></span>Zgromadzenia <span class="_ _6"></span>i </div><div class="t m0 x1 h10 y1143 ff8 fs4 fc2 sc0 ls0 ws0">wpisu <span class="_ _0"></span>do <span class="_ _6"></span>rejestru. <span class="_ _0"></span>Uchwał<span class="_ _0"></span>a <span class="_ _5"></span>o <span class="_ _5"></span>z<span class="_ _0"></span>mianie <span class="_ _0"></span>Statutu <span class="_ _5"></span>S<span class="_ _0"></span>półki <span class="_ _5"></span>zapada <span class="_ _5"></span>większo<span class="_ _0"></span>ścią <span class="_ _5"></span>trzech <span class="_ _5"></span>czwartych <span class="_ _5"></span>głosów. <span class="_ _5"></span>Zmianę <span class="_ _5"></span>statutu <span class="_ _5"></span>Zarząd <span class="_ _6"></span>zgłasza<span class="_ _0"></span><span class="ff6"> <span class="_ _6"></span></span>do <span class="_ _5"></span>Sąd<span class="ff6 ls29">u </span></div><div class="t m0 x1 h10 y3d7 ff8 fs4 fc2 sc0 ls0 ws0">Rejestrowego. <span class="_ _19"> </span>Walne <span class="_ _18"> </span>Zgromadzenie <span class="_ _19"> </span>moż<span class="_ _0"></span>e <span class="_ _19"> </span>upoważ<span class="_ _0"></span>nić <span class="_ _18"> </span>Radę <span class="_ _19"> </span>Nadzorczą <span class="_ _18"> </span>do <span class="_ _18"> </span>ustalenia <span class="_ _19"> </span>jednolitego <span class="_ _18"> </span>tekstu <span class="_ _19"> </span>z<span class="_ _0"></span>mienionego <span class="_ _19"> </span>Statutu <span class="_ _18"> </span>lub </div><div class="t m0 x1 h10 y1144 ff8 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="_ _5"></span>ują </div><div class="t m0 x1 h10 ydc4 ff6 fs4 fc2 sc0 ls0 ws0">od dni<span class="ff8">a ich wpisu do rejestru przedsiębiorców.</span> </div><div class="t m0 x3c h44 y10dd ff7 fs5 fc5 sc0 ls0 ws0">9.10.<span class="ff3"> <span class="_ _1f"> </span><span class="ff5">SPOSÓB DZIAŁANIA WALNEGO ZGROMADZENIA I JEGO ZASADNICZE UP<span class="_ _1"></span>RAWNIENIA ORAZ </span></span></div><div class="t m0 x84 he y1145 ff7 fs5 fc5 sc0 ls0 ws0">OPIS PRAW AKCJONARIUSZY I SPOSOBU ICH WYKONYWANIA   </div><div class="t m0 x1 h10 y102e ff8 fs4 fc2 sc0 ls0 ws0">Nadrzędnym <span class="_ _10"></span>aktem p<span class="_ _1"></span>rawnym <span class="_ _10"></span>regulującym działanie<span class="_ _1"></span> <span class="_ _10"></span>Walnego<span class="_ _0"></span> <span class="_ _10"></span>Zgromadzenia je<span class="_ _1"></span>st <span class="_ _10"></span>Kodeks Spółek <span class="_ _10"></span>Handlowych. S<span class="_ _1"></span>zczegółowe <span class="_ _1"></span>działania <span class="_ _10"></span>Waln<span class="_ _0"></span><span class="ff6">ego </span></div><div class="t m0 x1 h10 y1146 ff8 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 h10 y45b ff8 fs4 fc2 sc0 ls0 ws0">nr <span class="_ _6"></span>2 <span class="_ _6"></span>Zwyczajnego <span class="_ _6"></span>Walnego <span class="_ _6"></span>Zgromadzenia <span class="_ _6"></span>Unimot <span class="_ _7"></span>S.A. <span class="_ _6"></span>z <span class="_ _6"></span>dnia <span class="_ _6"></span>3 <span class="_ _6"></span>cz<span class="_ _0"></span>erwca <span class="_ _6"></span>2020 <span class="_ _6"></span>r. <span class="_ _6"></span>oraz <span class="_ _6"></span>Regulamin <span class="_ _6"></span>z<span class="_ _0"></span>asad <span class="_ _6"></span>udziału <span class="_ _6"></span>w <span class="_ _6"></span>Walnym <span class="_ _6"></span>Zgromadzeniu<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y1147 ff8 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 h10 y1148 ff8 fs4 fc2 sc0 ls0 ws0">S.A. z dnia 3 czerwca 2020 roku. Dokumenty te są dostępne na stronie internetowej Spółki: <span class="ff6 fcf">w<span class="_ _0"></span>ww.unimot.pl<span class="fc2"> </span></span>w zakładce Relacje Inwestorskie </div><div class="t m0 x1 h10 y1149 ff8 fs4 fc2 sc0 ls0 ws0">i Ład Korporacyjny.<span class="ff6"> </span></div><div class="t m0 x1 h10 y114a ff8 fs4 fc2 sc0 ls0 ws0">W 2024 <span class="_ _10"></span>roku <span class="_ _1"></span>odbyło <span class="_ _1"></span>się <span class="_ _10"></span>jedno zwyczajne <span class="_ _10"></span>w<span class="_ _0"></span>alne <span class="_ _1"></span>zgromadzenie <span class="_ _10"></span>Spółki, w <span class="_ _1"></span>którym <span class="_ _10"></span>akcjonariusze mogl<span class="_ _1"></span>i wziąć <span class="_ _10"></span>udział i <span class="_ _10"></span>głosować z<span class="_ _1"></span> wyk<span class="_ _1"></span>o<span class="_ _0"></span><span class="ff6">rzystaniem </span></div><div class="t m0 x1 h10 y114b ff8 fs4 fc2 sc0 ls0 ws0">środków komunikacji elektronicznej. Obrady walnego zgromadzenia były również transmitowane onli<span class="_ _1"></span>ne w sieci Internet.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3c h4b y4fb ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Zwołanie, odwołanie i ogłoszenie przerwy w obradach waln<span class="_ _1"></span>ego zgromadzenia Spółki<span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 y114c ff8 fs4 fc2 sc0 ls0 ws0">Walne <span class="_ _10"></span>Zgromadzenie <span class="_ _10"></span>zwoływ<span class="_ _0"></span>ane <span class="_ _10"></span>jest <span class="_ _10"></span>w <span class="_ _10"></span>s<span class="_ _0"></span>posób <span class="_ _10"></span>i <span class="_ _10"></span>w<span class="_ _0"></span> <span class="_ _10"></span>przypadkach <span class="_ _10"></span>w<span class="_ _0"></span>skazanych <span class="_ _10"></span>w <span class="_ _1"></span>Kodeksie <span class="_ _10"></span>spółek <span class="_ _1"></span>handlowych <span class="_ _10"></span>oraz <span class="_ _1"></span>Statucie <span class="_ _9"></span>Spół<span class="_ _0"></span>ki. <span class="_ _10"></span>Szcz<span class="_ _5"></span>egółowy </div><div class="t m0 x1 h10 y114d ff8 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 h10 y676 ff8 fs4 fc2 sc0 ls0 ws0">Walne <span class="_ _5"></span>Zgromadzenie <span class="_ _5"></span>z<span class="_ _0"></span>wołuje <span class="_ _6"></span>Za<span class="_ _1"></span>rząd <span class="_ _5"></span>Spółki <span class="_ _6"></span>z <span class="_ _5"></span>własnej <span class="_ _5"></span>inicjatywy, <span class="_ _6"></span>podejmu<span class="_ _1"></span>jąc <span class="_ _5"></span>stoso<span class="_ _0"></span>wną <span class="_ _5"></span>uchwałę <span class="_ _6"></span>i <span class="_ _5"></span>ustalając <span class="_ _5"></span>porzą<span class="_ _0"></span>dek <span class="_ _5"></span>obrad <span class="_ _5"></span>te<span class="_ _0"></span>go <span class="_ _5"></span>w<span class="_ _0"></span>a<span class="_ _5"></span><span class="ff6">lnego </span></div><div class="t m0 x1 h10 y61d ff6 fs4 fc2 sc0 ls0 ws0">zgromadzenia.  </div><div class="t m0 x1 h10 y114e ff8 fs4 fc2 sc0 ls0 ws0">Walne Zgromadzenie może być zwyczajne lub nadzwyczajne. <span class="ff6"> </span></div><div class="t m0 x1 h10 y5cb ff8 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="_ _5"></span>dzień 30 <span class="_ _5"></span>czerwca <span class="_ _5"></span>każdego roku. <span class="_ _5"></span>Jeżeli <span class="_ _0"></span>Zarząd <span class="_ _0"></span>Spółki <span class="_ _6"></span>nie <span class="_ _0"></span>zwoła </div><div class="t m0 x1 h10 y114f ff8 fs4 fc2 sc0 ls0 ws0">zwyczajnego <span class="_ _23"> </span>walnego <span class="_ _15"> </span>zgromadzenia <span class="_ _23"> </span>w <span class="_ _23"> </span>kodeksowym <span class="_ _15"> </span>terminie, <span class="_ _23"> </span>samodzielne <span class="_ _23"> </span>prawo <span class="_ _15"> </span>do <span class="_ _23"> </span>jego <span class="_ _23"> </span>zwołania <span class="_ _15"> </span>posiada <span class="_ _23"> </span>Rada <span class="_ _15"> </span>Nadzorcza <span class="_ _23"> </span>lub </div><div class="t m0 x1 h10 y1150 ff6 fs4 fc2 sc0 ls0 ws0">akc<span class="ff8">jonariusze reprezentujący co najmniej połowę kapitału zakładowego lub głosów w Spółce.</span> </div><div class="t m0 x1 h10 ya29 ff8 fs4 fc2 sc0 ls0 ws0">Nadzwyczajne Walne <span class="_ _10"></span>Zgromadzenie może zwołać <span class="_ _1"></span>Zarząd z <span class="_ _10"></span>w<span class="_ _0"></span>łasnej ini<span class="_ _1"></span>cjatywy i jeżeli<span class="_ _1"></span> 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 h10 y2e9 ff8 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 h10 y2ea ff8 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="_ _6"></span><span class="ff6">any jest </span></div><div class="t m0 x1 h10 y127 ff8 fs4 fc2 sc0 ls0 ws0">do <span class="_ _5"></span>współpracy <span class="_ _6"></span>przy <span class="_ _5"></span>zwo<span class="_ _0"></span>łaniu <span class="_ _5"></span>Walnego <span class="_ _5"></span>Zgromadzenia <span class="_ _6"></span>i <span class="_ _5"></span>dokonania <span class="_ _6"></span>wszelkich <span class="_ _5"></span>czynności <span class="_ _5"></span>o<span class="_ _0"></span>kreślonych <span class="_ _5"></span>prawem <span class="_ _6"></span>w <span class="_ _5"></span>celu <span class="_ _6"></span>zwołania, <span class="_ _5"></span>o<span class="_ _0"></span>rgan<span class="_ _0"></span><span class="ff6">izacji <span class="_ _6"></span>i </span></div><div class="t m0 x1 h10 y46f ff6 fs4 fc2 sc0 ls0 ws0">przeprowadzenia Walnego Zgromadzenia. </div><div class="t m0 x1 h10 y447 ff8 fs4 fc2 sc0 ls0 ws0">Zwołanie <span class="_ _13"> </span>Walnego <span class="_ _14"> </span>Zgromadzenia <span class="_ _13"> </span>powinno <span class="_ _14"> </span>nastąpić <span class="_ _13"> </span>w <span class="_ _13"> </span>ciągu <span class="_ _14"> </span>dwó<span class="_ _0"></span>ch <span class="_ _13"> </span>tygodni <span class="_ _14"> </span>od <span class="_ _13"> </span>daty <span class="_ _13"> </span>zgłoszenia <span class="_ _14"> </span>żądania <span class="_ _13"> </span>przez <span class="_ _14"> </span>R<span class="_ _0"></span>adę <span class="_ _14"> </span>Nadzorczą <span class="_ _13"> </span>lub </div><div class="t m0 x1 h10 y33d ff8 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 h10 y1151 ff8 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><span class="d m1" style="border-style:none;position:absolute;left:749.160000px;bottom:820.640000px;width:61.610000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf86" class="pf w0 h0" ><div class="pc pc86 w0 h0"><img class="bi x5 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">134<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 fs4 fc2 sc0 ls0 ws0">Zgodnie <span class="_ _14"> </span>z <span class="_ _13"> </span>przepisami <span class="_ _13"> </span>Kodeksu <span class="_ _13"> </span>Spółek <span class="_ _13"> </span>Handlowych <span class="_ _13"> </span>(art. <span class="_ _13"> </span>402¹ <span class="_ _23"> </span>–<span class="ff6"> <span class="_ _13"> </span></span>402³) <span class="_ _13"> </span>zwołanie <span class="_ _13"> </span>Walnego <span class="_ _14"> </span>Zgro<span class="_ _0"></span>madzenia <span class="_ _14"> </span>następuje <span class="_ _13"> </span>przez <span class="_ _13"> </span>ogłoszenie </div><div class="t m0 x1 h10 y12c ff8 fs4 fc2 sc0 ls0 ws0">dokonywane  na <span class="_ _14"> </span>stronie <span class="_ _14"> </span>internetowej <span class="_ _14"> </span>Emitenta  oraz <span class="_ _14"> </span>w <span class="_ _14"> </span>sposób <span class="_ _14"> </span>określony  dla <span class="_ _14"> </span>przekazywania <span class="_ _14"> </span>informacji <span class="_ _14"> </span>bieżących  (w<span class="_ _0"></span> <span class="_ _14"> </span>formie  raportu </div><div class="t m0 x1 h10 yf8 ff8 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 h10 y1152 ff8 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 h10 y6d3 ff8 fs4 fc2 sc0 ls0 ws0">Rada <span class="_ _12"> </span>Nadzorcza <span class="_ _7"> </span>albo <span class="_ _12"> </span>inny <span class="_ _12"> </span>podmiot <span class="_ _12"> </span>uprawniony <span class="_ _7"> </span>do <span class="_ _12"> </span>zwołania <span class="_ _12"> </span>Walnego <span class="_ _7"> </span>Zgromadzenia <span class="_ _12"> </span>na <span class="_ _12"> </span>podstawie <span class="_ _12"> </span>odrębnych <span class="_ _7"> </span>przepisów <span class="_ _12"> </span>prawa <span class="_ _12"> </span>ustala </div><div class="t m0 x1 h10 y1153 ff8 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 h10 ya60 ff8 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="_ _5"></span>gą ż<span class="_ _0"></span>ądać </div><div class="t m0 x1 h10 ye33 ff8 fs4 fc2 sc0 ls0 ws0">umieszczenia <span class="_ _1"></span>określonych spraw w <span class="_ _1"></span>porządku obrad <span class="_ _10"></span>naj<span class="_ _0"></span>bliższego walneg<span class="_ _1"></span>o zgromadzenia. Termin <span class="_ _1"></span>do zgłoszenia taki<span class="_ _1"></span>ego żądania <span class="_ _1"></span>wy<span class="_ _0"></span><span class="ff6">nosi 21 dni </span></div><div class="t m0 x1 h10 y49f 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 h10 y26c ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>sprawach <span class="_ _0"></span>nieobjętych <span class="_ _5"></span>porządkiem <span class="_ _0"></span>obrad <span class="_ _5"></span>nie <span class="_ _0"></span>moż<span class="_ _0"></span>na <span class="_ _0"></span>powziąć <span class="_ _5"></span>uchwały, <span class="_ _0"></span>chyba <span class="_ _0"></span>że <span class="_ _5"></span>cały <span class="_ _0"></span>kapitał <span class="_ _5"></span>zakładowy <span class="_ _0"></span>jest <span class="_ _5"></span>reprezentowany <span class="_ _0"></span>na <span class="_ _5"></span>Wal<span class="_ _5"></span><span class="ff6">nym </span></div><div class="t m0 x1 h10 y6b3 ff8 fs4 fc2 sc0 ls0 ws0">Zgromadzeniu, <span class="_ _6"></span>a <span class="_ _12"> </span>nikt <span class="_ _7"></span>z <span class="_ _7"> </span>uczestników <span class="_ _12"> </span>nie <span class="_ _6"></span>zgłosi <span class="_ _12"> </span>sprzeciwu <span class="_ _6"></span>dotyczącego <span class="_ _12"> </span>podjęcia <span class="_ _6"></span>uchwały. <span class="_ _12"> </span>Uchwała <span class="_ _7"></span>o <span class="_ _7"> </span>zwołaniu <span class="_ _7"> </span>nadzwyczajnego <span class="_ _7"> </span>Walne<span class="_ _5"></span><span class="ff6 ls38">go<span class="ls0"> </span></span></div><div class="t m0 x1 h10 y298 ff8 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 h10 y1154 ff8 fs4 fc2 sc0 ls0 ws0">Akcjonariusz <span class="_ _23"> </span>l<span class="_ _0"></span>ub <span class="_ _23"> </span>akcj<span class="_ _0"></span>onariusze <span class="_ _15"> </span>reprezentujący <span class="_ _15"> </span>co <span class="_ _19"> </span>najmniej <span class="_ _23"> </span>j<span class="_ _0"></span>edną <span class="_ _15"> </span>dwudziestą <span class="_ _15"> </span>kapitału <span class="_ _15"> </span>zakładow<span class="_ _0"></span>ego <span class="_ _15"> </span>mogą <span class="_ _15"> </span>zgłaszać <span class="_ _15"> </span>przed <span class="_ _15"> </span>walnym </div><div class="t m0 x1 h10 y1155 ff8 fs4 fc2 sc0 ls0 ws0">zgromadzeniem  projekty <span class="_ _14"> </span>uchwał <span class="_ _14"> </span>do  spraw <span class="_ _14"> </span>wprowadzonych <span class="_ _14"> </span>do  porządku <span class="_ _14"> </span>obrad  walnego <span class="_ _14"> </span>zgromadzenia, <span class="_ _14"> </span>zaś  podczas <span class="_ _14"> </span>obrad <span class="_ _14"> </span>walnego </div><div class="t m0 x1 h10 y1156 ff6 fs4 fc2 sc0 ls0 ws0">zgromadzenia t<span class="ff8">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 h10 y1d ff8 fs4 fc2 sc0 ls0 ws0">Odwołanie <span class="_ _5"></span>oraz<span class="_ _0"></span> <span class="_ _5"></span>ewentualna <span class="_ _5"></span>zmiana <span class="_ _6"></span>terminu <span class="_ _5"></span>Walnego <span class="_ _5"></span>Zgromadz<span class="_ _0"></span>enia <span class="_ _5"></span>następuje <span class="_ _6"></span>poprzez <span class="_ _5"></span>ogłoszenie <span class="_ _5"></span>zamieszczone <span class="_ _6"></span>na <span class="_ _5"></span>stronie <span class="_ _5"></span>internetow<span class="_ _5"></span><span class="ff6">ej </span></div><div class="t m0 x1 h10 y1157 ff8 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="_ _10"></span>Walnego Zgromadzeni<span class="_ _1"></span>a l<span class="_ _1"></span>ub zmiana <span class="_ _10"></span>jego terminu <span class="_ _10"></span>miał<span class="_ _0"></span>a jak <span class="_ _10"></span>najmniejsze ujemne <span class="_ _10"></span>skutki<span class="_ _5"></span><span class="ff6"> <span class="ls29">dl<span class="_ _1"></span><span class="ff8 ls0">a <span class="_ _1"></span>Spółki </span></span></span></div><div class="t m0 x1 h10 y480 ff6 fs4 fc2 sc0 ls0 ws0">i akcjonariuszy. </div><div class="t m0 x1 h10 y1158 ff8 fs4 fc2 sc0 ls0 ws0">Odwołanie oraz <span class="_ _10"></span>zmiana terminu Waln<span class="_ _1"></span>ego <span class="_ _1"></span>Zgromadzenia <span class="_ _1"></span>powinna nastąpić <span class="_ _1"></span>niezwłocznie <span class="_ _1"></span>po <span class="_ _1"></span>wystąpieniu <span class="_ _1"></span>przesłanki <span class="_ _1"></span>uzasadniającej <span class="_ _1"></span>odw<span class="_ _5"></span>ołanie </div><div class="t m0 x1 h10 y3b1 ff8 fs4 fc2 sc0 ls0 ws0">lub <span class="_ _5"></span>zmianę <span class="_ _5"></span>te<span class="_ _0"></span>rminu, <span class="_ _5"></span>ale <span class="_ _6"></span>nie <span class="_ _5"></span>później <span class="_ _5"></span>niż <span class="_ _6"></span>na <span class="_ _5"></span>siedem <span class="_ _5"></span>dni <span class="_ _6"></span>przed <span class="_ _5"></span>terminem <span class="_ _5"></span>Walnego <span class="_ _6"></span>Zgromadzenia, <span class="_ _6"></span>chyba <span class="_ _5"></span>że <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _5"></span>o<span class="_ _0"></span>koliczności <span class="_ _5"></span>wynika, <span class="_ _5"></span>że <span class="_ _5"></span>jest <span class="_ _6"></span>to </div><div class="t m0 x1 h10 y8ff ff8 fs4 fc2 sc0 ls0 ws0">niemożliwe <span class="_ _7"></span>lub <span class="_ _6"></span>nadmi<span class="_ _0"></span>ernie <span class="_ _7"></span>utrudnione, <span class="_ _6"></span>w<span class="_ _0"></span>ówczas <span class="_ _7"></span>zmiana <span class="_ _7"> </span>terminu <span class="_ _7"></span>albo <span class="_ _7"> </span>odwołanie <span class="_ _7"> </span>moż<span class="_ _0"></span>e <span class="_ _7"></span>nastąpić <span class="_ _7"></span>w <span class="_ _7"> </span>każdym <span class="_ _7"> </span>czasie <span class="_ _7"> </span>przed <span class="_ _7"></span>datą <span class="_ _7"> </span>Walnego </div><div class="t m0 x1 h10 y1159 ff6 fs4 fc2 sc0 ls0 ws0">Zgromadzenia. </div><div class="t m0 x1 h10 y115a ff8 fs4 fc2 sc0 ls0 ws0">Walne <span class="_ _5"></span>Zgromadzenie <span class="_ _6"></span>może <span class="_ _6"></span>zarządzić <span class="_ _6"></span>przerwę <span class="_ _5"></span>w <span class="_ _6"></span>obradach <span class="_ _6"></span>Walnego <span class="_ _5"></span>Zgromadzenia, <span class="_ _6"></span>podejmując <span class="_ _6"></span>uchwałę <span class="_ _5"></span>w<span class="_ _0"></span>iększością <span class="_ _6"></span>2/3 <span class="_ _5"></span>głosów. <span class="_ _6"></span>Łącznie<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y115b ff8 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 h10 y3e3 ff6 fs4 fc2 sc0 ls0 ws0">Walnego Zgromadzenia. </div><div class="t m0 x1 h10 yb09 ff8 fs4 fc2 sc0 ls0 ws0">Walne Zgromadzenia odbywają się w siedzibie Spółki, Częstochowie lu<span class="_ _1"></span>b w Warszawie.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3c h4b y115c ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Kompetencje Walnego Zgromadzenia Spółki<span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 y9a4 ff8 fs4 fc2 sc0 ls0 ws0">Zgodnie <span class="_ _13"> </span>z <span class="_ _15"> </span>przepisami <span class="_ _23"> </span>Kodeksu <span class="_ _23"> </span>spółek <span class="_ _23"> </span>han<span class="_ _0"></span>dlowych <span class="_ _23"> </span>oraz <span class="_ _23"> </span>postanowieniami <span class="_ _23"> </span>Statutu <span class="_ _23"> </span>Spółki, <span class="_ _23"> </span>d<span class="_ _0"></span>o <span class="_ _23"> </span>podstawowych <span class="_ _23"> </span>ko<span class="_ _0"></span>mpetencji <span class="_ _23"> </span>Walnego </div><div class="t m0 x1 h10 y115d ff8 fs4 fc2 sc0 ls0 ws0">Zgromadzenia należy podejmowanie uchwał w następujących sprawach: <span class="ff6"> </span></div><div class="t m0 x1 h4b ydab ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _46"> </span><span class="ff8">rozpatrzenie i zatwierdzenie sprawoz<span class="_ _0"></span>dania Zarządu z dział<span class="_ _0"></span>alności Spółki oraz sprawozdania finansowego za <span class="_ _0"></span>ubiegły rok obrotowy<span class="_ _5"></span><span class="ff6"> oraz </span></span></span></div><div class="t m0 x9a h10 y500 ff8 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 h4b ybb5 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _46"> </span><span class="ff8">podział zysku albo pokrycie straty;<span class="ff6"> </span></span></span></div><div class="t m0 x1 h4b yace ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _46"> </span><span class="ff8">określenie dnia dywidendy;<span class="ff6"> </span></span></span></div><div class="t m0 x1 h4b y115e ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _46"> </span><span class="ff8">postanowienie dotyczące roszczeń o naprawienie szkody wyrządzonej przy zawiązaniu Sp<span class="_ _1"></span>ółki lub sprawo<span class="_ _0"></span>waniu zarządu albo nadzoru<span class="_ _0"></span><span class="ff6">; </span></span></span></div><div class="t m0 x1 h4b y60 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _46"> </span><span class="ff8">zbycie i<span class="_ _1"></span> wydzie<span class="_ _1"></span>rżawienie <span class="_ _1"></span>przedsiębiorstwa <span class="_ _1"></span>lub <span class="_ _10"></span>j<span class="_ _0"></span>ego zorganizowanej <span class="_ _10"></span>części oraz u<span class="_ _1"></span>stanowienie <span class="_ _1"></span>na <span class="_ _1"></span>nim ogran<span class="_ _1"></span>iczonego <span class="_ _1"></span>prawa rzeczow<span class="_ _0"></span><span class="ff6">ego; </span></span></span></div><div class="t m0 x1 h4b y10e2 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _46"> </span><span class="ff8">emisja oblig<span class="_ _1"></span>acji zamiennych <span class="_ _1"></span>lub z <span class="_ _1"></span>prawem pie<span class="_ _1"></span>rwszeństwa i <span class="_ _1"></span>emisja warrantów <span class="_ _1"></span>subskryp<span class="_ _1"></span>cyjnych, o których <span class="_ _1"></span>mowa w <span class="_ _10"></span>art. 453 § <span class="_ _1"></span>2 Kode<span class="ff6">ksu </span></span></span></div><div class="t m0 x9a h10 y115f ff8 fs4 fc2 sc0 ls0 ws0">spółek handlowych;<span class="ff6"> </span></div><div class="t m0 x1 h4b y4c1 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _46"> </span><span class="ff8">nabycie <span class="_ _1"></span>własnych akcji <span class="_ _10"></span>w przypadku okre<span class="_ _1"></span>ślonym w <span class="_ _10"></span>art. 362 § <span class="_ _10"></span>1<span class="_ _0"></span> p<span class="_ _1"></span>kt. 2 <span class="_ _1"></span>Kodeksu <span class="_ _1"></span>spółek handlowych <span class="_ _10"></span>oraz<span class="_ _0"></span> u<span class="_ _1"></span>poważnienie <span class="_ _1"></span>do i<span class="_ _1"></span>ch nabywa<span class="_ _0"></span><span class="ff6">nia </span></span></span></div><div class="t m0 x9a h10 y9ee ff8 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 h4b ya6 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _46"> </span><span class="ff8">podwyższenie  kap<span class="_ _1"></span>itału  zakładowego  Sp<span class="_ _1"></span>ółki,  w  tym <span class="_ _12"> </span>wyłączenie  prawa  poboru<span class="_ _1"></span>  objęcia <span class="_ _12"> </span>akcji,  uchwalenie  kapitału <span class="_ _12"> </span>warunkowego  i </span></span></div><div class="t m0 x9a h10 y24d ff8 fs4 fc2 sc0 ls0 ws0">upoważnienie Zarządu do emisji akcji z kapitału docelowego;<span class="ff6"> </span></div><div class="t m0 x1 h4b y447 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _46"> </span><span class="ff8">umorzenie akcji i obniżenie kapitału zakładowego Spółki;<span class="ff6"> </span></span></span></div><div class="t m0 x1 h4b y369 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _46"> </span><span class="ff8">ustalanie liczby i wynagrodzenia członków Rady Nadzorczej.<span class="ff6"> </span></span></span></div><div class="t m0 x1 h10 y1160 ff8 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></div><div class="pi" ></div></div><div id="pf87" class="pf w0 h0" ><div class="pc pc87 w0 h0"><img class="bi x5 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">135<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h22 yab ff7 fs4 fc2 sc0 ls0 ws0">Uczestnictwo w walnych zgromadzeniach </div><div class="t m0 x1 h10 yac ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y18e ff8 fs4 fc2 sc0 ls0 ws0">Zgodnie <span class="_ _0"></span>z <span class="_ _5"></span>brzmieniem <span class="_ _5"></span>art. <span class="_ _5"></span>406¹ <span class="_ _5"></span><span class="ff6">-<span class="_ _0"></span> <span class="_ _5"></span></span>406³ <span class="_ _5"></span>Kodeksu <span class="_ _5"></span>Spółek <span class="_ _0"></span>Han<span class="_ _0"></span>dlowych <span class="_ _0"></span>prawo<span class="_ _0"></span> <span class="_ _0"></span>ucz<span class="_ _0"></span>estniczenia <span class="_ _0"></span>w <span class="_ _5"></span>Waln<span class="_ _0"></span>ym <span class="_ _5"></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 </div><div class="t m0 x1 h10 y714 ff8 fs4 fc2 sc0 ls0 ws0">tylko osoby <span class="_ _10"></span>będące <span class="_ _1"></span>akcjonariuszami <span class="_ _1"></span>spółki <span class="_ _1"></span>na <span class="_ _1"></span>szesnaście <span class="_ _10"></span>dni przed <span class="_ _10"></span>datą walneg<span class="_ _1"></span>o zgromadzeni<span class="_ _1"></span>a (tzw. <span class="_ _10"></span>dzień re<span class="_ _1"></span>jestracji <span class="_ _10"></span>uczest<span class="_ _0"></span>nic<span class="_ _0"></span><span class="ff6">twa w <span class="_ _10"></span>walnym </span></div><div class="t m0 x1 h10 y752 ff8 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="_ _5"></span><span class="ff6">zeniu </span></div><div class="t m0 x1 h10 y753 ff8 fs4 fc2 sc0 ls0 ws0">spółki <span class="_ _15"> </span>publicznej, <span class="_ _15"> </span>jeże<span class="_ _0"></span>li <span class="_ _15"> </span>ustano<span class="_ _0"></span>wienie <span class="_ _15"> </span>na <span class="_ _15"> </span>ich<span class="_ _0"></span> <span class="_ _15"> </span>rzecz<span class="_ _0"></span> <span class="_ _15"> </span>ograniczonego <span class="_ _19"> </span>prawa <span class="_ _15"> </span>rzeczo<span class="_ _0"></span>wego <span class="_ _15"> </span>jest <span class="_ _19"> </span>zarejestrowane <span class="_ _19"> </span>na <span class="_ _15"> </span>rachunk<span class="_ _5"></span>u <span class="_ _19"> </span>papierów </div><div class="t m0 x1 h10 y167 ff8 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 h10 y1161 ff8 fs4 fc2 sc0 ls0 ws0">i <span class="_ _0"></span>użytkownika, <span class="_ _5"></span>którym <span class="_ _5"></span>przysługuje <span class="_ _0"></span>prawo <span class="_ _5"></span>głosu, <span class="_ _0"></span>z<span class="_ _0"></span>głoszone <span class="_ _0"></span>nie <span class="_ _0"></span>w<span class="_ _0"></span>cześniej <span class="_ _0"></span>niż <span class="_ _5"></span>po <span class="_ _5"></span>ogłoszeniu <span class="_ _0"></span>o <span class="_ _5"></span>zwołaniu <span class="_ _0"></span>Walnego <span class="_ _0"></span>Zg<span class="_ _5"></span>romadzenia <span class="_ _5"></span>i <span class="_ _5"></span>nie <span class="_ _0"></span>później </div><div class="t m0 x1 h10 y1162 ff8 fs4 fc2 sc0 ls0 ws0">niż <span class="_ _7"></span>w <span class="_ _7"> </span>pierwszym <span class="_ _7"> </span>dniu <span class="_ _7"> </span>powszednim <span class="_ _7"> </span>po <span class="_ _12"> </span>dniu <span class="_ _6"></span>rejestracji <span class="_ _7"> </span>uczestnictwa <span class="_ _12"> </span>w <span class="_ _6"></span>W<span class="_ _0"></span>alnym <span class="_ _7"></span>Zgromadzeniu <span class="_ _6"></span>podmiot <span class="_ _12"> </span>prowadzący <span class="_ _7"></span>rachunek <span class="_ _7"></span>papierów </div><div class="t m0 x1 h10 y1163 ff8 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 h10 y6d7 ff6 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _10"></span>mo<span class="_ _0"></span>cy <span class="_ _1"></span>art. <span class="_ _10"></span>412 <span class="ff8">–</span> <span class="_ _10"></span><span class="ff8">412² <span class="_ _10"></span>Ko<span class="_ _0"></span>deksu <span class="_ _1"></span>Spółek <span class="_ _10"></span>Handlowych każdy <span class="_ _10"></span>akcjonariusz <span class="_ _10"></span>moż<span class="_ _0"></span>e <span class="_ _10"></span>uczestniczyć w <span class="_ _10"></span>Walnym <span class="_ _1"></span>Zgromadzeniu <span class="_ _10"></span>oraz wykonywać<span class="_ _1"></span> <span class="_ _10"></span>prawo<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y6d8 ff8 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 h10 yd5 ff8 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 h10 y1164 ff8 fs4 fc2 sc0 ls0 ws0">może <span class="_ _0"></span>on <span class="_ _5"></span>ustanowić <span class="_ _0"></span>pełnomocnika do <span class="_ _5"></span>wykonywania <span class="_ _0"></span>praw <span class="_ _0"></span>z <span class="_ _0"></span>akcji <span class="_ _5"></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="_ _6"></span>Pełnomocnictwo do <span class="_ _5"></span>uc<span class="ff6">zestniczenia <span class="_ _0"></span>w </span></div><div class="t m0 x1 h10 y1165 ff8 fs4 fc2 sc0 ls0 ws0">Walnym <span class="_ _12"> </span>Zgromadzeniu <span class="_ _7"> </span>i<span class="_ _0"></span> <span class="_ _12"> </span>wykonywania <span class="_ _12"> </span>prawa <span class="_ _12"> </span>głosu <span class="_ _7"> </span>w<span class="_ _0"></span>ymaga <span class="_ _12"> </span>formy <span class="_ _12"> </span>pisemnej <span class="_ _12"> </span>lub <span class="_ _12"> </span>udzielenia <span class="_ _12"> </span>w <span class="_ _12"> </span>postaci <span class="_ _12"> </span>elektronicznej.  Pełnomocnictwo </div><div class="t m0 x1 h10 y4d7 ff8 fs4 fc2 sc0 ls0 ws0">udzielone <span class="_ _12"> </span>w <span class="_ _12"> </span>postaci  el<span class="_ _1"></span>ektronicznej <span class="_ _12"> </span>powinno  zostać <span class="_ _12"> </span>przesłane <span class="_ _12"> </span>na <span class="_ _12"> </span>adres <span class="_ _12"> </span>e<span class="_ _5"></span><span class="ff6">-</span>mailowy <span class="_ _12"> </span>Spółki  wskazany <span class="_ _12"> </span>w <span class="_ _12"> </span>ogłoszeniu <span class="_ _12"> </span>o <span class="_ _12"> </span>zwo<span class="_ _0"></span>łaniu <span class="_ _12"> </span>Walnego </div><div class="t m0 x1 h10 y1166 ff8 fs4 fc2 sc0 ls0 ws0">Zgromadzenia. <span class="_ _6"></span>S<span class="_ _0"></span>półka <span class="_ _7"> </span>od <span class="_ _12"> </span>dnia <span class="_ _6"></span>z<span class="_ _0"></span>wołania <span class="_ _7"> </span>Walnego <span class="_ _7"> </span>Zgromadzenia <span class="_ _12"> </span>udostępnia <span class="_ _7"></span>na <span class="_ _7"></span>swojej <span class="_ _7"> </span>stronie <span class="_ _12"> </span>internetowej <span class="_ _7"></span>formularz <span class="_ _7"> </span>zaw<span class="_ _5"></span>ierający <span class="_ _12"> </span>wzór<span class="_ _1"></span> </div><div class="t m0 x1 h10 y1167 ff8 fs4 fc2 sc0 ls0 ws0">pełnomocnictwa w postaci elektronicznej. <span class="ff6"> </span></div><div class="t m0 x3c h4b y29d ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Głosowanie na Walnym Zgromadzeniu S<span class="_ _1"></span>półki<span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 y1168 ff8 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="_ _5"></span><span class="lsa">ją </span></div><div class="t m0 x1 h10 y432 ff8 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="_ _5"></span><span class="ff6">arunki </span></div><div class="t m0 x1 h10 ya02 ff8 fs4 fc2 sc0 ls0 ws0">podejmowania uchwał.<span class="ff6"> </span></div><div class="t m0 x1 h10 ya1b ff8 fs4 fc2 sc0 ls0 ws0">Jedna <span class="_ _10"></span>akcja Sp<span class="_ _1"></span>ółki <span class="_ _1"></span>daje <span class="_ _10"></span>prawo do <span class="_ _10"></span>jednego <span class="_ _1"></span>głosu <span class="_ _10"></span>na Walnym <span class="_ _10"></span>Zgromadzeniu <span class="_ _1"></span>Spółki, <span class="_ _10"></span>z wyjątkiem <span class="_ _10"></span>akcji <span class="_ _1"></span>imiennych <span class="_ _10"></span>uprzywilejowanych <span class="_ _1"></span>c<span class="_ _0"></span>o d<span class="_ _1"></span>o <span class="_ _1"></span>głosu </div><div class="t m0 x1 h10 y1169 ff8 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 h10 y147 ff8 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="_ _12"> </span>jest  jawne.  Tajne <span class="_ _12"> </span>głosowanie  zarządza  się<span class="_ _1"></span>  pr<span class="_ _0"></span><span class="ff6">zy </span></div><div class="t m0 x1 h10 y148 ff8 fs4 fc2 sc0 ls0 ws0">wyborach oraz nad <span class="_ _1"></span>wnioskami o <span class="_ _10"></span>odwoł<span class="_ _0"></span>anie członków <span class="_ _10"></span>o<span class="_ _0"></span>rganów Spółki <span class="_ _1"></span>lub <span class="_ _1"></span>likwidatorów, o po<span class="_ _1"></span>ciągnięcie ich <span class="_ _10"></span>do odpowiedzialności, ja<span class="_ _0"></span><span class="ff6">k r</span>ównież </div><div class="t m0 x1 h10 y149 ff6 fs4 fc2 sc0 ls0 ws0">w sprawach osobowych. </div><div class="t m0 x1 h10 y116a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h4b y116b ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Walne Zgromadzenia Spółki w 2024 r.<span class="ff7"> </span></span></span></div><div class="t m0 x84 h4b y116c ff10 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _2c"> </span><span class="ff8">Zwyc<span class="_ _0"></span>zajne Walne Zgromadzenie <span class="_ _0"></span>17.06.2024 r., <span class="_ _0"></span>miejsce: Warszawa, Ho<span class="_ _0"></span>tel InterContinental. Treść po<span class="_ _0"></span>djętych uchwał oraz<span class="_ _0"></span> </span></span></div><div class="t m0 x87 h10 y116d ff8 fs4 fc2 sc0 ls0 ws0">dokumenty <span class="_ _1"></span>związane z ZWZ <span class="_ _1"></span>są opublikowane n<span class="_ _1"></span>a stronie <span class="_ _1"></span>Spółki: <span class="ff6 fcf">https://www.unimot.pl/relacje-inwestorskie/unimot-<span class="ls13">na</span>-</span></div><div class="t m0 x87 h10 y983 ff6 fs4 fcf sc0 ls0 ws0">gieldzie/walne-zgromadzenie<span class="fc2"> </span></div><div class="t m0 x1 h10 ydd3 ff8 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 x3c h4b ydd4 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">- <span class="ff8">rozpatrzono sp<span class="_ _1"></span>rawozdanie finansowe jedn<span class="_ _1"></span>ostkowe i skonsolidowane <span class="_ _1"></span>za 2023 rok wraz ze <span class="_ _10"></span>s<span class="_ _0"></span>prawozdaniami z działalności <span class="_ _1"></span>Spółki za </span></span></span></div><div class="t m0 x3d h10 y74a ff6 fs4 fc2 sc0 ls0 ws0">ten okres sprawozdawczy; </div><div class="t m0 x3c h4b y116e ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">- <span class="ff8">rozpatrzono sprawozdanie Rady Nadzorczej z wyników oceny sytuacji Sp<span class="_ _1"></span>ółki oraz sprawozdań Spółki za 2023 rok;<span class="_ _0"></span><span class="ff6"> </span></span></span></span></div><div class="t m0 x3c h4b y116f ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">- <span class="_ _0"></span><span class="ff8">podjęto <span class="_ _5"></span>uchwały <span class="_ _5"></span>w <span class="_ _5"></span>sprawie <span class="_ _0"></span>zatw<span class="_ _0"></span>ierdzenia <span class="_ _0"></span>rocznych <span class="_ _5"></span>sprawozdań <span class="_ _5"></span>finansowych <span class="_ _0"></span>Spółki <span class="_ _5"></span>i <span class="_ _5"></span>Grupy <span class="_ _0"></span>za <span class="_ _5"></span>2<span class="_ _0"></span>023 <span class="_ _0"></span>ro<span class="_ _0"></span>k, <span class="_ _5"></span>a <span class="_ _0"></span>także <span class="_ _5"></span>sprawozdania </span></span></span></div><div class="t m0 x3d h10 yf01 ff8 fs4 fc2 sc0 ls0 ws0">Zarządu z działalności oraz sprawozdania Rady Nadzorczej za 2023 rok,<span class="ff6"> </span></div><div class="t m0 x3c h4b y1170 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">- <span class="ff8">udzielono absolutorium z wykonania obowiązków za 2023 rok członkom organów Spółki,</span> </span></span></div><div class="t m0 x3c h4b y909 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">- <span class="ff8">podjęto uchwałę o podziale zysku za 2023 rok,</span> </span></span></div><div class="t m0 x3c h4b y963 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">- <span class="ff8">zaopiniowano sprawozdanie Rady Nadzorczej o wynagrodzeniach członków Zarządu i Rady Nad<span class="_ _1"></span>zorczej za rok 2023,<span class="_ _0"></span><span class="ff6"> </span></span></span></span></div><div class="t m0 x3c h4b y964 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">- <span class="ff8">dokonano z<span class="_ _0"></span>miany Polityki wynagrodzeń czł<span class="_ _0"></span>onków Zarządu i <span class="_ _0"></span>Rady Nadzorczej <span class="_ _0"></span>Unimot S.A. z <span class="_ _0"></span>3 czer<span class="_ _0"></span>wca 2020 <span class="_ _0"></span>roku oraz <span class="_ _0"></span>uchwalono </span></span></span></div><div class="t m0 x3d h10 y8d ff8 fs4 fc2 sc0 ls0 ws0">zmiany Statutu Spółki, przyjmując jego tekst jednolity.<span class="ff6"> </span></div><div class="t m0 x1 h10 ye2b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1171 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1172 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x87 h10 y1173 ff6 fs4 fc2 sc0 ls1d ws0">  <span class="ls0"> </span></div></div><span class="d m1" style="border-style:none;position:absolute;left:687.160000px;bottom:613.980000px;width:211.420000px;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:568.720000px;width:183.630000px;height:22.630000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf88" class="pf w0 h0" ><div class="pc pc88 w0 h0"><img class="bi x39 y3c w1c h1c" alt="" 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AEAAEAJAAAASgAAAFACAACAEgAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAD8y9+ptmEOAAA4W3/Ke/AmAAAAN1ICAABwownuK6guM9BgkAAAAABJRU5ErkJggg=="/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">136<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h44 y237 ff7 fs5 fc5 sc0 ls0 ws0">9.11.<span class="ff3"> <span class="_ _1f"> </span><span class="ff5">SPOŁECZNA ODPOWIEDZIALNOŚĆ BIZNESU   </span></span> </div><div class="t m0 x1 h10 y378 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y2c7 ff8 fs4 fc2 sc0 ls0 ws0">We <span class="_ _12"> </span>wszystkich  obszarach <span class="_ _12"> </span>działalności  <span class="ff6">Grupa  UNIMOT <span class="_ _12"> </span></span>przestrzega  zasad <span class="_ _12"> </span>profesjonalizmu  i <span class="_ _12"> </span>uczciwości  biznesowej. <span class="_ _12"> </span>Relacje <span class="_ _12"> </span>z  klientami, </div><div class="t m0 x1 h10 ye2e ff8 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 h10 yd13 ff8 fs4 fc2 sc0 ls0 ws0">Wychodząc <span class="_ _5"></span>naprzeciw <span class="_ _5"></span>oczekiwaniom <span class="_ _5"></span>interesariuszy, <span class="_ _5"></span>a <span class="_ _5"></span>także <span class="_ _6"></span>działa<span class="_ _1"></span>jąc <span class="_ _5"></span>zgodnie <span class="_ _5"></span>z <span class="_ _5"></span>przyjętymi <span class="_ _5"></span>wartościami, <span class="_ _6"></span>23 <span class="_ _0"></span>kwietnia <span class="_ _5"></span>2024 <span class="_ _5"></span>r. <span class="_ _5"></span>Zarz<span class="_ _5"></span>ąd <span class="_ _6"></span>i <span class="_ _5"></span>Rada </div><div class="t m0 x1 h10 y1174 ff8 fs4 fc2 sc0 ls0 ws0">Nadzorcza UNIMOT S.A. przyjęły Strategię <span class="ff6">Grupy UNIMOT   na lata 2024-<span class="ls6">2028.</span> </span></div><div class="t m0 x1 h10 y539 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _17"> </span>procesie <span class="_ _17"> </span>opracowywania <span class="_ _17"> </span>Strategii <span class="_ _17"> </span>dokonano <span class="_ _17"> </span>analizy <span class="_ _17"> </span>kierunków <span class="_ _17"> </span>ro<span class="_ _0"></span>zwoju <span class="_ _17"> </span>otoczenia <span class="_ _17"> </span>rynkowego, <span class="_ _17"> </span>regulacyjnego, <span class="_ _17"> </span>społecznego <span class="_ _17"> </span>i </div><div class="t m0 x1 h10 y1175 ff8 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="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y1176 ff8 fs4 fc2 sc0 ls0 ws0">współczesnego <span class="_ _12"> </span>świata <span class="_ _12"> </span>i  oczekiwań <span class="_ _12"> </span>Interesariuszy <span class="_ _12"> </span>było  pods<span class="_ _1"></span>tawą  opracowania <span class="_ _12"> </span>dokumentu <span class="_ _12"> </span>oraz  zin<span class="_ _1"></span>tegrowania <span class="_ _12"> </span>z  n<span class="_ _1"></span>im <span class="_ _12"> </span>kwestii  z <span class="_ _12"> </span>zakresu </div><div class="t m0 x1 h10 y1177 ff8 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="_ _5"></span>ładu </div><div class="t m0 x1 h10 y1178 ff6 fs4 fc2 sc0 ls0 ws0">korporacy<span class="ff8">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 h10 y1179 ff8 fs4 fc2 sc0 ls0 ws0">przepisów prawnych i regulacji.<span class="ff6"> </span></div><div class="t m0 x1 h10 y4d6 ff8 fs4 fc2 sc0 ls0 ws0">Pełna treść Strategii została zamieszczona na stronie internetowej<span class="ff6">  <span class="fcf">https://www.unimot.pl/relacje-inwestorskie/</span>  </span></div><div class="t m0 x1 h10 y117a ff6 fs4 fc2 sc0 ls0 ws0">Istotnym <span class="_ _6"></span>ele<span class="_ _1"></span>mentem <span class="_ _6"></span>Strategii <span class="_ _6"></span>Grupy <span class="_ _5"></span>UNIMOT <span class="_ _6"></span> <span class="_ _6"></span> <span class="_ _6"></span><span class="ff8">są <span class="_ _5"></span>zo<span class="_ _0"></span>bowiązania <span class="_ _6"></span>w <span class="_ _5"></span>z<span class="_ _0"></span>akresie <span class="_ _5"></span>społ<span class="_ _0"></span>ecznej <span class="_ _6"></span>odpowiedzialności <span class="_ _5"></span>biznesu <span class="_ _6"></span>(CSR), <span class="_ _6"></span>w <span class="_ _5"></span>tym <span class="_ _6"></span>działania </span></div><div class="t m0 x1 h10 yde7 ff8 fs4 fc2 sc0 ls0 ws0">ukierunkowane <span class="_ _6"></span>na <span class="_ _5"></span>b<span class="_ _0"></span>udowanie <span class="_ _6"></span>pozytywnych <span class="_ _6"></span>relacji <span class="_ _6"></span>z <span class="_ _6"></span>lokalnymi <span class="_ _6"></span>s<span class="_ _1"></span>połecznościami. <span class="_ _6"></span>W <span class="_ _6"></span>ramach <span class="_ _6"></span>reali<span class="_ _1"></span>zowanej <span class="_ _6"></span>polityki <span class="_ _6"></span>dobrego <span class="_ _6"></span>sąsi<span class="_ _1"></span>ada, <span class="_ _6"></span>G<span class="_ _5"></span><span class="ff6">rupa </span></div><div class="t m0 x1 h10 y117b ff8 fs4 fc2 sc0 ls0 ws0">angażuje <span class="_ _0"></span>s<span class="_ _0"></span>ię <span class="_ _5"></span>w <span class="_ _5"></span>inicjatywy <span class="_ _6"></span>społeczne, <span class="_ _0"></span>e<span class="_ _0"></span>dukacyjne <span class="_ _5"></span>i <span class="_ _5"></span>środow<span class="_ _0"></span>iskowe, <span class="_ _5"></span>wzmacniając <span class="_ _5"></span>swó<span class="_ _0"></span>j <span class="_ _5"></span>wpływ <span class="_ _5"></span>jako <span class="_ _5"></span>odpowiedzialnego <span class="_ _5"></span>pracodawcy <span class="_ _5"></span>i <span class="_ _5"></span>p<span class="_ _0"></span>artnera </div><div class="t m0 x1 h10 y117c ff6 fs4 fc2 sc0 ls0 ws0">biznesowego. </div><div class="t m0 x1 h10 y117d ff8 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 h10 y117e ff8 fs4 fc2 sc0 ls0 ws0">reprezentantami  społeczności  władzami <span class="_ _14"> </span>samorządowymi.  Dialog  nie  ma <span class="_ _14"> </span>usystematyzowanego  charakteru,  odbywa <span class="_ _14"> </span>się  na  bieżąco, <span class="_ _13"> </span><span class="ff6 ls56">w </span></div><div class="t m0 x1 h10 y117f ff8 fs4 fc2 sc0 ls0 ws0">zależności od potrzeb. <span class="ff6"> </span></div><div class="t m0 x1 h10 y1180 ff8 fs4 fc2 sc0 ls0 ws0">Cele <span class="_ _7"> </span>szczegółowe <span class="_ _7"> </span>w <span class="_ _12"> </span>zakresie <span class="_ _7"></span>społecznej <span class="_ _7"> </span>odpowiedzialności <span class="_ _7"> </span>bizn<span class="_ _0"></span>esu <span class="_ _7"> </span>Grupy <span class="_ _7"> </span>o<span class="_ _0"></span>kreślono <span class="_ _7"> </span>w <span class="_ _12"> </span>Polityce <span class="_ _7"></span>Zaangażowania <span class="_ _7"> </span>Społ<span class="_ _0"></span>ecznego. <span class="_ _7"></span>Zgodni<span class="_ _5"></span><span class="ff6">e <span class="_ _7"> </span>z </span></div><div class="t m0 x1 h10 y1181 ff8 fs4 fc2 sc0 ls0 ws0">założeniami <span class="_ _7"></span>Polityki <span class="_ _7"></span>zaangażowanie <span class="_ _7"> </span>s<span class="_ _0"></span>połeczne <span class="_ _7"></span>pozwala <span class="_ _7"> </span>Grupie <span class="_ _7"> </span>U<span class="_ _0"></span>NIMOT <span class="_ _7"> </span>nie <span class="_ _7"> </span>tylko <span class="_ _7"> </span>re<span class="_ _0"></span>dukować <span class="_ _7"> </span>negatywny <span class="_ _7"> </span>w<span class="_ _0"></span>pływ <span class="_ _7"> </span>działalności, <span class="_ _7"> </span>ale <span class="_ _12"> </span>prze<span class="_ _0"></span><span class="ff6 ls13">de<span class="_ _0"></span><span class="ls0"> </span></span></div><div class="t m0 x1 h10 yd51 ff8 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="_ _5"></span><span class="ff6">nesie. </span></div><div class="t m0 x1 h10 y1182 ff8 fs4 fc2 sc0 ls0 ws0">Polityka określa zasady mające na celu:<span class="ff6"> </span></div><div class="t m0 x3c h4b y1183 ff6 fs4 fc9 sc0 ls6 ws0">1.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff8 fc2">Identyfikowanie <span class="_ _6"></span>i <span class="_ _6"></span>przeciwdziałanie <span class="_ _7"></span>potencjalnemu <span class="_ _6"></span>negatywnemu <span class="_ _7"></span>wpływowi <span class="_ _6"></span>działalności <span class="_ _7"> </span><span class="ff6">Grupy <span class="_ _6"></span>U<span class="_ _0"></span>NIMOT <span class="_ _6"></span> <span class="_ _7"> </span> <span class="_ _6"></span></span>na <span class="_ _7"></span>społeczności <span class="_ _6"></span>oraz </span></span></div><div class="t m0 x3d h10 yd22 ff8 fs4 fc2 sc0 ls0 ws0">minimalizowanie ryzyk z nim związanych.<span class="ff6"> </span></div><div class="t m0 x3c h4b y81 ff6 fs4 fc9 sc0 ls6 ws0">2.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff8 fc2">Wprowadzanie <span class="_ _17"> </span>mechanizmów <span class="_ _17"> </span>umożliwiających <span class="_ _17"> </span>działania <span class="_ _17"> </span>zaradcze <span class="_ _17"> </span>w <span class="_ _17"> </span>przypadku <span class="_ _20"> </span>negatywnego <span class="_ _17"> </span>wpływu <span class="_ _17"> </span>na <span class="_ _17"> </span>społeczności, </span></span></div><div class="t m0 x3d h10 y1184 ff8 fs4 fc2 sc0 ls0 ws0">spowodowanego przez Grupę UNIMOT.<span class="ff6"> </span></div><div class="t m0 x3c h4b y1185 ff6 fs4 fc9 sc0 ls6 ws0">3.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff8 fc2">Generowanie pozytywnego wpływu na społeczności. <span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y1186 ff6 fs4 fc9 sc0 ls6 ws0">4.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff8 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 x3c h4b y1187 ff6 fs4 fc9 sc0 ls6 ws0">5.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff8 fc2">Budowanie <span class="_ _5"></span>poczucia <span class="_ _5"></span>odpowiedzialności <span class="_ _5"></span>kadry <span class="_ _5"></span>kierowniczej <span class="_ _5"></span>Spółek <span class="_ _5"></span>za <span class="_ _5"></span>poprawną <span class="_ _5"></span>komunikację <span class="_ _5"></span>oraz <span class="_ _5"></span>dobrą <span class="_ _5"></span>współpracę <span class="_ _5"></span>z <span class="_ _5"></span>lokalnymi </span></span></div><div class="t m0 x3d h10 y1188 ff8 fs4 fc2 sc0 ls0 ws0">społecznościami.<span class="ff6"> </span></div><div class="t m0 x1 h10 y1189 ff8 fs4 fc2 sc0 ls0 ws0">Zaangażowanie społeczne <span class="ff6">Grupy UNIMOT   </span>opiera się na filarach: <span class="ff6"> </span></div><div class="t m0 x3c h4b y118a ff1 fs4 fc15 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff8 fc2">Grupa aktywnie prowadzi dialog z otoczeniem społecznym i współpracuje z przedstawicielami lokalnych społeczności w </span></span></div><div class="t m0 x3d h10 y2b ff8 fs4 fc2 sc0 ls0 ws0">transparentny i sprawiedliwy sposób;<span class="ff6"> </span></div><div class="t m0 x3c h4b y118b ff1 fs4 fc15 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff8 fc2">Grupa inicjuje własne projekty promujące zrównoważony rozwój ekologiczny, społeczny i gospodarczy;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y4be ff1 fs4 fc15 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff8 fc2">Grupa monitoruje ryzyka w obszarze społecznych i aktywnie nimi zarządza;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y118c ff1 fs4 fc15 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff8 fc2">Grupa stosuje procedury zgłaszania skarg i nieprawidłowości przez społeczności lokalne.<span class="ff6"> </span></span></span></div><div class="t m0 x1 h10 y118d ff8 fs4 fc9 sc0 ls0 ws0">Działania wspierające lokalne społeczności <span class="ff6"> </span></div><div class="t m0 x1 h10 y118e ff8 fs4 fc2 sc0 ls0 ws0">Rozwój <span class="_ _10"></span>działalności <span class="ff6">G<span class="_ _1"></span>rupy <span class="_ _10"></span>UNIMOT<span class="_ _0"></span> <span class="_ _10"></span> <span class="_ _1"></span> <span class="_ _10"></span><span class="ff8">generuje <span class="_ _10"></span>wpływ <span class="_ _1"></span>na <span class="_ _10"></span>środowisko, <span class="_ _1"></span>społeczeństwo <span class="_ _10"></span>i <span class="_ _10"></span>na <span class="_ _10"></span>w<span class="_ _0"></span>szystkich <span class="_ _10"></span>interesariuszy <span class="_ _1"></span>w <span class="_ _10"></span>całym <span class="_ _1"></span>łańcuchu <span class="_ _10"></span>wartości. </span></span></div><div class="t m0 x1 h10 ydd6 ff8 fs4 fc2 sc0 ls0 ws0">Umocowanie <span class="_ _5"></span>kw<span class="_ _0"></span>estii <span class="_ _6"></span>społecznych <span class="_ _5"></span>w <span class="_ _6"></span>Strategii <span class="_ _5"></span>daj<span class="_ _0"></span>e <span class="_ _6"></span>Grupie <span class="_ _5"></span>moż<span class="_ _0"></span>liwość <span class="_ _6"></span>zarządzania <span class="_ _5"></span>o<span class="_ _0"></span>bszarem, <span class="_ _6"></span>ide<span class="_ _1"></span>ntyfikowania <span class="_ _6"></span>ryzyk <span class="_ _5"></span>i <span class="_ _6"></span>szans <span class="_ _6"></span>oraz <span class="_ _6"></span>wdr<span class="_ _0"></span>ażania </div><div class="t m0 x1 h10 y118f ff8 fs4 fc2 sc0 ls0 ws0">efektywnych rozwiązań<span class="ff6"> </span>promujących rozwój społeczny, z poszanowaniem etyki biznesu, praw człowieka i obowiązków należytej staranności </div><div class="t m0 x1 h10 y77b ff8 fs4 fc2 sc0 ls0 ws0">wobec wszystkich interesariuszy zaangażowanych w jej działania. <span class="ff6"> </span></div><div class="t m0 x1 h10 ye10 ff8 fs4 fc2 sc0 ls0 ws0">Spółki <span class="ff6">Gr<span class="_ _0"></span>upy U<span class="_ _0"></span>NIMOT <span class="_ _0"></span> <span class="_ _0"></span> <span class="_ _0"></span></span>są <span class="_ _0"></span>istotn<span class="_ _0"></span>ymi praco<span class="_ _0"></span>dawcami <span class="_ _0"></span>w <span class="_ _0"></span>regionie <span class="_ _0"></span>swoich <span class="_ _0"></span>działalności. Po<span class="_ _0"></span>wyższe <span class="_ _0"></span>generuje pozytywny <span class="_ _0"></span>wpływ <span class="_ _0"></span>na <span class="_ _5"></span>społeczność, <span class="_ _0"></span>a </div><div class="t m0 x1 h10 yb66 ff8 fs4 fc2 sc0 ls0 ws0">jednym z aspektów tego wpływu<span class="_ _1"></span> są podatki d<span class="_ _1"></span>la miasta, które realnie przekładają s<span class="_ _1"></span>ię na dochody Gminy (podatek d<span class="_ _1"></span>ochodowy). Jednoc<span class="_ _0"></span>ześnie </div></div><span class="d m1" style="border-style:none;position:absolute;left:570.220000px;bottom:1121.620000px;width:170.400000px;height:22.630000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf89" class="pf w0 h0" ><div class="pc pc89 w0 h0"><img class="bi x5 y3c w5 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">137<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 fs4 fc2 sc0 ls0 ws0">prowadzenie działalności <span class="_ _1"></span>gospodarczej generuje p<span class="_ _1"></span>odatki od nieru<span class="_ _1"></span>chomości i prowadzonej d<span class="_ _1"></span>ziałalności gospodarczej, co re<span class="_ _1"></span>alnie p<span class="_ _0"></span>rzekłada się </div><div class="t m0 x1 h10 yac ff8 fs4 fc2 sc0 ls0 ws0">na wyższe dochody z podatków i może prowadzić do lepszego finans<span class="_ _1"></span>owania usług publicznych i inwestycji w infrastrukturę<span class="ff6">.<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y18e ff8 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 h10 y1152 ff8 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 ls5">. <span class="_ _0"></span><span class="ls0"> </span></span></div><div class="t m0 x1 h10 y6d3 ff8 fs4 fc2 sc0 ls0 ws0">Po <span class="_ _5"></span>to, <span class="_ _5"></span>by <span class="_ _0"></span>realizować <span class="_ _5"></span>wynikający <span class="_ _0"></span>ze <span class="_ _5"></span>Strategii <span class="_ _5"></span>cel <span class="_ _0"></span>w <span class="_ _5"></span>zakresie <span class="_ _5"></span>wspierania <span class="_ _5"></span>społeczności <span class="_ _5"></span>lokalnych, <span class="_ _0"></span>Spółki <span class="_ _6"></span><span class="ff6">Grupy <span class="_ _5"></span>UNIMOT <span class="_ _0"></span> <span class="_ _6"></span> <span class="_ _0"></span></span>podejmują <span class="_ _0"></span>dz<span class="_ _0"></span>iałania </div><div class="t m0 x1 h10 y6d4 ff8 fs4 fc2 sc0 ls0 ws0">charytatywne <span class="_ _7"> </span>i <span class="_ _12"> </span>sponsoringowe. <span class="_ _7"> </span>Zaangażowanie <span class="_ _12"> </span>Spółek <span class="_ _7"></span>w <span class="_ _12"> </span>tego <span class="_ _7"> </span>typu <span class="_ _7"> </span>inicjatywy <span class="_ _12"> </span>jest <span class="_ _7"></span>koordynowane <span class="_ _12"> </span>przez <span class="_ _7"></span>Komitet <span class="_ _12"> </span>ds. <span class="_ _7"></span>Aktywności <span class="_ _12"> </span>Grup<span class="ff6 ls8">y </span></div><div class="t m0 x1 h10 y6d5 ff8 fs4 fc2 sc0 ls0 ws0">Kapitałowej <span class="_ _0"></span>UNIMOT <span class="_ _5"></span>w <span class="_ _5"></span>obszarze <span class="_ _5"></span>wspierania <span class="_ _5"></span>lokalnych <span class="_ _0"></span>społecz<span class="_ _0"></span>ności. <span class="_ _0"></span>W <span class="_ _5"></span>skład <span class="_ _5"></span>Komitetu <span class="_ _0"></span>w<span class="_ _0"></span>chodzą <span class="_ _5"></span>Wiceprezes <span class="_ _5"></span>Zarządu<span class="_ _0"></span><span class="ff6"> <span class="_ _6"></span>UN<span class="_ _1"></span>IMOT <span class="_ _5"></span>S.A. <span class="_ _5"></span>ds. <span class="_ _0"></span>HR,<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y3fa 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 h10 yb3 ff8 fs4 fc2 sc0 ls0 ws0">Decyzje <span class="_ _6"></span>dotyczące <span class="_ _6"></span>wsparcia <span class="_ _6"></span>danej <span class="_ _6"></span>inicjatywy <span class="_ _7"></span>członkowie <span class="_ _6"></span>Komitetu <span class="_ _6"></span>podejmują <span class="_ _6"></span>wspólnie <span class="_ _6"></span>na <span class="_ _6"></span>podst<span class="_ _0"></span>awie <span class="_ _6"></span>rekomendacji <span class="_ _6"></span>Spółki. <span class="_ _6"></span>Do <span class="_ _7"></span>główn<span class="_ _0"></span><span class="ff6">ych </span></div><div class="t m0 x1 h10 yb4 ff8 fs4 fc2 sc0 ls0 ws0">projektów wsparcia w 2024 roku należały:<span class="ff6"> </span></div><div class="t m0 x3c h4b y17 ff1 fs4 fc15 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff6 fc2">Sponsoring VI edycji konferencji Our Future Forum;<span class="_ _0"></span> </span></span></div><div class="t m0 x3c h4b y1190 ff1 fs4 fc15 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff8 fc2">Sponsoring tytularny siatkarzy AVIA SOLAR Sędziszów Małopolski;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y1191 ff1 fs4 fc15 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff8 fc2">Sponsoring cyklu rajdów plus Rajd Barbórka;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y1192 ff1 fs4 fc15 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff8 fc2">Sponsoring klubu sportowego Lwy AVIA Częstochowa;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y26e ff1 fs4 fc15 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff6 fc2">Sponsoring Poland 2.0 Summit; </span></span></div><div class="t m0 x3c h4b y9b9 ff1 fs4 fc15 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff8 fc2">Sadzenie i opieka rodzimych gatunków drzew w parku przy ul. Św. Barbary w Czechowicach<span class="_ _0"></span><span class="ff6">-Dziedzicach; </span></span></span></div><div class="t m0 x3c h4b y1193 ff1 fs4 fc15 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff8 fc2">dofinansowanie Ochotniczej Straży Pożarnej w Trzcinicy w zakresie zakupu sprzętu;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y1194 ff1 fs4 fc15 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff8 fc2">partnerstwo w ramach Jesiennych Spotkań Teatralnych w Jaśle;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b yfd5 ff1 fs4 fc15 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff8 fc2">darowizna na <span class="_ _1"></span>rzecz G<span class="_ _1"></span>dańskiego <span class="_ _1"></span>Stowarzyszenia Jaś <span class="_ _10"></span>i Małgosia <span class="_ _10"></span>oraz<span class="_ _0"></span> <span class="_ _1"></span>Fundacji <span class="_ _10"></span>Instytut Bezpieczeństwa <span class="_ _1"></span>i <span class="_ _1"></span>Rozwoju Mi<span class="_ _1"></span>ędzynarodowego </span></span></div><div class="t m0 x3d h10 y1195 ff8 fs4 fc2 sc0 ls0 ws0">w ramach akcji „Dobrodziej dzieci” w Gdańsku;<span class="ff6"> </span></div><div class="t m0 x3c h4b y1196 ff1 fs4 fc15 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff8 fc2">organizacja <span class="_ _5"></span>Dnia <span class="_ _5"></span>Dziecka <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>Ko<span class="_ _0"></span>leją <span class="_ _5"></span>–<span class="ff6"> <span class="_ _5"></span></span>pracownicy <span class="_ _0"></span>Spółki <span class="_ _5"></span>Olavion <span class="_ _5"></span>pokazali <span class="_ _5"></span>dzieciom <span class="_ _0"></span>ze <span class="_ _5"></span>Szczecina <span class="_ _5"></span>i <span class="_ _5"></span>okolic <span class="_ _0"></span>jak <span class="_ _5"></span>wygląda <span class="_ _5"></span>praca <span class="_ _0"></span>na <span class="_ _5"></span>kolei. </span></span></div><div class="t m0 x3d h10 y95 ff8 fs4 fc2 sc0 ls0 ws0">Uczestnicy mogli zasiąść za sterami nowoczesnej lokomotywy Gama; <span class="ff6"> </span></div><div class="t m0 x3c h4b y6df ff1 fs4 fc15 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff8 fc2">Wykonywanie testów dla Pomorskiej Kolei Metropolitalnej po elektryfikacji PKM i rozbudowie o bajpas kartuski;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y10ff ff1 fs4 fc15 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff8 fc2">Organizacja akcji <span class="_ _10"></span>UNIMOT <span class="_ _1"></span>wspiera <span class="_ _10"></span>potrzebujących <span class="ff6">- <span class="_ _10"></span><span class="ff8">zbiórka przedmiotów <span class="_ _10"></span>pierwszej <span class="_ _1"></span>potrzeby <span class="_ _1"></span>dla <span class="_ _10"></span>or<span class="_ _0"></span>ganizacji <span class="_ _10"></span>zajmującyc<span class="_ _0"></span>h <span class="_ _10"></span>się opieką </span></span></span></span></div><div class="t m0 x3d h10 y1197 ff8 fs4 fc2 sc0 ls0 ws0">nad zwierzętami oraz organizacji wspierających osoby w trudnej sytuacji życiowej;<span class="ff6"> </span></div><div class="t m0 x3c h3e yf6a ff1 fs3 fc15 sc0 ls0 ws0"><span class="ff2"> <span class="_ _3c"> </span><span class="ff6 fs4 fc2">partycypowanie <span class="_ _13"> </span>w <span class="_ _23"> </span>lokalnych <span class="_ _23"> </span>inicjatyw<span class="_ _0"></span>ach <span class="_ _23"> </span>(m.in. <span class="_ _23"> </span>sponsorowanie <span class="_ _23"> </span>Dni <span class="_ _23"> </span>Czechowic<span class="_ _0"></span>- <span class="_ _23"> </span><span class="ff8">Dziedzic, <span class="_ _23"> </span>lo<span class="_ _0"></span>kalnego <span class="_ _13"> </span>klubu <span class="_ _15"> </span>piłkarskiego <span class="_ _23"> </span>w </span></span></span></div><div class="t m0 x3d hc y408 ff6 fs4 fc2 sc0 ls0 ws0">Czechowicach-<span class="ff8">Dziedzicach, wspieranie lokalnego schroniska dl<span class="_ _1"></span>a bezdomnych zwierząt);<span class="_ _0"></span><span class="ff6 fs3"> </span></span></div><div class="t m0 x3c h4b yd84 ff1 fs4 fc15 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff8 fc2">wspieranie <span class="_ _12"> </span>bioróżnorodności  (m.in<span class="_ _1"></span>. <span class="_ _12"> </span>utworzenie <span class="_ _12"> </span>mini <span class="_ _12"> </span>pasieki <span class="_ _12"> </span>z  pszczołami <span class="_ _12"> </span>miodnymi, <span class="_ _12"> </span>tworzenie <span class="_ _12"> </span>siedlisk <span class="_ _12"> </span>dla <span class="_ _12"> </span>dzikich <span class="_ _12"> </span>zapylaczy, </span></span></div><div class="t m0 x3d h10 y1198 ff8 fs4 fc2 sc0 ls0 ws0">sadzenie drzew na terenie miejskiego parku we współpracy z Urzędem Miasta Czech<span class="_ _1"></span>owice<span class="_ _0"></span><span class="ff6">-Dziedzice); </span></div><div class="t m0 x3c h4b y1199 ff1 fs4 fc15 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff8 fc2">współo<span class="_ _0"></span>rganizacja Dni <span class="_ _0"></span>Jasła <span class="_ _0"></span>oraz wydarzenia kulturalnego <span class="_ _0"></span>XVIII <span class="_ _0"></span>Ogólnopolski Konkurs Mł<span class="_ _0"></span>odych Instrumentalistów <span class="_ _0"></span>organizowanego </span></span></div><div class="t m0 x3d h10 y4b0 ff8 fs4 fc2 sc0 ls0 ws0">przez Gminny Ośrodek Kultury w Jaśle, <span class="ff6"> </span></div><div class="t m0 x3c h4b y119a ff1 fs4 fc15 sc0 ls0 ws0"><span class="ff2"> <span class="_ _c"> </span><span class="ff8 fc2">darowizna na rzecz SKP „Strażak” Rzeszów<span class="_ _0"></span> –<span class="ff6"> </span>organizacja Mistrzostw Polski Strażaków w biegach górskich. <span class="ff6"> </span></span></span></div><div class="t m0 x1 h10 yfae ff8 fs4 fc2 sc0 ls0 ws0">Całkowita kwota wsparcia przekroczyła w 2024 roku 600 tys. zł.<span class="ff6"> </span></div></div><div class="c x1 y83 w142 h11f"><div class="t m0 xa h10 y2bc ff9 fs4 fc2 sc0 ls0 ws0">Zestawienie wartości darowizn rzeczowych i pieniężnych<span class="ff6"> </span></div></div><div class="c x13a y83 w143 h11f"><div class="t m0 xa h10 y551 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y119b w142 h54"><div class="t m0 xa h22 y558 ff7 fs4 fc2 sc0 ls0 ws0">Cel darowizny/Beneficjent </div></div><div class="c x13a y119b w143 h54"><div class="t m0 x39 h22 y558 ff5 fs4 fc2 sc0 ls0 ws0">Wartość<span class="ff7"> </span></div></div><div class="c x1 ye9f w142 h54"><div class="t m0 xa h10 y558 ff8 fs4 fc2 sc0 ls0 ws0">Wsparcie organizacji pomocowych w zakresie ich statutowej działalności<span class="ff6"> </span></div></div><div class="c x13a ye9f w143 h54"><div class="t m0 x3 h10 y558 ff6 fs4 fc2 sc0 ls1d ws0">    <span class="ff8 ls6">90 672 zł</span><span class="ls0"> </span></div><div class="t m0 x58 h10 y119c ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y119d w142 h11f"><div class="t m0 xa h10 y2bc ff8 fs4 fc2 sc0 ls0 ws0">Wsparcie środowiska naturalnego i troska o dobrostan zwierząt<span class="ff6"> </span></div></div><div class="c x13a y119d w143 h11f"><div class="t m0 x3 h10 y2bc ff6 fs4 fc2 sc0 ls1d ws0">      <span class="ff8 ls0">4 553 zł<span class="ff6"> </span></span></div></div><div class="c x1 y11e w142 h89"><div class="t m0 xa h10 y112c ff8 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 x13a y11e w143 h89"><div class="t m0 x3 h10 y112c ff6 fs4 fc2 sc0 ls1d ws0">    <span class="ff8 ls6">52 000 zł</span><span class="ls0"> </span></div></div><div class="c x1 y119e w142 h11f"><div class="t m0 xa h10 y2bc ff6 fs4 fc2 sc0 ls0 ws0">Pomoc humanitarna </div></div><div class="c x13a y119e w143 h11f"><div class="t m0 x38 h10 y2 ff8 fs4 fc2 sc0 ls6 ws0">3 274 833 zł<span class="ff6 ls0"> </span></div></div><div class="c x1 y4bc w142 h11f"><div class="t m0 xa h22 y2bc ff7 fs4 fc2 sc0 ls0 ws0">SUMA: </div></div><div class="c x13a y4bc w143 h11f"><div class="t m0 x17d h22 y2bc ff5 fs4 fc2 sc0 ls6 ws0">3 422 058 zł <span class="ff7 ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y2c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y119f ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>2025 <span class="_ _5"></span>roku <span class="_ _5"></span>Grupa <span class="_ _5"></span>UNIMOT <span class="_ _5"></span><span class="ff8">opublikowała <span class="_ _5"></span>po <span class="_ _5"></span>raz <span class="_ _5"></span>pierwszy <span class="_ _5"></span>Sprawozdanie <span class="_ _5"></span>Zrównoważonego <span class="_ _5"></span>Rozwoju <span class="_ _5"></span>zgodnie <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _5"></span>art. <span class="_ _5"></span>49b <span class="_ _6"></span></span>Ustawy <span class="_ _5"></span>z <span class="_ _5"></span>dnia <span class="_ _5"></span>29 </div><div class="t m0 x1 h10 y11a0 ff8 fs4 fc2 sc0 ls0 ws0">września <span class="_ _5"></span>1994 <span class="_ _5"></span>roku <span class="_ _5"></span>o <span class="_ _6"></span>rachunkowości, <span class="_ _5"></span>zgodnie <span class="_ _5"></span>z <span class="_ _5"></span>art. <span class="_ _5"></span>55 <span class="_ _5"></span>u<span class="_ _0"></span>st. <span class="_ _5"></span>2b<span class="_ _0"></span><span class="ff6">-<span class="_ _0"></span></span>2c <span class="_ _5"></span>oraz <span class="_ _6"></span>zgodnie<span class="_ _1"></span> <span class="_ _5"></span>z <span class="_ _5"></span>Roz<span class="_ _0"></span>porządzeniem <span class="_ _0"></span>Pa<span class="_ _0"></span>rlamentu <span class="_ _5"></span>Europejskiego <span class="_ _5"></span>i <span class="_ _6"></span>Rady <span class="_ _0"></span>(UE) </div><div class="t m0 x1 h10 yfb4 ff8 fs4 fc2 sc0 ls6 ws0">2020/852  z  dn<span class="_ _1"></span>ia  18  czerw<span class="_ _1"></span>ca  2020 <span class="_ _12"> </span>roku  w  sprawie <span class="_ _12"> </span>ustanowienia  ram  ułatwiających <span class="_ _12"> </span>zrównoważone  in<span class="_ _1"></span>westycje,  wraz  z <span class="_ _12"> </span>od<span class="_ _5"></span><span class="ff6 ls0">powiednimi </span></div><div class="t m0 x1 h10 y11a1 ff8 fs4 fc2 sc0 ls0 ws0">rozporządzeniami <span class="_ _13"> </span>delegowanymi. <span class="_ _13"> </span>Sprawozdanie <span class="_ _13"> </span>zostało<span class="_ _0"></span> <span class="_ _13"> </span>sporządzone <span class="_ _13"> </span>w <span class="_ _13"> </span>o<span class="_ _0"></span>parciu <span class="_ _13"> </span>o <span class="_ _13"> </span>standardy <span class="_ _23"> </span>ESRS <span class="_ _13"> </span>(wprowadzo<span class="_ _0"></span>ne <span class="_ _13"> </span>Rozporządzeniem </div><div class="t m0 x1 h10 y711 ff6 fs4 fc2 sc0 ls0 ws0">Delegowanym <span class="_ _23"> </span>Komisji <span class="_ _15"> </span>(UE)<span class="_ _0"></span> <span class="_ _15"> </span>2023/2772)<span class="_ _0"></span><span class="ff8">, <span class="_ _15"> </span>które <span class="_ _15"> </span>są <span class="_ _15"> </span>obowiązkowe <span class="_ _15"> </span>dla <span class="_ _19"> </span></span>Grupy <span class="_ _15"> </span>UNIMOT <span class="_ _15"> </span> <span class="_ _19"> </span> <span class="_ _15"> </span>od <span class="_ _15"> </span>ro<span class="_ _0"></span>ku <span class="_ _23"> </span>o<span class="_ _0"></span>brotowego <span class="_ _15"> </span>2024. <span class="_ _15"> </span>Sprawoz<span class="_ _0"></span>danie </div><div class="t m0 x1 h10 y5ab ff8 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 h10 y50c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y11a2 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf8a" class="pf w0 h0" ><div class="pc pc8a w0 h0"><img class="bi x3 y3c w144 h1c" alt="" 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3JgGZ1Jc8ol55yzmeWc53na7ZbdvEylqFnzvtZ6Oq3z4XAoKR2Sretat9ajex8RI+dczlPUbJ5nUa21butpjD+7v78fc9xuhyIDAACAYPD1+Q+fJho3kEMlROw8C8Baa1urh+Nhq2vO9ur1q1cvX3jvItF73bb1dDomlZRM1V1cREJVzr1PRSXMJJnm0X7UzNSmKe/maVmWeZ4lZJunZSrruhzf/RCttXXdLrexk2o2y7mMDYHeeh7bBSmNgLHM82632+/20zRZSi2i1rrutqd5XuZpmg7l6fB0snWtW2vNw81ba6d1DdVpmpLaVIqqbttW63Y6Hg6Hw263m6ZplBZ8q9XG8v45IlUVqo8BAADB4De4oP/7P2GMwzpx/sKUUi45JYtwj1i3tdZtnqb9bjfPc62bWqyn47qu6+kw2gJJuIpfv+to95lTKiWXMpWSk17GDEv0VreTeG8i0lprtXqrc8lJtaiq+6hSMLOSSykl5zSOHpWSSykpZxPNOc/TtFt2+/1+miZNqYXX1ratznOZp1JyTufK54OoaOuti/e+bZuIqGiZl1KKmvXet21b19PDw8PYLpimSVW/jeNDX5INAAAACAbfpg/2DX5y/ecR4jH6+Jvapfl/GpsDrdXW2lRKTibhrdVWt+PhcDwct9MxZ+u9S3SRsPNgM1XTpGkqZZqmeZ7nqUSIe2+11brV9agxipt1zCWIiNe7ZS4lJVNVU0uXCccpp2TJROd5noZSxkWWqSzzMu7xS7JT3bqXNk3znEvOZiaq4eHnfqgSHq17i00kUsplXnLKyVKrdTXbtvrw8FBKmaYp5/zBe/jNtCe6rSugxgAAABAM8IHwy/wBEbEkOZ9XzCIS3iN6iIf0dTsdj4fT8fj0+LieTq1uU0mrdwkxERMx0/NBpJSmqczzuT54PZ1aa163tq6997HoX/Iylvu5lLvriSM9P0NOKeVsquIhEeeMMc9zmcYDSinzPC/LUkoJVYnexXqylFRCeuu11W1d121rrbXaqriER3dvJhEmkpOFaE7ZVNfaDofDfr+/u7v7+BAR99cBAAC+/WDwQauW39ya/aOr+sLDLZ982O2z3T4gIqZpGnXDKaVt3eq2rafjVPIf//jHh3dvW9u20+nx8fHp8XHbTuFdwlOy3bLvrapaUrkMMUhlmuZpmuZ5yjmZWcR+nvfzLJf5AOcDSzlPueSUcs57s5w0p3yWboaXRWjIfr+f5mkq01ymlM/T0y6nnpJHNK+196Yt3HZTjrudhIuHe6iIqHqISqvu7l7rVrdVzfRcEl3Glsm2bdu27Xa70X9ptCcaU95+1nv+m00R1wt77y9kHgAAQDD45AL6g1XdTy7E9ed/i1/Fjz3t+PgHn/3MUjVCvPt1vb7Mc2/t1Fur25Tzyxf3ra4Pb07baX16eHh6elAJVdXoJlKSZdOkVpKN9WXONiWbcpqzlTympMU0lZJLMrNkyc7FyCmlbOdF/n0pc8455zKVkkeFQJKxlxEhEfM8l5JzLtNofaqmquPsk5r2iHmarNWkoiGmMs41RUTvfQxW6N3VTFvvIRLhvXtvGkk8TM3URvlyrdVHncPPPJGlH80Q/rnx4Bf+nrC6BwAA+EXBADLujbeesk1Tvtvftba1urU1qUQ2zWYq0lvz3kdxcJJo4REenrJqSWnOFiIqYinlpEk8SWSVnEY5by4551E2kFLOOZdSUsrpvDvwatnvpml8eEgpjV6lz3fuVceXmplKaNwshVWmkkwjncskLJmJqIe33seCu9aqlrTW3sNSOpcNxOUbuHtEv/h4lAGniQAAAAgG3zhVHUN/p1zudvsXL14cnh7E/XR48u7uTdx3y5yTTlm9lGSmKtFq75FV98ucNaZxD1/VzMbAgXmaplKmeS45jz9zSuNj5ZwL0vXU0P00j+xwGwzsZvBwb01FTTWlJKIiIR5jSS8iGj7llFSyWTIvkWpOZiYq7pFzUrNae8qrHU9r63ruyGrnTp0R4u6XHYNaa++dXwwAAACCwbe5+v9kY35VTZrUJCLmaX5xd//y/r6ejr214+GwnU4iYSr7ZSnJSs5e8thA8JxNZcp5mUoSzxI555JyLnmcBZqXZYwamKZpnsbY4vOnRl3BWJ2PguNJNZmllHNOJY8CAjufFoqICIsYNQyWTERUVCzCI0wiRENyqIZqmGQxFxFxl9697Xdq5i5bbWKP3d2liupIIaLaml/fFndvrbXWxmkiudkoYLsAAACAYPDVR4LPr2tV1VRCZJmnF/f3+93+B1FvvdW6ricTneeSVdXdQrJqNjVVL9mTLlNZlrlIZIlpmpZ5medpKtO1l+hutxu9h3LJ59riUWWgJioq54P5Gq6iKZlZynnEhaQq12CgYhJjQsK5ynn0V3W3iJDQ5CqqMlKDaIR5slby3CcP6T221mvv61Zr66Gac5pKEdW6NVOTS01Ca633PkIUDT0BAAAIBt9+PHi+I+7uHma6m+e7/X4qJbp77xJhIclUI3prHh69j7akOanOk0bslvnF/f1S0mS6m5f9fj+mGk/TNE/zbrfslmWe57FdkCxlGxsBl/P6Pq5HRc/Vz2bnR9h1cyNEIlaJ68Xb+SyRyHkxLxFio15AJEKSmbuYWTbLZlPOfZ5e3N8f1/VwOJ7WtYvknHJOIXady2xxPps0agxumxF928POAAAACAYYK+/w3qfdvFt2+2WR1p4eH46PT22ro62PS3hYMplKtpKnnOZpMtOcdJmXly/v76dpN5VlWXa73TIv8zSVnMtUpmmep2kq01jDm6U8KhE+uA2vqiZqKiJ2iQTPDwiRiDGKODzCfXx5RNw+SdFkJiauEtEiqSSVlLSUHKKh2sV2u92yLKe11u4ql+qCG73361Eifi8AAAAIBt+sT97zVhEVXabp/u5utyxPj4+PDw9Pj09tq+Ee0UualnkqJZdsU0pTKftlLiWXnEvJL17c35eyK3mUGk9llBOknC6VxDmNdqh2rk++rMjH0SBRNRUbp4Auq/U4VwVLnBfvOScJ8+7eJSTCRz+h86wCDTeVMA1RCzP186g1SzmFqIklF7vb7Q/701b74bRKRN1q9xj9SSVipIJa6wgGETE6F3GUCAAAgGDwraWCTw44G4v1eZrvdvt5nt+9eXN4OmzrKdxNVUJKTvv9fr9b7s7bAeVuP7YFkqrc393tc57tPLNsNBoa049LziWnZGlU8praZekvESIh56BgJiahcSnzldum/GODwczCXeL8hWIiIeril5Fio/ZgbDhc+iONgmYT1dDoosuy7Pf701Zr99p727at9e2cf+JaeXwNBp8PVAAAAPi2gsHtkZVPfPaDT+gH//0lPn/L+T9h0Rnyo+Ou4uO/jYFlpeR5nqdSeu+1rh4951yySdiy2724v7+/27+6u9sty1TSfr/Mc8kphftu2c0mReI8tcwsmZlquizQRSSnbKNyQM6jCa4jkFVVTeN8a/7c/+f2HNHzwaH337Vx6TpqAyS6vHf4R0cpgso1GJRI8zwtu2U5rcd121rdtm3dWm1jcEF075cCg+7ex5WMC/zCTYMP5gqz1QAAAPB1BYOPVuq/ci74Rb40NugXvLAfe0CSMouVyLOEtL/+7b+f1iezXmadku6X++/++Md/+dMfd/M05VRMSpK7JLNIFrGkczqv3UXHmR1NOaVUxqAAHQOMVV1URc8Vw6bnI/6qoho6zjPpOaRFqFz2FOIS3ryJyNgPCO/RfWweiKlqMrEubhEaLr1HalE9JJJ3N1dR1RDx/STrpKdZj5OcVo+orW/rtrXeqneRPi8pZRHpIl1VI8Q9Usqm5u+t8uPy7jkThwEAAL6VYPCJpbX+2MSntcsAACAASURBVPJan//ypRHhS24b/9JNA5UvfQL9kYSgUtsmGilbhOdspeQkMpf84sX9y/u7u91umVISMZWcNNv5H1PJKqHioWZqpnY+RpTOMwrGNAK57hbI9bDP9cWfL0xvWg2NMBB+PXg0ShBcXEdtwZh7fO6rpCqXLBFiEuY6ZpeZaXIRCwkJ0SmnqeSp5JKTqUSMs0O19ta8u0YpSfVSdTHaqJ6HP6iGf/Ind/OD/qUx7++ww/DpC+CgFAAAIBjguiTdti0iSinTNM3zfMxZw0sp+/1+v9/nUnI2dTeVUdRrya4tRfU8nuy586edzxWNU0U6zg1d16bPJcjXpeoYS3D54HmJfOlfpLdfdvnquLn4kBhL+evX3TJVCU0aOedpKqVMKSVVkxD33lprvfVwtzH+OG6GGOiYnOD/oSU7YxAAAAAIBl+f1pqpTdOUUko5q5q4l1J2u/2y201lylmkd5UYGeC8IyChqmZJTMcH0vuuweC6PB47Brch4TNFHpf0ICrpus6OiPAPp4/p87y050BgZqbjiJNqSJliOrdQncaYgnN/0t66hIeYdfc+ChrGmAez52/65Rs7t2UJX16iAAAAAILBP940TdM0JbPz4ZreLULNVMfcMf1oyf58U11N1ezjrYAPPnL9uPz801M3U5K/dGluamaSQ13URdxjnHI6d04yu+SREI8I7xFmffhwKc/KHgAAgGDwC/3kWlY/u979O9xsHrfD7+7u5nkeZ4pGa/9kmlJSVYlPXcXNaZsPT/l89HJuX6CeT/F/8uPn63n++OXv+mHWeG4WpDfPqKOc+UbSc6Gzho/NjZv6B7Wbq/UPROh5rHJc9hD0p37Qn94ooNspAAAAweArMJa9r169mpe5tbZtW2tdJHIupZSx2HX3sGsl8DNROVcYX+oKrg9w9/czj/5Y1DkXIMT7cShCJC4zksd/PhFQxvp7BIPzV8W5l5GqjusZFQnN4+YyzVLKKWfLyVK3Lt0jot9wdzsfggr3Lz1HdHvAiRoDAACA3w7jLfhC3333XcnltK4RoTfTylIyEfGbnjwh4uHeu/v5g+fD/O+16IlrPPhgWNjHmeQ/76DOZzYxruUQOaVk6dqvaZQfX9MFAAAAvg2/iR2DnzyC8lvoYvny5UtVPRwOOedlWfq2qqr3/txAVNXMRt8f772rqcql+NgspY8W/DGSw0crc/24baqK3X7sumNwefnhEnFpGfTBcZ1zcbPcfDZC49JxVETVkkq2VNVHRcG1jdLlWJEmSyb+XN/8PKlA5Of38/zkOSK2DgAAAH7vweC3z8z2+727n47HnPM8zaeUxrGiUYmrY1tAQyM0PCK6d+sSpp/JNjeL+PiJQWDn9X18OhKFxHsnmOKmx5F+Yl7ydYEe5wkJKpJGefSl/+kYpmDpuWY6pfRxiLupn/7pcEAzIgAAgK84GNweB//kpz7zVdcl4C+5xP/A8vHXXXGaas55nmd3r63d3d1NU1HV1vu2ba027320BTJL6j4GGEfE7S16+ajd0HW9fg0GH5w1em9JfRlX9vyp2yNGERKfPpJ0ff64uSC5mZsQ77c0vfm7vFcurWpqIppzyTmb2fvf6Wd0Q/q5PyDyAwAAwN8BNQZfEJ5yvru7Syn13nPO//W//tec8yi3TSmt6+l0Oo12/+PBUymXTkFqZhHRWmutXQ8OJUvX9v/u3nt3P699b2Yh3/yQxpji99fKH7tdfN/uUUSEd4/WvTVvLVqXeF73R4S33mqrtfbeP1iSi58Ll9OoRk7p7u7u9evX+/1erlMOWuOXBAAA4Ktf9P7cL/j4BMg/vNfkZ260/ypGN57T6eStjyM9u91ut1uqSiklpaxmt0d3rj1KxwK+9y72fnWvich7gw9uB4R9YqyByu3q/9M7Bh+lgg/eiNGAaGwq6LlvqYytjPGnqZm4qSa154KG63e5BI3ntkV63jS4pqBf5ef4mZ/gLyw1GW8u/84DAAD8OsHgd2jc8j8cDnbpTHp3d3d/f3+IONfm/vhcghEMNJlempNeklV89E2uS/8Yy/DnlW5c631/bDUc+lNrblN7Lkm4tBW6PusoKtDPVgzop2YlXMYXKE2KAAAACAa/Idc+PLeL518eDHrvj4+PyzyLiLu/ePHi8cULr9to3WN2jgYqoqamqiHjjv04KaTdPjH5+HITXi/TAC77Bs/r7/dyg3xuVoBebtmPl38dY3b75ddWSDe7DzoigYj6j5eFXMYgPEeRy0wGPX/Q+VcJAADg60aNwReFDVWttUqIpdR73+/3d3f3pUy3DxieR4Td3Hb/sWKAz3xHu6Gf2pH4IGb8dLzpfv7nOjnhpuZ4ZJibLYvxy6Hpeg38HgAAAHzTvsGjRB+WHOgvPVtuptM0qWouWcye1rWUMs9zznnd1rGIv90QGPFA5XnOwOcjwcex4YOb/WPxfh1XfP7smE3gLiKXV3l+wG1/0g+f8703R+RSYxAe13nGIyGcX4hZMhtDDOQ8CeH8EJEQsds+qMoJfgAAAILBbzckqPzC00QppWmacs6llNDeWnM/Dz9uramqpfTesltvZ4d9OgN8cEmXWWfjS0I1Rq3w+y1NzzsJ5yLd84o+Luv489P7R8YHP6gMuLQtDRdxkd6j9+69e+/hER5ynoCmNrYvxExizHO7fRXXv5IKAAAACAa/yTxws+r+hS1zVDXnnHMuuVSPdV17q711Edm2TURGT9LbG/Tndj2figS3weCmHEJvbvn7eEL5bFvSawg4T1iz8wf9/MHRBfX82cv849Cb5j8R4h5dwl3aiBDdo7t3D/frHOXxYszMbhr/XNIIFccAAAAEg9+NCBkN/j281vr09LSejqfjoda6ruu1WdB5JIGqabJrMPhUIAkPEY+b1kMRohrunlJSNffn0oLrrINrMLg0HnVvrbV2/lQ6t0c9D0borbd2GZJwXuL33iPc4/oR8ZAW7i6jh+knXvrzjoCUUiIqOwMAAAAEg6/Dc9uf65GbX3aUyL1v29Zaa7Wt6/r09HQ4PLb11Fpb1/V8yv98k31Qv0wOvnbyuXL3S2K46VCkcp18bJbOz6L6fDRoHOK5rNbPwaD3MWLM3VXS+8GgX3cMxp+XS40Qv7w5GqIePs4N6afyQESMl6VZzZJZH7Hkw3ebsAAAAPB7Cwb/oQli8d5/yQcrSf3JhXv8yOPj53z3n/u6bg/3hMppXQ/H4+PT4w9v3mzrKXqvtYVYb96aRx4dP7V7jJEFSdVVIjw8VDRFyiHWQ7WruoiaajJLOZ0bhkb03t37uBoVN7WQ8N5areJhpiamYmO13ntvrXb31rt7hHvvvfU2AkHvvbfu7rXVWttWt21bR8GFmphZySWnnFKKMZxBRNQiesR5YrOoiomaaNJQ6d6jy1SKqUq4RCSzEPHuomqm8al3+tfsGvuLvfcjDg5BAQAA/Mxg8Lne+V9yquR2Vtbtauy9m+VfsLi/eXzE3295p6plmnYv7h+PB494+/btf//rX+ZULKJtfZr269rXU9svd6I51FykeUgKMXX13tu2nZovlmyaTKJHuEhIeDFblnm/32fTKZl7X08n1fBWZZqkp5yzSnir2/E4p1xyNk3SpbW+1VZra95biIt0l8etPh2Oh9NxrS1EavPWPSJO23o4HE/rySYpKSVLSbXkvF92d8vubjepiId391SSx+YRllKZSirJSrLJrCWvsZ7WqPHHP/6TSUhrFr5MZV1rbTXlYjldC6ovldA3JdISIuGicjk69cnfnPg7LNY/jn/yRb/CAAAABANIKfnVi5cism3btm7e2nGrFqIeInI6ra33knPOOZmquUj0Hq2e6nY6Hg9PT08PT731vN/vk42yAY/ektmyzHf73VTyPJWSUjbd7fejFWndZJqmUopayjmfTqd105yziGy1td57jy5jH+P08HR4++7h7cPD49PhuK4e4iGaUpmmaZrNkoi2Vnut4iEiWbUua99v4r7Ms5pFxOPj47rW1ppc5peN1Xt3b61576KyHk/zPKY3RB+PVBWPcGcmBgAAAMHgG5fMiunDu7fi8vTw2GtrtS5l2s3LdHe3X5ZlmXPOZqYmIhoezdu2rsfD47u3bx8e3201iS6997HYdnfvTcJNxVQkfL9b9vv9/X7/+tXLZZlLztlkv7/biSSz1t1D0miHGtJ6P53Wdau19afD8eHp6e3D49uHh8fDYd1q6265WEpJk1kqpUzTrEm7r721VmutdWtNPEykpJzMSinX+QsppRQxxjmbpZRSKWWZFxHx3tT9btn94eWr+91dMnUPU+neU6TQD275j4rl60fOhdTvfRoAAAAEg68rGCxT+dvhqa7tdDh673U9zZbmeXp5dz+VPE2TJQs9TwoL91rbuq6H43o4no6nU84vlt0upZRSUtXwHjF5r3Vdnw7Hup6Ox+PxeNrWrXufp6nkNJUsailZKaU1N7WUc0rFw7vH4Xh69/BwOJ4Ox9PhuB7WtdZqKe/2xVKel32ZppyLppRznqYplRSxbet6Oh6Ph8Pm7r2PrkpTKecxZmYpaYrnwc2qmiyVXKa5mYh4z7l89/oP//Knf75/8XLdqvfaVbr3cdjm2qZ1HCDS9wNAyPOhHBICAAAAweDrM5Xy3etX/+P//X+2Xr1X09hOp5qSiCfTOI8BlgjpIeLurddaa3MXTdO087u7u9f3L75LKe12u5zzeZHs/Xg8vHv3bltPva4SsdX65u27pJLMdrvdPM/LsqRcJKWk2SyJWkTU2p+ejn/927//8Obd1mqIplJevnyVpzlP8zRPu/39tCxqVmurrZlZKSlnOZ2Oh2lKqiez6K4q3eu2ndTUUqqXxqbPnZz83GtJui9Tvp/vVdO//NOf/vWf/8s0L9//8ENv3qVXb2mcoDr/E9fago8rjokEAAAABIOvVfTe1lNbT9vxcTsevW5eN4l90qSqljQlNTOREA8X6R7dRVTLNOWU9cWLZfdqWV7lZPf39xGxbWvdNk2pTPP9/X1+9WrbTm3bvDdVde894rRtj4+HZbdPZSp5Sqrh/XjatrptrYtaypPlks1yztOyEzVLWUSOx/V42iwXNRvlAaWUeZ6mSbZ1XY8n7z2pWdac0+g92nuLyyo9pTSltAvZ7XbL8Xg4bUmrhMxl+u7V623dUoRvWxeV3pNIspQsXd8rfd43OIcLKncBAAAIBt+IdT39+//4/x7fvnl893A6ntp6Ksle3O1fv3q53+2mku/u7qZpGv1CxfV8w1zVLKVcck4pz919XU+t9XU9PT0+1lqnqXjvtW7LPI1QoWrLMqeUwn3btrcPDy66bu3+/v5untq2PT4+Ph0OrfWttWlZ7l9G713NUs6PT0cXld4Px9PT4eBjepqIqs7zstvNFltrzXuTiJxymad5KlMpJRdLppZMdGs9PHr3Vqu38Uibp9LbfL/bv9rtH3q04/Hxhx/m3V30llRLspYsvD/vD6iIPseDEBnTHD7YHfjk1gHT0wAAAAgGv12t1se3b6JuUbe2rtL7/d3+uz/+4Z+++4OELMuy399N01RrjXBXFTMxFZWI6O7quh2P6/r4+PiYzR4fH9++fdtau7+/M9Xe2v3dflnmlCybvbi/v7+/D4m3b968e/fucFpP69rc5e5+O52+//7NmzdvQsJyzmW6v79vrbXutbfWmuUiqqd1/ffvv1+3KiKW0jRN9/f33uv29LZ7N9OpTC/u76dSdstunqZRc+wh7tJ7X7ftuG6Ph+Ph8FTXVcKnnGJZ9vOyK6VPc9S6Pj0lzXmaVKW7m4p7D1FR+3DR/15z2Z9IBQAAACAY/KaVnP7w8kVW+fdp+l7fWMjr16//5Z//9PrVyzdv3ri7qpQyuXvvpmaWckql1Vpb39ZTRDw+nB7eHY7H47Ish8Phhx9+2Lbt9atX8zzlnO/2i4iEx1rXrXVNuaSUUjocj3EIVXvx8tVW6rrVw/H0w5u3x/WUS3nx4uXLly/VrLd2PG25lPsX9ymXrVb5y19Ox6NHTNNUck4p5Zwet633llLKKSeTeSrLPJdS3N3DW29Ph9Pj0+HpeDqcTo+H48PDw3HdRqGEiphIMfvu5csuWub5fr/Ly+7xeDyt27mYgJv9AAAABINv225e/qc//en08tWci7qY6D//6U//5U///IfXrx/fvTMdQ4zHKZhQ1ZSSpySi21YfH55O6+l42MLt9evXf/7zn5+env7t3/7t//6//u3Nmx+WZXn9+vXr16//9V//1d3/+pe/nE6nh4eHnPPhtPbexwP+/Oc/3+12dV3L/8/euzVHdhzZmsvdI/YlE0CBxSJLItXstnPsjM3F7Nj8/5f+BWPnZc7DqHvU1+luNcliVQF52RHhvuYhEqgiWSxSom6U4jMIBQGJzMTOlMxXuC9f8+zk51980VoLMk/TklMqhdB1XT/48ENRO28bgG07N28iknO+ub6+ud7Xw+tWiqhM2aaU+36kCC+l1NbO23Z3OJTqIlyWOeVJ87Scz+dSt9o8ThKRRZ49e2bTNK+73c1NI8p/fu6vX4c3WH73tYv3dQNGr2AwGAwGg8HgpyQMfqOo2t9iRpzkD/mtHz588s6fvuchvuveHr9vqvt1d7XbR/NWqqnd3lzv1nWeppzyVrbz+bQuc2uNpKgkNZXZa5lyVlVGmEqelw+fPv3g9nZZ5tPx+PrVy9bqfrd++PT26dOnV1dXtZR1Xdw9Imqt7pHytO72V1fX+/1+maacUm3t5vXN6XRu3q5vbm5vb8X0dDp7YJ5nU4XK1X7/8ccfW0q11mVZP/zww5vr62XO+3XlspiKJVNVeoCR0qQ6a9UAF/c8wyOac6u+eLhHBAAR4npebvb7D26fUCQv6/X11bFUhtdazSy+5iv42qWWS5gBv9eG3C/4tz//XvnGQwyTw2AwGAwGgyEMfigi8kPKtbcKLP5uq64fXiz+TiytJEFOKU3z/OT65nw6q14yjCMi53x3uJfjcZnnVmowVJBNLaVlnuu61u0EesyyzPvb25uUbF3mjz96Vmsp2+lqt3v+/PmTJ08AuPsyz/2M391TSvurq+vrm3W/U9Veoeecl2W5utpD5PaDDz744IMgzcwj3GPbzqK6rtNnn3327MMPS63JbF3XaZmFcbXbpZxSMpLRPNxBTtNkZlOracp5mp0otR5PW6kHRCBCgkktr+n26vr25ma/W89bETAlk1rdvXmb5vlhvykIIfi1ZUSX/AKRdywv/e1f3N+Ct98Go1kxGAwGg8Fg8GOFwV/iNbK0X3eqmlNa5uXmCtM8q6q3BmC320Hk/nBoZQsPE+RkOVl4Syq7ZVGIiM3TOudkgnldlinfXO/dPSdb13WZcgST6W63m6apCwNV9brd3Fxf76+WZaE7RbowWNYFkHmep2l6iCbTu7s7CtTEND253u+Wyd0BqJmKICLdXPd45oiotaRkKSWFgIwgIxARQX9oEzzEEgSCUFMgmSZBSmo5zfNUIqYppWTfXDc03jGDwWAwGAwGQxj8WaIiSZOIJLU5T6oJquFxaqda6zzPy7pM07SdTnUroCfTKZkg75bpal3CW6lkSDJlNKEs87TfrSp9sScgFOE85WXO67omS6UWr8Wz7Xa7acokW22IECKllHOO6DnLYZbW3aJJI7y11ovynFJw9l7ju0eEmF1PNyklCNy9liwq0zTlbCFQF4g43CPcnQz0J0bA+9dMSed5spyzSJryNE05PE1Zkza4Ey7a2wWXX+WbpGN5bCiMOZ3BYDAYDAaDIQz+iPzIuZGIqFtLOaloSklNt1a3rWy1ttamdV7Xdb/fnUzPKt6Kgsk0qWlOnLOA29bK5gAgogITTKZm2uPAIkKTmZmpzfNM0L2aimlOKYmg1uplA0GGiqgI4d5qLZuZppzWZeb11baV6o0RqkrAI2qtXVCoyN4mSwZBRCvJBEhTSlMOMCKqN1UVuIACmIqJqkiXLiY6TXndrdOcaZKmrCbdcg2Fh7feXxB5cBLw4ikgwIevZSiDwWAwGAwGgyEMfsrU2u5e318/uQFENQnEt/PpdDqX4u4kzTTnXExV4BGkU0VVs1rKyZLMybfsJMkgIexZw2qWzCwnm+clpwQRFTlvm7cW4SklFTCibGe2qiIAFFTQw1sp5+NRVVSWaZqeXF+f53Lezq01VSXDmwtDhQSS6oykF2GgKiomlsxyckaQ2T2l1KqriKpYDzRWVVUhppTWZdlf79d1kVqZLRAtPMgAGj0gFO2tAfLiNBZACOFQA4PBYDAYDAZDGPxZsG3lyy9fLLu9as5pauHevJRaa5U+sl9q2bb+0eqmZBZImnKWZZrnbD5ra9Fxv8z8mGrO0zxP3TmgZrXUrWy1lG3bWms5ZzNTVZCXRgEpQFcI4bXULW2WTKZs67qbsk3ZmrsA7l5rFUG4dR8CSqhARKgmWbow0GTC6C7qaZpqaSJNID3uIJmllACs87zfX13f3My7RbatktXbVrYaLYDoIQaXBkFnaIHBYDAYDAaDIQz+JPneaaL3bC4qpXz14uXHP/u55ZSnSSPUrB+JixkEajLl1OaJbQqDguuUdnNel3md5zlP3liat9Y8IkIxZTVLKaVkyfrMkZHYwsu2bdu5li28qaDrAQGSqgDNG72RzgiKRmutbMXUVJKqqGTTnBSQiEimpnQPEQjEo6kIHtQFRFRVIE4SEJGUkoiSIKkQVVGVZGqW97v91dVu3a/zfhdmvm2nsh3Pp9IKJUQEqvHWutLLOBEhvCwqGmJhMBgMBoPBYAiDnzy11JevXm7btkvJLFnWlLKIBmEqIqK9lTBl+BwmhlhymqaUzbJKEohJhFAAgZqaWp5yTllUADDorTb37Xwu29lrofdZ/4cPgYog3FutdfPWQBcoGN61gUAFOWc1s2SX4/ukityHnRhUMzwIA+3Vu2gv38luEBCS7u7e+upRVUlm8zzt9/t1XdOUpnmqjGMrp/vz/fFQag0QKlAhJd7U/w++gh+2pXQwGAwGg8FgMITBT4DS6qu77XQ65WnWlPI0pzxBNIIdACLSmwBEGOJiLA73ihpOyb1G7nZjUzERFYLok0XusdW6bVurBYxkwnh08faqXYNsXkvZwquAprg8RmtVRQxEZCaR/BgPllISEfcWwZTSQ9rYw1G+CN8q2hlsrbVWW20AIkIAVZumabdbp3kmqCaaLMjj+Xh/vN9qCTJ4iXu47COSt9PMyMeOwWAwGAwGg8FgCIOfNN78WLfTaZvXklXWlMwSiVqrmMwxk4wIMESgZlk0K5KqPqzoMYFlS4qI6DU7opXifeYHQClbKaU17wFnqioiSUVAIAQ0A+Oh0AbMLOecc1a9jPcroAAIrzU8IDBVS0lMI/rokEgv0QUCpSC+HmvdvDWvHRFFEICqpJSnaRLVUqtHEGzhp207ns6llggPWFzK/++cFhpjRIPBYDAYDAY/fWFwqen48A+/s9y7HBt/62fvPTD+kXHIv8Uq0vc84uO9vX23oVJy+v9efuXL9MEyaa06JVHxVlF1MVtSyiIi2kSDIexz9RoqLSQAkRAIlQQY0QPFPHgZ4yGdDhMTEwgKaq2lFADzPAslWxbRCK8lSonWqAlBJUzMcs7TPIkqNTOZmkoQAqiGKQE1Q/Ls6N7nAAlKnxzqmqaF1wgPb+7ePNySQiEqKrBJpzXnJdPS1uJU/LT56dTOp9aqgJPAohFqqobekgDZhYyEKLXPKkH7ENPj5f2NXru3b/zOl+l38lYZiciDwWAwGAyGMHhPGf1dUuFbuuAn9Zf/cEFCkWb6xd3r9cn10q5QC0wtWbcFzynNltJlP6c6BCSohEKUIk4KAQRBgAEGgpfPfVCIYmaqUVs4H4aLPCJA6SNI4QiH988BOpuHeWjK0CQpiyosiZkk1cdUARWIqJlapNa88fJEADzKAndv7u5evdU+1hTCcERIiMCSpmyWE9W22k7nejxtx9N2PtfWACaRJAyGQtLDGyEgfQSKwng0Jf8JVt5vvw3e+dx6p2X8P8VgMBgMBoMhDAYI0sNrrcfT6XA8JkvunlJad6upmhm6ZzeCpEBE1axHFGgyBQhFTyqmUkR6McpL8tflEL2UWsv5fD63UjwipbSu6zzPqtpaQyAizMxylrpFRK31wU8MKK6urlJKptp7Eg8lr4qpqnTJEnJ58N6p6N2C/oW7b6XUWt0jIlrz2mq42wOqSrKUejoe7+8Ph8PxtG3NQe1/r8ab6plva8W3a+13nvoPBoPBYDAYDIYw+GlAsra21Xp/OKx3635dQS7Lcn19E94spQC3Utga4mIZhvR1n6qqACm8LOcRIajWxQD7PlIApZRSyrZtpZRwh0jKOc/LtCx5mVWEjQmYlmVZlnM59ySETo8s6FoFAKDa3b5vJEh/7L4VCQCkLyOKt3D31kiKwFT7ny3QKS/7/X6324no4XSuzV/e3d0fDufz5h6AChSPj/LOqzcMBoPBYDAYDAZDGPzAsvtPXRgATrTmx+PpcDjW5jnZvKyqcjocRNU9LlM+EQqaXsZ0LqZkULUPpMilKr/84Xgs2retllIB5JyRM3lZc3RJGrNEY5i3iJSTqqmyByGIqkfEVk6nM8lpmlJOl4iCXrH3poCHEX3zqUDAYER4//BwDw93D0LE9OKFgKoty3K1v1rXHSH3h8NW6v39/fF8doaaEglqIWB8d1RB71D8sNbBjzScDAaDwWAwGAx+wsLgp4HAGVspp/O5Nk85T0vOOXmtoLTmgRCGMChQKhnub87RBdZTh/FwiA/C+0k9I8iyba02EZnmSUWDCA+IUEgRTQoVEbXWxEzNEjBN0zTPHl5ra1szVUYwAljM+i7Ti78YEXS/bD59M0VERngL76lrEeHOYJcvAZI01Xmed7t9zlNt7XTeTufz4XjathJBM4NYiDKIiJ6K8I4Ld/nM90uCwWAwGAwGg8EQBr+DAvH3etKsomZGorZ2zSoENAAAIABJREFU3sq5lGWdU86SzHJ2d2GYiTAUENAZGg0gqDABoIBBRXt9f1nZ481ba9Wbu9dS3R2AqKolISCuqgCCUT0Uctnzo2I5WU5pnjWlurXz+Xw6nbJ2MzQFSCkxJevuAhHpe0nDw50eeGgP+NeI8EBfWQREIIKqNk3LPM8km7uTW63nUktp7gT7ftTLq9flTh8cknepA8bXVlp9WyGMdsFgMBgMBoPBX7ow+FNHRC0H4MHS6v3xeLXfRUAFEFR3UMwSH87Fu5cXhHQvsghF+gIiIRHa4wsuBXlt1cMjSimn08mJlNI0T8uyWrI0TZYSAQ8ySEBMLVm3DPdf2c5nr01EAAln2Uot1VRTSjmnlJOpqmi4MwLB/sHLBJGHM/ySjSAqwktHQ8SmNC3LOk2Lt/AWgDVHrV5qLa01IsRCQKhItzXwu0v7UfQPBoPBYDAYDGHw09cFInAPMrZSXr9+/eT6esqTCQlp4SKSXN5e09ntvUIVqKoGJChgwEWE7JP/7gx2O4Gpkrw/HO8PBwDLujy5vZ2WZfG45Ao7H875o9R2Pp/DW3jUWkGfUs45J0sqGh6McEE0R1AISaZA9H1D8WA59vB2cRf0LUZmSdUkcNmQqpamaZ6XlPL5fD6dt3Mpp62ct7KV2twDGsKQgIo8GJ4BAPGNCxjf2nk7BooGg8FgMBgMhjD46UERQj08yK3UV69fP/vww3nKpkIiIlzQvI8IBYXWLcXqMFXJ3ceLi0H38h8+jNWomoDzNCc71dpevny5lTLN01ZKnpZpXlLKqkpnuNfWSqmH+8NXX311ONzVUqdpur7a727XnHJOSaRHKQecAfeepRygkI+6gG/kAR/WlZLo8WQEIsAARNVSyhmiW6mHw+nueDwcTqfzVpsHANFHO3Vfmsr3ZN+9a2vRkASDwWAwGAwGQxj81LSBqoMSLMXv7o+nbZu3OZkawICDLg5QL5M6UIAmArooIBAFlRG4tBUutbOJ9bDgeVprbVPO7n5/fx93PJ+KpslSArCuq0LCo5TteDy+ePHi3/7t37784otay9OnT5N9mj+aLmkDIhB1CMVF0AMWwkMRdlmVhN6BeJtetgfpjOYegb6mqD9NDz+dt1f3hxd39/f3h9NWPKhikqyHMMR4fwwGg8FgMBgMYfA2Py3z6DeOq7/x5L/xXz2olslwsLj/+j+/qLXe7HdTMnefTNWSCeiVHk63lATwiK2WiRZilMv20iA8qCqWkqpSJIiImOfl008/ndf117/+z88///zFV1+9ur/74osvPvvss88++0whd69e//rXv/73f/v34/EI4JOff3J1dXVzc31zdTVNMyAS0CSazNRaLaXU87lk05xzTup+jmC3KrRgba21Vmut3vpMk6hClBAHA9jtr3ZX19D81cvXx/N2OJ6+fPmyNQ8CohRlIMCAsI868e1NrLw0RBiPrYIf8vZ4fFH6F3+AlsL3PsSbv2UwGAwGg8FgCIM/fT3wu3oO77wf8jJZAyIiELw/HlIyBeecolXMeZ0nE0Aeq2BALtaAoLbmxetjDpiIiKhI9+yKh7fWwmNd1qe3T71FrfV4PN4fj1/85+fhcT6dTfR4OL786uXd67uc0/X11Qe3H9w+ebLbrXOeUkru0cRFxLKoSqiJNBAetGDEQ54Z6UEPPu4iItktw8E+NCUEWjARpfn96VTbZY5oK5UQoHupBUS8CTt+d47Z2wW1/LHfKm8/+nfpgcfbjDGnwWAwGAwGQxgMvi0MQEBxKZqdLLUeTycVTsnYKrjbr4vJZVhHySCl7yBCAPAWlU3NVERU1LQvFyXR9xJt29bjxUxtv98/ffo0PF589dX5fP7iPz//6ssXpkkhKrou65Obmye3NzfXN+syT9OUzJKZt1ZIAKqaVM0s54zL1BDcw1REQWcwWt9V2tPXREWFiuYtSKpGRIs4nTe5u6uBrZbT8XR/3gJ2uSACvkMG8F1fy+N/HRHIg8FgMBgMBkMY/OQJQgTE5aR8K014jFazKr2Y8IObqySKiLfm9/Ht9Z19lb+4B6iBCJZWt23bSnWyDyCt8/z0yQeTTcuyfvHFFy9evPjyxVcqtl93T28/+PjDZx8+e3ZzfZ1zhgRIBh3R7b9NxMx0EhExs4horfW2gOmlQnfS+4oiPixQAgDU1jzYXcIeca6nSp62Wlo7bVsNwCYA8Rja9k0x8B6GIhgMBoPBYDAYwuAPwu918INEECoKJQBEeMRWK+hVBFG3bd7KpkwKSjgRHg5CQAEZIZYVBsDJbkHWMLNLWf2Yhdz3FqnoMi9Tnq73+9ubJy+ffvjy5SsV2S27D25vP3z27Pr6OqdEspRzbdXpIrLOCwB337athxb3GaFgeIRKWCLlshCJcEdvFwAiEVIZ5aGHEIIGlOYNpVFqeHOnGN9kGz+MH72lD0S+SyXIkAeDwWAwGAwGQxj8WagOMIAAeo4wRXsN3yIASHht7bxtRiYVQwARIX3iRgVk9Ht4MB9Hn0sSXnwIJMg32kahlszM8s3N7e3txx99dDwcFTLlaV13+90uT5lka5XhDHprJFSEwRpeam3uKSURIaNFuLtI5MAlGPkiD3o7Q4LwfjPCQScccLJGiDvDIwKqUHscHyLe1TDg19IKxoT+YDAYDAaDwRAGf9iq/Q+wuOZhx6hQREVMLxNFfTOpqoefz1uCICuEBN3BPoqvEowId8iDMKCIIALiJGut21ZarUGqqKqKiKoms2Vervbp6RNxd4WpqDx6mt0pNqdJiCbi7iRra6WW5i2llHPOOUN6eyNE6aSKQgAFVShg90AEWoRHQLokCCcj2EghlYSomonYY5fg8ZLzIjQg3Utx6YC84wJi9AsGg8FgMBgMhjD4s0B5sc8KREW6MOj1sLrzfN4mVYXBxMDGUISAMHOyRZBOSm8OAN5nfratHA7Hw+HQvcLz7FOezCwkanM2N0tmSUSyok8ohYdH6ws0RUSggETE/f39VspWi3vLOS/LMs+zJutzSgIQvVPxpmMQj5qHDARUApd2QXuo5vlGGslbHYN3iDEZXYLBYDAYDAaDIQz+3BFRBRBBCC9hvwQRAQrYWitbaVNuCoWIIAgiRKg9ithE1OiMhwDiiGilHI+n16/v7u7uujBIKc/TnMxUlZeoZFFVU8ua9TLCxOaNDAhExCNaq7WVWutWa08lW/crBWqaVcRMRPqNoQKAIS2ihXsgIPGgEKLfm0cLUgBVMYVIUCJIIUW+pQLeyIHvMiMPtTAYDAaDwWAwhMGfjSwQuawiDTIUEAEYYJAORFP0vLBIEqEhCAHoKgzRuEzjpGBj9G2hjWR1b956nMC2bREBSk4ppaSqALxFBEUkpZQkJTVVDaCUUr24NwBBenjz2jMTIJJzhmKaJiezPMQHqKhBTBhg30rkfTWSsbc/HmzK7h4UiGgyS0mTeYuH6SH5+lgQvzUj9H3248FgMBgMBoPBn7Ew+PFT/n/ikckCqohHEJc0sLjkA4RGANEc1b169Oywvr6o/0lBNn/YC6ry9p+ccpqXhQFV/erFi9N5a7UBSJbMTETCo7uKc8oKTZrVFMD5dDpup3M5dytzMIKectZkKSUz68f9IgLtiJloUhHx8EvIWQT6DqT+vMjoVmMGQ0RgyTQlMZNAvLEVCHAJO35MJ/i6LHhnXMHvIDXs7d/9RkDye278/nzrH/KLj6tnB4PBYDAYDIYw+IuHtFbsYX//w1pOBTLUyGjQwnxsomFECiBAUyQTAH6ujON+iSnnPKU8p3CCUIDBuA2v/uXu+nh/BAmoqSjEVAlViIqIqLoKlUKSpdVay7mVWkuje7RApKzTuiy79er6alrnPCVLqgrLmlKeprSbp23bvBxrgSJNSQlQpDkhyHQ/HSYJR1wmicRIFIeLNkKAhPodBX+/SF/7lnyrEB/F9WAwGAwGg8EQBj9t5LHM7brg8fvS5QGCaB6PH0KIQESCEEUEne70gCVNqqpKIRSqEAY4sWwlqTEinMKLwVnVkqVkydTUFZQgg15b3UrJddtqblE9PBA22bwu69W63++nZbKkYqKq1oeTkkGERG8XAFBRAtE7Ba222vpqo8vAFPr6I/Rmx7dnhiBf/3Sp/OWtK/MOffXNC/v1242D+cFgMBgMBoMhDH6q9FqYZPPWWmu1NqGkXvGqiApUgYiIcA9XVYGoqgAmptCea7auC4CorW6VHgxCYCY5p5ynnLIxgRIMj6bFoAIjDObi9ADTnKdlmqYp55RzSjmpqZpYMjVT1eiLS0m+VdJHsDYvW91K8UsecgQREJK9QcFvaoLBYDAYDAaDwRAGf8Yl/nuOq/mNOZiHWXr0w3QyopG1tlrVFJfVRVSFaRJRiehu34swuOw77XNCFCKWZRHRthWhtFIcDlBU1NSSpskyMqBOV1cqqKQFTIxGBAXTMucp5SnnnKZkKSXNKiJqKiIgm3vzFoxuhhYRgsGozc+lbFtprXnQH5QAx/DPYDAYDAaDwRAGg28pg0fkXT8jgy1abWoqQhWFkipQU4G1iK0WqEBAZWiYmogIID0GLWlmAunhRLCCHgSbN20AIhQiRkbQCcKQmGCSJfXBo2mZLakltWSq+jikE80pjIh2aWq0N14AConqbSvtXFpr0d4x74M+GTRaBoPBYDAYDAZDGAzeLRIevMgCIED3qM1VRaBQgCoCM1VVD7YWfddQFwZhAYA0hfRQZTVN2cgsoKp4c6FEtFKjelOJfswPRB/ykaxZRExVRU3TlNUgAunmZaEwSASDjOZRqpfamkcEqKKiQbZg9ait1dZqhEMDwp6bJg+7TtEDkweDwWAwGAwGQxj8eVf63+t5JcH3CwURwCNqa6pQGBVkCGCmZsklHGjub4QBuzBgUgWgEFFYUkFWEUvWqrN5eDidzQMO6atHRbXnEohqsmSWzEw1CcBLaoGAZP/DurPAPUpt1cPZHxhBtIjqUauX5j3XzIUBpQigAn34/F1u4sFgMBgMBoPBEAZ/yULi4YtLUgEgEIE60dyt9W4BEKJEMjNzNTrpXRiQpJIU6ZHESUXiYlVWM00phUdrzWurtbbW3D0iIIRQzGCqZmZ945ClZGoKRPRsAelKh/T+T5B9lKh5eKCHrzHcS/Ottq16rV5b1MZQUkEoRCFGkQfnsQzHwWAwGAwGg8EQBoN3a4OvnaILAvCAezS0EFAhDEtqnkxgyhYOR4S6ajKqqdH41n32VUamqqaaFTllz31VUAlQestAzVREe4SZmohqr9sfExZI92CAvCwZgkf4Q6QZACeq+2krx9P5VMq5tq15dQeUD36CoQMGg8FgMBgMhjAYvE8SPFbM8XiWLhIQhLuguQio0kd2oM2TRxIqCZVg9FVDJFNKwQihQIQUEqLdm6Aq1v3FfYqJLBQ+DBHJRQGQJLrFQQhexn0iGH196mX5aAB4s2tILkNEpbWt1HMpW6lbbaV5C6BnKEBgwgAFFHRD8hgmGgwGg8FgMBjC4Pdcan99xL9HAPzwrKs/VCoW32zwlK8/LiGCXkFDxAl4mBKqjTyXOk2eQLEQU0ACPU2A2SMFLQgJCSj6CtOHqyAq6JEHoqIG8LLGSEAGI6KvHr0YIAheBIMqAx6stTVvjBARikAur3WQLaLPEZXqW/WteXUSKmKAUlQ1ERIRDqaUHtIa+CNf3Pd//+1vPoxD8T0//X2/FQeDwWAwGAyGMPgjaAN514n0Y6Emf6rn1Q8zRaqKiKZmYJRSp8ly0gDuD8dpykJBIE8CKMHqEcTkEUFv4YCKJDUF+kpTAMEQEet/vKkClAf3wBtFcvmXQBAqEBWFuGsPY661ioiZQRRqIOERQG1eqlf36lGdpUULwnKe1h6gMM3LudZaWvNYlpWEuwP+xy3ER+E+GAwGg8Fg8GcuDP70kYeJmnflGEgAwnDCg0I66EEPkPSIrdQsRkuEUjQYEQzGVpqZi5iKBjyCTJBe3cvDhtCH2aG3zb8kg3CA/Uvy8k8AAga31kqr1d3Z16mKqlLgHjW8No9AdT+dy93xdNyKBwgjZdnvq0f3Hliecp6grdYmovgBRflv2u35SVT/crn8g8FgMBgMBkMYDHoJ/nBE//Vj+64U6GCATgpIIAC/TB9JqV5NPMEdpgiKBxlxlqpmqpYTGKGgQFRNhKoPFmAR9EGgB2HCy0ffR4oggujawCNIuretlK3U2lowkqQQEREnW3hr3rzV8FLbaSvH87bVFhCYUWx/fVOrn+vL+/vj1XW2lCnSmptBf0Bt/OOnff4A80KDwWAwGAwGg79QYfA7qC8flYDw7UiDhzvm4xqfABWAaEACUEAstYhavSavzVWNpAdbc6CoqkqC9GhjVaE7TRmkCESEb5TA5Tw+8CA+8CgM2FsQ4e7htdStbFspzZtAoOz34hHNo7nX1s61nLZyKmUrrTnFTFM2m65vbmvz+/P2xYtXc23TbKrWmv+Ya/721+8/en+/o2DohMFgMBgMBoMhDP60hAbeHQOsXQgAIsaLXFA1FUZUj22rKdXL4FDAI7baRIqKdRNBUgS6C+CSNqwXSSD8+sO8s0B29+Zeaj1v27ZtpdZgqCoiCcGAOwNwxlbr4XC6P562rQYBVUDVpv3Nk6ubJxE8nM///h+fH06n6j7Ps5mZGRijMh8MBoPBYDAYwmCoAeDNXp6L4YBfEwsCkbiciat7c+eUbcq5lnNr7RQBPQcl56REuDgdrAIFZF2WlPrOIgThAYB28QcAQPhjWS4IAYWUCHgwgh68ZBjXVmrbamse7MHFAXE6vLm7e23ttG139/f398dTaS4qqk6d8/zRx893V9eA3JzO87x++eJLVb25udnv96aJdPcf1Dr4keNAY5poMBgMBoPBYAiD31tZ/2Pry7fTC972GMjlC14kQ0T0k353NzMRnZcl6KxeWxMppMw+JTMGwiOiMEBKTnnK+TIXREoQCD60ClQZHuQlTCBIZ3iEN/dwj2gRpbZa61Zrqa26exCipDQPiCOC3mprp/N2OJ7uD8fj+VydkhexZLBlt//o44/X3d4jpnkR1fv7Q0SIaM5Tdz78Rhf52/X991p4v/ceBoPBYDAYDAZDGPyRlcWbxaR8+7uPJoPeQSDAIARw7+frMs9La61ajdq20iIQwSlPAkRzAaORwWWacspCUVUBKDSKA6G0EBVl84elrhLyKAyihXt4i9i2UkrZattqbeHxEIRMeI0AAK9bKfeH0+H+cDqfa60OTUTOk+Xl5vb2w2cfiaXTaYtAKeVwOLZWU0o5Z5LTZKq/jRIbLuTBYDAYDAaDIQz+zLTB9+7leWMKaO7ZXVSXZXFvUmqtXmvx5mSEM5uFN5KtNnefcgZknnJETCmZqfdEY6miYgSidwy6MEAPOGv+IAzcD6fzVktprdbiJAUQURGKdsGCKMfD8f5wujufgoSZwGC6rrsnT589//nPb25ua213d6fXd/cvX70utXlrd3d3pZRnz549eXK1rtN4HwwGg8FgMBgMYTB4L5d193xTigvUdJrn2iqnjVsppTRvgIAmmeFOBgCSh+MJRJtnkJimlJIIcIkooABGKC5OBogEGYzq3iI8orqfTqdzKdVbbQ0AVfvgUTA8GOHK+vr16+4s0LxMZgGTlPb7q48/fv78+c+meQ5KKeX169cvX71iBIDz+Xx3dzdN07pOv4Uw+DPLNBgMBoPBYDD4ixYGf5ji7D3z5e9/Dt//9N4ZS/a1e8B3bPp5vANSvP/zcGfaxcCjzYCkQEBSRaAhSfKc16v1+kkJxtZ8qzhtEDiluJdaAKiJipTaKmNrbW21IgpjiiwCRkREMEBOmhV68UBLtyI8dAw8ire781ZKbdFa8yChykvcWHiERyPb3VaP1T0wZ7O05DTPy/7ZR588f/6Lp0+fz/N6OvnxtL16fXc6bwFQ0NxP5fzV3ct5zXlKUxctEI/LaJOKAPQIPFgg3nXZebmOX3/Vfvir/Ju+hR6//q77/N4bvH3LoU8Gg8FgMBgMYfBH4PdRhCne53vl9z0mhQEnGA9mYIGJqPRcA0gEwymCYBiVoqGTLdfLzQf7px/d10jnls9V0imlDKCF3x+OZjbPU8p23k5at6mU1csJbY06z5OqRHQrchCcbSewrhT8UqwyIpq35l6rn8+ltRZka+7ufZTo8ZI298K2QTfNToB5sXW9+uDZhx9/9tf/y0fPf77ur0WtbK9evz69en0MSo9sowKTvTy+xpdQtdvb26urSc0YbN6SKVQBujeB2GMKmlw+Cd5ENsdv/vq+7Vf+w1Tn8tZFG//vMBgMBoPBYAiDwbekhap7TzQWVTU1QCMYEa25ik3TJCKtNdJJTlOepmlddzc3ty9evGDOnLKZ9Y2fqpJzjojmDiFUglFr4TFaq4fDIeekKqqqqmaqYgXBwDeEgbv3zDJ37zrBI9zdHySMiKhqL3ZLaZqyhbjX3X6/211//Pz5f/tv/+unn346L3tIKq3d3d9/9dVXd69f11ofYwv6r59O588//7J3CdZ1FREze9QeKaU+ejQYDAaDwWAwGMLgTxe+d1To/T+93IAiAlUTaF8DCqA7fFVMxETUzGr11miMaZpynpZlefLkybruI9+52TRNpWx9B+g0TbWWCK/VVcW7wmC01tTUTEzVzHLOKSXThKiMS5fAGXERBtH8ElBAgBGBfitCVEQgYhARBEDAW0sprct+f3X1i1989otf/M3z58+fffRRbTwcz621Fy9efPnFl69evY6Ix0RnVQ36tp1fbm6mOWdVXdfVzPrzuYgHkbe3NL3Fu0/9x5H8YDAYDAaDwRAGf2BVwO+/wXsXDpGIoIqKikBJ6YU5qCrJspKs1Umptbk7YCIGqGne7a52u92WUgGmKbtXMgCmnIKNLfpW094KkAhXUVdVmJlpeDB5mIZS+OBF7sIggs3DvTV372YEdtNz72mIiEKEvKQsEFC1eV5vnnzw6aef/dVnf/P8409ubm5TzqVtrbXj8fDll198+eLLw+HQa/3+qyICwj3o5XA43t8f5nme59ksAREBstsZLr0F+aYc6ANFAGMohMFgMBgMBoMhDH7S0gIRPWJARaSP9DDYuwQ5z9u2HY/3KaVt20iaGQlvEcGcpt1u/1o1ok051WLhrXmoSUopItzbxRVAqmpfb0RqTzlrLSKaamSxB0sDSEYwgsEHNQDEwyG/ipillJKoAnDvIoIiut9f7/fXTz/86L//9//z6vrJsux36+5wOJTqW9levPjyiy8/f/XqZSmbWaK4e3Q3dUBVoIZa6+FwXJZ1WdZ1tYdn+yZ8DcAlQUEul+5Rl3FIgsFgMBgMBoMhDH7SCEQlAehT9AI1NagAEoHz+Xw8nO7vDr3QzzkLUmvRmrcWEbi+uv0iZfdmJilpKQxvKimlBICMbSuX834yQkiqWTc1y4NDIDSZ6EWlAN3e4OER3U4glrKAJNQs5SnlDBF3d48gRPT6+vbmyZNPf/FXf/M3/+XJ7e3Tp88I/eqru/3+GtXv7l796le/+o//+I+7uzt3n1KOt878k6rOSWHN293xoClNU1a1eZ7UTFQAMALftQJovIcGg8FgMBgMhjD4U4A/zharaqrZvbkHKKqWUgKl1nY89vyA4h5kL+MVkPNpu766VrUI7HbX67qaae8J9MADksmsf1FrE8nRB/aDQUcLs1BVtd6mQAEVUFWKQnBpFzzKAlFRYVwmiaAa7MuIgoCaTfN8++zDzz77m1/81V/97PnPb2+fEerOq6srAuft/MWXX/7d3//d559/fjqfgk6ayOOKHjFTUxNoqeV8PqvoPE1midxNU+5/FOUyygSAhDz6DR47Cd+9nHS0DgaDwWAwGAyGMPiDCIPv+bl8349F1OhOCgME4eEtTqft1au7u7t7AOuyI1QtqeXmvL8/PPvooykvBJZ13e+vlmU5Ho8AzCzlFBECpJRUtbVGICJqrVHrZfgnqGZGqlIgEU37iiE1iBAIvr03SCGiyqCoGiF9fiiIaV7WZb1+cvP8k5//l//6X58///n+6maZ1sPxHMF52d3d37148eJf/+Vf/uEf/+HVq5etVYAR3vsAIgpSxUSU0e0Wft7Or+5eq1nztluXaZrMDN9KLXjPKzBUwWAwGAwGg8EQBn8M5Ef9tpNsDjExJVibH0/b6XQ+HE73d4fzuUzTtO4s5XmaZzXdSnn5+jXU5t2OkJSnq+vr6+vrw/EYpOUkpqWUIJPqnDMAj2it9QZC30MaEYQE2FcgaXMRUUuqVFUIop/Oi0CUapftSBAxE9M+P5Ryevr0ww+fPfv444+ff/rp8+c/u739IM/Ly69eqyZLcjwdD4fDP/3zP/3yl7/8j//49+4oULXWWspJ1Ui4VxLhiAjT1J/k8XiMiNPpeLXb7XbrPM/TNOWcHy9293wLHvIL3vVCDEkwGAwGg8FgMITBTwn3qN7meZlyahLbdvjqq5evXt2djmcSOU/9yLwXx+6+beXu9QHQeV4BBWTd7a5urvHrXxM0s5RSba0f+FtKO7PztkWEmZlZRPTQNADRIhhkqIeoWGK/DYCLB0BNBAqklC2ZWEp5gqC1gMg0zz/75NPP/vqzTz75dP/kdrfuAnJ/f7SUCY0WpZR//ud/+X9++ct/+Kd/LKXMy5JUorDWht4qEekjTn0Z6TRNANy91fq6vD4ej8fj8Xp/ta7L7e2TLgz4Vv3P34EuGwwGg8FgMBj81ITB4wHwN06CRb5vVkd+v6UjiYd1Pm+HdsnjGP3jUf3DDeStCXuYGiR5i9PxcDyeXr589erV3XYupCzLstvtcs7uoWrufj6f7++PEcwp5zRFsGzt+vrJzz759F//7d8P53OQySznKSLMUkpZVdVSzrN7Kw/UWltrF1NyfL3clj60lCyZpmwp9+1IaiaWRA2CfZ72++unHz795NNPP/744ye3t9O6m6eleduKR4SpRsT94f7//p//81e/+tX9kxgSAAAgAElEQVSrV68INO9yhar6uOVU1R4vGvvckqnS4IjgedtAbNt527a7u/tpyuu6LvPcM9pIevPmzT1S0gfZ87XX/fHKd/fFb/eW+63foqNrMRgMBoPBYPC7FwY/XlH8npRDv3s+zLZcimsAkMdH7uKBhDzwWLP2b90fjq9evX716tXr1/ethpnN87Ku6zwvj09vK/VwOB6PR0BSzmYWwRL1Zn81f/LJ859/cty24+HogTzNEdH3k6qlJU/L0oeIWq1l27bzuXua/TJcVBt4aRdYSpZSTlOapjRNKWVJCaqAUJSi0zw9uf3go2cfP//5z25vb9d1l6YppVnMlFBLEY3A/eHwq3/4x1/+8pe//s9fb2WDoLVGEKCZPeoo0wRE34R6CYUQsZRUDQyQWy2llsPhmNLL3W735MnN9fX1bl1zTgD4cOG7j+ISjPDWS/+2MPiB74E/ZDX/W8iVwWAwGAwGgyEM/qQREVXFW/0BXDIB4u0SUFX7zR72h0ap7bDVV69evXr1+nA4tBrTtCzLOs+rqtXWUsrLvABaa91K8YgWTgCqvYANYN1f/2//+/9Rm//jP/7j/f39brdLkPB6rmWfc98/pCrAxFhaa7VWd/fm/XmUUgCklMzMLIupqIrlNE0pJUkJkK3UFpiW5fnPfvb8+c8+fPZs3e+naUp5ynma5qXW2pyqaZpTrfVf/vVf//Zv//bVq1e11er1/Rfve6QX0Frbtq3WVkrpf+C6ruuyrOuyLMs0TcfDfa317b1Mj0tax/8OB4PBYDAYDIYw+MNoAgAib2Vsfa0eFQGgj5pABIC710ulWw/H08u7w+FwOB5PtTbTZGbdayuQ1pqqzvPsEcfj6XQ69cQyETXr6QfRXGyZP/mrvz5uxYF//ud/9tpECTWl9nDirkxSStaDC8LpEe7sJoP+EUFSLeXeK8gzVEkGJE/z9ZNpXtcnt7fPnv/syZPbZVmgmnKe5yWlqTqd3hzVI6f8//7q7/6v//E//u7v//7+/nDezqraBZIAX5u34ts2gbc/9z2k8ibpWFXB/5+9N+2S4zjSNc3MPSJyqQULSWgdURRblHTVrdvqltRz+/b8hJkzv3TOzDnz4X6ZvstM9z1iX0mERBIUCBIguGCvKlRlxuKLzQeP8PSMyMzKKhQWkfY0GypkZWXGkqjzvu6vmTnn5vOyqqrj4+PRaDSdTHZ2dqbT6Xg8QsAsa3ubeu+dc845ACAirbXW2lorJkEQBEEQBOGbawyeUQue+uPcVRSE9f/lMgNItwgC1jnnXF3XdV2XZVnX9WxeHp3MrbXeO0WktSZqpa1SioiUUkRoTDOfz6uqCmYgvHJYGm+Mbyzu7Ey++z+9aRk80N3P7lhrFJLOlPMeLSMwogJupxeAIiDvFYXZBkiZBwjzyohUlhd5UWR5gVoDEiNNpzvT3b2d/f39S5fH0x2d5aQUIGZZpnUGRK6xzMAATWMfPHh0/Y9/vHHjo9l8fnxyHE4hbqHE5MzyPOPWQXWZHoSkCykiKK0BVDAz1rqm4aZp6rqu6no2nxd5vrszmUzGMZlDROEdOzsmcR1BEARBEIRvtjF4ASBS2CHwbY/P9kGiVrsTUVjADhmepmnKsizLaj6fN01d1U1Zm9BNSJEm0sxsTAMARKMsy7VW1pqyLMtybowJzXkAGJERkdnXxp6UDnW+f+XqD3XGSE+Pj58eHgKzzlRTVchACAjsMeT4lUJgDAPLPDIDIZHKsgwQiRSpLMvzvBgVk3FWjLJivLOzu7u/P93dH00mLgxbIKWzTGvNAMZY79l7ttafnJy899577713/YsvvwgbBcHepH6pcwgQNwQ4WiwMs8sI2ynMwSUgEQKCR8fswYP3vmkaa9tkkVKquXLJ2t0sy4qiCFsEwY20g90SzyYIgiAIgiCIMXh+EBEg9uUvAHoPxhhjTNglqKqq+9+qrhtrrWdWCrNMaZ0FV+C9AwehbWiWZ4hY1/XTp0/ruvbskdrl8Fi90FjLJTOpnb39y1dfewvg6OnTu7fvHB8detekR8nOMQIDAAEAE4TRxuDYK8rG43ExGhMpJELSxXi8d/nypStXd3cv5aMRKMVA1nnnWWmdF0UxnoRGSXVt8nziGjObl19+de+//rf/duezO7P53Dk3Ho+57Xy0wlLF4zr1+nrP3nsG59pybRVsQwhWAYCzzdOjw8lksre3t7u7O51Oi6IIY90CwSrIv0lBEARBEAQxBmvZsJZ8epSIwbFvi3u7quIQBAqa1RhTlmU0BqGuIHw3rGST1vm4QEQP6L1jBgRCRaQVKuWBG9vM59XJfObYESlARIVVU8+ruQcPBM4DAYDSJ2U5HhWj6d7Pfv43o9Ho7u3bTx7eH2U5eovsERgQvHcewuBjVERhgIDTBagMkQBwNBpNptPJzu50d3e6uzee7GTFiLRunDfGMXNeFFlRKJ05663zgJTnBQDWdf3ZZ5/99rfvfvXVvfm8DHK8yAvrjLF2kOVJuwC1ZRqxbrjzCl31BmCoGmBoKwcAQXWFG+GVm6axpu3EWlVVWZbT6TRUHQRLkHYyFQRBEARBEL5xxuDUcPmzJ0wYwLcL+MyenXfGmKZu6qYOX8znM2OtMcY0i+kBUR4jodLKh+JfH1r7AwN7ZuedtcZaV1blvJwTkdKKkRmgrMrZfM7AgAikmABJV41FpHExuvbt7zhr0HOuFLJrypmtK+8sOIPeAzOAJ1BakVKKEF0x5q7oebozvXz56uWrV6d7eyrLAci1bUSBFBGp0XhMOnMMpjGOPSKBopOT8qt79z+8ceO9967P56VpjDGWmX3XHIi67ZSuEhpCYcbiHiX7LZy4h/YGIiJC0Padc8BuXkTwD8Tsmqbx3td1PZ/Pp9NpaF40Go201iBTBQRBEARBEL7JxuAFwAievXfeex9S721UqKpiiCh8K7UEXW9TCqv4zBgmjTGEymNrbUNE7L1zvmnquq6n06nWyrNj9lVVluWcmYmIQZNCD+gcWMfOe6X1669fU4B7Ozvl7Pjo8cP58ZGpK1MBWAvsEFghZlplWmulbVFgVmRZNpnuXr565erV1/YvXynGY+u5bowxhhAQVZZlKi+yLPOA7L1jHwYxWGcPj44+unnzj+9/8OmdO6Mic857z1mmF7MFgsDvFx8nkx+QOsOwkO+Y1CQjEXpmdsmWwsInaKUAMGaHyrKczWaTyWR3d3d3d3c8HiulpARZEARBEARBjMFzBAGdd03ThARLWZbRFaQtMuPqeG+mlfOemyaMKEZE59gaZ62z1jvHRc7MEKJHoUC5MQ4AgvVor7IiQKjqZn93V2eZBzg8ONydjL///e9/643Xvvz8M8VWga811Qi2KtmxRtBaZVoVuVZaO8TRaPTa669fu/bt/cuXitEYSFlrrecQLgJSqDIg7ZirugEkVGoymdTGzufzo6OnBwcH169fv3XrFgMcHR8jg9YaEZRSSTXEM7ivtucTw2DVPzzgvCds2xAFGxZGH5RlGXqbvv7665PJRP5NCoIgCIIg/EUag22yH359gUAr3JfWiWN2vdPljgEwlKWGScCAqJWCMCLAuqVmlwgIyMDAECoEjHUn86ppjLGmqZu2isBaa4zznhmAEeL/xU6cvbJbD97YsCoOjATg2XtbG+/YGqWUQrczyRU6dkYhMCJ6rufl4eMnb7zxOpDy3hV5oZVGVACIlDlPVmlV7LzxnR/obDzde3R8dHR0cFCVM/Au12o0KjKtQkL/6hvf27l0ZW9vr9jd9XlehiHESrGCkFYiUszg2TgGpTV7cNbYpmYGsM3jB/f/z//j//rzjY/K2Ry8h3YWMbIHx549IpBnAOA47aErKuj+4gHYtxcY2mxWtyEBEIuMmQEIEQgJAQCpCxQBt28RXpCR2rhR04B1zbx0dQNFURRFPipGxWiUZZnuapHDpAcGk3ZMZUgDXwDI4di896GWmhAJu59lDwxA+hyfZwk4CYIgCIIgxuCcpEL/XJqKe39BpJBjYfDOewBGJERkwCA9Y+gFARnAOR8aj4ZRxEdPZ8bY2I00dCYNShOBICZhVp8MADN4btU0MgKFsQjee+c9sGevEDHPFIIHtgoVEyKANebk+PjqlSvFqECttdLOOgPIWhWZBlSeERCzYnL5tWt5MR1NDigbz06ObdMogmI0KoosU1pptfvtH0z2L41GI51njtmzZfZtdyJERHDOKa0I0DcGEZDAOXbWIuLjhw8/+OOf3vvDeycnJ85aYFCo4m0K5dQAFFqSJiGhaJI6Q+Q5OiYPgLw0NzrMYAOAcGva/qchodSGlNJPyGJCgmfwlq21dX2ktR6NRuPxeDxuiqLI8zzUJYfCcaUZoLvs4XUI28Ng771X3UDl8GakwrVpC0JE3QuCIAiCILxoY3AO9b/6mwjQZv1jAWu7JBzmDYeGNm3xLIehARwaDVVVFcaNVXU9nzfO+9gs3w/GnJ1+rN2kZESgTn2GB4k4jDPr1SeER4wxs9ksL/IiL5xzjXPOOcQRFe1YNO+sMyYvRpnOMq2JVJ5ns+OZNTUqPRpP93Z3dnf3YPdyNhpnWaYUee/YESBjmGlACMBVVed5rnUeLBChIlJE3lr78ce3/uVf/3U+DzPaPEDbaBW7E8HFwALipfuyVIMdb0EchZYOkE4vaXzmmWoGwp6DtbYsyyzMaSiKUJpcFEWWZZNCM3jnXDukOQynQ3Rh8FsoLmffvTVwN6GtbaYk/9wFQRAEQRBeSWOwAUydAyIwg7W2PWKtg/oPf8bJXOGvsbZ4NpvNZrNgDKxdKoRNPcYzOZtOH0eTsDiBrq1nKGx4enRkmtFkMp7u7ITxXgjQGKOJ8jyfTqe2aUzdjKbTfc/Os/MwmzFQprLxdPfy5ddea3ThUYXrQIRZlmtNgGBMPZ+XTdNkWVZVjffVfF6OirFHdM4ZY+/cufvBBx9+/PHHVdW0+ySdpO7EPbVzytq19bXnG39k6JcuhDD8IezqVFUVXF/wBuPxuCjyusmyXGutwwi5ECQLjZDC8GaAkHdafHICwRPGGJQgCIIgCILw6hgDHirsFfaga24Txg4EV6C66oIQCmLm0WjEzKG5UBhPFmqL67pumsZYy6wWNcXLy9i+k5XPYg/ifgUihiANJEXM3vssyyaTSZZpCOvixtR1fXR0dHx0eHJ8XNe1cxYZiNBbc3J88vTp0exkpoj29/evvnb16tWr33vr7b3LV4siL4ockZi9MRbAA+J4PJlMJkSqaWrnfFGMx+OpMbaujTH2+vU/3vjwo+PjE8/kV1VXRw8TW4sObweGpkXJUOSV44p7J54+uKUxiBsvbX2IMWF3qK5rrdXxiRqPi8lkMt2ZhKnJ4eOhiJRSSinnHDAxtzUGDOCYIcyPBmRpeSQIgiAIgvBSjcGzrCgjAIQ+N0F/MrcmoSzLqqq9d2H523sfskOh41DThCFl3nvXvQykmnW41H2afj1d5oZFayIKLxzndnWSF5qmOTk5mc1mR4eHDx88uH///qNHD48OD6uycs4RYpZpRdQ0TVVWdVUBwGQy3dvf29/be/NHd9741revXr3yxhuv71+6NBmPdKYQgQhQISKyZ++BUOVFTqQQvXf89OnJzZs3P//8C9tY1FlqZoIjSiJSXUnBqvNrhT4vGaFelGilMVi6XHjKin14qWDSwu5BIDhARFQ1l1VeVlXVVOPROM8zpZTOMuqPXYO22rh7WwREIkCUOgNBEARBEISXaAxO8w1rxRqmulSpVvzN59VsNjs5OTHGEFFRFMyzsKgcskN1XcfMDAARol8yBWu9wSZbkK6vQz9AH1RsWLQmIu8ZEbXW0RiU5byuy6qqHjx48Omnn978858/vnnz4cOHVVUjYZ5ljTHe+kwrnWXA4D179gigs6zI86IYwX/9l739/e9977s//vFf/eQnP33rrR9++zvXxuORtd45G85XKZVlOSLN5yUAOec/v/v5va/un5zMmIFCLUJSHtB94bsT5MHtwEUXIG53V3xC3CqBQWlBagy2vM5p5UDcF4LFMXtjfW1OTuazg6Oj/Z3dvf3dvb3doigAIPSObe1Be3ZdoIiQAZAUAkoFsiAIgiAIwqtrDE4X5YBK66D5jo+PDw4OHj58OJvNlFKTyUQpNZvNwkSCpmniXIKVkZh1cv/ZCZXQ8WXDdgERWWtns9mTxw8Onjz+8suvbty4cfv2pw8ePKjrWme5znIFOCsrrTNd5IDgQROh1kSkkJBIAVJjwXtbPXj46NHjmzdv/v7377355g/+6q9+9KO3f/S973339ddfu3Rpr6rqsFlxcjJvalMUxeHh03/+5//y+PEBotJZDtAvK07V86mujT17tzAGodr3OensXoF48jh4D2EEAjMbZ5va7OzUWa4JkYjyvFDYHXcbd+JVhkcQBEEQBEF4CcaAkx5D5xHiSMSInn1VVodPjx4/efLk8KBpmjwvUJEqdVmWIYzuvWfPDAzU9sdcdMpZjsgPG+ZsNgm8VL28SNhDaKWaFOYyM5HKskxrDQDz+fzp06ePHt5/9PDefF7WdRUEr2dEUkTkAY2xSuekNAMyECiFSpFWiAoAfLsC7sCjZz4+KW998snnX3z+h+vXv/3ta2+//aMf/eitH/zgzR/+8M39/X0kQqVGk2w+Lz+9c+f3f7j+5ODAWIdEnj2v8Uvpg+lmQmobYjfS3nYBLO/FwKoJcYsrv/EDgIqA25EEvk0DJc2jELx3gECkAMBadzKb13Uzm83G41EYgMAAWimtVHs7PAE45nioHG6WIAiCIAiC8DKMwWJSGK/5xmkPEnr2dV0fPj16cnBwdPy0bhpEZODGmKfHx6HNZSJnYdFEP/SzR8LlQQXDacebXcFS7mg5Xh/fMbgFIo+osyzLsoyZZ7PZ0dHRyfFTRNzb23XuWt2Y+bxsmsN2VDCiY3AerAckUqRAZaA1KPJAwecwewIiFRo08cls/uDRo6apb3yU3fjoo+9//3tvvvnD//Af/ue33nrr6tXXxuNxMRrdvfvFR3/+88NHj8uyZEYidOyHBcExlt918+R4tt2afXeOnU1Iy457OaJhl9K+D9loDJnbrqiAyJ4BkTEdYAah+WjnwXzTmKZp6qqu6rrIi9EoH9V1kedFnocBCOHJzgF26SIpPxYEQRAEQTi/Mdg+g7F6aiwwYH+YcYx/p5YgytAumL4QnNaY4+OTx48fHx4eVlWllMrznIicdWVZ5nkeftTz0oCCGO8h1GlRQfrnhoNf6RaYAZKpXrCc2vfeO+e1hizLlFLe+7IsDw8Pr71x9VvXXmfmzz67+/T45O7du3VVNsZmOWd5DqSM82ys0kiUIWlUGSB5BgdhoR4LUt5ZY0LLUaeUzjJf1+b27dt37979wx/e+/jjj3/zm9/88pd/9+MfvwNAt2598sH7NyaTaV03xlgA9OzDNVley0/uwvK2SJgfHFP+oYQXVrVnXdnu6RwxrdB4iroWQ9DNW1i8UVD4nj370GIVkTxDWdZlWeERjEbFaDSaTMbTyXg8nmSZDoEu6MqRk4KKhcU79wELgiAIgiB8s4zBOVgW2Z0x6C8Xc/pIFO5haFdoWQnAWZYhKdNUhwdHBwdHpnFKZYToHXvniGgynlrngD0AIqh2GFr7dtj1NeKhGegtn/d67KzLGoW2SGmEJoaIgooNsxT29vZCS/433njjrbfeev21y7s7E2PMzs5ebezBwcGTg0NrPQN4BkUqywsi5Rms8wSsEFEpcAzAgERE4G148bIsERkR2UNd1Xmh9/f333777X/6p3/6wQ9+QESfffZZVda//e27H374YTBRAOi8U6gAt3J6iNjOBIBF8CZEicKwiPhgnDEX1HwcP5e+SzpoYvNbh/DV6QIdQ3wLo49pHQ1DVdVlWR0dHWqtp5Pp7u7Ozs7udDKi9nQEQRAEQRCEF2sM1vmFRbEB4rqq19CZtFt/JkW6auy8nM/LeV03zKwUEZHzNqRskIida8PrGJevOwm5PrwyNAabtfLwOb1l8pAmAkAimnZcvnz52rVrVy7vj0Z5Xdd1Y69d+9Yb165Nbn0yL2sG9OyZEYCJCBhQKURiQBfKJbrZAs7VtmkaY6yzpChcvmI0+ta33/jJT97527/95U9/9rPLly9pnXvnr1//0+07d2bzuXPOOwbE9tg2GwOENHCllOJuB2Y5XLQ48eAHtNbRIK1yht3VO+3zsZT1Wv7G4jXDBYmucvFGGFuVWuutbaxxVVXNZvOdnel0Oh2NRlmmCbCXgOr5Rtk3EARBEARBjMEL8QNLqg+XalsX4SIMwRVCRaQQaTafPz0+ruo6hGEAu1QLAwN4Xs4ptfsEuPjrCqV5lqNP8/Wr5eySTwBArfXOzs6lS5cuX758+fLl3d3d8XiS5xpJTXd2rly98vob16Y7O9axsZYBnPfOOaVY60xnmSLFDN47nwSujDGNaZxzgOi9J4I8z7919dpf/83P/+7vfvmLX/zi8uXLYczZ8dOTTz795OGjB0hgG2etU0pppbYs/F5Wxhg3UkInougHAmFvIViCXjnBip5Cp9Qeb3MzgprvPi0Y7UH4JhICkQrlHsaapmnm83I2m1+61Ozt7U2nkyJf+sDH3Z7n12FJEARBEARBjEHPGwD0pDp21abtI4wYZlqBc14rHaLmAHBycnJ0dFRVlfc+BGPSl/Z+bUa8F3lfuR68tkx2u+KKOC041jMwg1Jqb2/vypUrr7322pUrV3Z3d/MiU4pyxOl0+tprr33r29/e3dsvy9p2RbyheFprXeQ5IDrf+oKwd+IY6rr2zoXa5Koqs0xdurT/q1/96j/+0z/+9V///Nq1a8aYnZ2dpjF3bn/28cc3Hz16BIDOuVg9fGrpbTuxgNrr4L2Pg5DThJXqCMYgXsBYdzEcfNY3aeek9XwMDOgRAHhRnRxGNBjndRtqIgBomqZujDXOWjObzfb2dl+7ejnWMMQZauEeyF6BIAiCIAhiDF4YvKU8ZA+gWqntPVRVVVWVtS6R7EOliWvk58tRezs7O3t7e9PptCgKIuqqdT0gTqbTy5cv7+3uPXryhKvuEBmYPbYZKwYIxbUInp33ztk4PwARLl++dO3atZ/97J1/+l/+41//9b+7evU1Y4y1xnv34MH9//yf/5+DgwPnHAAC+DzPATCOAd5KgHcxG+bF1SMilau4RZAWMael2M+XuFfQFj+02aE0meaZwXtCJNKjkQr1042xVXU0m81NU4WI12QyQcSwDdKOVW6H03n5pSAIgiAIghiDl2kPmBmREDHk2olIKY2IxtR1bYyx4QlJuKVdrU+kbPpVfLxru8O8WQev2x9Io0TDdp/QjUhIXgHDjsHu7u5kMsmyDBE9M3R5/TzLd3d39/f3tdZt3j3G5dkDOwBEZmyX7Z01pqlr9Nbahr3b29t7550f/+xnP/v5z3/6zjs/vnLlSpapqjJaq6Ojo48/vvk/fvdvZTXntkIBlVJhE2ZbT7CcjEorKDKdwaDkehgfGpZxL3rCPtuq/KJ36VIXUwzV7QiQ57lz3nvnmKnd3NBEbAw7b6uqevTINE3jvUfE8Xi88kwFQRAEQRDEGDw/J9CrEMXUHoTIODO3nUUBAByRIlLe+6qqjDG+7VZEEJItiY4dZlaiAE3fdaj+0/LTqA5PSckP3iyaE+56mIbpZvv7+7u7u6PRKHTa4W4SLwMopSfj6ZUrV/IsD/MACHWbpgp7AkDoGdkzg7fGNnVTl8QWvBuPi+99//t//6u/++Uvf/nWj97c29slRdZZJCjy/PPPP3//g/fv3LmDSIzsvVeKPJ9zCTytMA49l1TS22fY5YmXWS/rn8UVEKatb8PIMgAAD8iApHUGYI3vxjIzh32AUB5tbTOfz9NepaPRKBRPS5mBIAiCIAjCi6wx2NSutF1UThakichaO5vNrLMAAERtL/pOt4b//Hr1ib33eM5474lIKSqKItQcF0URmniG7kPeewQiUqPR6I033sjzvN0xUKAUUZhe5jwSADCwY+e8Nd4adq5p5rt7u2++/fY//sd//PU//Oav3n57/9KeddazRwCd5yrPPv3s9gc3PnTA3tq2poCgNk1I1YM7p+oN2w6pnh4+IbVGzxlavs9LH63GGIQwGhnD2ORQvEFEeZ5ppUvXNE1zfHzsnAv3azqdZlkWZuSFR+SXgiAIgiAIYgyeD5is767RnQtjQEhAoX4XEYMxMMZAl/QIy9TBOiw5ipU5kI3lyL3HzxQlGr5J+BYRZVk2mUz29/djjoiIfPhpQiACQp1n1779rfFkDG2GCnSmsky1XY2A2TtnjWkaayx4X2R6evnaT376zq9/85t/+IfffOc73ypGubGGqI30OGfv3Pnio49ufPHF5xBKFMIGCACHbBIi4OnjCxZzjrtTi5EhYIgTDFYOMgs1ELBqalh77545SoSLwRTx0nM3xgBDJ6JQfJxlWTuIzrlYYYwIo9EoFBVUVXV8fBz2QEajUW/7SBAEQRAEQYzBc2Vd8TEmTepDJ30KXWWCgLPWRfUfusfEfEvak36l9E9rDHrqf2XBwNl0avIK4XiCMSiKYjKZxLLjUGPgE4ehtL585Ur7BOcJUSullQr2J1wO71zTNN55JMrz/J2fvPPr3/z6N7/59U9/+hOlyDnrnGXGUANsTPP+++/funXryZMnVVUWxYiAvAfvXbBY3jtshfVpN4l7Wa3+40vTBpLgUIzirJ8hjc+S1Onu5KC7VPdXZlRKEy7eLv2YeO8JOcuycFPCUGoics7t7OyMRqMsy+BFFlILgiAIgiB8zYzB6bHstMSg7U/aPdA5BWYEVMwYVtZJKdLae2+sq41dhL+7LjmxTaYbGIMVQr+Tq7Bm0yIWPfAa74Lxj+4ZS0UOgEiEIemEoHU2nU7zPFNKdfPEQowodBVy7H2oTs6yPMShCEmR0kqHAWOhe6kxpmlqRTSdjL917fdgrS4AACAASURBVFu//tXf/erv//6v3n778qX9qqpKa73zhMpZx+xnJ/P3/nD987ufV2VVV814NEFQni17n2VFsFiI1C79d7eMmWE4ogGTe7XYDyFGn7Y2SkeDdXn+TWPCwvbFFkPOTvkmAyOwTywKhf6qDESYqRyYPTvnfXg+dQm0kHNCCtEu9s5Z509mc2Otse7SJdBZppSyzlEammorYOQXhSAIgiAIYgwuAERPiRGgTuMhAwKgswCIKhtZ9s6CUjiZTmk0qeflzDgDBEQK0acr2cwchm0B6OVu+jBoXBqHoC1J4EVDo/aYmJABgePMZKTFC7TH74E9MMNCH3sARPAAjKDz3DRNVmTf+d63nbPsbJ7nish5D8DO22pemqYB73Od7ezsMWNjPSIBaSANSpMiYK6qqirnVTlvqtnu7u4P3/z+//6//a+/+OXffvc7351OxtV87qzzxnrjLl26WtXV4eHhl3fvf/jHPx88ejpS43wyAYsAQKwIFTgAALWI5nNc6B+o/DA4ToViB2bHDL6zB+yXUlvRA4Rkzrqq7sGtwdN8waYnKAXes/MWgu5PxhGEHJPztmf5YvgJlALgJs69IEWAhtnVxvAMM52NRjmA9S7PcwRg5z1zKHYWXyAIgiAIghiDc1uBNOmBqdrjhR7HWGwMSIgIXUoIiZxzjTF10xhr2/gQM69cyx/0mhxmhIbRlsV0ZExMRBeCD6kb7ILsi8R8+21MXqcdw8zt1gATUaw5DkftnTOmMcYAs1JK6wyMnT05AMBQf4xEgOjZO+OMMU1dGWuUwstXrrz55g9+8Yu/eefHP97f28vzLMu0tdZaq5TK87xpGmfdo4ePfvc/fnd8fMyeEYkoOaXe3skWty5Z9adYcuCci/1eQzgqfr35M5B2AsWFGzufMWj3J+KLU3fb43TmxU3H5dsdX8LHnRBEJPRtgXJd1/P5HMbjYDPZsw/po9Z2yi8KQRAEQRDEGDx/iLrmQoialNIaAIJQK8vSGDPsiL/agax5ZPhdXvX4YOxxzDttu14c1LNSqigKrXWIEjnnrLVN3TTWAmGWZYiqrJsvv/qqMU2e59B20YFYFGtNA8xa6ddff+NnP/t3f/vv//13v/u9fJTHOmBrrdZ6NBoZY46Pjz/99Pbvf//7siyf3c6lOwmxP0+YAgbAlNQbpFK9dwEXTuBCNTUDcFvE3ZZcxwN2XXvSLXoKYYiORccSfryq6pPjEwSYTqcxeRTOKM60FgRBEARBEGPwfAkFx+wZ24lUipmDMZjP59Za7AqOV5YOr3xkTfsgXDSzwTMUwi50MPRtRboiHp4WJLvWGgmDiG+apjHGOafyTKmMmWez2c2bN+fzeZZlYQAZdAvzxhj2nhCUUleuXHnnnXd+/vOfX7582bEHAGtteFpYyVZK3b9//8aNGx999FEY37tBVYcSiCWDtFRs0DcGcesgGAMERkUrjcGwxiO1BBe63s6pY4mFDTHL1LsXa71Baw8wFB977+u6QWalaDKZDC8LyJaBIAiCIAhiDF4Y7D0qhYSKyDNXVTWbzaqqcs7pv6DlWsQ8z6eTSeiDaayt67qua+ccIIYH52X51Vdf/elPfzo8PESkPC+69WlPpJRSQBhG+2Z5fuXKlddee817n+XaeV9VVdef1DVNk+f5zZs3P/zww6Zp0ulj56OXC+qC+z4+ng42fiU+M50l2P54WofZFmEvBL9zrqp9UVVN02itCTA0L2pfXAafCYIgCIIgxuDFyLsgQdspWojWmqqq6ro2xgyFXfpnb504fc7w60Tc4eL/09BL+I+ZGbDtjr9p7bnXrtR7r4iyLBuNxwBgjbHGVlVlrUVEnWUhRzSbzb744svPbn82n5VZnmutu/b/iEhZlrF33lpjbFVVIeZu6kZlKuZbwr6KtfbBgwc3btz48ssvi6KIQwbO4mIWmzAxihPX4+PMr9hKtteWtHfl4w8u1RX0isJPW3o/bXuhLXsIxxBMS9yyCLsovddZvn0YWhiFEgIEnwaKvOOmMVVV5XleZDlRsKhtTkl+UwiCIAiC8LXn5a/GM3PXKQYQ0Hvfxm+aphW72E+npDpyQ6/SU56Pm2phF1PNlrv1r3zBYAwQkZTK8zxM0Wqapq7rcBYh9pNludb65GR276v7h4dHMREEXZBdKdI6AyDn2Vo3O5nN53NjLAA41yrg4KC01lVVvffee5988kkc1HXKdQZOfdRwHEGQvzHBH6ojgj0Izz71IqzjQj4ncSp2TDdFixJHZW9+R8SlD0D344sfsdZVZWWt5c5mMIP3bXdUQRAEQRCErzevxI4B8GIYlXetK7DWtm1hBr32N+8YwGmbBr0ag8Wycb+Jz2BcF/M6KxFEcxhwlue5tbZ03hpjjNFaE5HWOstyAJjP5w8ePnDeh2FbYQE7HIBnH6S/tdY7d3x8fHh4NJvNL+3vevYAoJTy3mutmfnw8PBf/uVfvvzyy9gw9KIkeFTe8RYQEQCvnFw2rDPGtX2i8Fl2DLr9m8VGQXyv1pV1FcnpiaS7It0Mh9ZdMMCyMfDe+apqQiEHEiFSOrpBEARBEARBjMGLIDSkBwBrbAgRnSMb8xJpMy0AIefTNA0yO+vY+yzLsixTqrUBT58+ffjwYZ7nOsu6+E3Yu2iTQs459qy1Lsvy8ePHBwcHVy5dBnCefawwfvLkyfvvv3/jxo35fE5E1tpnPH7sSiCiK0htAA8c0Utq4bnkCuLHZvuDWZMJwphQCoXi1rZjzmIDXflNIQiCIAjC155XQvFQqLolCuIsJFhisqW39oxnWXVe8+RFfcGZBC73mpd2S+Mx2QJdpsVaa4wJel1rrbO8G8UFJ8cnT54cKKUI23kKRAqRvAfnfLwgWZY3tTk4OHzy5CAMLvDe13Udujbdu3fv+vXrx8fHYarA6WfBS61Fe4v6YWU9KOxwLmmfn3BTFpW4q7JDy9fj+bQkYojF0LGRqOpmnIVNgNMuRTwDQqQ4MyFUF3vfOiLX1lb4cG2lXakgCIIgCN8QTt8x2Nzy5fSGMLwIAjG0Jb3c/bWV6diG7J1nz95aGyL1Q8W/Tf+Z3tyDKAaHgaR4LDF/H4qPoW1Fw5vtBy6/qfeeuirkuqkJUCONRqM8z8NYA0XqeD47ODg6OjwKAtsze8eJQAf2nXQlxc4dPz1+9Oixcy7HLDQ/RcTZbHbnzp3333+/qqoghYOjCKGsdDx06gt612dYMBC8h+uI2aRO6fPAEK1wBT1LtnwMS75qe8+QtiX1vCiEiHUFMGi9uu4Dk8yqo8XnsfOJ4V2apnHWcqYRqX26dCsVBEEQBEGMwQsgJHBCVBycc85ba71PVqyRgc/5ypusSxuPWdf2fkkTJiqWF711OmXcNic1JssyrXXTNMBQZNl0Z/fKlStKKUBSpLTOHz169PDhw9l8rnQGIbvimizLwusrUk1dWWu9dVbZIs9ms/mjR48QyRgTRw5/+eWXN2/e/OSTT5xzOzs7iFhVtdb6lOFu68cKR50dLEEoOIYuX5QYg9XbBaf1AjqFzYeddk11zgYPGXcJ0p5I63xj6ruWe1OFHZvWSxEpBGDG+bzcme5MJqQUNU2NCCC1x4IgCIIgiDF4kaTL1SHLwX8h3WCCsM7zPMsyAHDWUl4UeRFGICMikkKkpmlu3bp1//698FOKFKJiYKW093E/g5TSoTLaOVfXdV03AOCcJ6KiKADg/fff//Of/wwARVHUdY1I4/H4WcoMYl7oVb/g+CJqG7jvQ2W/QBAEQRAEMQYvBCIipFBRYKwxTRMqjy9Kp66QktitnWPSWZ/P/LKLTYSQIyLSWaa1DpJ9Mp1MJpMsy5hZ6dx5ePz48QcffPDll19hG+snIvKeEQnRQ1dvoHXmAQDYGFuWVVVV3rNzJsu11vrLL7+8fv36nTt3Qgek2WyGSJPJtFcuPFDU7VmnCaJ0pT/klMJlTzv8pK1+4ubJutaxF+u1ABZFBXHMQtqGKJ1z/Axj19Lb2HU9ct57RuSuLly8gSAIgiAIYgyeP0kXeWuMaYyJCvXCheZqY8CnO4OlKgVcPnTEoFyVUnmeF0WR5fnOzs50Oi1Go7bBqNJVXd6+ffvDD288fPgQkbyPQhaTul4kojzLPKE1jXO+qqr5fB4ujs5UXdfvvffexx9/fHh4OBqNUln8LJcl9khNy4thTdlAb37ZBU4qGB4SJwAAkSJaet+zn3gaCes9yLBoyuS9ZyJeTL4TBEEQBEEQY/C8CZFx69k5ZxrTdDsG57AWZzMG4RGEUIG6tcBMy1VbojEYj8d7e3t7u7t7+3uTYhRS+0G/Hh8fX79+/fbt2yfHM53nTWOsc6Q0IhpjosZVikgX7DV4tmCqqirn81AH3DTNvXv3/vmf//nRo0ehG49zLssyZmiaJlYgnI+wY9C7nkv1A4CxN8/KJ1ysN+BlwuNKLYwBJLXF5/JFQ4dAzG27WOecdw6UNCMSBEEQBOEbxMuXPnFFti17bStf/5LqPZVSoYB4Zzq9dOnS/v7+ZDxRSkEnao9Pjj/95NP//t9/e3R0FDRpUJ/Q9QKK2yNESmmtdRYaGTnn6rph5ul0+uTJk3ffffejjz5i5vF4DABN0wRbdSEzH3rdSNP5AM9pmPH2hwSreqE+zzcNw44lRCQIgiAIwjeIVyVKFFZq4wSDNNACL7stzGJBelWwPk26j0ajnZ2d0WiktUYGJMizzHv/4MGD999//8MPP6yqGjvB7T0DhLY/tPBI7VgDDJOSveeqro0x+UjfvXv33/7t305OTvK8CHsRcdQD8ynbBWmr0GEAKeRn0jOCwTiINFCzskXpRRUup4eXfhLSNkTrOq5eyPszc8x2hfOWrkSCIAiCIIgxeEGyO7oCY411tjdOC5C3sRabZX1QeYlOTuLpfJZDhcUicqqJg4otRqPpdJrlOSIqIq1UnmUnJye3b9++/sc/3r9/P8/zohgxQ+hfFApqiVQnf7vhW0ShYoGZq6qqqqqsZzdv3rxx40Yobo4dRZkZgLeZwBXyUr0LFfxA3LKIewWrzA8Q9uV7T8pfoA2LXUq7SxRGFsAzZIfW3euF7+xOJLkgQAAkxkAQBEEQhG8Cr0SK2sf2+dZ1/Yj+ki5iMDYh4TOdTpVSzvs43+Dhw4fv/+mDDz+4EbU4A+d5HquWw1o4UV+Ra62YuSrr2Un5hz/84Y9//OPBwUGe59AlkcLXz6jIY3dYWB/XaVX5i/xI+KV+tYioLibxv206iFncgCAIgiAI3yxe/o6B99xZA5eM3V3sGLSDyC5Cvi9mLYdF4OUa4tNl4pooEQAopbTWe7u7u7u7WZY55zxR03A5n9+8efPGn288eHh/f3+/qirrnNK6KIrGWGtt0xildLskT20rHs8cBqe5qm6auqqqd9999/bt23meN02jdYaIofI4qPotTmBRXx3tx6I753Iz0J4r2JDr7+0bXIiYTmNC8QXDvopnx+xXqvbtCg+WZlXDmjPqBZRYLIIgCIIgCGIMljTxub7bPYPDbCoAZEDP4DnExhUROUBrXdWYqqqrpjHGgmdgD+y7WDwxhJ8FDpmgLo4fJd7GoxguEmMUy+F/sROKnH4B/Ral3Q/gcrgeCAkQCGlnZ280mljr8yxHpYyxh09P/vW37378ya3KlJNcoQJAQIVEmGmNFCbvekQEZmedd+yBiQBQMXud5bOy+i//7/9346M/Hz09JqWdZ3QeEEkp75kBAZGTS8DQ/wLa68Zpl8/QnzTuFcRS45X9ScNFb5u8JiUfnpOrGS8nJ7eDl5R4qt7TT076RnFwQTyqMH251evck/grRlYvP85rPACv+ppb4wGe2TOE8c9KigwEQRAEQRBjcAFwKwERkQApqC3ftuzXpDNnfdnU86qelVVV18Ya9h69J45JEgIkIATvuV35Dq+GnV7HzXITgACXdgcwSkZuf547ZRuFJMfRZ11v07QQtgWAANunehiPJkU+tsbvTEdENJvX9x4++u2//e6Le1+ihqqZk1JKESpkdnmeESkAAmYE9AzWOADwyIgEqJz3uihOyur//k//qZwfBakMANZ5RMqywljXGaRUiq82BtCuu1OIMMXNGWjbgPaDOmlXovYOEvWucBzvEC5q+M7yivsZNntil9KQywqWIBxba064vQK4/Pk67U0YhoeTXhuMNtAD+M7ytF8TEUrbUkEQBEEQxBg8LxKVHuaaGWO6lkSnZDfwVZ02FRqMhsZE1loievLkye9+97vHjx8bY0mdoomJMBQWE2HMFFnr4jzeZ73kFzAkWBAEQRAEQRBjcBEs+gwhISEismdjTFVVdV2bbuYxMIfwRhfYadsSDRvmvFJkWRYqDUaj0fHxsTHm7t2777777tOnT73zSJSsti9Gdy0PXguVBYv2O10BLgN7wtWXNHVK6xR/fE5bw9BldUJ5dPqcXrvStG/scK/gHM6kd7Lp4yHXFCa1xW2Zl+IDMUk9MTNLlEgQBEEQBDEGFyOzunqAhS+Iip/ZGNM0TRx4zOyBl3QqY19KpsvewSrEyteh+nwx15GIiqLQWscQ/5MnTz799NOPPvqoruv+YTAkxoABKTRi6nxCKMngLrvP3vt1rUJh/SZAT833Evw9R7HOGKwzeGdyCMO6hZVv1Oua+uLnqcUPav99xRcIgiAIgiDG4AIlV1wrR6Su3qANlCc5It9LjKeaN2q1XiPLU9/7eZ9dENmTySTLsmB1iOj+/fu3bt16+PAhAJAigLT2F7qlcQq11EGrx+MlQmaPhMQEAERA5/U4qRAPbxoT/KnRSndj0lLgzXsFPVew/ZCBlYp/uXkrvZQNovbc2/qRxSdQflMIgiAIgiDG4Dnpr1Z0GWONMXGpeEtBCd1krleEIByn02lRFABQVRURffHFF5988slCbiIihiHHcYpWWz6NBF3Nc/QM7NkBQIjSEBE88/n2Zgm/UvQO6QVvFKz5eKL8dhAEQRAEQYzBhcu+5VX7sGoOYK1tmiY2zYyalWBt1/xeq5xhBr3XlWixU/E8CUe+s7MzGo0AoGka7/3du3e/+OILRLTWokKlYmIeAdB7j+gRPbZtcNJEjWvbZbbJIkQIV5DXSep0VXudnu6NDIPlaBYs7y0MX3+DlD+1WHxlC9SY/koGVjCsH7L2Qo1B0tcVJEkkCIIgCIIYgwtyBbxyPdh7ds41pok1x23wHVaHf2LcpScoe3O1XpaaDFEirTPvfdM0jx49+vzzz588edIeObTbBYiEkNYOeATfaeVOwXMYcRYmebWPIDAtn+k6OT6stYghonV1CD0V3iuRHr7mlsmide8FSWdSSEoLYFBd8FL2hdIDkByRIAiCIAhiDC7YHfRVFyCzd86FmuNQYBCy74TIEKLtK1RsagxSubkyDd9qUHgRmwZENBqNANhaW1XVxx9//NVXX81mszCcq5t6oGKNAbRpqNYYbKz3XTQvGp7jNjI3/Ii1Nn0kvZK4xomdKoufsU9Rb/RyWlowFOUvsgT5pW9ZCIIgCIIgfF2NwVpd6KyLriAsD8cxw39ZEFGWZcbYuq7ruv7kk0+ePHkSzmg0GpGmrqY6GdicjCsOg8aGyShsB0ZfzNWG5WX7VwHmtHOrCHFBEARBEIRX2Bhsv2a8+QlhAbaLprTbBVVVVVVljIHYeDTU5i7mDgN7duyZOTQDJaKw+B271jxz4GTpJOLogESncmwZtCgkXm7po5SaTCZZpsuyvHfv3s2bN4+Pj+NEYWZAQiKllUZU4RH22N/ugBgi4pgvQoK2sWuS8IHBan16EaLBCBsFoRNRL8mzoa/rBYZneheqd2xp+1RYsyP07EeVXC7ExRDjFcMJwhGFY1hqqyq/JwRBEARBEGPwnGAA710oPg5diSAO2+L4FBgK305nLyTmutw8LFI020rYmPMP0Z11uZ2VLfbDaDPvfVmWjx8/vnfvXlmWiyNkQCBCpZQOgSLvwTuA5SV8bnsT8eL0F530GTeK4yUDlkhZ51zYjQm2at21Wqe/T33Cxuu5whgMhDj3jjw1SyurGrZ/9w2fDVjvD3p3FhGRxBoIgiAIgiDG4JlBROaw3u25E12eORQfxwTRNq+zck7Wy2J4MMaYk5MZMzRNU5alMSb4Ga21IkWkAl2lQRct6opcvffLdojbvZNVinzDhOPondLmpNtcupVDCdY9svm760anpWagN84MXqWAE/T2T6T8WBAEQRAEMQYXBXf6NIresGNgrf3adH1xzs1mM+fcycnJyclJMAYAEOqOMaw8YyhBpmSgMyBiqDF4dq+SrrjHRk+vjNheLP/3uiS9lFlmgiAIgiAIwos2BoitMYjp/OgKOvHa144rJW86jBaWe+G/QHW7QumGY1NKIUJVVU+ePKnr2jnXPYjMgEnxMUK4EKsX4FeFd0IYaW230HSScdx/WBoNsTzVePPVPnVrYuUTeoMUhsUMvQOLnYhi1yb51ygIgiAIgvASee5qLGT32yh5N3bAOWeMMcY4ZzfI0K616YoOkr0RVC/gLLp3X30YoV3paDSy1j548CDshCDiaDSKkR7vw38+plOYw39xjtaiugARsFdvsDwUYtjNM229n2Z1YNUs4d7Xp84o2N42pNGg4YSEXsFxtFXDjkwvBelSKgiCIAjCN5YXsGOAy0MJ0HtnTBMIswuGahWXl7N7IZkN3fef0ymsHKqQ/lUptbu7u7+/f3T09N69e7Er/2g0Ojk58d4BKkRP5DrZ33Yrapu0hj5ItMhb4WJ3hJfdwWp13gsRpRd2syVYp/K3rygYDk6O2ztpEXC0BOmxdRMe6MVv/pxmDwDWD34WBEEQBEH4+vES8hvO+aYxTdMYY88kuF7ZpVwiyvN8b29vNBrVdf3gwYNgFdJ4TNgZaHNTy6c9KDs+P8P4/qtDbxMDVm0pCIIgCIIgCC+LF9euFLutA++9MaZpGufsVk6AFyJyaBJe8O5BqmWxG0ccjMFkMmHm4+PjMNosrILHecP9i9H+yevPO6xVr1bYw6/j2nxqDHoRrA2zC059/W2esDJBFHd4emUP0DWcfXW8wSvXHEkQBEEQBOHrZAyiVgxZcmgnGBhjrHMuRIZOXd2Oo696eZUXZWlWVAQvDgNAKVUUxWg0qqrq6Ojo+Pg4y7IwlqGqKlgeaRwMEhEFY8Bt3UXbFjP1Pq03aIdBnzJPgIhiUCdtA9q7bitdwblniq0sckjfsSuu8KkxgKSu4FULEaW+TRAEQRAE4RvFS4gSxQkG7L8m0W0iCk6gLMvj4+Omqnw3abiqKkQkUj31PCyn3qzAtzySdHYBvPDF781vt65aWv4RCoIgCIIgvApcwI7B5uVeD8RIDhwCek/eQ1O7pnGusWxdUMxxghRyKi6xfWEGQCCi8XhcVVXTNFFlbteYiJFDh59lqZ10CwUE711YcPfgY68gACDEdSvIbVyefeg+tLe3d+PGR7dv39ZZFvJF4QiNMVohqZwACZAQFAIRAntA58EiOARm4iiTESC4JgRqtw1g9ZJ/vAJN0wRLkHYmTfM8PQnek+nbCf+uldLyYOb2SIAZfHu1EBmAGZx3YQ+Dlwsf0jry3qTqdUfIAB6WLwO377/8SPrXcCe7r7ewrO2bdJcu9JyV0mNBEARBEMQYXAjIQBykLaP33lrnrPPeA3NoZQrpCje3JQVRyDFwiN8opULLnTONQEboiceBb4DoP5b0bixuiF/CmhacocZAKfXgwYMHDx6QUiHSg4haa+xmm7WauWtFysDAvv0PgXCRI1r+Xwpv346DWLPoHlv9bAjKpz2CtrpzuEKG8/DaYqrel0oLYiMi7z13knubd1x9kCs8Gm646R3Uv7+nnbVsZQiCIAiCIMbg4uEw3CsZvBVyRN0C8toWmUvC/RzL26uWyVMBC4PJXFEXnvW9tNZ5ntd1/fjx46dPn8ZJxkqpYAwIFSVEiR9ZLmMYvnuozlgyBqnKT+eFwWDEGDzPTNHKqg9eTb86uWdUXpgWj3MksH8uEOthlj4Y0q5UEARBEIRvAC+oxiCqQBvqjq0N0vnrQZZlWZYdHBzcv3//+Pg4mIG0L1AYgbzcwJSZz9RUdG0HoWC0ttHuL5i+LUiO5xUZZyYIgiAIgiBETt8x2Cxet5G2MfjunDXG1HVtjAnRl3U/vRwuZ1ilL7cRwW2rnxUv2wVj4tjhFXPWeEvxGiqP79y5c3R46KzNsqwoirCEb61VSmmF0RgQtc2Iki49MYETt1CG78srjVbYewnG4HkHYNYt7af7AAvT020NJbtDIUa11I8IXuyOwfDzg4AMK9NZ4lsEQRAEQRBjcLFSrM3HY1jbDgOP13T3Xy/mBsZgQ9HqdkfV5kNSY9CrhT3DRdSaiG7dunUymwGic240Gjnnwt6IUgqWWxAtr6MzbFKhHA82PbzwWsFXWGu992GbYrMUfh7KOx2S0GtR2o9LDXJEr0iX0q54uv0ydVd8rgybIAiCIAjC19MYXJQwCkvITdOE7YIz6NTEF5zpeBZL0QAAmJoKXi5F3bwdwcyb14+zLEPEW7dulWVJRE1Tj8fjsCLuvU9FcKjHBWg1PYMHjI10eI0raA8tauuw/ZLW9oZ5aqEP0vD02/ZKdPGxseH0tN5RRXuQPn24VwAvZrsAFtUCCKuLs5ORa3hR46gFQRAEQRD+Inhxcwy899aYYAxe8LjiF4Bz7osvvqjrWhF5Y6wxoZlpqD8mBADP7Dp1Grp3+m2k7Ep7FrM6aSXDK3JJOWlItCK6M+jp9CotyUt8SBAEQRCEby4voF3pYhXZdnQjCBYd96My26wSVwrN4be2rHwYatPzCWtjzPHx8eHhoXOeAVApa21YfM7zHBG9Z2aXamLPnnnRMp85dNBPKw1Wn0LYhUiz+71C3rgYf9bmpKd5lLWvM2xGlO4VxAOgrrogbVG10i28iM8kcG8GQltYgBC7EgmCIAiCIIgxeC7ewHtvnYv9iKI6XFaEfiEoTQAAIABJREFUuEK4J+XHG95iGx2chJFWuIL0pc6kp6uqOjo6qsq5Z9Q6y4uRZ0bvlVJZljnnEJhIJ4UFIVDUvhcReu+5HWQGK8eZpefonIv+KvY7ghebzFlZcLyiQengyWmX0t7ghZe13dFVfrSuQEYYCIIgCIIgxuD5qC5Y9M9x1qY5IsQwaxY2LHgPZT1cRP6ENzqH1Bt0f65W2+FAyrI8ODhg55wHrbPJZFKWZSf6yRgDwBoo1BsAhHqHtNA5LQYYTldgRIi7K2nDHwAIa/BKqWHH0mFea1ikseEy9twRx1Fv61+2d4N63gAJY3XE5ot/JsMJK23l8mGkD0B/l2kx4I5jDQJifDJc3K6LIAiCIAjCN9oYRJqmKcuyrmsAGK5wb0ApRUplWdY0TZDCZ2pqdLp1Ofs84KD4o0w/OjqazWaUZVAbY0zTNFmWhW/N5/Nwss5bdCEqRcur7I6ZUsOy6FYEHEuTsywPzU9DpyPoWiEppXobL8NqhLMq7KHoXyG6T9P0ITkWDqyLD1FsWxS+SD8GzrlnH26AZ9ztCdeZPQMAIXrPAJjnefgasW2zK7ZAEARBEAQxBhemvNNYfIyObF6u7qm98CJbar5+o/314m65vIG3eOWlVjyBuq7LsmQGUkorFaRwN6ghaH3PjIONDk7el/vXA5e+CKW8SzMBFoL7WcuO180l6KnolQYp3sd4YLHAIH1mrC5Idy1ODRENDixeDd7g2aBrcbvRQqzrBAWpP5FUkSAIgiAIYgwu0hVwDMAMClK3F17rOopuVWfcCcGlGoNnlnzx1ay1YTcjyzKts9A2NGrfeNTdofJC5nYPI/KS/G39wOIQg6uKbYjOoVlX/uDQA/Q08dJ2Cq5wBcMblFYep4OfCXu3oF91cCEqPBZxrHgcpO2QIAiCIAjCczMGp+tyhDDazFrrrA2NaKI6jNH5LV1BbwbZtjmZjU/utO8p9mbD6Vtj6qoqRqMsy7XWQcfHcwyFxd2ZchyoHBVyslfQ6u84cSvxHsa5djLA5oX2lUUaK889fYWVXyyH7JnBw6CSGJK9gnCjI+FnVQesmjN9sWvzDIyi/QVBEARBEF6KMdiSGI4Po7ielwl5WTADMyIqRTE3FY/WOYdI0cussi14qqmx1jrnn9Phb5nLX7mxsM7FrTyV2J/0As2AIAiCIAiC8JdhDJjZs2+NgXNpf31mJjpdkrbtPQeNbrY+AuCFXj2ftVisag83K8Kaf1gUD64gbckadgyIAFH16hMGB9NVGy++y3GDxXV7BcP4zYZ9g3iEQ+m/cmgxDAYgJMXHS+/T61KaKv70NqVVECFhlA4/jhYxzR09++cN0iLuV2uAmiAIgiAIwtfaGJwyOgCYud0xcHYxwaDLn5yhgUxP5EW5eaox2OY4T3EGqwTrQv4qpfM8lBY4540xcWMkPkepKJIXuj/GiqIrWH7lpRHCUTr3vMGWBz8sHkiNQa8oAgZRouWSB0hDRGlAaEMpSBofSo3Bsw+YW+kkV31KWXJGgiAIgiAIz9EYnKrSglY2xsR1dOjC92EJecvXSRvy9OTsKcq4KyHoDQe4ECXKzGGvABFDfXA4zuANOlegtNaqMwdxnT0K9HSucGcGXDxl7z0mIwuGOwbBaG0wM3EfILUHZyrV6AWe4o/4jvTrXt+k3lFRR++Un/Ve8OpUluwYCIIgCIIgvBLGIOjF2KsUBrPDvjb0XEqoxI1qPpCoYb9RhHPinTwzI6qop88noJ9rC854qPEuQzLwIbwjEfUDSWtsjCAIgiAIgvA1NAbppF5mBkAiitH5M60TnzNz0i0kPz8fkiRqIJxg6oIG2wUwjPtDsmXQ6/sZXlzrjJB60wBgVdvQDTagNwrtorxQPE7XNU6C5Z2B7sQRgeIxpxfh3PXoZ7JqgiAIgiAIwjMZAx6WAfBAe60Xm57BOW+M61p2YpcAx/DX7aQ9M3sEbN87EdHJAeGKQ+TFCSyfCG+ubujpyXQO2tKbdAkl5xy287cW076CYg+WgCgqdRheMA7uJcSMAJnZO++d51CN3CXyt68r2CCIV35rcy9XCDPafBwM1oazFhUFiZtpT689VoyXKJwcdh4tLVpIeozy8JPG6Q3pDYjrDWbm8BgD92ZIDz/TW5S8J58z+U0hCIIgCIIYA+DVoRdKtXErFqNmTUZJOeerys3njfekdEFE1nnvGQB1Vmy7es0OfCs3e7pOYSsO01dqKwpavc0rlV2v6gAxUZfL5wiAAKr7ihAUtn/1cdpASA0lM54tIhJprVWWqVBk2z0fiRBApTsDznlEVFoRETjnfNM0zjmnFGmdZ1kW8zlxPT6VsBsqsM+6ZL7h+d65kA1q7Q8zO8/Og+dQ1kuAPpT4IigkhRR+yrtF0fmi7BjbDYTuSg58V2IK+nssA/cSrIUHD51LWbJu/fuY+MXBCORu+8LJRDRBEARBEMQYnBnmpVVfaNfOF7I1JGJ66nPL9e9kKPBAESYPrXil5d2FU98nvMJgrwCgW/butQNiwLABEk8qnmwnMbuhv0n7nZVzx+ITukxOVP+4Of9z1izWhm9t2EnoFxAnP7LAJxPoeNFfCfp7I+2OSlt03fsYJBGp3jS0dTPaoDNnEPdrNtzj/tYErrYZGz5UgiAIgiAIYgzOJDrTjjexUU+vl+WGgoGlV+Pn3mVyGMTf/qxTuZ+2TkrLjtcMLug3C2IOg8za+oTYumeoznvjn0/1Blv1HVq+HembDo0cr2ebd0lbr668F2fa6IiDGnofrXMUGEgNtCAIgiAIYgzOoin72ZzFwLJOXVEbJ+oGfkW53HvBdSvoS/LutDzHBjF3pk7/W0rJoTiGZCE8VhekzYjSw0hjP/HxYADaaQ/OQTcarFdqvFm4P4sx2ObEw0FGCd4rkh5OmUh1f1pwnNqM4Zy17Q+v98np3YtzfBiWjwdjbyiQCmZBEARBEMQYbM+65X/nXDAGX/tLOZzhNXQFm4nXKvQySqehvYIr2es2CnozCmD9xOiowtMerCvDS+fze4IgCIIgCMKLNga8etAshO2CMAn4TNruWaIgZ43ZpMezegGeQxHziqKIdDJx2qkztijdkCMauoKYuUr19MrKhN4JbjvobeOlGKr55a8ZB1PY0qnM6fVJB7H1TmTlB6YrOcAtLUE64W74gXmWLqVtc1VC8R6CIAiCIIgxOF3096JEiLjiKZ1qtNYOdwziUvFQKT57OvxMRQIrf3ZwYLhynu66eD0Raa2DMdg8Viyq4d6+Snp90hdfaXgupFv/0PMMjAGkPUDXVRT05jHzcjHxVp+uwasNk1Q9F9c7nnNfjV66SWYgCIIgCIIgxuA8iqoXHI9zzUI1be+70GXot2u3z7B1FUHvNc9RY3CqIlwZbQ/bBeHsVAJ0y+GwpoY4fJHuq/SmmPVKMmBVjcH5pP82J7iU8OHFiIZeUUG6s5GWRgwX8lduC6Q/u+5WrvMVK43K8DOw/bkvlxmA2ANBEARBEMQYPCthuyD22Fkpv74GV3DQopS01lmWZVlGRCsl79D/GGOMMctzghfCd3vp/7zP9ByfgQ1prnMc8LA8fehSBEEQBEEQhJdvDKIC9suklaa9XjRDnddXgXjmbqXDUtcti1lXbxcwM/BwHX3paHkx6SDOLiCidCcBBpUM8RWCgwq7DdEYxHqD4fr6cJ9ks9E6U7vSdW+a3qOVQjw+EjdJhiUTw697QakNGz6xhCOdC5Eag2eOAC19NuMtlV8TgiAIgiCIMVijKZMag6j/esnsoN6apqnrOvTfhOUA+ql6PZkj5k/VuFErn6/9USq10xridQp1GF+JJz5sRtSrWAi6P6at4qZKulHQU+dbbrCcI0M1dEc9Y5YGunC7V0jfOuyZxHDRsBwZlnNowxcJ9yIcybB5UfzuVncZYuPRdOhxOEcGACRojRlgGKDceRv5RSEIgiAIghiD7fDeEbXzfZ1zSmmlFDOXZTmfz8NaeK9nPyTrykMzkD7TOhPG6m4WxMNE/jYOZOWyd3/JvFuiHoZ8grgHACRi78MuQSw7jlZhWBobjs17H7xTiB6lOwm9fZWebVh3zOvE+jaky/CrrifH2RSwpmKh963oB+IAhN6P9Pog9ezBcEjCeDwOFzN1C73bff6IGgMihnsHiMw+GloGcQaCIAiCIIgx2F5WLXfVDEN8rbXnznWEVwAAaw0Dr5sJsO1q8fMfBRDrbjc8IbFSPlZffD3KLVam/4ebSMNLMTRvaQdY+ScqCIIgCILwl2cMfLdkDgDOuTDEd52225Boj+vEnTp0gO1wAEiSJ73mnivX/nsxnqEGXRdJT4eLnaqGeyGi2Iyop33TrRLXAQBpXUHv3c/UUedilT1s0QgIBjsnsGqjZjh2YOXA47QsIdIbgrauR+oFVR53kafeJwGkzEAQBEEQBDEGZ1GTaWTcWlvXddeCk7b82Sg0g6NoNSIwbSxTXtkAFFaVIA/V6vDxLc962DWfiEIiKBgDSIb7xpw9dDshxpi4naK1To3BysN4YS13hgv/8cu2uGTVuffKLVb6rpAC2mAMeq4jtQS9zaLerX/G7SAOfzAgQi8qJpXHgiAIgiCIMTirlFzqrB+2C6qqCsYAUZ0q61NFGBbUFwKRMG3iubIlzuYmOb0i154ZGD7er3zYwh6EeHqWZUHlr4u/Q1fcHHJWQfX2WpSuXEd/kaweE9aNfx7uFazc/Ol5hnDiaZSoV4gMy2XfkXQTJmywrCwm2drdYWsClrpJxZfClbUc4g4EQRAEQRBjsC09be2cq+u6qqpYvrkNaXwoXXtWmkLzz6Ecf3WINccbagyiPu61cI0de772n7bNHaWCG4x13sEPbK66vnBki0AQBEEQBDEGF2MMgmQPOaKyLL33ccF9qH3jj4T+POuGHijqd5s5U1/OdRZiuEvQS/4sVu556adWTvNNVexwPyQ+GFJSwS/1XMGwQdOWJ3JRovaULZeup2fPng1DRGknot4V27wNku6fxEEQ4dLFHaSVl/fMH1dAwGTTIPzBgAixSGZpMp24BUEQBEEQxBhsqSYRlwSxtTZ04WRmBL1ZV6WlxulIr0XABtduEQxLhHueYeWsLjit6qD//PWtTmN//XS7II2np5Yg1hyHwEyqfV+dHYP1NQYrLAGsqi6IY9pWWqkNgj5ekGixeuXIGwzS1levHyVa94kSBEEQBEEQY3AeKakUQZIRN8bUdd00jdY6Fh6v01tBK/fKUlPR3Jia2adZ/HXVxuuk3gYFnO5OrBydG3YMNovF/5+9O11y5MryxH6We90dS2yZZLLIrqmaGn3RM43ZfNBbyUymB5KZ9AAam5ZJ3V0bk8mMFfDl3nP04To8PBCIJVcmM/+/ziKRCATgDqBp5+93OfNgMC9h59OKpv1bpwkz0zk+Wdp+5nlTzxxjoUNdI/YGT+ihbtaHnmR6Q+ZjBc859w9ueLx/CsTsNus4gV2JAAAAAMHg/UyXxkMIzOzPePB8HepeAMg5m+W9XsIfsVz+KM9zsMfCQ2/LPPz4V9RWdz4BbK/B8/SA+4uSH6/py1Pt7YgKAAAAAL9BMGAfqzE/vOsoE3FKiVlFgrvfbLabbdf1iTU6K/l4vfWhne+nLrbzLWjK1kZ93w/DkPNATPMpN3vTV55R9/OBqSMlioz/J27kTl42xSFx8t1583SQ08XsaamAu4cQqqqaWh3vXR0vAwJlc9LS6bnkgSlITCMVH/dzPTTx5sHdleY3nHyaZ+PkTrb3sGnq1zQtal7f782Mms+qMidyZhEej+p20QLLLhDy7gHE7kTOvlvg4E7u7P7kJ+53T3Y8hXGVBDkx7bKqm1s5RiJzcxGu68rJzIjJRJmZzPP0VQAAAAD4poOB3C0e92pJZibiYRhCDCLBzbbbfrvth2Si0UmmEm1vQ9IpGMwXFahqmZNTSs++79u2FeUQ9H65eTjGHK4aDy11pdsxCubpyj0zCfFYRe7V2VM7ghIJyvHHGEsweKRAL/u3zhfm3m9n9lmmtvPDqWD6622/gnntvtutlPY+xId2gL0XS8ZnZypree88+f15YtN349AmVHw33B1YAzLdU85kFnvKL/PupX3+R4SrOpbsw0xlgpz7PB0BAAAAfMPB4Olic1avzxfXzsrvO4Xy/VJvPjG9lNFlOj6VKTpCj+wB+pm962ap8/ADz/wiPf5VuXsbbywAAADAlxIMdle73XcF/VAuqE8XwsuV5WmUYK9KLteJS8Pgsm9paQw8XY9nIVU5OIn/WRfadyMB77TJ6f0Xmtf601nM88ydt2M3rSjvPOeZf+PMc/tmTaX5YwHpOdlpPt2rjMzcD1fzXUrp7ojE3qICeWBo5dCIwf4qlN0944QivnsizCyzXhkAAAAACAYPloBOd7Z4nG6X6doHRwx4LKN9Hgzub205TSKarzEtjxmnlwiJ8BQMDvYfeL9A8/y6fP7gveUN9ztwzefDlLC015nhC9wQczdxaH8jz8e3K31odcQjU4weun8++2geve4/7PnBYPrb3RMZP7350U7h5M6J306dwn8oAAAAAMHgKWbObGOBfneffhp3oCdzemSs4LZfAd0+bB4YmJ2F55eT9yr1Z9TZjy1afU6ZfjAYTD16781vuS1wSzDY61cw34LpC/xOzC72H15ocb+v2XPexoMd3Pb2L5o3tdh78PQO3n0qf9fZROOXcDfHbdaibn9UCoEAAAAAEAzeNRvY/LaZz/6azch8v8yaNueZWuTOrxOXn85KRv8y95F/5PL/vMCdj5B83V+m95igtTdH66EAOX4TPuXMKxHFVCIAAABAMHjM41OJShU3VVS3IwbuxJyzuRPx/hT8ae5QKfumi+vTxP35ZXgnO3hV+F3aWh1qW/Yu5nOBpmp1vmH/XlKa72e6VwTzgcveX4RxiIDn98x+5AdGDObv594bMj+78evBPP+spvg3PfL+NkfTN0RE+N4Hd7B99f79801yicrYUfk67R3hbp/c8TsHAAAAgGDwPnaLjMtUolRGDfhuxbbXwmxeEe7dmDe+LdljXqnd37iG3mU6EB06qudEo/mMl/ut1vbmGpUOx2XN8d5GnAdP/AuLBw/+df6272WehxZR3G5aNXu2+Zz+gx2O9+Zcvcsx3y563lsGPYs5zkTM4nvBZr7GgB5dfA0AAACAYHAwEpQKr2woVGpiJ2KRUtdN4wlTqTev+yfTw6bJRbMy1OZV9f1uBo+PG8ijleVzqnMzm48M3C9Yp95eU/Ovsub4/g79X3IqeM6b+dBj5nlv72TLX7PtjzBMn/jUFGIvNc0HAXz2Oc4+d3poIQQd2B+JiXd33m2vUb6lIjJrcQAAAACAYPBe2cD9NhiUFr/jD2f13/2N6udl4uNV6fNHBr6Ewnq+fPZbWF3wnC/J3rDPPODdz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swSYhWruqrrqoraNLJc3j/0u7OL7rVm241dEBGRPWOhAdxZV4A1BgAAAACPBYNH6qSDP5rf+T7TtZ+qy55+zme8Jsu06rS84mx3UHaZzdSxbG7J3JhIQ4gxVEGbugrMKhREgoqKjK3OiJjYhWuuhYWEjJicUtYhhhhD04ch2zb24tal3LZdHvqu64aU3VlYJKiGEJfL+uS0rquqqmOMKlqOdT6HaG9jpXGXVCJmlnE59QcVuN9CffyuraABAAAAvqFgsLdPyzvV5c/50Wcov0r1/EgtyDs0NR8299l1eGZXLn3MsqVkaWC3qFovmvWyWS2aZV2VxcdMRk7szm6l9QG7EZPWFRF5WXtMFJSrGJqmJicnMfMuvWrb7vL65vzi8teLt5eXN9fX19dt1/ddypliXR2fnJ6dvTg7Ozo6buqFlK7IzKWfmpuTG5GUE5lOwp1UVVn4/hLlD39jmT9Rcpieef4Se22h3yciIv8AAAAAvHcw+BZOMufkTuwuIjFGVjWzNAxEJCIiYt3Vpt22bZuHFGM8Wi9PT85O1sdNFYIwk5eBBiEKTEQkQsI6rUMgIhUadyIyJ6JslN3VnYjMiVTrOjZVVdfVsqlPjlbXm5vLy+vLy8uLi8ubzWYzpOuL86Hdbi7Oj46OT07Ojo+Pl8tlDJGIkhl5WYds7lySTpnLVJY4D5aJDZvrAAAAAACCwZzf+be7W2aWEJSZcxqcnIhV2N1S6oeu3Z7/YmlQ1aaq16vF6fHRydF6tWyiipCTGVlmImUOIiKszDI2ERj7mpWNS83JzJzcjLKNV/StdEgTUeaovKzD6fGq609vbjYXFxdvfn17eXn55vL656tNaturvu82m+319fXF0Xq9Xq7Wq9W6WSyYNZuVmGFmZi6ioiwsZnlImdz0XjLAxjsAAAAA8M7BYJpp8/vc1t3v3pwv13UiF3ZVZuIh55wzubvIkPp2225urtLlRVPH9XL54sXZ0fHRarGoqxjc1ElFNChlF2EVDqJBRZmESEpfYy8DCmVwwM3F3c28BAMzsvIodhIPIh4rIjGn4+XiaNmsF/XV8Wr564Xr+Xa7bdu2v7kZttvri4tFs1gfH7/8/tXLly+ruhFiFmF3d8s5OxEba7jX9PneJv3IBgAAAADwDsFgHg/GAnu2c8uD9fhTReezYsbHmDp+9/l8lg1cyuT/nEQkKgtR1/XbTXdzc7PdbPque1Hrd6fHr77//odXrxZNw+TD0Keu1RC0quoqStAgrCpBNChrmdHvTkTuZu5GNvYtMHcnYxO27O7sVgYQsmlZ2kAurKqiTah0uajk7Gi1Pjqp16dvf/3117fnl1eXm822vb66Fr28vBi63obh+Ox0sVzVdS0iRJRSTnlwMvMgoizMJOWdvr/fzjOT3ocHwk+9QgAJBwAAAODzBYPfM797+7Z1sTLlnIY0cBVijG7UtZuff/55GIY6xB++f/E///Gn09WqqmIdVCwzeS3cNHUdQwwxBg2qIqTMKqJMwkROZlaWFJRVwuNLsjuN/Y5l16FMmEIQc8vmObvnZMndjc0b1WpZV1WzXJ/9va6jcGRqQuyHvh9SSsOb13+/ujp/8fL7H/7wh/XxSbNcimqsAqVERNnzmKxQMwMAAADAJwoGv585RUa3ow52e/xkPLYvtqDMLER2dXlxdXl5cXmZhu54ffTdy5c//vDqp9OTOii5kWUyK9OHYghRNaiqiKoIU1lawETi5O7sTmbkxuQsMnvTXJhImM1dyH3MCUYsLEqeybKZk6s4CTuFWMVQx9x3nFOtenV9c725ubrZbNp26Ps253MWYmq7/uTsdLlea6yIo7mXwQqaXh7ziAAAAADgYwWDd80DH2E20YcFkLJt6PySOe/2/C9zipwoqIjIdrv55fXri/O3KaWXL8/++Md/+enHP7w8PW2GTiyTG5ELswpH1RhCEBZmIVIfuyCz72b0+6wTwniKt10HmFmEmGXcVtTc3YWc2UVYiHWc6sPl/cvERnp2tFb3pornzaW+FTN3M2EmkdR3b3553fd9spTJj45PNER2cstGzuQ+2690Lxt8tI/pg78JH/4qyDkAAAAAny8Y/D75w/c4M5H70HWX5xfnv74Zhv74+Pgv//kvf/7zfzo9ORW39vyNutVVVcdKtbQvYzIjYhIiFjInJuexy3LpNyxEVFod7zYnIiIR8XHtwYicnCylTF62PSVhilFLJrAiG+W8apoYQtPUMcSUUuoHMqvrhoNu2vZqczOkNOSczEjk+PiYNQiJWcb3GAAAAAA+cjCYLniPNfXv5QLtdLF8/Eu5wD9OMRLVy/Pz1z//8/Li/Pj4+Mcf/8sf//jHly9exBA2Nzee01GsIrkIl71NiUlEg7CKBFEWzmng0kWNRWhc6Csi5ZYxdWy3SWB3zd7dyY2cvXRLyCnnbGbEVCY2eempNgyWM3sQDYuqEmJyYuG6bt6cv/314uJ6s7Wcg2q73SZzY451FauqXixYhMcdUw8sOMb1dQAAAAB4z2DwPnmAHy3VP0MoMGcad1k1NyInduXSZsAsp+vLm4u3vw7bm+Om/suPP/z5T3/8/uVLMhu2N5SyigQyLRGCXMZ/upCLcPlDKjzmppIOyt+k5A9i0t0mqWWJgzA7kbmXMOHkLMSu7GTEvpuG5EZELKLRmXP2lJy4YddlFXitlIi6NGzMeuJMyY1kSN3lxbmGUNWLE9G6aZiUmKbhCKbZugJ/1w+En5O+6ON94PNvGmIMAAAAwG8ZDJ6c831w9GC6k/kZBeEHr2F+4iCNiIiVfZy/YyIkSp4956FvN29/+Wca+rOj5R++++4vf/zpu5OjmmxzcyX9ULE0dUWWiElYlUXLQAB52eeUx8v9ce+Adi87rjbWMkpQwgCR7fYjKqnAidxciFmUicfpQ+5mziwhiJJHy93Qm7uIVCFIE/Kq6ru63dYkWTfEbRfq5uqm7drNmze/rI6Oq3oRtRYJTsT+4ROK+KmP6olkMO3M9ORH+d4Z4JMtiEfXaAAAAPjmg8HXcRpcjJfgx6W9KaftZru5vnTys7Ozn169+pdXr9Z1nVO+6XsRWSwaJWb3MrdnfI4HCtC9e95vifY012g+72hSxhnKw0W4qqrFcrlarRJRMh+clLhPnr3Pebi6vFytjuqqaRbBnATfZQAAAAD4xoOBCPNYqbOqEjmTpyF1Xddt23bbnqzXP7764V9+/PG7F2fedaltc85VjFUI7J6HQVhFWFXLyuPJFBX2YgPtd4KzcqGcmUsDMmY2s3keKKsOypMcvF7OzKpafsGYVLWp66PVqk+DiSSnRDI4m3E23rTd5eVFs1g1zTJWTZlAhKveAAAAAPBNB4NSsLs5M6mwO6WUuq4b+s4sVyF8/9333718uVouVSQziTCPnQnGK/eioipTKuCHHQwG046pJZwQkZExCzMZmRMxC4m7k7uNj3B3321l5GXekgsrmeVySKJVFde87HMezAfzRLztUqq9Sbkfhna7ubq4WK3Wq/U6hqq8B1NUuXfjOfzDHoAVAgAAAADfcjB4xpSaT90oTUTMspuzUBTJ2XJO7XZjqQ9Bj1dnP7z64Wi9crP25lrcVEVFxd1ydjciKqmgKAFA7qKyRemsUcC0C9D4o902pmVdMht5WZls5OTlNhGZsREbcVkPYbcZgWyXE7JlMmehEGMtslrmdkh9tmQ2pJsYtK6rRcr99Wazub68vDg9PQ3rwKJPfQpPVf32YaX/uDsShi0AAAAAvs1g8KXwbEOQcjqehr5r26hyvFr/4YdXx8fHkWnotimlOqjGKMqUxin+IYQ4NjgWFZ2NDrAQ8zNLXZ6mM91moRIwyqDE3gyi+WIDZjYidmeiMgGpPESJXDXG2NTVcqiHIV/xJrA0VS0cusFSTjc319fX16vVikjxbQYAAACAbzwYjJvhmFlKlFPKOSvzomlOjo9fnp0pkZuFMhpA7tmye2DSMG5DFFTKWIGq0mxFgYgIC9+LBjz755gDxh1M75ianZVdiOb7O+31ixAmVnF3EVFX53E1tDgFkaaqhiZ3Q65i6LORaIj1UZ+ut20aus3NdRrOqhiIcbUeAAAAAH6jYFDK2yce82EF65NbW5bpQCLibkOf8tC7+aJZHK+Pjtbruq5y36l7kKDqnDO5k7kECRqCiDCXRcfzYDCPBwePf2+9gbJOWw3NH3DwGcZNVc2mtcgsTCw5Z5YyJUhIxs1PSzBI2bZd39T1kE0yuYT1apFyHtza7bbvu6apVcOHfBDO/iHLBMZ5RPz+nyMAAAAA/I6DwZfA3IU5BB363HVdHnoVPjo+Pj05XjaLPAyejYWVWUu74jJcoBpURER3KwrmewqVZ55vTHQ/DMxqYh9XMpub23yTonkwmCrjvY1K3Z2I2dXMZMwn7EQpZyYLwiUY1CGuF4uUMg3ZiBd13da990Pqu75vU1qWVFOe8t6NZ0WwD34AAAAAACAY/IaciElVBqKh7/LQx6Y5PlodrVcxSHuzOV6txG3oukR5UVVVjFUQLq2K3Yj1kZGBvSRwMBswkRCNnYdn9TOPP2JiZhlXG5eVx6UF8mzxMTvN5i+pGrmbJSIhrmKIQ4rKi0W97boh5z5bCFLFkCyRD6nvchqorj4sGAAAAAAAgsEjVfehGSA+q4Hl8Qkq99p4PVRzvzdmEinLfE2YQ1UdrdeLulYWJQ5VJe5CxKrCrCxCRO48Lg5mEeHd2l8yL/mAZVp8zLzbcWjsg0a37Q3Kq7s7U6ZxQpD4oVZo85lF09qD2VvE7qyqNO46akykIkHEybLlKLysm7YfFnXtxJVRm6zrB7PszKnvLKdpffP8/TSz+3c++EYKP/KhP+u74e/62fHzv3XvdDzz8ZnHH+zuSFAAAAAAv48RgyeKWh6rcyIPqnUV1+t1FWJZNdxUFZkxUVBVUZ1m9TCJiIjKONFnrBJLzS/jgmKeDwuUkHB/7YGTTbuXzlcY369B578rY0IpGxaRGasKMZnn0uJAmIOouZe11E1VVaJNjE4cnbwd6hhSCtkppyHn9IFBq5zbI9X53Z5u/gk/0A9OCL/V0wIAAAAgGPzGzMzdiDzG0NR10zQxxqAizFKGFIiVSYlk2ouUSYiFiZWUVO5W/PM2Z+9XeO7dni9U2GuoTETmZd1uZidxdi5DMV6OWYkykTJXKpVqypZzVvIgHFQpW05DTkPZ6rS8znQ1XKRMdCpLtB+vhr+JTY0OBjYAAAAA+EqCQdnkh4jqul6vVuvlahGVydS9TAdSIiESJmFSLgMCxFJmC7GyCMtevT75WOXjtMlpGQ1wurOhk/MssjjxuHSChMZsoERVFeth6HOWnEUoBq2Cmlke+jQMZpmZmKU83+3r3kYF1MEAAAAA8PUGAxZxy5aziiwWi9VqtWzqKEyW2ExZuFx3LxfgmYWdeRo6YLntV3BnJcBsKQGPV/0fmANz/y6n2UX7csPnlTrvzTsqwxdOQu62W6PgxF7CDJG4CVnUUIUQdVAmFa6iZgvJctv3OSezPHVuPrRxKj0VcGzvDB4NEgcfwF/4sAOGCwAAAAAeDAb8ibti8afvusVMTsRMdahWy+V6tVo0NZt5ciYWZiYRcpEyaMC7BcV3lgrwoSpyXvnO5xWN9e9UWd4rN+d1+XTPdP/kzgIGIfbZi5Tl0UTs46oIcg8iUTWqBKYgXIVg5EPOXd+Z5ZxvgwEzT02U5wcASAgAAAAAh4PB13EazCSqzWJxtF6vVqtYRe/7aX49u8s4lWjcX0juRYGHqsOPEmymnDBFgkeTFJe10XeuvzuRuRCpcBARliDuIsZUxUGFyT3nfP+MPuJUKAAAAABAMPgdpIIY49npydnZ2dFyGdy6nMmNnNhT2Z6Ix42GdluQ8rQPD+ecne5sKjp1OntyCfLtjJ2Hf0SHRhLunMJ8UXL5Q85lEhEZm5MbUVbWwBJUQ9REZE5BPIQQYzDPfd9XVRVjvL990LN3LP36YawAAAAA4HAw+OBi8enSip9qdPDhpV4IulwsTs/Ozs7OllWV2taGwcyczbKrjBFgLLzpTgdiJ3NjI96rp/d6me3tJvT4ke+NDBwOA3vtDnZLD3YTmJzdywwiJt/1UCMVUdGgquY5mzCJSFQ1877vU0p7Rw6f7osHAAAA8FUFg6/gHMxMJDRNc3p6enp6WolszHIbkmSTlMyIRcauAWMNvhdszH2a318e+OkK0PtVO3MZErDZITnNm26NbQ3EmURFVYOq5szmTsbkQbU167puGAYzux9p8EV/4gNCRgAAAIBvnnwF5+DmRFRX1Xq1OjpaL5bLGKNI6WhMZPYFHvNTk5T2jnkMBmWOURklmI9aiAi5D8OQc7bZ+X5QKwYAAAAA+JaET7S3/cEGwO9f+j/xJMIUVerT0++Ojk5tGNp606zSTcrJWw6RlJ3Z2JnMyZlcyIXYiY3cnTSxuDCziLIZMY/9DVRFmFnYuOxDROzl9IiIy1+YyCkTkzuVuT9EbuQ+zl8SLjuF+m4SkpORWTIz3+2CSqzEldGQ3VPOlolo7NmWRFLQRJ6IBvekYjGKESUbutwnGrKw1mSWzDfbdrU+jlGJJZsHDUxKRlxmN1HpcebO43iEj2fkRM4u8uj7/LyP0t/rR/cf4I/e+dAD6PH9Ug/O78KcIgAAAAAiCh933/l5f993/ZUPqEeVWUXjcrFaLFZJuljVVT1sVMvldOLSS7iUxUbuzu7ETuJuRESmu71Bfawsyw2fdgby23/PSlC+rUxLbih1d9lUaLfid5ckxhXGXlY5jMdURgOI3Mwsm5l5ucvJiYxLjmES8UBkzsTiJMFYy/qQEj2I2M1sSKk8Azm7kYs4ie/OhUiId28Cl2BguwOf/v3gR3P/g3insYjnl9+o1AEAAAB+i2Dw+yeFaogxVpWQV1WVYiyb+puTkxDZvOp1p1KBl47DRuMCX6KxcYARC7uz22661a52plmx77tfKP/jXTSw+dVocxIiFr69xM1kLCTMbkRO7maW0uCeyUzIaezM4OzmZOwmQoGFmIw8ug8qofwRzsJEJOTk7m67P0Tk5OZe6mzhsnMp0Z14w7eR5wvx+XcNwlQrAAAAgK8kGJAwB5WgWsWqqoypXjSp70OMwnJ3tv40walcMTcnZuY8/YzHG0KUp9/g2zAwHzbwWWldJhHNswpPv8Fc7iEicnPLNF7TJ9utMTZyJiMiJndPnnO2XEYQyIzIlUiEmd2ZjaQ2qQPXQfugbuZEUSWY3w5blAYO5fCciGw3aLH/duDiPAAAAAB8LcGgXO1nLqMGKlw3zdC2IUYJSv3dAt/Zx6k65E5sROy7ZyCX3RPKNPtn9yO+Ey1uX5ydnIS5TCHyaTIS8TjWUDYhZXIbL+mXpsdOZMJuZOTEXFfBzFKywcgsWxqyZTN38jJjyNzL5CdhFyZhUvbAntiMqAraiIiwjrOIWIi0DE6QM0kZUOCyAoLHpRDzqVC7g/8tHZz3/xGPar705eMugwEAAABAMPj0Zf9TMz3MPdu43JdVRThUVayqECOrskyX+nla7DtO69kV+75X/c/+6lMH4t1j92vZsaeyGpuZlcKfiFhExvlFZUUBZfecbVfrc5m0ZGQ5k4gpExGJsAgJ07jamcdWBj4W7mU0w4VJyx8iIWeiqNpocHchE89uzG7ixsTljRmjwCwP3DZ0oC9rLs1nmE20/6XCZCIAAABAMPgKziG5J7NsltyciTWEWIUYNQTRQCKl/qay5JhKuU1SFgeUoQNxFydmFy9rio1dZHe/OJctiA6EgpIreNy0aN7XbMogPs5Pcqfkns2IiIVLsW7EiYjNzAYnKl0IQlBmZs2cU8rZci4rpsvLCbEyqYgyK5MwOVEUNpKcM3l2S2wsnsdtTs1ZSi/lcdMkYfdxl9dZTfwljRg8khA++pIArDEAAAAA+EqCAREZeXLLZplIS62npXKWEgPK5XaaL77lOwW+31uI67P76eB0/FkDspyHfLv9qIaooiGEQHzbkiDT4NkGz5YzcSbmnPOQUkrJhpZTVxZRB1UNMQZiM0pD6rohZWbWGIVISNjcWGOyEIMG1aRmRu5kgw0pDwNpEFElCmREnt3Ex7XSRqXPGybPAAAAAMDvMBg8dU13nLFj5OZmRKWFQPnjTtnMPbsZu43rCMapQcxMIuRW9gZ1Zipz+kWYdnsVOZEyj0MGPmWBWYgwz9mzlbuYhYmFiLLlMpQxpNQPQ9v3bd92fZ/Nyt6lOed+GIY0+NCrDcKiQauqbpq6ipGYB5feuM/OJJHVicw5k2filGlI1g+p74dsNnhKznlINPRSVVE1BFERHzdGtTIZaeyi7GUjVrJxkQH7naDz2/vss4kwaAAAAAAIBr9/LMI6NSvwcQ0w8/iHyLOZm47b++y6DgizEQvTWDL77eKDcV1AWZfsRM5aQgbfFqnzzU9paniwWwyQkhGlnNqua/t+07ZX19dt33V91w3J2TUEESWiIaUhDZRzxU5EqlpV3WKxWCwWGoO7d9nbROye1c3J3FPO3ZC2bX/Tdtfb9uZmm3N2EWfJOVMelKxSFlIRNTPOVFqumROV5dZjKtoNnTywfOJLSwgfPQ9gEhEAAADAc4PBh5dlz3mGD6zPREVUSdSd7HaGvxu5E2UnMidzMytjBWNjMXMSZ2NiVnKye8FgrJWNnEjGJ506AbDfzi5yYgrKma1MZ8o2DEPbd5vt9vLq6mpzc3l19frt277v+5SymwStm0VdNyFGJ08pBeZFDDlnIpfQ192w6lOsaxbJ2brBPJkMnonNLOfc9sPF1eb88vri8vr6ZmM5V1WsqsrN2FMQakKIGoU5ZRMzJ07ZBjcyImEqM5nKMMjuE5pPtfrURfPBb8Uzv2w+Dnw81LeYP+6XEwAAAADB4IMKPv9cJSYRiYiqqmq73bbbLq6W9WJ5/uZXy07Efd9TzuImZXOe8WA8O7m5akkWJFwK5ZIdxhtU1iybsWcpPQa8NFNmFVVVJ8/Zcs7Jc845mw05d313s9ncbLc32+3l1dX5xfnl9XXXp+Rm5MZkQ77a9rHaLhZNs1i4e6iren1sZkNOw5DaTf/2pisZoM855VxChaoyixOllLdt27XtkBKRVnVN1ud+e7Q+UrJF1D98/+K7F991Xdd3vRk1i+X5+eXff/757z+/Xp2ckLAZqUSjKRPwbzJg8PnbmT10IPhvAQAAACAYfOnGiv1hOdtuhx1iZhHlUJYfaxWrWNWeEuXkOQ05Zxs3+mQRVWZiY7ZdgZw9ExExCfOYEJiFOauVe8o1dRX1wOzi7pYt59y7E3Nya7vu7fn5xdXltm2TeTYPVV0tcpe3qe+GnJxINISqapbLxWoVYtV17fn1zS+/ng8pdX3fdUNKQ5nDZGZDSt0wmDkzaQghBBFl5pyzuzNLCEFjaDSerOJPf/hxtVqdnpydHq0qlS4NnoagoQ5ytGq2R6vrq+ugMhAZkRCX8YIy7PFQMsB+/wAAAAAIBr8PbqWBgI0z/ZmFWUREVYfFfeMAACAASURBVFRFAxMn82RD7gd2EybVsgMQi7Awb7okuykqzMwsKiwsKlL+WcUoLKUlghCZuBmVEGE5D5ZbzyGGIdumbS+urq43m2SmIajEyFQTJxcXFUtEHOqqbhbNogmx6nO63rRvz99eXlwOw9D1/dCnnDNrYFV3Sim3XUtMqiGoVlUVY6zqKgYNcaQiJ4vwL98f/0//5S/r1SpqZPd+c729vuz7oYr1oBI1nh0fD0O66jpL2W43VyUn2nV7OPT2znqBAQAAAACCwZdLWITIs6W+H4bBci4dh82sH4a2bQNJGlLb9kPbEhkzCbO75zTkNFjO27cXZFYGGWIIVVXVVd1UVV3XMcQYQjIPuzAhROZsni07EeWc+zzc5DbkehjSddu2aYhNs6prjdX5xfnF2+u2649OTldHx1rFUNWk0rbtdtuev3l7fnnxyy+/uPvR0VGzoCblfkjDMGR3IzZzDtlFtu3m5vomhtBkWxDHuqrrZrlcNHUdQySidcPHq9Wrly8WzSIPw+Zm021vctdSyiSS+7ZZxpOjlSi3f/t7l1yI03wEgJkwIAAAAADwLQeDL39+yJNHmIaUh0TuIkElqIgQqcSmWR4dnaSu31xdt+2m7bubm2vyskWnDyn1XTsMQx6G9vKKzIUlhBCr2FT1YrFYNosmWVNZFa1NFmOMIYQQAouICZOwOXlZYECq19vtMPQk9PLVq77vf317/re//+vF1U1V1xrCP/75DxLVqtIQs+WbzTalLEGPj0/Pzl6qSgiy3bY3m23bd25UNQ2rdt3w9u3bX978MqQswiGGpqnX69XpyfHp0dF6tazrionM8kJTFLKh7SxZzpTSqo7x+MjMRJRFlV2E14sFm3lOLOruY6M1YhElI3LbxQR+p48AAAAAAH73weArOAc3I/egWldV1MDOOQ0pJSau6/r4+Hhzfd32/c3N5uL62nMmIiYfUj8MQx77ClO5s0+Durc5b3O+GYam6+oYYwgxVk1dN3VdV3VUVVWRsUuAWU6esyVjyuQ3bXtxeXl9s7m+vrnebLJZn5IP6Wa7NWIOnYRATtu2M3dVdRJVqatYxer4eHV6emxElj27D9natlOhGPX1L79cnp8v6upotTw7Wb84PT45Olotmhg15zR0vqqrZVOzmXkvzou6WlT1MKQ0pGzuTsZM7HWMoQx6EJGXfg88toHY/Q8AAAAAvsVg8OTF4C9hfvnjBynMyiIkZG4552HIQ7KciSiEUNd123VX1zdXN5ubbctupbA3ZgmBQyByr2vL5u45p2SUzIah2+ZU9X1QUQ1NVS8Xi2VOC7MqxhCCigZVZnazwdJme03Mm+329etf/uM//rpt2xir9clJvQzbtu36PsSqG1JOmd2ZA7O45WFI7XA1DH1dqb9Yn56drY+Wdb1wp3ZIfT/0Tb1s6pOjFeXUXl+uF/XZyfr7Fydnx0dHq1UdA7MPQ+bBF1W1XDQqROZ1CKvl8mh91G27rmuHPmfnIVsmJpWmqqo+uZGQG7EwE/GuZ/MTbz4WGwAAAAB8tcHgKziHuqqVZXNz8/r16zoGPjtbLZbr1Towbdy31zdv3vz65s2bvmtF9ejoZL1eNU1N47JaIvJ/vv6l6/ucM5U9RUtBTGyqmcWZW3IhV3IhNzfNORBFYWVllcHo7eXl//jX//Hzz6+7fnjx4sXJ2VldN6zqRM1qtVgfN83i/Oqybbt+SGaezdyJResYq6pWGvrt1T83N6//8deqWRyfnP7wh59+fPUdMb9+/ebf//0/yIY6yPG6+f7s+NWL09P1uqqCkueUiMzYA5OWvm3CdRVXi2ZZV973iciIQqVqMTkl4uPjo94ob7suJR7bm7FjsAAAAAAAweB3z73vuvNff/37X/8q7pSzvvzezMwopbTZbMyNmInZzLfbdttuh364vLq4vrnu+96JXHW3S4+xl51MNYrGEIKoMOeUqqquYwyqns2yuZuylDlFXdf+7W//drO5Wq1WP/30L3/685+IJGUz96qu3SllG5K9OHsZqzpW0Z3e/Pr24uJys9k4sZHXUU6WgYhZJVbNelGvF/XxahFCJLehby/P39xcnL84Wr96cfrq7HS1qD2nnHryIfhAksVzSoPnzMLsxm5szu7sxmRM3FQxk1y3/dnR0XbI133vfen8zMziZmVa0RfTWAAAAAAAEAzekZmVbHBzdf3L69e57y/evL2+utze3FxfXPzy8z//7d/+/ddf3/Rdm3NWFSfru/765rLreyfXEJOK7Z6NiYU5qEYNIYSoKizCPDhtu95z3m627Xbb9z2Zl22KchrevvlnrPT07OzHn378T3/602bbbjZbM1+t12a+abur65umXh4dHy9Xq7Lq10pnZmJRPVrKD8esqqLKIVZVvWqqOmqIerxadGcnp0erX+pwtFqcHK1OjpZ11HaTch4s9ZQH8azsQSWqlkqfiFhIVVWDZXezGFRZbdOuVqvmZlveNxdnImEhGjs5l99FJAAAAABAMPjcfNZXiw9NdHfyskJ27DNAxMRmWUVU1N3ZSZkqEnHaXl1fvX17dXn193/87ebyanNzc3N1+frnf25urtMwkFtVxRCVRdytqevFclktFq8vr4acmTmEkHMmKqMGgUVdVKvqaLUS5jzkvuvydnvdba8vr3POzCQiZdWuxrBYLk9OT0/PXoR4HUIlIovFohuSM+eUmrpe1FVTRTdfNXW/XlUiMcaqqo/X4dWZVDGyaHa3TLGplF3I6qAnq+Zo2TR1WC/q1aJu6hiYWzdLKafBLLs7q4Sq0hgsZWIWESaPMdRV9JyHlEpPN3erF4sYlciJnMyJXJjleR/VB3UInoeN6fadO+nAbX/kYA49gP3RRyDwAAAAAHyxwYDJyGUXCMSYy7VrIuPxn8wkVUz9QG6BuA68udosF8uz9Tr3Q12m2RMdEwXlf3/z9v/4v/7P//evfz2/OO/ajp3qGCrRum4WIdQxxqAi7OzCxETddttvWiJertevvv/+7fmvbdsGDS9fvjSzpqmPjtaLxSKlNPR93/dxGS/bq+1F5+xMJCQqwkLbYbjqus0waIzHx8dnp2fr1fri7VtKVxKr05cvg6gq69CR+U+L5seqYqYYYxViaIKuJWgYUur7bhhSrGLUUN4WWSyOF80qxtOjo1VVR1LLlhMlE+I61su+7zuJl0yaU3d19YOGH5pFe7ONzDV5ykPOma1noRisWqhEIkrNImy7RIlVNJqR3qYyP1RE250Q9z4R8PGy/sMXOfjhp0YYAAAAAHhGMPjwfWaefIYnHsDuROY0ZYPditgxHvB4qdudnMyd3bIFllXTnKzX3Xa7pkgpb4f+13/+4+j7l1fn5//9v//fF5tNnwYirkKMMS7r5qhu1otaic1yTn3OmVWCiMbw/dlZPyRVpZwDy3qxXK/Xf/j+Vde1zBQ1ULYmxlXTMPPNzfXf/uOvQcPLl6fff/f9y5cvV8tFd331//zrv26ur//93/6/v/z5z4u6Ds2iruKrV9/VVdxc37B72RVUiMl9WddRJYZYVVUVowVquR+GwczcKYTQVHVdVSLSa88tqQj//+y9+ZMc2ZHf6dd7EZFXHQAajWZ3szkckhppNab/Ym13/+pdk0ky7aytTNJwbMcksg/23UChKjPjeO+5+/7wsgpAA32Q0xfJ9+kDUVdmVGTCzL/h/vUvQBdiDJGIzAwRAWqSgqk5IBnicZrmcdzGPqUUiIQIVZnIvagZgIcYi5ai2eqd9XrFn8Uf364netVLhn8O80X+DW/F9le+0Wg0Go1G4yuEwU+hknN87m7xSwm8COg1rKBKBXdTE+bVsNqs15YLGTmamT493MTtalmmp0+eTKok1PfD2XY7hLAb1uebzW698lLmcRyPxYoL0dD3q9XKKBwOx7Qk19KJDP1w797lg4vLw3Gfc0JEMFt1q+1m0/XdzXU3dH0furffeONXf/urt37+9vluO+33aPree+9/9sknV48f0+VlDKGUdLY9I8BOxFTd3NTADMyrjUGYWcgRVEvSJaVkZswsIjWAWURCCO5OiG5eM9aIyN2JqHqFVdXdmVmY05zSsszTNI7j5XrDxCAmEmBJqkoIXd8/maZlWdRMDQBPHRu/vbbPXpdmM2g0Go1Go9FowuA7Lv2/tsR0dDtVpeAODu4AdKcZANzBzGtxjEjkamqRQ9d1MUYwO+6PmvOipZTipsK8Wq2W/Y2bBaHLi7OO5Wy9vXd2dr7ZlHnZE1lewK0f+vPd9uzsXI3Z8OgHIV6twm63u39xcbHdkJUZ61ZTPF9vLi8uVquhI1rHbhW7tx/97Jc///mbb715tttZzk8++3w8jI8fP378+efb9drX63maN8O677rIrEVLKZpLycmKqWpRzaX4PJlZcc2Y3b3rumEYTmKAqOYwlNrNcK8RCohoZtX3DKelqxhD6Lo4zYkASy7TNNF2xyLoICEDTKVocOiGbnzyZJpnNTMDB3IEc/NbK8fLL1lTCI1Go9FoNBpNGPxwVA1QVwPRnSQAAAA1O7ULRFgY1UFvf0ptmqbpyeO8LMi8OVsTwOsPX/s//rf/9T/+wz98/OknBLAa+rPV+mK7u9xu18M6B0FLrssqx/V2e3F5dn5+Nu4X0rLtY991IYTVarVZbwZi77q1iISwGobNdt33PSJiLmy26eLPHtzfDYPPy2jXfRd++Yt3psPhn0r+7NNPXn/tQXhwvwvh5umTEIIwazEAJ8GOY5U7ZmZqampmHQN3UoVB13XuXn0OXYhIlJYl5xxC6LqOmWuXAAAQsZbyIYS+64aup0FXzB1yXlLNY2Dh0EVAUAAGkBD24zTOi7pnP83WqLXSv9FoNBqNRqMJg5+kJHgliIgO6G5mSE4ABIgOfRfItLgJ0Twd773x6H/5d//7+mz7f/37f//ZZ591Qe7fu7zYbNdd17GIB1gPjG5um+3m7Gy72WxWnNchFtUuRgkhhhBilMBxsxGRYRg2mzURFtXj4XD9+LEt01kfH967d7ZaMYDOs5Jdnm3ffvPRky8++/jjj558/tmbj14/f/3h8Xis24PcgQmZmInrr+3utwP9gExAmHJmIlNVNXQIIiIyjuMnn3wyHsfdbjcMAzOXUszs+cvCzITEQOth1a03kHIpuixLJA4iHDsMwRGLARTdj+OUkroZIBE5opkhce0WtF5Bo9FoNBqNRhMG30/d/03Fpbt7LUmxThM9+wG/3YKDgA7u5uaOavX7EDCwrPohEOY+HueFCMfxIIT/+u9+ky1/+OEH++vrPoZ7FxcXm40AoBoZ02roYiCC1WpYrVd93625X8dOSyFmImJmESZC7rqh7+v3qJZxnCylmyePxfXibHu5261iNNNU1EvuYnxwefHWG69/9MF7X3z26dPHn//i7be2m1XJuZTiDsJExHRrDAB3BGBmFkHEokWIEBDM3RTAVcs4Hj//7LP33n13HI8P7t9frwZhKsVvr5S5W5UWqmpFhxB3w5CP03w4zPMyhE4kEAlJAITiPo3TYZrmnNXdAYHQAc2NCb9GFTSF0Gg0Go1Go9GEwQ/B3XLM57dk3tmRCRBqwaxqquTKXj8PXdddnJ/3JZU09+N4SEve74/Hm3ka/+adt3/+5s/e+93v+hgvznfnm40tyZaFPQRCAJdAIUgQIvQhdgEopaSlEDiDM7gQdyH0QQKBpsXMGDwwLeNhtxpef/jaqosMDu6BUAAspe0w/OKtt373z/988/TJu7//3c/eePTOO+/wesgp62mPEKhqzlmtVNNwgIAE7p5SEpEYAhLmhNM87a+f3tzcfPD++++9+7uu69549HC9GhAxJxDGbAYnYeCqpaQlL8tKQpToUsBhmVMeSjAzAAyBESfzq8P1tCxJrQA4IRCbgboxvmD6bqqg0Wg0Go1GowmDn4ROwBc+dAQkIlWrRSrzaRqHELebje+vHWHoIvVhKvPx5ua3//2//epf/eatN3/29ptvztNRGLoo5m5uAQGMARwJkABMdbEFHNTBtaYmMAEzMgETuOkyT6oqzMy0XnVa8m63e/Dgvqkuy4yITCgIpZTI/ODe5d/95jfvvvfu1eef/z//+T+D6sPXH3Z9z3jawwpARIEZ3cGxhhOzqxMiIQFAWpb9/vD5Z5998fjx1ZMn19fXIvLgwYMHDx7EGHPONYitlILVpY0IZqAGqmlZUkpuTiQAoAZJNZsBMbGUlL64errkUiPcAAnoZD0GgjvnRqPRaDQajUajCYOfIqYKjiwMAIhISEEY1etiH2EublqyallvN6uhH9Py8Ucf/t2/+bt33n7r92++8Z/+w38sKTEAEbkIoIMRuBq4mZqZu2tRIQlBYhdiDCzMxIggQYjq2h9AQhaigsfxsNvt1uuhaCKnvu+HvhP0WdVVBfHnb/0MrLz33vv/3z/9tgsyT3/78NGj3XYLVN0E6ECIYu7FtGhe0lxSWY7zzc3++vr6+vrpzc3+5uZ6PI5qut5sfvW3v3rttdc26w0C1AQDEWHmu8VEd1dGS0kpkbmIIJED5mJTScURRcqyXB+OSdUADGsfBh0NwBHruNaLCq31ChqNRqPRaDSaMPjB8NuewCtMx6fKFAGglOLgRMhEgFin6pdlQRF3dVM3FcIoMuZlf/30sL+5d3n59ltv/p/zNB6P5SL3IoBiSZGAkA2tZFAHQDR3CRy7GGOMMTATIrkbETuYmyMhRzG3/XE/p2VHwIHV1dydgAMHMyVcUja3y7OdvfHGPI6Pv/jsDx+8X/Ly9OnVo0ePJIYYo4RATGqWc56XeRynaZ7mcZ5v5qurq6urq/3+JpeCgCKy3mxef/jwl7/85Wa7NVNTdVU3q0ZhRCRCd3A3RCQicDCzINLxOoYIREltKWbE4JhVx5Sy2smXgKhuddupmfMfrwT+qO9vMqPRaDQajUbjJy0Mvj6W+Ecp5ujFD0MI6jrPcxBhYgCfl3nbDeY+TSN0XQTvYxQPyzzVdT3zPP32t7/91a9//c7P3374+mvX10/Hi4uL115D1UOaiXC72bDgPM8OHvuulJOzgYiACYiQGYHdTM3VDcDWfbi5ufkfv/+9dJG7YOgYKOd8nI+EzszghuBgBgBn281vfv235xe7995777f/+N//y3/5fx8+fHh+eXF2cbHdbUMIqeRxHK+vr588efL0+no8jL5Y3/fb7fb8bHdxcXF+fr7Zblfrdd/3IlLtBKUUM3XTUrJZQQQirKtLwQ3c60al7Xq77tfksCwpl+LAxDLlPM6LA+R6jZABKOdc8xJUFV+68o1Go9FoNBqNJgx+QG5Nx+hQewEIt+tL69cRqscAiYDQ3AGgmCbN6h66aKO7FkeUIH0fR03Hebq5uV6W+Wy3+3f/9u/ff/fdD0O43Gzun5+Dlrwsy7JQAdWChGa3lXLNHBYhIkBX1SUvKS2llBjD79/9/UcfffT+Hz6IfdzutrHv9HZnqLm5Yd0yVIf+uxhFzvquu9id/eKdd8Z5zjkTs+byxWefL8tSXBFRWO7fv3//wYMAMnDHQbrY9XU4KXYSb3OOqzP4OY1WXzNEqOHHAKCqWgr3QwiRiLOWkkpKpbgbM4UwH9Nhmqdc1MARiRAQ62MQEiCC25dema95b3xXivGPevu1nkOj0Wg0Go3G9ygMfvQzQAByoGrNdcBbkeC39W/dZ8rCiFj3dCJAKbrklLVwCIpo7g7OzMMwrNwmLaVkM7u8uPf3f//3f3j/vadPn97c3FzudqthpSGoFnOtC1HV1J0cAcxci7kT02lWh0hCUNMPP/roww8/fPz4cdHy8OFrZxfnxDzOU4wRmeG2cK9FrpZSC9guxnuXl2fn52qaS3F3NUs5p5QUnJljjLGLRBQpDNwDIRExcU0ucwADdzetiQenFaX1wiDdaqjTJbo9WxEBpGKWan8B0RGL2mGabw7jnLI6AFXnNSAgPHuoFxYTNRqNRqPRaDSaMPgxhEHVBg506yrAu7ZBXbjPXBPBDECIVHVOaU4LIIiIE6kZMw+xV+FCOPSDhLDdbn/9m1//p/9wefPk6edffLHp+3vn533fu1suSZWKFgWHU5fCwczcQd3NSim5lJLTcTz+z9//7tNPP3X31x8+fONnb6xWKzUtk8bYsTAxo7oQIYi755xzPu0nDSH0sQsxhK4jJkJCQgCwahaumQZm5BhcHE6pZ6pqZqparKoW16oKzMFqJhoSEiHVjoG7ExGLSAjIbAiubggg7IDZbJqmp/v99fE456wABARADgjgBPVEXm4YNBqNRqPRaDSaMPgx5MErj599kshUrc7qBK7O4+M4jmk57yKXQZcZAGLXna9X3W47bDbr9YaDnF9c/PJvf/XP//jbD95//8mnn/7yb95549Gjs92WmRADCavZvKgQd10Xu+gOx8PhydOrD/7wwfvvv//JJ58cx+Oj1x+u+v7i8vKdn//88uJyXqZlnkUkMAsxAQgzx4iIRfXIvN/vU0o55xxC13VmVkphZglBYuDTvlUAcy010AAJwaEKE7e6L8nMzZ6NEPmz8De85e4rAABMDpBVAZCcJHTI7EUP4/T4+vrq+mY/TlkNAGouxN0DI7y8kajRaDQajUaj0YTBd1vxf9MQeb1xXTsGdNsxAH8xzQDRAdQMwYkImRwxaTlM45OnV2erVdf3igBBiIhDlLjanp8xc0opiLz91ttPPvnsnz78+IP3Prh6cnX/3ru7zZqZSJi4zuiHZVnG8bjf74/HY84ZEGKMq2H49a9+tRpW5xfnfd93XYwxTMdxWRZEGPpVkADuJZcE1CGJSAjSmadUtJg7iohIQKBlWhAReSE+eRlqggGLiHDdEFSHhMwd3MC1NghOTQQzdwVXAEUwJGBGYiSqK0xV3RzA6xJSIrPqGrA55Zvj8fHV1c3hmFJWAyBGYkS2YqCO4Fjjk+EUQd1oNBqNRqPRaMLgRwABwAEdniWAvYy73d4tdwRHAEJVG9Py5OrqDZGhC7HrPIgBmClBIJZ5ns38fLdbbzbn5+eb7e766urmZj9PYxAWIQlCTGYm3Jtqziml7O4xhPV6fXFxce/e5fn5+Waz6YeekHJJx8PhMO9NNXZdYAE1pxoCcBr7h+qSrmYBVAJCIDdPKQMAElY5oFyqLOg6pxCICOu+VkS/vYUPd76C2jqwW4/BrTPg5B+Guq4UWCTEGLpIzlnzMk8p6/U4Pb56+uTp9XFeihkAEjEiwW2f4XTB9dbn0Wg0Go1Go9FowuD7Kv2/tmmAhuB+N/OOz0201EBegzpdb46AiICgZk4IhrmUJzfXx/VqKzsJAUMcrSxLQvc4z/lQQghDP5Siq83mZ2/+rA+yjMd5nnJeihmaqVsuuUNc9cPl7uLs/Oz87Gy73a7XwzAMIUSpFgKCtKRDLpYLmgeSSALFypIDSRz6TuSUKfYiZmaqAOBqNfa4/krqqkWJSh0bqukGULedVhlwayowt+eB6jwGIESqegLA3avzOMRIHDTbNC9Pn17vx+n6MF4djjf7/XIyNhAxI1J9fAIiIAJ0s9YuaDQajUaj0WjC4EcGX/rwS/PutUgmJiYEt1yyABITmE3LvD8ezkLsaCWI4JBLVi14c3MYjyLh8vLycDwQ0WsPH967OPdSrGSzQoQsAuhutuF1DDGE0MUoQUSCBBYhZhFmdz/cHA6H/TTPUHy32rmpg6Vp7iVEkt2wvtxtwL2UklJ6/szNLOdMRCEEuDUNA4DmoqYI6OZ1TKqceicnHaBmxczcqjp4td56TnGp2ZKXm8P+OE7LtFw/vbm6enoY53HOY85LziYBbrctnVRXHeJCpBfWwzYajUaj0Wg0mjD48VTBXbuAbstWf6YS3NANXIiI0My0FGIOzEyUp7TMyzTNEAS74F5X+0PO+Wa/R8RxHGs4QJkXTSnGTvqeCAEUEAFBCM/jLkpkJmFBQgQEBDQkcHdFwEBipZR5AYQYQnHXYkTYx26IHROllE015zzP8zhOy5JyLqoGAKpeSj4cDn3fr9ebzabvur6UkpZlWeZlnMuSuxiGYai/96nP8Nyf5qdVRFDnf/AF6iePx+Mnn34q9MSyzdM8jtM8J3VUIEciDo4EgECISFBdDO61hUCADtr+MjQajUaj0Wj8VQuDHyA06uWneP4z6H4qiE8iwaoesDt14EAA7MDuqI7maOiIVmtilJuSt15i4FkLMg/SBdMyzTBOBn74/HNGFHCzUj28gBJEmERN0aEL0gsGdkRjVKxWgdq3cLdS4w2KFi1a3IFZ3BGQgcgcstq05DklMys5z8syTvM4TuM4zvNsZuBupjlnRYzDypBIOAgjESCmZSmqNps5MBExE909e00xUHezen/fvZ6bIyIykiAFQCmWbsZ8sD0YllxSLjkXdwASZAISZdR6xRDdqeZFEN4uOwV38u82xuBPeF89/yN3x3/c4/hz3Sd/6QDgy78htvGpRqPRaDQajVth8EM+2VdUe44AdsrydX1pbWa1HwRAyOruBMAUwaGU+ht0jy1vgl+eb47H4y702yiW0pPH+00q5nr48A/bizNPk5dZgptqMYuOXRjybOQwgGCZzQARwVgkIjOJAGBRLUVT0XFaUinZbEk5mYXYETM4XB3H2aHPxcnBwUxTSvtxvHl6fX399HA4lJzdtO/7+5f3TCQDzKVgWoIE6sIQJaRunud5mqebQwihLj4SkVrCuplZAQCvm0uZmMSJ1AGAkBxZgXK2NC1e1AHAQBzFIgCgAQGSIzkgPOsvALgRABEjmHp2AGC4DZD4I3ile+RHzCdGAPYvS4DnT+fLuuClg0aj0Wg0Go0mDP6M0aK5KADsdruAUlRLVkBAJit6nKbL1x50nSJhHckx8Kwl5wwAiFV36KnORa6lbSnFAczcAQix67ppns1smqZxHG8DmqHru9V6s9vudmfrojpP081+//iLL66uro6HfSml77rV0K+H1VC3GAFoycviriYiuStGiAAAIABJREFUNXI4hAAOQpJynpfF3USEmVTB1FT1LvYAvqKQPbkTatOlFbmNRqPRaDQajb9SYWCWck6l3Lu48FSW46QGJDHEXh1SUYm9qAJiUa1JAdk0YWYgYjR3c0NEhtNsjZl5vbHuVAUGuSOiqS3LMs/zvKQlpVKKhND3w263e+3BJbjnnJd5ztMsQJvVWphX/bBaDV3XiYggopkVLe5kDma14nd3ZqZeipuWnHLi5aQamMmcns81I0QDRICae3w39gQAp51FTIBIgFDbBS/seWo0Go1Go9FoNP5yhYE5zCkfx0lin8uk5urOHELXF/M0jySBWMwxqwmzAWTVJZWORcjV1MjRAc3V7DaUAJ8PGSZ2rullIoCoWuZ5nqbJAUUOh/1h3t/UMp2IJMj5dtvF2HVdEBEWQK9+BjB3NQdQ1LtS3syQmJhDjA6mpRynMcbQhRBiRIJlWcwckKieHCLWCau7c0UEq7nIDg6IcPrvdPRXpA38qw8AWrpzo9FoNBqNxl+0MHCgeUlX19fVdLsUNXcmFokc1NPsAOqojsmMRMjRXFMpjCRqGVzQwcBcDYCIiJlZEACQHRHARbjv+91u5wDDet3vD7HbX+/3ORUA0Jy/+PgTIooxbjabTX9xeX652267GEspS1pSSmQICGAO5o5g5gBaSnF3U0Nm6SD2HTJO43g8HnMR2W37biWBp3lWU5bTxiZyAAd1RwcCZKj9AXf325n/W0mA6IB/ReUw/pHCoI1dNRqNRqPRaPwlCQMgmlP5/PHTjz75HFXzNGMuAO5mc05z1sO0LGrADEBIIiRACjkDgAKggjOoO4AW0yAhMCMRM5ujmqlC0aRmzLxer7th1ffDZrPZbM9qZc8AQRXBmTmGuF6v+9gxnYwBBCjMQAS3KQLurmqlmJnWySUkTgBrIgAAqsEGmlXVDBGY2V92+j5X5FJ7IzcajUaj0Wg0mjAAxFTy9f7wh48+jsRYChSteQCp5CnP18eRmCT2HBYOMUggs+IARFAzxRzAreaIIbGcfMgM5qZetMzLklLOqlaj1ohF4mp1mgXqJZyFSIjMTEQsJCyE6OZMzH3v7kWLmTmYqvopnUBNtfoHnIpZUS3E5GahC4igpnNKwhi7jkopaojocPJAuLqroTlVMwE8n3d2Giu6TYNoN8YbjUaj0Wg0Gn8FwsAA1KGk/Mmnnw6xD4CWFdwAXF2XnG4Ox/V2E7pB0sISJYaA6MVqgBid5vNPwsD8dt7HoYYQF9VUStZStBS1Ukop6g7MLCLMvIrdrhuEmUUI0dzMtIYW1/BkAICMuRTTqgZMVVW1lOLgiKjg2W2MsYuhCyHGUOOfU04A0nWRmHWa72p+N6//gvudzeB2fAgc6mJOr+kQpz2kTR00Go1Go9FoNP6yhUExR2IEenJ9s+lzJNElAwAxGtiS0s1hiqtNHAZZZkdElhhCGicvquZIcOoEIBCyIxQzUlXIqppLKaaERMREBmBVQwACM4cQYuw6lpyzm5k78jNLMACo196Eq1s5TQepuuWS07KklIobABQtS8l932/WK1ivQwhEt7U8IQdxByKCukFVTc1r7plX+YHIRER0ipB2MKjbVqH2Ev563tDNfNxoNBqNRqPx1ysMzECEQ5RxTsUA0YsZEyFQDfmasxaDKAGIrG77RwQAM3UzQsruhICASFQNrMUMPat5MVPVaZ5LuW0XqDkAIjFzjH3XdUOMayTVUkrJpoQUgohER08pLTnnUtRUTc3NwAFAEZLrmJclJTWtCQaXFxf90JvZnJYoxLGLfdfF4AC1m1FLW6ttg7tmwIln8WWNRqPRaDQajcaPIAy+MekWv+871ogOZIYkwQCKujmCY93/A8j7w3hZ9KIfumGdp9HMi1oupeTEDsKxVtvg7qZeQB3ZDACrKsi5VJtBLlqncxCRiIi4jgMV5iJY3BVc3Zc8Twkd3dyOx2Mqqaiau7qpllRyyUVdVUvK+Xgcj+NRS6m3/LsurIZ+JcLCLMLMzOzuapZLIaJTmplDPbGci6qeZAGiOzr43VYi8PqP/9SaBq98z9RP4o9xqk1NNRqNRqPRaHyzMPj6Qu0bVcE3PgJ+U9F6sud+9RMRsTnkUjhEMwB3JDEAM3MEJ94fxyVnCXFYrS0nM00ll1JKyQhI0DmAuZpafTTmGj1GxTTnnLNqKeM4FvMg8VYVEADM85xzzilNiGZWgwbGcUw5Zy2llP3hxtEdIOcMhLnkZVnmZUYiYnbw/WH/5MkTAr88O5/nOaXk7l3XBeEgQkj1App7UeVTVDNAjXUrOeVctLh7nSVSdfA6E0UAZLclL9I3Ly7Cb3opvs1rffdyv/yi33Y5/pTH/O4kZHNaNBqNRqPRaPypwuDPiFNc8TOb7SnYqwBMKY3LwiIhBsumWp6viM1VTVXVDJid3dkNgHLOKeVpXg6HQ05ZQgwSQwhE7O4553Eca+l92F8TkTBLCDlnJHD0UsqUc9cFd7857Lu+5yDr3W7lW0Bwt1xKbQVEkdcfPIgxrtebGCIRMRMLiwgx2W1P4HbXEMJt3LG5FVV1A+D2bm40Go1Go9Fo/IULg+fvK3/FPWZ3AARwQAMkfE4qoHspx+PxcDhcnp9Z3yUrZZ4BjBCYQBid2Uo19RZzUzNSc4d5XuZ5XpbkDg6kaimlZUmlaC455TzPCxMz0zQeutiFGIp71tz3fYxBojniZrvZbDc//8U7IQQSdoBSyjRPx/F4PB5FZBiGVd8/evAAAVaroeu625A1ZmZE0GpP8BrM7I6oAOqWSl7SknI2M2OG25gzr1cJ7zaYIpxExU+Oky/C2yxPo9FoNBqNxl+9MKiDQn+CKrg7djQHwNofwDpWj3fCwBzMbRzH/f7w4N5FjJ3O01IKuhMCIzICSDAA0FPeGJkDmGo5HMfxOM7zgkgpFXc/hlHVVdXMHNHNh0FijMLb3W7X9z0xp5zOz863u60Iz/O02W13ux0Lm2ouaVqW4+EIbmleBGnVD5thtdtuX7t/z1SFqYuxThCB171CnnPOJauqgSM6EKt7LmVelmmZUynPTwp5dRXcpiDfDQj581fPn9vZcxt24D/gqP2X9AB+R7rllQuImuZoNBqNRqPR+IGEwQ8zt/21TQO/+wMdT9Xuc8WuuY/zvD8c3F1EmNA0ExgRMiGTQxACgFzqOlI1NSs55+M4Hg7H43FMKU3TAgAxdswiIn3Xr1frGONutzvbbYXxtddeW6/XADBN04MHD+7du7darY7HfTcMInI4Ho7H/fX19ZiO8/E47Y/z4ahL7mLcrNcX5+dnu13JBcGFiYnAQE0R3E2XlJaUUsmIiIxgVtTmZT5O4zjPqh67Dqq/4a7a92ee43r8U7gr/zV64Lt6Fzk2YdBoNBqNRqPxIwmDnwxVDry6vkzLcjjsp3leCQG4gwE4Ewi9/CgnLVFtB0XLsiwff/zxsqQY+4uLy3v3tq89eO211x4+ePBgGIazs7P1auWlvPGzNzbrdSn5i8dfnO/Ozi4uJEb4xHNarp9ef/zJJ9fXT58+fXp9/fR4PM7zVIqK8LZb3dudb9ZbIeZARMBM4OCmrpZV3TRVcuYgAmBuS1r243iYxmlZUKQLTML0FbX1bd5Zo9FoNBqNRqPxkxYG33Az+0tffbl14GAOAI70ClVwenBVnabp+ulTXA9aCpiblppC5prBOyRk4RCD1IEkd5FgZoAIgNM0T9PEHNbr9Waz2e125+fnl5eXMcb1er1erdhstz1bbzY5p2k/ovlyGGccP//ok6urxzfX11dPr6bjOE5jSgu5rUPHvfRdt91uz1bbGDoDIMIgLEzmXpKCeQ1frjHJboaA7payHqbpMB7nZSmuHXcSgokUJyJC09oewNsr5ADu9sLGoT91lOg7ua//cqOgeQwajUaj0Wg0/uyFwQ+8//GrB4puvce3ttsvCQ4zm+f5yZPHAc5YM7hZKSgEAKVkcgdEFomAiEhIiKjFmDl2XdcNIvHmZq9F+74HgJTS8Xh8+vQpMx8Ohz52lHJa8ma7dbMnn34K4MwM7u9/8P7V48fH46HkXHIxs0AYJMauiyF2XTd0fY9S1yedLMdEaKq3bokalWBmiIhE5p5yGo/HcZqyFiQOMUoIykKGiPrcdXAH9Oeuw4+7rPN5DfDyTFGTB41Go9FoNBp/3sLgR+HLFaSfUr8AAdwA6OUK09xSWh4/ebyKtBKqUWPA0R2ymrg5ETIHEmYWZiYydRHpumG1SpvN7snjJ4f9QdXGcSxFj8fx888/N7MQoiCVm/35+fluu4sx7G/2DhaEmfjq6mqeJleVwAwYJcQY+iBd14UQRESAIGVHoxBvq3h389v0BjCzUoq5MQsxpVJSTtM0LcviACGGru84ihOzAhEhPn/n/+Q1MHAE+ils8f9Su6CJgUaj0Wg0Go0mDL57vXBrMPBXOg1KKYebm+lsE/sIAKpaq+aSM+QMIgBYWw2AiMSMEEJ0rzs/aVgNqppTKaUAQErJzHLOiNyHsAKcp4kc+r5Py6IlZ0QJIRAPuzMEmMZjEAkhhCCROYYYQxQRIUJCJSy1jFczd1V95qh2V1UHwCBIWPMTlpxUlURCiKGLxIyAzWfbaDQajUaj0fgehcE33dP1P+Y29CtWxdyOtn9lvPErTAVfch0A1VF5g7sNnfb8GL0QoqMWyIsdDksACdjneHYNKE4Uho06uyIRIRI6mzMBIxELC4gCkZ33q1hggjl5cncsjlqCukMBBe47KFZSXhzQTQgJkcA5sIgwYzfsiJC4RpchMBZWYyiEgIgErMAsCOQGaqpgBljMxmKTApBI6JP7uOhxLsuiBDKEYRvXG+kFZCbRAKY+LwsYIBMCMklJZRyn88vLk8BwP81KAZibqYI5IImwfQtZ8Y03+L9NU+KVjYJvs57oX95e+BaBGI1Go9FoNBpNGHzPfGUddjLJvigXXiUm7o5f+jY6ZXvBKcMAa7IZnA4YGZAc0A3GcQkch773sM6m6ChMXU5IRszIhOhoTuZMCEj1X0OC0FFvrJ4cVc3d0RGYa6nNiIgI7m4qwkzCXGPKqhhAiVxdvk4ABEZuZFhPnFAAQj1xM3NXMwVQx2Q6FV0MgohzmKZ5Py7jlLRAF7pNv97267X0hGjEswNzWa/W07zMS4pdwCqZzJnI3U8JygBVGLibmYOZEyDIN7rA4TtyKXzNsyBilQ1f9UTfRzXfFEKj0Wg0Go3GDyQMvv/btP6iynjxC3Uyx52FEWBZliMzIsYQEclMl5ySKDKxAQIBQC2j3d3czM3BmZkDhxK0U0JUdQAgeM5NS8RBWCQGCSEEqY4AFiFicjC1goBWGxsGt70NACIiYgAAUDVHUAd1UPBilnMppbgbALrbNB0Ph/08TUSwWg2b9Xq1WnUxAgCqmZkDPHr0+hePr754973z0KllIjw7P1uWBRG/dHmIyImrM0NVHRG+TxPCs0C65+r+O9vx3WfaTf1Go9FoNBqNv1hh8KOjqkzIzK42z4upgvtut2NiVcvLMqtCYIHgRBFQ2dUc0WoLwsGR6aQNLDCjV2FAp3xicESuX2dmQmIgdAB1Q3V3A/SXXA+IgFQ3DVXLsIOWmqgMQAQARXUpqZRSq2MtetwfDjc3aUlDN+x2u912O/QdAbk7urPTarV64403zPF//u7dm5trJBlW69V6uDnsERGRAMAdEJwIn1dS9hXGjO9PIr50OZoRudFoNBqNRuPPXBh8+3ruh7oZ7AD24sdep1SAMC9qpkQUQoghmlkxy0XptNUIwQEITzewT+0AQEJiFGEzNgJQg9PdbqypakhMRA6ubqZW1BFOI0bEKEIhhvqhIwIBMiEj8cnXQEgOUKxkVUMkIgNU9VK0lIKIqrpM03QcU0qEsFoN28267zsRdjVEIKLAtN5sLy7vzSnvznYf/OFDCdGQpOvhdm/pqQo3c0AEB0Qkqr+Df9Nr8m3miL7mIfw2fflOAzzfN/jSxtJXvlWacmg0Go1Go9H4SQuDn54q8K+pbQFR1eYlHcexdMpUK3IgNUBzVD8FfiEgUg0TIARzJCQhMVZ0rzLiLj3M0YDc9bRm1MzdEJwYA4k4I0k89QYQGJGAmJAQCG6nd9AQs0Eyd4TgaOBmbsXMDAFLTmlJyzShe9f32+16tRqCCJi7W7U0B+nOzs/Xm+39+/rojTf+x+9+P6VsSI7Y9wMSu5+ezWvi2a2mAXD8UTcaVVVwJxjaNFGj0Wg0Go3Gn58wcPc/akvm91Pz+VcfOwIgsSOYOQCwsCmq2uF4zKX0XdeHUMzRwNXUtbCVaixAEiaqk/kM4IhOHBjQzBzcXb3eBjeAYlUOmKuBKwIKEzFzkBhCjEJEyMxCLMz1cdGrz9hcFdyQs2NRBHRiV/eip8hjRJin6eb6JucUY9huNmeb7dB1YFAsuzszC1KMcbPdDsNKJP7inb/5r//1Hz/94vH0xZN5yQ9ff73rB6L6+1Tp4g6AgFUcnGamviPh9yf8bFUF35hy3Wg0Go1Go9H4iQqDnwxfu9AIAQDq9Ew1BphqzqVmDQsHdSADQDfXbFCXegJT54H5tDoIEJCAhBDJDMzM0RzQHdARsXczs7polBExMHdBur7vYxRhACMmEZFQ89NQ3cBVzcDA0DN6cSi1Pi+mbrloLppzBvPxeDweDoS0Xa/Pd7v1eiXCVoyY6lmRsYS4Xm+6vo89PHz06N/8/b89/t//8Mmnnxtg7K/PznFYrYiYAAHNTMEd3L7m8jUajUaj0Wg0mjD4for37+8G8CvSvW4H0xHxtInTyYEIicjMzL2oppyJmEmByE7D7mAAjgWJwIGNCEEIEQypWoYJHcmwGhncHZBRVu5VF6irIgATBpHQRQlBiB2MmZiFiZkICd3A3GrPQQ0SenEv7mamnlV1SWlJaZ5m0zJPk2lZbza77Xa33XRdFGaD04pUImKSYbU6v7gMIZjD7uzsX/3dv/7du+9/8fgql3L19GnVMH0/xBgICcnd7Jnh2P07Wkb6ta/Si8uIvvRm+Kq3R+sVNBqNRqPRaPylCYPvrdTzFwPToDoAvvTFaklGd3AgImd28JSL+ySBQJwdiBEdDABJqRQAYENCMCZGIAQmQKjjRYTOUN3HJBR6dzc1M/Vi4EYIQixBiJmIEYUJ+HSMt0NI7g5uro4JvBgUAzXzYlbKsqRlWZZ5TmnJaQnC6/Xq5C4IQsBExMyqpqYs3G82Dx48ULW0pBi7n7/9zsOHr//hDx8dxunmZm8G5rDd2gZWIQRCdECo6scdgL7k2P6ehMGXtg/dHZvZD/JWaTQajUaj0Wj8lITBdy40Xjr2r/o+NUAARGZhVS1qOeeOeiJyBIZTNoGqF3XEwg6E4M5CyIyAJFg9zMhEtdgF5OpXRkYmAkIwIkRhZmYiQkJmJjxZje10f9xvZ3nQHdTBgAxAFVS15LyklE7aYGTE1Wq9XW/Wq3XXdXUgipCBwUFTzhBpvdk8ePDww48+HJcZgDa7zb3793YXF1POy81e7cYAqiEBkUTorlwHxGcBcY1Go9FoNBqNJgxeUUn/i+/X/ml7J/+o58WvlgX4YjcB7pYWuQGAIwIRoB+nSTXGECBbFCGEeUk0+/luG5hMiwUxoQBUR2CESJiCMACYuzk6OBIRCoKDOpqfhAHV1aeIiA7m5maGWDOOq/zQomUufixQSikll5RKXpZ5nsb9Mh7Tspjqer2+vDjfbbZd7Jiqr5nNIJeSSlHAy/v3H77+6HA8AFHXDw5IJKvNph9WZhC7vqgeDqM7mEPa5NVq6GInTIBwm+RmAF6VTH0JVKvb4pS28J28GVoHoNFoNBqNRuPPUhj8YHx9vfjy5vuXf9Zf0TfA59XDC1++/ToignPJZVE1ACQAQGYCM01L13Uq7KbPhn/cCBGQmcnr7X8zVTNQFrzbx09EjLVLUO/G11Dh0+IdBDeHalUuarnoknXKrqWUnPMyp3max8M8HUtayD1K2KxWu82m77sgwsTEwszmag5A3K/784t7Z2cXqagDMQdHIuKuW3WxRyRiAfOiNo6zw3UupWjZbrzvOmaC0+gVfmlp6d0W0ZdHgL7+xfqXvMTfK9+7i6LRaDQajUajCYPvShW8sjr8hm9A8NvtOoDVDXwnFPCuSXFb9OIptOyZgHAKQd1US0RZVDtmCUHzclyWXOoQETu4askIQgQYmZjZAaCoFTXzDAAgXFsDQIhUh41O7QIiqorATB1A3dWtmGbVXDSXkoppyimlZZrm42E+7nOayaHv43q92m42q2GIwrVZICG4o7k5Uuzj9vx8d3be9YMDuKMDEhFLCDGGEJFFfUYiBMyqejyWUrQUM/eNd32Uetp1lam7qt7Jm29Z1n+9Znv+uJXmjUaj0Wg0Gk0Y/BiS41t+H0tOs5sSUTGIHYauc9eUs5YSRYKIGSAogUdhYg4CAbDOJKlBLgncAQKK8El14F00MiIis5uB3Z2UGoACKLiCF7dcSs5pnqfpeDje3KTpgG5D7IZ+ON+dne12wzDE0HEILAxI6q4AIGHYbB88fHR2eSkh5HzadwqIHFhCIGEAKEWREBHULSetgcr1/7vtdrNed31Ac1O/AwCY+dsLg2+v/RqNRqPRaDQaTRh8Q8n4Vcd3t5lf7VgAu9uo86wbUNsIjs8/zKvVAiK61YdIZkxkiNJ1m83m6vHnaZ4BypwyIwAYgbsBUxEuTIwI7ugGbmZ1TN+8OhHu7ow7Qh1DMndzV3cDV7PaashqqWgpWrTMaRnHw3g8LMsEbp3IetWf7TZnu+16te5CF7sOWRyxqCU1A4zdsDm7uLj/IA6bbF5UHQCRRALUE3NwwHp2RMIkTAzuuZTr/d7M3JyIJIjgaZHr3eU92SFuvQHPNxBeyfPdgC+9Uq1d0Gg0Go1Go9GEwR8tD+BVN5i/bprInxMFXzoCf4UeQHhhmsjd3QzRkbIaEqm7I13evz9Ox3le5iUDoEBdV4rkOlMBTO4oTEwIjgRIt9t9alHtho5mdcsRIoKqm5kVUwUrRbOWlNOc0pKWKeVlyeN4PB6P8zS6liGE7Xp1frY72+2263Ufo7DEGB0pqaecsyHH2G922/OL9e7MQpyKqRkSCQmLlOIp5VSKuwOiqTkYh8iE7qpqKaXDbcYbEa16DvzMZ3xyVLy4RfTrK/s7FQE/lGeg0Wg0Go1Go/GXIwy+RhJ8W7+Be3XN3q4kusvtQn+hsXB3D//5Y3fw4k5EiFBKEZBUNKuutrt+2FzTzbyMbi6EQhSECQiguIEW60KMQUT4dCueaj3s7mgO5ghEdbEPVJuyWTZV01xKynlK8zRN87IcUjqOy+FwGI9HTakX2q03lxdn987Pzra7oe+iiBDFEIuDlZyyAoduWG/PzjdnF9wNxaGouoNI5BCIeZzHcZ7nZTH3aj52AAMXZEAgAFPMRcdpIqKc0/2L7WbVi8jzW4mqMLgzVX/7V7Opgkaj0Wg0Go0mDH40nos/9he3mL5YvL54fPqQCJFA1QGWlI/jtOQcuz52/eFmn80dAMHFwByKAWZ3V4ACQEgcwymhQK24ObgTohITCdy6eBVcvW4i0lzKktO8LIdpmpflZpyuD+M8HjWnwLTZrC/und+/uLzcbdd9JyKEdKrOHRAxhBDX293F5e78slttFLiY1yfiEEWims/Tcjgcp2kyNwnBAdTMzBbLiMCEoYuEaP8/e2+2JMlxpGvqYuZLLLnVAgJNdrOHp6Xf/xlm5qYvRmQWGZmLPiRAAgVUVm6x+WamqnNh7p6RkVkFgAX0IQ/tk5RCZISHhy+REP1Nl191t9vtdjuHQnBWFEVZls65eUrpdHko/7VkMplMJpPJZGHwX8RfO55oDO/xaA7puMFUMvS0ygiPHqewF9UMAdl7URWTpm1vb2/Lolifne13Ox2iiAYytOR5TMhqCmgIhohYIJhqhKiiEiOoIqJjx+MQUyLHCqCmoiqqQwjt0Ddts28OXdftm7ZpWlAti2K1qF9dnl9eXJytV1VVee+YCJGIOOUinC+W1eLs8s3Zq9fL8wvnyyhmAMRsZmnJfwjD/nDYbrfNoYlBkIidA1ERURNCZGR2zEiqEkKIITw8bEBjVVXL5bIsS+89Ec3Zg1F6fTxv8Lzu6FGw/Zxpp5lMJpPJZDKZLAzg06rgo6/ipA6mhzoWFuHHNjvawziqP4ogYul96DtV7Yfhw83N7//5X87OL7YPm013H0OICCoMhqCmzIyoojGqiRZAqYdZogzDAKoI6Jzz3iOSAUaTJF/MTMFClHboD2272+/brjt0fQihKorlcnl1fvb61dX5el1XZRokSkhETI5V1YycL6qz89dv364uXrm6jopRDYic4yhCRAYWQtjv9/v9vmnaGIV8ai1GVQMwnM4aENLukWh/OGjs67qOMa5Wq7quy7Kc2wZSI/KnC4qedxjnbuNMJpPJZDKZvxth8NPXcT+ypX16KOhcYf/JXT97cPK7nTzzUvPxS68cHd30yE73mNb8VRTMXF33nZlZVL29e/i3//Zvi6q+v7m/+3A7DAFMA6JEVe+949RTwMQShwIdAJpIiHEYBjJjYue9qDJxiHJomzRI1ACAcBBph6Ht2v1+33bdIErkqqo4P1tdXV5eXlwsq8IzI2AaK4TMRBzVgLAoq7Pz88tXV9XqXIlD14sIIjtmMQMAVR2GYb/fHw6Hvu+jRM+URIljSuE6AaoaoCGg99453x/uQ3fo+0FEk8giIuccIKqaqrBz9uJde3arjr8p+Ci+8NFu4vHa/5w0gv2E7wz+1O9wbofIZDKZTCaTeSIM/or3PA2kDPFHIq1PCwOaZ/mMpmQGp9GiPn7y+OrT1wURXHpOwXB0NRstA2w+PBWdfkvNylOJC0AgL6xgXRvAVcQsCDdtX1y+rYsSvr+pLt+g2/eHQ9MemqbznsrS1XXpvSOgdoBhQzFEU2Xi1WJxdXl1dXF1frb2zoM85rH0AAAgAElEQVRBFAkhbLab3W63Oxz60Pdtv91tNrtt1/eIuCqrN8uzi/OLy/PLi+X5wi8qV/iyJOcMMBo2qiK4Pr+6eP16ffl6eXYhRbkVkCARGArPRQXMEg/eVajaDvH/+r//nw8fPgDAsq5CjKZpdGsSJoQABEBIc3BNrjR1vWDcNttmKMvNYrFYr89Wq1VdV76szEAeRw+pTkNIpysJ3g1pbquZ2ty0TISARAwAIh8RgEdfBzzO7JyKwh9VBvbTvSsymUwmk8lkMp8rDP46PrYum4Z8jlUoT9Z7T5anDUDx5eCP0MiOIv5UR/Q4kN8MMXXvwjw2yCy5C4ABohETEyGxH2Jg54Dg5v69Ii/Pzi9evW52B1IgAzKNQ2cmwzAE6dkxMZaFL5dLZC7KarlYvLq4/OL1m1eXV+dnZ47Z1GKMfd8vFovz8/ND2w5huNs8FHclObfb71R1WdaXq/XFan2xXK0Wi6IomR2gM3QGKABUFGW1WF5crS5fLS8uy3olAKqqaEiMxEZshuwKNeiHsN3tvv/hh67viTBGG43WZvNnmAyZxygfAMz5IoX1UaRvu64f2m7o+tC0XWo5WC6XRVEwMzMjOXq8kDZNf8J0NwnJ6FEw4GhNfaQQ7YV7nOwnED6r+siyMMhkMplMJpP5mxUGP6+l+JkkeGkDfEk2HIea9hhsTntEJGYAQFU1AzUFM8MxRCZmIyTiGAfyYGoPD5sQwnKx/OLNF839xql6gAItBheHbhjarm2BwDn2vFoulnVdrxbL8/Pz15dXV+cXZ6t1XVWMZGYhBCLy3q/Pz5KVwevD/vLu9uLm5ub2pjkcKnLL1Wq5XFaLRVFVrvAGpGCgBkRIuFitL65e1+v1crlK0bkCEIARADISK4CqOudUdbfbX19fb7dbEYFke4yneZuThoF0BRBIVdOg0hijiIhI27bMTERv3rxZLpfe+6Io5tbkY3EwZQlo3vEsPMzgpbX8Md1kjz3jz/MA9hGt+KMbZDKZTCaTyWT+xoTBjyiEozFBT8qEjuwHpqdo7CtOQeTRVKKjpehULvOS/EiGBwBmkByKp/VpJC5ULao2TZ+i2CHEtu1i0LpafPH2i8PdnVc9mHUmGrlnAAt9DwBQeH+2Wn/xm99crM8uLi4uLy8vzs7qoizYjZkQHTt3feFLrtgxMV/qq1dv3rx5e/f+/fvbu1vthxWXi9WqrGtXeGRSw3QO7Ljw5cXl5Rdf/obLypU1+cKSuTIwAwAxIKmAKhARIt7fP/zxj1/v980wTFbISMeZFkzvBjruyDaTUUBNmkFVQwgyFQCZ2WKxKMuyruvUmuy9T5ph1BgxmAEijUoMHicREaFZyhsc3fDHUiSYjCjMnio9+0gp0Y9ukMlkMplMJpP52xUGL6uFY1nw9PkXN37+GD+1GQIgEaagVFL9OwAA4eQMgIgArg/9vml2XfObr75SgMN+630JAES0XC7fvn4jbRv2206VFArnabEsPdfL+uLy/O2b17/98qvFYrFcLJf1ggC7rjtEicMgIqYmMfbDkEJyYnKFL6tqUdfef1GW5Xq9brY7azr2DhDUxjiZmFxZVIt1tVqdX14t1mdAZOwMUcEsFWE9nj0SYVIgt7e3//mf/wkAKaz33s/B/SdQTRIsuRe4lJBIhUMphm/bbhiCc74sm7Isqqoqy7KqqqIoy7JgZkZGnOwOTPVI5U1HOrc0PEv8PGqDk3v4szIGmUwmk8lkMpm/eWHwqYIinJ+xafX6afE5TpkAwBfe/sT2+HFB2gDTe5EILHXFJn8wIiLAtIZtomaq+0O3PbQRbLU+37fNoekIOUXJdVW9ef263266+7sGCQhLX/KyZHe+Pl9fXl2+urpcr9feewDou65rmmEYwjDEPqgqTE26RDSOQOpoEWNV177wZ2dnzrm9Lxp6QERFCKrOmBwXVV0tl+vzy+X5xerigotCAQxJAXU8TQRAQzQwJCLAVPlzc3Pz/fffi0gq8SGiJAzm2iE8Yr4jiKMnAyIh6tiWDY/aQ0RUTURjjF3XNU1bFI/ywHu3KNgxExERAvB0gccGhGlG6nE0j8+GSeXxpplMJpPJZDL/8wqDj0mC8bF9YuMXgkgzfLbxkTBI0zGf9hyYgRkaoFoa+8lMbGYhSghxCDFGfdg2XRguXl2t1hftEPs+iKiKEVLlXf3qVb95aO/v2s2DBio918tysajOzlfr8/VyuSSiGGMfOwkxhhBCkBhBDAkJkIjS0jsxqVmIcbfb9cNQ1ZUriqosYb2CEPphEDVRIfRlVS1Wq+XZxfnVq9XFha9qI1IAMRQAS4OXcJzAZEcmYh8+fLi+vt7v9ynoT20An24wSBCNE4FSm0H691g5zCVDIqKqqaO6bdvUcuC9P1/UZZFwzjsmBgJVA9DjO/UkT4AnN/3zMwZZWmQymUwmk8n8rQqDzxYWc7CHLwWCP1pKgjI2vyIzs3dEjEASQ9/Hpum6vh8Cb7dNURf/9Nvf1dUS8V4Vuq4f+gEUluWirhf6xW+0aSiGvtl5h4u6XK8XZV24woFaH3oJIQwhhKAiiOiYy7IoisIxp6mgi+WyKAs12x32u91uv983TVPVdVmVRFQvl0FkkAEMwfFitTq7vFyeX64uLhbrMyXqoyTfAQCE1OCLZPbYa5HyA99888379+8BoGkaZkbEEMJxfP85tyJlW9KD9HEhhBhjev7wsK3KcrlcrlaL5XJZlgU7YkKkUQCEEADkWOb9hHA/C4NMJpPJZDKZ/+mEwUdSB0cmZC9sMC4ppzqUNBNz2mB6FY/2NSYhEAB0LINJBUWpp4BVMcYYhlQM07Rd1/ehDy4KrIrFcnEe1YYQTbFwxW67aw8Hd3mJJuvF8jdv3rg4bO9vVIbC87KqyJEkRzN2AOCcY2Ym8t5XZVkVZVEUzjkEENW6rr33ZsbeAcBuv+/7vm2aMAzeO0QYJHZhcL7wRbk8Oz+7vKrX576qlUiRgFKWgAAQgQzAMKULEAAkWhhkvzt8/advPlzfELIpkGNCBJCx+Xi8jE9LiczSLFFVmc0fUrMwAhAzTqv6qqqqBJD0BhKNI18BDEBFhqHvhzDEOITQdn1RFL7w3ruicM45ZjJEMEqTZ49u12OBUY7rM5lMJpPJZP4hhMHLCuH4+ccHzwbcH9cL2Un0aHgUUdrjppjaDBApVfSA4SwJkigIMcQoXfC+qH1Zq0I/xKEPoLZenR22+/12C6Z92zqEs+XSLi60O/StEgIhoKrEGGOsak/syJN3riiKsiyrsiyKwrEjGsv02TECqmpd1yGEtOI+9H07DMG7oijaoe+GoWLH3ter1fLsrFyujJwYKCAwzQ4EaqBmqqbTlVKDEOJ2u/vhh/f39w+q5pxP3Q2pbgoBZ1GFk+FAejIF5kdDiwjRxtlCmAwibCwGmkaT6jgVysymNwMSeQAaguihbdqOmJ3jsvR1XZVVUZZFWZZEOCk3G53oju+1Pf8mwI99VV7eIJPJZDKZTCbzCwuDzyw++XHwpfKRo1lFUysCIqKNMb/BnBwwoMm/GAxHb2QgwKQXkusuA6AKhBAOTbvfH3a7Q9u1MUjaPkSrFt77YghR0cIwIMBysTjsdvvNVmNodptSBSQ6Qkc0gIGohEiMoEqIyVvAOVdOeO+dczD19aYO4BBD6gkuyzJF2DvVEELf92raNE0UK2pURGDmovRl1YuKoQECsSkAoRmamZiaoZpBcjpT6vv++vr6/v6+aZrkaTAMw/zgpK/gJZvqJKIwXevUnDBrARGd9oCqlgwM5jciAiEVVYWAZhpCbEI0EETw3tV1VdVFXVXnF+fOJSM5pFmVAM3m1vZiX/l0kC+bYHzkS/urf28zmUwmk8lk/tGEwf9w0kQdHsfdUHpGRFUtBdlFwYBkpjr2EqTKFEwpAgBC4ChyaNrtZnc4tG3X90MK0Me41vsybX92drHZ3IGB935zd7/fbvu2iUPft22z3w37XbvbSAhlWSKoSQTi9XJZLRZcVEkYOOeSJEiHmogT6biTcRgArFartPHusN8dDg/b7frsvKrrpu1/eH9dLtfF6iyqcVEiuwjY7VvyjpmASKIQQnI06/uewO/3+//4j//YbrdElJ5ExHnYaIr1VfVjkm+UT6qP7gJHQoKZ09VOj09eTYQQMMk0JO8LxNQjbX3f9323xd2HDzdlVa5Wi9VquVjUvmAiBoAkDFQ0hH4cGjV1MsBjlsJe/ND5OmctkMlkMplMJvNZwuB5pHXMi6HWs7f8uuFYUZSpAj4EMYuIgEiI5BxNUa9GsanVYJzurwaqpiJitt/fdV3f96Ht+qEPUUTVEImZkAiARAkBHfGyrh/uVWJUiV3X9l2zub9//+5d2G2w72DoyJS9ZzIACdGSBRj2vTdUZo0iHMMwIJGaqapM/sEhxhijqaalbyKqyrKu6tViyUhIFDRWVWUAh7bpxLgs33SdqCFyEEM0SNVQMFb5jEGzqqkSYtu0t7e3d3d3fd8fTxNKXcLHTQUfDZ8RbMqypKaMqWHDDMDUFMZ6pHkO0vF3wp5/R8acgI0m0yCxj0OMIYau68oqzTJy3vuyLLz3zL6qaBxxanq06o/MbjZRPlIKY+Jo9F02TWYO+a86k8lkMplM5q8RBv/Dj+DHCscRiVPzbgq1EZB5ap8lAIBhEFMjQiRCZAAwtRhj1w39MAzDcP+w6ftBFUTVdPTWIiQiJiYkJnHMxMxlUZgpmDJBWbjSuzh097c3HAYngSWgKZioqs15C1A1kGjMzM4xc+oSTmIgDe0RFVWLYawjAjPn3Gq5dMR1XVdluZRFp2Hddk3bHdq2IhdVo5gYAJGaWTQkY3JpEtHYM6CqoGbGRLvd7ocffthudyGEE/8BACDiqdXheLITPvGcnuq00sijx+p/BUsnaT+1NXiuBMPjpgZAwOS00HVdT4zOsXe+qsrlalnXVVlWlXeTR3NyesPjHNDjf9FADWZFMJ4SIpyOYf1EDVImk8lkMplM5okw+HTM9F8RUaF9XDEQAMQYYZqjT5QacEHnhWJAldRjTMwekVUtSmjbbrPd7/f7w+EwRDEDIkZEIE6l9IBoNA7oKQvHjpkAEVQimi3Kcl29+uL11bIuw9CymWmUMOgwSOxUooECIXoiYMBgiuyYRYgZU0JBJMQ4DEOQqGZEFEWSNpAYiQjUHDERgYF37vz8vO+HtutjiFVV18uVKwpRA4KUDBEFct4Q1dQMEEhV1TTNW9o8bP7yl+82m+0wxGnsEE3RvzlHMBYUwVzJf9R1MAfYqfIKcOwhGO3JVKPqaIoMMP8ch+BjOwcA2pMO4rnVmADAu0JNRWKMg4ggAhGVZdn2/aKu6nqxXi6YnXNMxOwo9TmM5VeqMBYOISICGuLYhz76x6WPNP30N/nTKbJMJpPJZDKZf1xh8LdxGEeTSZ8RQgCAVLoPACI6DEOqhCci57gsa0BUsxAsSt/3fdu0+/1+s9vvD4eua5fLs7IsiMZSnOMyegVAAMeMAKHvHu4+9O0BNCwX9e9/9+Uf/vC/fPH21YJRD4cw9NZ3OvQSOpEIaL4sS1ewd8R8KnZwNDXzhUdlAEj2ZuJcDGFAVNUose+6A5KquqpYna+bZeO9B8Yvv/zyy9/+7uzsTFVFxdclAEtU53yUaGqmj8E3Ipjo/e3dt99+u9vtYozJiexTVUMf02jPGpRTLwTM1sg/4S4e//r0DUSOyAyIAAlJRETM2j6INW07FEXb7Pfe+zTWKTVwT+dCRHjqh/1j35xMJpPJZDKZzN+dMPiUPJizBCJqZiKmCgDo3Njsi+hilL7r9vvDoTmMc0jDEKIgUlUtmHkczpl2TmOhDCISIzMhqIkcdrtvv/1mt33o2ma9qn771ZeXF+uCSUIf+la7jiQWjupiYWCG4IrC1z45jDF5IsKxnAkBkZgdITp2ZnPvL5SlqUqMIQTHriwKJNSoIQQXoy98UVZsuFgszs7Oy7JWS84CBIBpH6l0yVRBNU1fIoB909zd3d7e3vZ9P6uCWRukZMsc+r8Y4uNY6gMnwmDe+KcIA0B96jLxGMOnz40xyQxiVxAriYzDTxWGQWJUGQZmSi3cabxpYrSDQExC5dGAwZKz8pE39rMe5VxHlMlkMplMJvOThMHfftjEzGagqnMxSFEUNI6uIUDsuqFt+8PhsN1ud7t913UhChIyc1nWzJzeaVOUOBbNIBKTc8REoGKqXRt++D6axiE0y4ouzldMNgwtDb1jREKPtCyLxaIyMEVDZnAUJEYRxw5TTQ9R+gEmxDRkFeeOWUIiRBMJIaABE6lIGELf92HzQOzKohgEhiF5FY/GBSKmOJ5CCoURICUNEBFU72/vbm9ud7udiCRhAE9H+jzTAC88HjsCjt4LR3G3wVhsZMeOBy9Lu4++JqIIOHWDkEM2G1tH1ExFQSQVMiGid64oy6qqFnVdLxZJG8BkSzHu0cYHk+FaOt7Tk02qJiuETCaTyWQymU8Jg7+XA1VVVWDmsiyrskKkEGLf913X3d5ud/umH4a+64YQRAGJ/TTyhphijKqays9tmqmTSn1SUy6qIqhI2G1a70mkj7FwDEPXqEqN+PbqQsoCw1CX/my9NrAgMZgqQlBVEzRAwqQJ2Dn2nrxj79JHIFGKmdPIVRANfa9BVKTrunbftIdm/9C9fvvWOdfHcH394Yt/2vtqzaVndCFGBQJiU1NRMEBitZhs20IM77777sP1h77vYRrfKSLziJ55lf2ZEni6so74aByHAACaGrHBFEzGlXiw6ee0xWA2qT72KzMAAEIal/PBDEANTGYXBUzJkNROnRpOTMHABo0iFobYtb3fHZJHxHK55InZeCGJQGYWCV1o4cTa+Uge5D/4TCaTyWQymb9jYZDCOeccs3POO3YA2HX9brfbbre73e7hoWm7CAhIyOyL0iXTgxRlisgYNarY1F1ABERjv6qCMRgRABKIgCkBOCYQYXRnq+Wr1erL1692H27a7QMAqEoU6ULfSQSmPgwxRCIjJseOvWPnAGG0NSh8Opi0Yk2IaGgoJqIGkuJls67r7rf39XKZyvrv7u+Hvn/0IJu8nCWqKSAgI6WOazAYuv6br7/58OFDmsEKAKomolPAfhzCvziVyD5y2Z/ws+7Y08ePVUyzqcLspnCazAAmguRkkJ4S0RA6s9ZMvS8uLobpmzBaShMRETrnnXOI8jG7A5jKqPLffCaTyWQymczfqzBIS/sp8jODYQjNod1ut9vtdr/fd103BEpBMp5OOMJ5Rk4ajJ8qVijVITETIRKCgYiQASIwk0hgssKxgdV1/ebtq6+urgrTjcZ+6CNAWfgg0vdDLwEI+xhiiIqRiZ133gpDcGgKFlUoBmZOS9eqigCElEwWUAERHTvvPSL2fd80DbIHgDCk8JfNTE3IOQASsyiiqkzIyf8L0EyGvv/+3bv7h3uY+jFUU22OzR89La7DkRsATE0IT8TAsSrQpxxbtv0EOfdygH6sMuZjS+oETRFCmoP0UtMzish2uyOi5B83B/pJcjjnqsqtVgU864jIk4gymUwmk8lkfoow+PS4UvixDQzMiMaQM1WiQ6o5gccFYZ1GzQMSAFgyIzMDRDUw0KPQbRqAj4TJbACJiJE4RO26drc7bB62m82mbdthGFSF3CJVn6cQ0ADUDMehOAgIaskHzMxSH+yoDFITAKhFUAIgRCASUTRDZOeLs/OLy6tXy/Vqc329a9t91xdErh9EJI1ARUQGBjJGJkRTkxARwFQlDEiUjIABQE2T6zABIQATFeydc2rqC1+VZelcu9+jK42L5XLliwqQ1QAIEYEQTE3iQGCMjCYEhohDiLd3Dx9u7g+HVhUAx8mjj9EwPmvnxtleYAqaxywCphlH432z8aqlW4rH2YdH84D5lo3S7CQDcKIT0hUwezQlGIXB+Klgimni6DzzNBUKEdNo5zwERKQQx6m1KjqNMSWiui4NVojovSt84b1HQgRQUzCdPjcnDTKZTCaTyWR+vjCYZ95/DBUxUfKeGJLjloKk/tu05JxCVI1JBTARAxAoqoKpIbKYCMg8S2cKB8n5kRikbbvD9vDw8LDZbA6HQ9cNqoqIQAUQgHNIY7nOyX7m9Wk1AyCetmFkNAJNQ3ugI0AiJiTTCCDRguDZ2dXFq7fk6g/3u5vbh5tDFxRq52I7gAgTLharwjkmZibHFGMMw6BxADG0AEPqp42iIposmE1UoqgYOOeKsiyr2hclEp2tl191l++uPzRhu371xb//+78hl31QKqgoqhgjkVWM+2Zbl6VjNwzRARDAdnf4f/+//36/67qQmg9AQQGBPSc1YmDs+FgGIJxW1CRlQDIJKQADEzVUA1EQJTMA9MSMhIBogGpz/gEf2wceRz8hwoteYwAwJx5S9uLJXFMqYLJne9QtRIaogEDgiuKJ7TESkAGAApjh7tBv9gdmWq9W52dnFxcLJqeqakGiTmNPJ8kBBqD5fwGZTCaTyWQyszD4LFKsNS6KJ0ZvgEkYWIoEU8hORITgkZE55RQwKILCcatoCiJTY7GZ7bb7w6Hpuq5pmq7rhiGo2txUejJ6/2Pi5skBv/wWg6l4hgC8d8vlclHXZVkEGcaO3ii9dhHRRLzjsizRee+9c45pTJkIgZkBKhiaAqJHIpCYhIGqikhINs5ABiRqiKSqZVXWda2sZVXWi0Xqi0gOCeloUx0RABBRURRDHwGgbZo///nPTdOoKtBnFcwgIdp4K1Mlz1yS9Pf1nVa1YRiapmHmxaJ2jgkJXRrAldMFmUwmk8lkMr+iMEAASDG1qBiOraWPCQObF6pBREwBkaa5NkhMhStSADoTQuj7YRiGEMJ2s2uaNoQQY4xRkio4njbzPNB/Xit/ogpe1AaqqjGKCBM659brVV3X3pGMjsugKlFNDECVEFIRf0prqEYiYucATUUMDAwBCMwIzKEbDwNRDQ0kdQmbmUQBEDDzRVnXi4ihLMvlYplUATGPuREwMx0nnwI6xyFoH8L9/f3XX3/dNu3kW/wjAmlcaP9IrH98WZKGSXoGfqEy/eeTkY5yRGhgoPbp9z4/8pOJq+laDcMwXjKVxaIui4KZU4fJc22QOxAymUwmk8lkfiFhMEacY2gPcBygIozlPaxKKiYaVSIiIxAiAWDhS/Y8DMMwDDFGEUkrvm3btm3btV3bpiyBzi2zJ/VC8JE8wCwz5oX2+e3HfbQGRkgGpmoSJcboHDPzcrksioJAU2dCEjppZhHq5FmW5iQxRw021qmwmlqSRsnpDJJDsxMRjsIcY4yGRM4ROzAQVQRj9kVZecXCl3VdEzEgAqFESXkWAHTOp9MhYiQ8HA7vr99/+913/dB//lfB1AzGDuM5uZGEwXzNf1lV8Img/CQj9FxLvKhtUrFQOvCu62KMqaHcO8cvuFNDnlGUyWQymUwm84sJgzkEl7HjlY5qixBRkZjZIzIiGJgZAgERM3vHDpHJk4KGEA6HQ6oUmjIGfdu2XTtMA0bpcW7909AQPxJfHqcg5gNKquBkD2k5WUDGWBgBAKqqRkSJEkIQFVVR03E+DsGsLpL5l4ABpdMnMEIgMBzNC4AQR5u2QiSEGEUVEBDVLMYoUQDMeQfEyYrZFcVYtG9jVQ8xMTPXVRyGEJL9Gdze3n777bfb3ZZd8Zl1RAAgKmB6HKz/jRQR/VxBQkTjfRRpGi4KXxYFc04LZDKZTCaTyfyawsAAdJpENDtqgaGapVV1ixrjgMREjpC4KAAIkFIMjUht1x2a/eFwSKbFMUaYamzCENOvU3SIqQIHprVhGrsX+EUrq+d1RLOlwPFmCMjMZioiojFVoiNBWZaEKKI2Faer6jhSB5MTs6mJqCAjMDlmQjDzHJyKoCmBpRqrWZkQMZFjETEQ1TiEth2apiGCalGLpjIrxnHeP6iBGBCAmhFh6UsNIcYkXvj6w/V3774ncoAInx33EmJyBRgtF47yKifTPz8nxP/p+zlJDZ3IlXSQz6wJTFU5jTAyU9WkMPuh9z7depotsCEbn2UymUwmk8n8gsLgSRw3lWfIGDSnZgACoBSGMTtmb4Z9CMPQhxABaH/Y7fbbtu26rgshzEG/yth3MO97GpU5D7Kce5qfeNweq4IX245Po0lEBFMRlWgqiECIjFQWPu2VmdhNeQZTMbPRH8GS1zESARI6TtIgDdZEUzQ1kRACgKaolBmYgVWjaB+CWRiG0DQdMqD3QdSAkBmQkHiOyNMBiyhVJRERKQCEEN6/v37//tp5H6MqGv21SYN06ZgZEaZuCj0J4n++zdlPUJVPd5hG3z4vIvqYe/GsDeZnVE1Vk0qaG+JDCCEEEUkzbVUlvRmmUby5xyCTyWQymUzmFxMGswUVAKiNi+yISMTeF0guhIhIgIzsYpCmaTeb7X6/V4WmPTRtE2NMoSczEzEi2LSTpBPmXMEUoT6Gc/i0Z+B4s5QumCuI5jqiaaD+ZLOgqiIao6o6IiZiIu88giGi9957l/zQdHZnQAACImRmYlIBQwQiRGRAUgUVMA1RQoymUhRFEjNMiMQGSqJmKFGHIQBDITqIGDliZ4bsnBGZpgtCKZ9hqpRszwy2u9319Ye7u3t2bgiD/YzbdOoBPAkDn3qbx2TI03lEv6AqOG4Nf/48PlMFJ5LvE8v8NkmaJJGIyMxijKl9paoqIlRFmK02cqogk8lkMplM5pcVBifBGQASclH4oqyc92Y29HEIQ2B1osMQNpvtzc3NbrcDoCH0QxiOe4JNR0uEqaAlBeppJfuvWbo+aS14HpXO68qgxp5xWnqXGNIsoBjjNC10jCnTnH4DEFNTFVUBo9Hra0TE+r5vDk0IoaoqwulECEUxBpVoQTREAaMgECJQ4YB9VPDsAVDVyM2aB8eMClA/xG+/e3f94UPTtMD+Z+q3j0b5NpXfDMPQ930I4ch8gH7VL6LN9WifASEyT5mWx7sgabxVatrOfyc/WSoAACAASURBVPOZTCaTyWQyv74wQAKztGzunKvqerlcbXe777//4fbmru0G5329WJjB5mGz2WyGYfBFqVM5OxEhIBiKCjyWkpOIqo4KAZHmleMnKYCPjCtNj4+2GstyZnWBc8WJRBUBU0SHgKIS4wBhQImist/vD4d927eM4IkdMyCI6TAMAEbOacFpudvGQpbUXmAxat/3TdNsNzsiZueYGZ1H5BCl6fqm7dq+J+dqhajqkRBJFAhZAKNKiS4lGohQRAjQAPq+/+67d/f3D0MIBITOoemn7bo+Ud8/eRdEkSAifd+nSFpEZk2VEhe/QPT/yQeTV/PjAT8fTfuJHgMicr4MIdjkiKxqIhJjTONu57b43GOQyWQymUwm86sIg3GOKCAgMpOosuOzs4uqqm9u7t//cH1399D2AzNXVYXEXdf1w6Bqzgwn0+EUDZodFwulvgI7CuXH0ZkAMAarSEgEH28tgKfDTI9fnR/HEFJ3ASKaCHn2zplp37UoAS1ut9u+71UVKfkxgKh2XUsABloQIBVzHgEQVU1FRSV9QtN01++viYidd0Xhi2q5XjP7IUrT9W0/sEHbh0PbX62v6uUamc2QiB2xPXYapImiICJN03z9zdcPm40BiBoSAaVUy5MQ/LgiaBZFz69G2mbouxD6lDGQyUwNpy7vn2gkdzwA6sUNnppSz/OmpmfUjOyp4ju9a8e39aTHIF1+Ikpd3GmvKWMwDMPchj593PjNzcIgk8lkMplM5icJg0+Hg2ngjikczQNltcDOXVxcxSj9EA6HJqqZ2TDEGBtkAgBmxzz2E4+xdnIFw3lte5xBxMyICEBwNJGGkAgJgT7m6vUkJ/BswukcVqqqmoZhMDPHzGgSB+ZysajM7NAcUEJBsN/tVJUdoxkgGkCM8XDYE6EvPTmHzo/ihBAAYoyh7200AaCu7f70pz8RsfNFWdX1av0V++VZAUTtMAQ1ibo7tIeu/Wq5fvXmi7KqomrhXOGLpmuBAMHElJHMdAhhu9t9/fXX2+0WiVN6hfFJhH18EeaxSMer76n+Pr2a7COawz6EYb7dzrnZwWDe8/EenrUFwxy8HzczwLOF+TlJc7z/NIdKLMJTr4kTIXdyi5/ddBCJYwv1+CmiOgqDNJZKNeY/+0wmk8lkMpm/Rhj8KGYao3rvEdEMQpB6sby4uPS+uL19v93uQ0zmZ2nkP6A9ie0+IjzwKOIfVcFHXv15zAvnj+vHz9eLDUII281WJJJKF4KqmKmpmWkUQ1AiE0iJC0LAEIISgpKpQZRhCH3Xx35oD/vNw+bu7n673TpXLFZYLtZFVQNzH+Kh7YKor2sFPLTt5es3r169OTu/XJ1d3m932vcFYAiBCzf2LiAAQNs07969OzRtCKIGiAxEAPLTL8I05V/iRDKpTjdx3uY4/ZJ6nn/s4sJPH5s65yLm3g9iAuMfdVJ7MSl0omST0pg213Q6IYQYff6bz2QymUwmk/mVhMHjwjwRiSggXlxcvX37BRF/uLm9f9hEUVVTS4vKYPakC/aZqS3OceNRAPnUSxnwZ42YTIGvc+7Y2szMUsFMGnBJgABASApoZqEfbm9vFiWbSt80UaKqACiipTzGuNauGiR6jaqMgAIAGiSEpjkcdvt2f9jeP9ze3jw8PJyfXy5XZ2cXF6vzC19V7H0vsu+6fdsh06Hrb+4ervbt+urt5Rdf1Revzi/Wg1rX94jonENQFSEiU9xut3/80x93u90QgxoyERKT2UmPwcdKqiBNYZr6rVO6wMycQ8ecmnfTM7OJRGowOCnFeTkkB3xR9aWPTmZtz3MXaU7U80lEL+3/cefPz9FMAYWmurQTHZhKpH7lJupMJpPJZDKZf1RhMFr78ticKmplUb5+/fr167fvr69vbu82m61E1bGz1I7fhS8EfI8WZvDUvuBRF7zUnGqfFC4hhBTXJofjWRscCwNEBESadhVjuLu7Ld9cAVjbtDFGNSUcS1/S2CJVDTH0w+DCwL40NQVNoqJru2Z/2G02t7e3H95/6Lr+4vLy9eu351dXRb1o+qEP0gzDvuu2zSGI3m82331//eF+C76iclmdXf7Tv3zlHYVoAOacMxWFQIhRbbPZ/PGPfzwcDiIKwEiIxKA6OXfZix4OcFSIlQ4+JQ1SuE9Ejsk5TmvtswY4Lsf6xBWe7umpKnhewvS8mXjeAxic9IW/8ClHjD4XT45WDWIaLDvJyvHV0WRaJA8mymQymUwmk/lVhEFa/y+Kgp1TMQBarc5ev357dnbx3//0zcPD9nBoU+QJY/8ApYqTNK9+jvCfB/1JcTxGpfZcDhAiT88+CR+Po8kkDACAJ44XzidTYyBI/c7jBCA13Ww2b6/OAaxt26kTl4iQHBEimIlIiGEYej8Uy4WZgYiiaAwxRolRYoghDH3XS4je+9VqtVytIuB2v2+H0Insu26z32/2u9v7ze39Zt/F3f/xfx4Ge/3lb6msXn/xdn223m23c6DMRL3E+/v7P//5z23XAgAiA7KdROVPOT7ZlBCYy3hmK2giYgKiMZkw6SWcW72P/Zvhxfr+lz705Jnji398j8YQX+2kM+T4Js4a4EXSlmqiGpiZaWxSYR7FiU7VU95nYZDJZDKZTCbzawgDAADwvkgL8AC4Xq+qeqEA2+227weVx5hwjMIxhdhzLI8/rWcAP/nrp8XLtGysqqpzY+vc5WypCCcNyyRgJiaWGEXULA6hP92bGaYTAQBCJDIDUwUzVGOAgv2iWuBaZYihDf0wlGUtCtv94dB1797/0A6xF9117bv315v93hflH/7t3w3Il3Ufwv/6v/9vShzUri4vLy7O+raRGD0RAGy3u9vb283DRiUJFYLH7oOfyrEqgJQucE7ioBpTL3IqvkovTcNM5fMdgp/vYY71bRI3J44T6Xs1JzdmI7xjF7aj7mRRi2YaJx8D55LswRC47/sQqqoq8p99JpPJZDKZzC8vDGwcJYQxSowRgJBcFNGui0ERCInMjCDFzKnXAHlc7weAVBh/uoo8FRRN9Seps2B6KbkZPL6KcGyOdVJLM4++OXn1ybQiRZvSGITgHBfeE1GMweKQhAEiqkqyJyAERmTH7Lgsy6qsmEjNIDVSADBzUXiQelgsV6sVtZ1jt93twnazOTQfbu+aIez7/n63/+HmAzBfvnr7r//6B0MyZK6qoig/3Nwu1mdFUThPjMBMCBZj/PDhw/X1dd/3QCUzG7Ei6ai2HstyPt2hOwuD+eIwsympPpYY2ZG/xCcU16law/Ew5kTEsbo4FmnH3Q7zM975OaszT0xKvQFz3dfxfTxOLCCiKpiMTdiT3hinng48tG27WNQAy/xnn8lkMplMJvPLC4PjIGwchx/Cfn9wXJRl5YuS2ZnEcTqogJk+zuXHx2Byju2OYld8DDZP+wrouKYomRvAy/MrxzB9fubY6ewkrARANAMAx64oiqIowjDEvh2GwWAsOlJNSgiQiYG991VVVVWF7KLB6FugBmCEyESO2TkHBvv9ft92h77ftt3D4bAP4eGwv9vsDkP3xW++fPvll19+9U9BFJ2vVqvLV2+Iueu6w+FgplcX66Jgi6Hv+3fv3v3www+qCmRIhMR2OrIJXmwwOKkCmieWzk+m108aAH50RtDTfZ7OGpozM8dflY9NHSWiNBYp9SLPquDFDMbx2c2IMAQlQlOVqfAp1UQNQ+i6LhWVZTKZTCaTyWR+eWFARAA2DEOq0DeD7XZ7d3e3Xp2/efNmtVr54l47S6EegKoZmBJhWpA+EQbwtOH4sYP0yehSPAkHYcoYvNgje1LafhJZmhmYISFbmuuvAMjMRVHUdd31fbffD/0gImBKY6w8TsRMpThExI6ZPagFjKpmqiaqomn1PUbZ7XbXNze7tm2jdCKHEHZdv2mafd/XZ2e/+/2//Ot/+8P55cV3379/c/X6q9/9bnV2Xq/XAHg4HBAhLOvCeVNt2/Yvf/nL99//gMSapjsxg07ecoCfmCg6Wz7Pv85WBpAqhaaZpOnWHM8g+rTn8eM+Ceckw3xxjrVKSkSchPjzfXTOJQmXrts8NGkejkREZVm+eIvHM2IEFGZSESESEURIvQuqmuyc8998JpPJZDKZzK8iDJCQAGOMzI6IVXW/32+32+Vi/fbt20W95JMhMAYGnxxD/ytw7KGbHttTHB/1LwMAIjP7wvWHruu7GKNEITMkcJ48u7S/FD3HGGMIRGU6qfm8CMc4GceFdFoulyVgE2N3f5+iXiA8W6/fvP3izdsvzlYX211b13VRVmW9BMDFcllVZRj67XYLUlUF931/e3v7sHkgJDHDx+lOCD/tep4M/HluPZZCcyJKM3yOr+GPjitNQf6xNnheQQQvJXZOHM2OcwXpGNJldM455+DZrNLHfy21KHCqNqOxS1xjjAj6X/21y2QymUwmk/n7EgafGSqpgQC5sjI1UVWgqIRUVouzi6sv1mdXZbVs2pAKPQAViXAcT5Tm7hsAPxtG9KT0BU+ExenPY0hsR1YJo2yhuejoZPjpE2uECEDsEH0cWgJAcgbUHDrthzjEOESHxIQMQIZoyMjeubIoHRcare8CcTQdO5gVLP0AATqmwvtFtbg4U6IIOBwOux9+aEU6NSzL3/zz73/zz7+/fPubiqvzV/36/Kyqq7JwRVlWVVGUReFdHELThq4Pf/nh7sPDYd9JLwjETEwIIgEBEcSetFfYp+XBPGLoaEskJnaMAePU7+ucS4VbURTMkAiT8XR67ziklJIEYuenPMFjZzOASTKyUFM1ETUbUxAiCgDMLlUQqWofw9zkEE1TyVbaW9oxEiW7gpQHgCO3BEREZOICiUwVkJAYTNXUAYIJjDVvlorG0lgss1TelslkMplMJvMPLww+8/2iMBiWi3roBzEh7+vl+uzizfnF23pxXi/PfbEkbtPgHDRlSLEgEKWpPorEBI9ZhZPF7OcgGtLRzzgeCCfZ8Ljh3E3w1ANrHuGD8xJ1r4jOIZmGSEhIXhV3m33JBmoW1RdMaCBiQUIQLIrSlYUvPZemFAbxZQRVMAUwNROTaKJo5ggLdoty4VCRmxBj29y3TacW2ZVV/eW//P7tb/95dfUKBllfXazOzupFVXheL2skRrP1er3fNcMwHA6H//zm+9tt1wn3MZalI2YiNA2ECKnx+cmIHnt+SU+X2Kfnk3ZiR4gkoiISkiuc92nmUowRERnBkIjcuKvUwkFpKd/ROPt07GaGx6FDlvaZFAIAJDMB1QgAZenLslLVru+6MMzjhoAQ2TFiEgXMjACmltyzzR7P8UmRWBquCuO4UtX0HUEAAjtOGhgh0FiEdpToyWQymUwmk8nC4DOw3W4LQFVZX1y8vrp6/U9ffXVxcQHwd7QWa2BpMA4wIuPYz5uGC8XSSQwiUWOUGMysKAozc855XzrncFoVn4fli4xNBiISJIqkFX4OTbvbH0QBiIuC67qu6sXZ2Xq5qA/DvizL1MpcFAUApMmqiOi8izF2ff/u3bvtdisiaXQPGKRKm+SAZho/5xIk17Z08DCV9zyVZDgpjscwelzOT6OECJ77Fp/4DxwLlbnNYH5p3vPst0BHLSIISAwwt0CoHbcyj6VKR2VFRweJyRNjum5qZmp63NqS/1+QyWQymUwmC4PPgokcur4Py0V9cXH56tWrRb1Awq7rDofmcGhijHPQNS3sjxOAxgKQX26t9sUkw0lRzYvbEACbEZqmsaimGkMceiWPAEwcbQDT2YJrjnINIE1P1bQYLgqqkwnx1HcrJmKiJjE+bHc3d3dd3xl7ZWeIXdchYVGWsQxFUaxWq+VyweRUVQwYMckDM2sOh2+++Waz2YCZ9z65OOt8Ugj6kUGl87L68xzC8a9EZCYhhGEYkmvBUT8GnBjDzfVCzOzYO+fYcRoP9WhHbfZUK421SbPeSG9P/QwnA2TnthB64nSmZmPon1rW55zPrA2O+iIseeoBEsHjIKbRucKS60HSErmUKJPJZDKZTObzMwZIzOw9nJ2dXVxcFIU/HA7X19fbzf5waJumOYpd57Avdcumf34BWYDT/p5X0Ryb9T7pKngaGTsEBgNTUkFUlRiGrm32DkoHgqZgRojAPNlmuclZbCydt6imoioqaQ17jGoNQM1ENYrum/7+4eFhux1CSPmJEMKHm5uu7513ZVky83K5rKoaDLquUzVKHl6qMcb9fv/999+3bZv8yIhIdDzPNDTpRx0MPl6dlSQaiGiMIYSQRnzO5UDz7Zsu6dimzMzeeybHzEjj3Tze8kQYpNuRJE0SBt57M0t1Soj0mChIwuBI24yVS5MwsKly6qkI1CPxA0eiKekESG3NhE91o+VSokwmk8lkMplfwODMzLCu64vLq9Vq1TTdd999T3hdlpUItG07uh2n+IwIgUbbgdS8CvQzTXt/xoHBRzoWTh6neacMZiKmAUA1DH3XHg5bZ3XJQBoJLNW5g3MwLnU7w7RErRJVQVTCaOagqSUXDUHBomkUGUK8vb+/u78/tK2YiQhS7If+23ff7vd7RCzLMrkiFN6bQdu2MA0SFZG2bTebzf39vYh4X6S5ovMpiAiYwEf8AU4cDJ6rguM4Po1Lwqmyfx78M5sepO2Z2TnnvXfOETEh2XyXnzqXHasCgNHYePaXSCJh/tV7fypgXhI5ZiYqqZToyfOjdHi2h6lVPcbYd11ReGZCIpOU98kZg0wmk8lkMpnPFgaqKiBXl1fLxQoAbm5uv/7mGxOoF8uyWPR9l5yNAR5zBHPv7xjL/Q3AYAQqFsAEEUCjhj50bSBwBRMhITAREwKaylHIqqAACipRJYaULlCZYnSDKDZEbYdh1zQ/vL/ebLcA4ApvBsBsZu+vf9jutqpaeJ+G88w7R8I0nTPEuN1urz986Pt+dAEDVFUk8uwAoOs6MKPPU1gqEmOMUVR1Xrl/cbRokgRFUXjviQhsWpF/Go2LSJo3OquCeQ8p35K0x3Fw/4mcBk5t5iqSXOQkxtTOPG9GTM7ztB87+pYagILpMAxt2yIic8HEanpybJlMJpPJZDJZGPy1ITVzWS+vrl5573e7/c3Nzf39vUSt27Yql7vdtu97mDoJ5pmhkyEX/CIx2bSzl52PX6ynP3mMpmgRNTJo6X1d+Kr0jpARmNA7JiDHRAhqKqCpXQIRybEvisI5CoMezckBQzNQgyg6hLhv2vc3N9c3N7uu17RMbmCODaFpmrv7++1u+3p1lQLxKJGQAcA5VxRFmuP58PDw7bffmtloDmBgZkzknBubEKbm3eNSopNOg49ZgyWSdcAcZx+1CjzugYiYnfdzroCmXoJki4YwaYl4xLxP58ZxRrPXwdObpXPL8GN24uggVTWGcZ6pitrUypz2k1wLHr2WLZVxpRyOAiQVICFGM33eJJ3JZDKZTCaThcFnURTF2fnFq1evQwi73e7+7q5pmhgkhNgXYbvdxRgnM4G5aoUQbWoMwM8vJcKpgfnFaC+FoZ+SBwBoAipk6pmWVbleLVbLuioL79gzO8+eyDsiRFULFFWBmJmYUzkNOwgBDUA1NSaLmqgF0X4Ibd9v94frm7td0wwG5BwSo4HhGLdeX7//8OHDm/WrRytinKNwNjOJ8f7+/vt378ZAXBWR4MiejJnFNE0l+inNxy/KgxBDCMFMkR4v43w5k65IhzQOJ32qCsbPtEeT4/+fvXdtkiU5rgPdPSIy69Hd9/bcxzwADDgQHsQQD5KiJJqoNa0+6MNKuz9Vn7XS0myNtruSliAJQnwIFAbAADNzn/2srqp8RIT7fvDMqKis7nvvYIDVrhjHYNdqqrKqMiMLbX7C/ZyTOgapfE+ihRR/pnNEw4WziDYF9m9fQowx9H1OXRLBGE9YWzi7QIwkNhmSFEaJc06W8JW5zgUFBQUFBQUFhRi8Eeq6vn///unpW0+fPru6ur6+vgk+9L3v++CruNmsiaiua0SdQE8dAxnLzf8G493TpoEISECISODIHi/n946PTo6PlvNZbchatAbrytXWaopz24cQI6KxtjJkhhpd3YoixxA8s6qNmxDWbXuz3V6v15erFQOiIUACRECIzCLBWvvs6dMnn332na9/OEYFj9kLAjDqZa+vr1+8eGGt1Wq7qmoiEhbdkjfGCFFkkNtkBnhbO2XiKArjHj+MMoBd3YxDdT54EGWsYNRUDEcOxf2oOQ7jqE+q4LW/wcz6IVrr6+TSYPOEO4KnZxZzlQJz9CFxDIN7SWqIyBz70N960/USiKiuK2MtIiqH0+stdqUFBQUFBQUFBV+UGBAZ52rnXNd1q9Vqs9nEGL3vmSXt5GphNkkfG5/8/0hBJghgEK0181m9mM8X83ldOZIIIKqSIDLDSD0ZH6IIajHddR0Tku983/e970PoI8cY+sjbrlvdrK5Wq9V26wWWJycBoGcWYyIzhBhjnC+XZ2dnL168SHJeY4wykFwN3DTNer1eHh2HEOKocojMMYS+75fL5RevbGOImpBASHcRqtFfNA8vU2/W3R487yNPJs6lxkSU5vt3DQrK3asGOYHOOHnvCXFW1SnvzCBNhM78Op5pjKnr2hqr7xrPxBRaUFBQUFBQUFDwGmKQCrs0Dj6ZUem67uLigoi226au6qqqmqYxxiBK2zb6PpaIQDjYEAEAECIRigiiEBoEmohT86949SC4iGgxmcKzcpuddAnJYycZcY4O/aJWpO++/c79k+PNejWrXV1Xs7o2hipjK0PO0HxW23FyBofcLdQ5exHxfTAh9H3X++Ajh8h9CF2MXQht76/X6/V2Y5zTspeQmNAgVWgcoCGzWa+vrq622+3g64/ko0/1rrX25cuX5+fnShIQkQwNNwVRgKy13nvhcJeKN7MZHXoROt6jVERElHj0vofcKnRcUoDhP1VtbIxNr+bEQMeEkg1RCjDWSARjTFVV6R6la9F36fEsbI2DsUkSQgjep55DVVXWmNpVmYpgLz1t8vtMk1AwDrEJDuwOEbVVNc5ucVEfFxQUFBQUFBS8vmOgkx5pViR/CRH7rr+8vHauquv6wcOHp6cv+743xoYQNputc8oHeNIZGKOrAAAICGFqTbOr2g/K3JwS5LvR+YPEAXINbtqizutjEbGGHrz18Ld/+7fffvzoxfOn7XplnYsxxoj1YjFzhkBms1oFAQCAhCSEZJQYsEjkOMz0xBBZWIQBokgfY9P7bdt13pN1DCiAZEgACNEpPQIIfa/cQB1LEVADxfQqjDHPnz8/Pz8HgBCjtTbdDiTSdQ0hCO/lGOTrlq9ecgFKa6JVeNM0kaMyAiJEpPQ5iKJ1v87/JJ1AtsKpK7RTF+SZxCn0oO/7NFakv6v8Rqf5pRhj3/fe+xiCzv/YEY7GtzAn1vcKCXtODGiUJAgICKhSeZAmF2OigoKCgoKCgkIMXv1ynnKVD6ynXVvPEkJ88ODhycnJfL64vLjy3q9WN23bxhizUXUYew6Dx//44Rb4ds/Sw6L2LpKQysScGOimeO7Pk1ofumOtlTwRzWf1h7/znd/9/e8/evjg/MW7n/3i483N1fXNGnn28PTUVS6GzlgrkUEFAAaMRSRT1zUakhiHWXkZspHJEBkDwp0Pm7btY2QkIDOoC8ZYN7VSQmYE7LbNy5cvHz16FEIAAWtdXddkLCJ678/OzlarFRmz09pqrHJSJCBq3teEGKT1SY91WXQRdLAn2YmSdiDGALH8Xo8ZxzpIhPm8EIwNBRVM540C7RVoQa9hCyEE/c+6rmHsDGhDwFoLiK1v4+CaGlKfJwUk0+vmpXILI8ivAomIAIEIReXNOIi8E3MofwsKCgoKCgoKCjF4I0zywlIJ7ly1ODp58NYjYwzHi25EjKGqKq1E03uNIQBNvUUAIiREFBBhvssyH97A0lRAEKYndnj+k1kjIprNZvP5/PGjh1//xrfe/+rXHj44ffvtxw8fPHjyyS/OXjztfRNFjLHOGEQjyECISAbIACISILBwCKH3veEYQaJwFAYgBmj7/uz68sX5+WqzCSzWGBxncgxnUbsCKLLdbJ4+ffrhhx/qdBYA6t48A3Rd9+LFi9Vqlex33vx+HVKpPGVM98u998oW7qJhOS1IE2WH+gEETO5Eg6PoWPGnzsBrzpm567phrIhZvzf5ogJANoz2+YAIxhgQxNvkEwiFFRQUFBQUFBQUvEHHADKZJiJOhvjn8/nDhw/n8/nFxcWzZ8+0hG2ahpmrqhJR3yHtGAy722p9o5P6xhjBYbc/n/y51XX01koXAIRFkPNRooklpZaVOTHQ4ng2m927d+/Ro8fvfunLx/dOXb2oZvWsmi3ms+Vidv78iSAxYOUsEYIYADCGCO2oTYgcQWO2CIGIkIiZI8c2xOv1zfOzs+dn55ttGwGcMQC6540a07XbmGdpt9uzszMtoH3ww8qAhBA3m83V9XXTNGn0X8frYQwFPvQnfQVbSBkCQ3Sa9977zIxoyv2SP6n+S0Qx7poMuqmfFj1PO9Ytf+ecyqn11TQHpc2EJPYY5rBiTKEHiRUoMUg3+jXMIEVqJ/PUgYMSgCCgMUkOj+phCtrxKH8JCgoKCgoKCgoxeO0R+V7vzi5mLLKVGIjA2dnZkydPzs/Pu67r+x52ys6dOEGf0X9T3ZnGX27VMLzJNUxO75AbTHzrUyWtAuL5fL44OjHVjNEYopP781ldLed17Qz4HhAFCZEMASK6yhiy6sMZmLX4REQhQEPIFL10oV9tmrPLy+cvzy6urlofTFUjGQACRFIrpqGkBzXu75r2/PxcC2X14dGz7fv+8vJyvV5779VkM4lulVUkYjCpmG8fuMqm+ZO6QCvyQfSBU2KQLEpTuyB5jB4KPDjulMfaLtCOgX6XckX9EB0zSw0QFRX0vmeUJEJQSjBauMJYzH/elkHqdCGhZD5Z2TIWXlBQUFBQUFBQ8CbEIJXdKaAqWc3opvvp6WnTNOfn51dXV8zsnNM6L42PMb0OigAAIABJREFUG2vyWlzLRBym7dGYnVnkJLL3LpnBLaXfWPHf2jGAA7citeIhovV6fbNeN52PQGQrhBgBlscny8VsPqvPXzxtVlcxeKwcGTJE1bD/7UU8ihCJtSTRxtgKQhTpg7/Zbl9eXD578eLl+dl6u8GqdlWlxGDHVQCEGSLrBfRNe35+7r1fLBbOOuah5m7b9tmzZ03TwP6IVFpNFkiz/ocjQxNSlNOnIS9sJAak/Q6Cu1hBkpqofEC/Uav2lGAdM6QfTPZGztOOE8FQy1cdIrIzp56tAxXJWKhKDH4tGmEcRAYjvy0BZwUFBQUFBQUFXzDHQInBYrG8vLzabhvvw8ScvqodqCQ320I+qNLIGEhGovIb8IfRCDCdSEl5vVq/brfbly9f/p//4T+FKN/77ofvPHrYNVvg6Ay9/c57lTHXddXerAwBRA+ZT78IC6vNpTCH9WYTYty0/eXNzdnF1WcvXj559vxqdRMAHNIY8YyIpIPyiDJwAhAA8H1/dXW1Wq1OTk6qqvI+WGsFsG3bn/3sZ9vNBm7TTvwKS5U26bUiTyX+rUdOMHJCThqAnHikIaIUZpw3GfRb8kaByhu6rvPe66vOOet2xCAlq/0afwnMHENAZ8dpooKCgoKCgoKCgs9JDCbb7Vo41nU9n8+dczc3N5vNRi0m27YdVAQI1lrmyCGMPYZ8Ox+zHoK51Y0+H0C6q28gIrC/Uz4xUNJyMPUTYBxhqqpK6cHNzc1f/tVfVbP58nh5dLSsyBKRQXLOwlu+MtjMat81vtlG32vhO+yKhxDV67Nt1ttt7/v1trm4un76/MWnz56/OL9sug4NCWIUSL2MwWEUBVFE54JAQgg3NzdXV1dvv/125SrvAyKKwHa7/eijj1RgQGP61+3b5urBeeBKNNFmDH6dIjFGVRfsug0ok9uda46TlVNqCEDWh0m3L8kPUqsh943N71HeKEiGpGR3XzeRnuvs1ef/hQ92SbpCMcau65DQGjp0xS0oKCgoKCgoKMTg9ZQgVWmpyHPOzWYzLa+vrq42m42qC5qm0fEhQNkV6pCGj1JBBqmNYAzpDvStguND+cHkMC32D4kB7OscYBxfAQAtQ/WwruuvNi9+9Nd/XVVuVtdfe/9L94/mhAgSZ/NFbdAv6s311RqgYQ6+h3FmJgTvfdRL7vp+2zY365vr1ers/Pzl2fnVzZrJVFXFRJFZp5xgtDNCEWRhFABWX6au666urrquc9bpJnoU2W63v/jFL7quN6NXqS6d9hsQMFEgzSY4XIF8uVKtr0NEfd/raoz3d1iowd1ztClNj9W/KNkNJe9X2Q88nswRpTYCAKQ4Mw0zTieQugRgMbUm0npNfg9vus8//CxUSSCqUfc+tF1nrTHkDKGMDa7CDAoKCgoKCgoK3ogYHD6p2tDZbGaM6bru+vq6aZo0RGStdc6G6LfbLYyhB5zJDA4/7TdnDKMKYy1wtR5VtpC8bgDg3v3Tz54+u/mTP+ma7f/8P/3Lo69/sJhV3AVCrOfzxayqCIFjDD4GP4kF6Lqu63ogiMJ9CF3fbdpm23YhSuXMbDbv4n6wLo52+4iEqNatevHr9brruvlsPgi4kbque/ny5XJx5FyVMbTb69hX5xgkL6ak903369WEMFecxxiZ4+FNHBgj7FGy1GdISuWkP9lut9pWUuuhqqqGuSMCGf2pBloyilK+ePWuHYO+7+OsBnCDyWpBQUFBQUFBQYESA05VpgiA4FC7ZkWsgPc9kTW2igF8FOsq56qrdf/4S2/ZenlxcbHZrLfbTdd1ygoQkVlAkMgOn6yjKuOGfYrXJUJAYEAy1lUISCyg++X6srU2sggwwlBJ4xhHxSDCWvLy4TQRZCls+aa1GuMMqtmx5DU+mN5vLq7+6kf/+eR4uW223/rmP3j41inLrAsd+87ee+BMVbtZc/7y5vIy9AEDG3IGAobIPvZm5h1f+6tPzq6eXqyaIELOizEe0ThDVrsDQKNdqUEQFEAW4chCYpBfPPtsc/Othw/ems1mVTX75adPfvKTj+vZPSAXpQK0woQIIAyICIwxAkeIETmixFGGzTCZulFKgIYIUTiG6Ps++F5iVAtZAEBhQjsqg5HIWltVVW2tIdJtflZ+oa2eYd2G/gPHGHrfMUf1+DGGnLNEGILvuk4EnHN1XXvvfe+7tvM+CIu1xlnnXG2M/ma0fFfmI8yDCRERigw3XXUdw1jRoVXr2FEgQBDRyG01zFX+xVG8j5ElRkAAFkQypWFQUFBQUFBQUAB3dQyyfdQ064+gVawgkEVTBfaz5Ymt6qvLm+122zSN9z0kpxpEIjMJEEjpV7sA33GzWSdIiJmMgRBYRF/jVPbhOBuScmplt3N+uPGbNsjz8ad8NibfDGfvHVHkePby5Q9/+KPAwXP83ve+c3K0EFsF5mpW1cYGwC7GtvMcOcaWQwjec2QW2fSh8XzT9herzWrTREGyDo0DIASDaLLGAA7FOqFmsyllQJDzs7PtZq3sxVh3dbV68uQZkgN0AgbAjialWYa0iHAEiUl5gLvX9hYHEWisrTlGjlGEce8wIrK6tW+M1f8pKxg1x5Jv3O9GiYQjx9GECoh0YIkQQbPOUvuh67q+98oKxm9xhizhWJ1jijcWAEEZLFlhKPRfv8E//Ez2L32YKwJMKgv9+bB+ZmkbFBQUFBQUFBS8ofg404PuHtd1vVgsjDFt27Ztq/YyKT8rBVpNxk7yrDQYt/MRB4FBXrgnFgEHvqW3ToAkFcFhXvKt4QYZ9ZHI0TlXoet898tf/CKEPgRf19U3v/7BvXtHs1ltnTXAEo+QowW4sXZ1fn6z2XRd75mjwKZprlc3V1erzaZhEa2N0RgyJgX27m1v4/65AYjw9fX1ZrvlyHr568368vLSe2+My51Ex/1yydxd4S4RbbrkXGs7WdvDULOESWxZbo2aa47TIYl95eEVKjQPIbRtG0JUVqAyjzxNGUDSpJPeQ8g06EoS4Yt5CZGhqqqMsUSYjLCKW2lBQUFBQUFBwZsSA2vtuEsNYxknaklkjem6rmmatm37vh9cJvNSLPPHTEPwWlyOsQNDypkerDpUrSP1372Iq18JkxyuWw8ZQxVc27efPnnSh65tt+v1H/7e7/7OV778eLPaEEs9Wyzq6nixuKpnBNhum81m2wUOAq6qnz776Gcff/zy/Hw2nwlQYI5d5+rFm50hAMD5+fl6vRYRY6wP4frq+uXLl977+fwg7HlCfd54EWD0Fb3LpVRLdpUC54lmmniQ3pV/Wh5foGZEzrn8B6DTR+pBJAKGhkjj9C171kOHydaJHnzhmR9jTF3XzjkklNvEEgUFBQUFBQUFhRi8qqQkIhGMzFqzcYyR4ny+cM4hYioK0z502mZWUpFnWqUPzeSkmMwxB1FBsspnzpPRUn5ZVnFOY7zSRnXuT5rEBmn6ZT/2C5EohCgA1tnl0VEI/uzs4s//4i+JkAiQaO7czFkhAiBbx6P7p8BCaBhw0z7Zrtdm5hbLo/l8QUTeR2NJfUVDCNYNlvwwOP8wQhIQD+cEAsysGm5mJgPrm/XFxcVqtSKiIZR4OOGxOSAiGqeQAeA1rYPJ2uYvJVaQkO5jIgb6luRhmtMMRXpvnnQGAClfmYicHVjB2H0Cvc8szN7DIFxGQCCETEjAoPT0C5TyiDR+J2aS8MINCgoKCgoKCgpeRwxEBBEQkWUooVN9f3R0ZK2NHFNAFR54hualp1ra5wdkQuRhakXtLLWs1ONvrXon0Vp3V4F7XCLvG0zfK8QcNQnAkmOStuvPzi7+7r9+5Jzr+/C973z7wf17lkxEDIKmnh2/9bCaLboYrzfby82WDP2Dr3/DuFqQPvn0SRQga5wxKqalocJlERLhsf2i1qWIqBW2NM226zqt2S8uLi4uL9q2rapK517yHAnJRolEdrawcMcMVSJjedTAIW3QWzBECoxzRHflGU+IQWJr+l4NSdCMAhFUamGttdZZY1UCPipABhEIi0Tg8RoJSef/cX8E64sW8ZJ7J72mj1RQUFBQUFBQUIhBRgxEBJFlN3gy7MGfnJwgYtt2bdtq/ZfPi+uDNIsCoygZxlEirU1HRrGXsKt1p+oT8umjJDyYNAry+ZNXaAxgX2yQXaSOqBCCxCjS9oxibWXBXlxc/cVf/OjFi5cnR8fmt8ic3ptVlWckNNViuTw+afuw2jRr71fd5rvf+/Ab3/zW8vjk5t//8Wq7RTRVVQvtFLpq6SNCApJozTCsDyAsfd/7vo8xEvPz588vLi5EZDafjRFvu9KWmSHvpxxkF0yKfshixbRez9dwIGY0PEij/1rxhxHJKioRg1xjAFlYMmTJytZakWGgv6oqZ50xVhlgeuvAK/CWPOL86vALEwMZeA6jIWW8hRUUFBQUFBQUFLwRMQAAFoEQWRCQyBgGQMC6ru/fvw8iq+vV+fl50zQwSBEGL0st61PtqIXgZIZnVBpAGk8fg5ApsQJE1JKUfgMS0eFkEBHIAAEKCwRhBCC0aKTvwnl7uW2af/vv/7d//A9///e+/91vfPCBsTa0jfdeGJenDz745rePHjx4fvb8vS9/mQVsPQ8Mf/YXf/Hpp0+aprn31mlk9t5XVfW6k4EYue26tm1dNfvss08vLy5V5B1C/OIXq2TMe685ZTllGue4TGJ3KesgJxLpLqQDchEzAKSKP8kSxvEhm7LVVOqrU0naLkhsExFd5fI8vTGb7NcGZvbeM0cxhRAUFBQUFBQUFHweYqAVWowsMLgGxRgBwRizXC6bpnn+4sXTp09vbm60BNTaKxccJxowidkSEe0h6CRJmn1PSoDEE/SlpF6YJBnD/kzRrRqDSRE8GS4CQAICQREgQmMtoDBH73tAIaKuC3/+5z+MIQiIMfbRgweWLJN0MVA9O3373eVbpycPTxGQRX7rg6/9CzSCyAKfPXkGMDjzD/WtAAgIMsgQaDCEOQiAQIx+u91ut9vjk/vPnj+/ur7SpQDY9WtuHSXK2wUT06d0sSlvON/7n3gQpZku2FcV5+sPmSVRfgCM7lWwi0JLnQQ0xg28MXKUmE4VkVIetnYrMLMrFeF06Yj0xcXHLDLpluggVvlDUFBQUFBQUFDwemJgEEcxABAiRwZCAHDOXa1WL168ePbs2Xq91sF0yIbOtXBMygHIxnvGeheIyPuQq1dz31I9su97uaMInowPHZ784XTNrcRAGFTES4gGDKDwKE8gYxDx8vLyv/zdTwApBP7ud77z3tuPF7OakYDZVPZosTCVabbbvvfG1t/81ny1Xjddv227rusA0JDBITxOxrAtAAQBBCQAUQ0Cc9xuttvtFgDPz8/XN+tEBw4FsofTQ6+2K01DQUnakTjYhBWk4yf1/aG+OR2gz6T5ovxdShisdTDELYdEXcbJsWFyCYmEMF2wUqjU1EH8dRgTqchZxvDpYdEKMSgoKCgoKCgoAJulxu4qpFyaSUQAEcaBbGYWHqZHNuv1xfn5xcXFdrudz+epKEwll5qN5jLi1BNIkoMQYtIipy5BohOH7vuvcOl8tS3PpFzOicFowS8cmEXQGGPNrJ5H3WJmeOvBo6vr9Z/9xY9evjxve/+P/+APvvZb79f1vN1svY8AEcGcvvVou91eXFw4V33nu9+PAucXlz/84Q+ttbNZPUzvCKvMYFemggiIJkEzc9u2TdPEGG9ubtq2NbbKx37yC5RXCgxysqSP8yI+Vf+HTYM8oCBvFxxyj1zHPMpIKP0G0sZ8mg0jovV6HeOQtZ1MqJyrBpdbhH58lwwMaschAUCEOYQ8+fiu38BAu+78kcgrqFRBQUFBQUFBwd9TYvDql3UqvZ4tIovu/xIR4LCdv1qtNpuNesOrUb0xxjmX5kl0EKhpmmR3Q0TJp1LdTo2xIYS+73XWJVcw67sWiwUR6QEiou/K5Qp5u2BSIh80B+7gCWSGmXNUU1GIUVJgbgRpup7ICuPTpy/+9z/5Py4urv/RH/zB7/3u92fHddv0TROP6zoC2Lo+ffCwbdvZYvHhhx9ut9uu6z755JOmaaqqyoegYNySHyp+5shCRPPFvO/7v/zLH96sVnVd17NFjFEdY/PiVlOImVlYzYL4sPxNw0I6WN+2rfdeK/K8LE5LZEbkxGASX+Ccq+u6rmvI2gWJYFRVLTLkFQBAXdf6aTHGzWYz0kLSH4mGGBhjR1MmTpU+Iqo0WKewds5LzCNNEsjCziZ2WOOHHPBA0DvL4y+j/N+/oKCgoKCgoOCNiYHCGAoxhhgxBAAwo52lbnhriZ9b1uRF+STqWMkG7PyOUJXKqkbVneYs/hZ1QEUPOMzkyov+1+b+3k4JtPpERCSd/9+f2UEAQmEBJEMA0Hr/7OmLyv3EWmese/8r7yyXy6quovQgYoydzR0Sed8/ePDwe9/93mq1+sEPfvDzn/889D0AIBKOZbQKa4chIQQAITLOuRDCk6fPu67TLfwQJI9422M++32CSYsg1xCr4DinJfmDfKwoFw/o3FHa+09mRCo1ycMQUsMhRk5y5PRjSD0N5xyRMWRyifPuNAAZZE98PNKCg2uFO+/mbRjfupNEiwjgLnG5/CEoKCgoKCgoKHgDjYExaf+YzKAx1bYAjm6kWtzncoJUR04kAXkK8piA5rSC1HIthKD/meuM00ft13kA+16ccIdL6a1UYa9wVKkr5JP8w/41oo6jGwAUBBFoO//02TMBaTv//e999+tf/9qjh/ejByJiIEKo6pmAHB0dv//++/9U/inH6Pv+Fz//+Vj/D1EMhIRohr6BiG6lKwV68eKFD0H1xalq5yFLIpsmemV9PAkiOGQFUwtX2jOTPZwjyvsJelg+LJQPjE2IBwCoN2hd1xpPkJoS+npiPrR71+5O53rr7N7tRonyH8bYHIB8oZL0e0cMWAQlEzoXFBQUFBQUFBRi8AaIMYpkCVbGGGMOZ9DzIfi8Nj38wEkRr7wCRjdJAKiqKm0266vOuVzzmjLOXqsruHXiaHKEBgzsClKU/eKTDGEcZ1288Mvzy8ur1YvnL7uuBzSVq+8fOTKGOXahP5rN5rSsq9l8Pvv2Yh76vtlsPvvkl4OUIkQWwbp2rjJIPvgQgzATkrXWWdv3/aefftr3PQDyQAwIbouNewWdy/MEtGOQguFgX3mc20CleIHkX5QrHPQuKAFItz5/r6Ya5GQmS2uAu38J40VlQuNBY3AgohiTMTiRrMOfE+yEBONa6esgkcX73ntNXtudXvlDUFBQUFBQUFDw+oAzZhYkADBkiIjHCls3X3ND0vR4MtOSf+CkNgXQVOBh8F0nXrz3E++gVHrm9ji/ziHxV3zSaAgkY8nrjEPG6MP5+cWP/+tPGPFmvfr+d77xzuNHxlqIYdO2M+eABnrx/vtf+YM/+IdPnnz2ySefvHz5sm2b+XxhjUEEH7z3nsgAGuGoi9A0zYsXL5gZyf7qF4TT7f88LnoyPpRLkHkfOdPQ4LP0sXnacRZjzHedj0ZSIFIaJRr1JFnPh7KGwKt4Ht5FjmTS+LmDiux/JJU/BAUFBQUFBQUFry89x2rPGGMGP/5xD9sY46zTsfjkWZlbXk7YQl6V5s2ElGmg+9OJGGgbIZfGyt3m/ZN99NtDjg8OOCAGtzrdAMIQNYCIhgw58oA+9M+fv4iBm/WaoOcPv/3240d1XW3X2068s+ScC76/f//+N7/5zf/xn//zP/3TPw3et22nX6nBZzHybFYjSNcGa433/ubm5vr62rqZOnRqarKGB9/tRyR5gMPEolS39vP7cnvHgMzEkihpo1MidT6eNJkjMsaE0E86BtlYUfpPSRKI8TcwVvmadzacpAACyi0qisHq9TZhyf7P4BYf0jHKjYr0uKCgoKCgoKDgcxMDRBQBLRqZh6RaLQRns9l8PtdMXx1WyWWvenyqDtOmcl6VwjCnNHQSxsizYaAIxg5DkhnkBSvstyYm5wwHcoLDzK90dZA0Bulg2K87BQlJJ1hwMDFCAGw37dP2abNZI/WR+Xvf+fD9L7+HSMEHQ3Y2n/m+J2vfeeedP/qjP4oxdl3Xe7/ZNH3fCwKzDMsyBoRtm0aAuq6z1XxcLpVkoC49s4wUbM/Ufzden7GyxAoOydKtIQZJVZxPiE1YQWoXHL4aIyeKmKQIenZptEkL+zwrDWBn3soCgHLI5hIj0AvTp27NNLiNGIzOpwCGyFp1Q9ITLuqCgoKCgoKCgoI3IwZqJ5rKpxDU6xGsNVVVLZfLxXJRVZWOFd26f58IQB5lAFO5MCYakKpPVSGr31FKQ9PK9c2n7d8Iu+kVue1ZGApZINIR/CgQowAQ6bS9XF+v/vZvf3yzummb7az+Zw8fPIi+UwvRuq4kBmfnyy9/+Q//8A+tc8baH/zgz1erlaurk5P7zlXrzabvOmcIEVerVdv2++akAzEA+HwxvbmAeBJelvOERAnSFU/miNLK78r3TJGcfTLkKciHhE2/S69AXVABIPUb9FR+Ez/xXHycnXB+AJc/BAUFBQUFBQUFrycGRCaGuEcViHTzPoQgAs65ZCg0MatJkxtwmx3QWDViGiKC0fJIN55T3yCVlRPXzpx+TOKQ887Aq/kDIsYJDxAQiHuVY2RjjA5QjWaXWtISAADyZrP56Kc/JURn7O///u+eHh/XlWnbFkEMIoiE4L/85S/pzE/XdR/97GdN16cBKhFWUfdqtTKmqesaAWKMOqMTOWQaa0iaWrn70nIBMQDoHvkk1yzv7ahta8wwuY/JxjT9C5m6QHf0J7lm2R3JfIpkN2CmI0O5YoRoDNIbptZ2NxRgr0WQ7jHsy8oHAjO2U5hZhEUYQEBYgG1HXddXzllrxlMtfwcKCgoKCgoKCt6AGOgoCyEhAhECDd41Xdc1220IXv2CEFEzyNIAepo+z4nBBDBKP/Na01qrO9YaopyksXmFmlf8eQ16eP6vvDQ1wNF6VTMNZKg6ZVeACgBzRESCPXKDMORBC0jf+67rPv74F9aQc+bb3/zm4wenbNEaGj5XeDarv/SlL7FAjHF5fPyTn/7s/PwiRnHOVc6iiDG02WwAqKqqEAVYgGScopEpnzpAHmms5XtShydWcCg+zldVxnZB4l2T8Lj8pcnniAhzzCp+OLSXTe9Kg0mDumFoWaAgjhnbO/6zd3/vSKuYPmYW2DlWMTMIi3BkBuCmaSpnASoRlV4U8XFBQUFBQUFBAVjIR7JHf868+GLmIfgLyRgwriYybdudn12sVjcx8mw20yJeowy89zocnya588CySXma6sVxsGRwv0n5WSkLeW9ve79jcItDkeg+MIoccgMVwo7z7rLTH8vdbjYptRey4ahhq1mH/QUrV68327/52x9rzUv4jbdO7xESQ0SRytkQ2VX1V97/6vLoeL48ChGePn223baPHz+uqnq7WQvgdtsAkHFV4JhzMwQZS/JxCzyz999PXQBAYJY4VvGYDQJpnPBAaoYanPR/IjLEKe8RAxi/VBUjuhc/Tu0jpgiCXHgA+160B5yEUlba+O0DQ2NI90Dyj9lpKlIugcbDHTSOYGc7izvL0tGzVJOc27ZdzGfWEiIISCEGBQUFBQUFBQUAYAEIpuSABViL6xiBWVw9A9Tegrl/74EP/PHPP/uvP/64ms2Xi5MY4Pz8fL1eKzfw3htj6rqezWZd16Vv2s2yjwFn4wBSTJ2BlI+mBkQ6CZM/f1isM7NzlRaXe68ysAARIhGCybb6aedtMxahJqmNx6WQPXIkw8jQAcNIDw3UCJZjWG2b//R//2h9069u/B/90z+cLY/bduN9f6+aV871fdf7eHTy4I/+2b/oevn0k8+ePnsaeu+99NF0jbp5ogOwrjZkkYxEjxBBAocIAMJBYhSOAswSBVjL6ciMSNZqnAL74H3wAEDWGmMBCVW8wWrnD4hgDAJYQAdoAa1ICMHH6AGYCJwzRBAji8QQWIStNQBIhCIQIyCCtVTXTqehuq5Vt9lEA7T0d845VzlXKW/Eu51GXzvRwyLR+5EY8ERtgYgskSGA9hWGOTVAa0k7D8LM4oMXMIAEaDSwIkoofwgKCgoKCgoKCux+PYa3alu990QAaCNDiBHJzOcLZ2MUuLq8/uyzzzabTTLETBNBs9lMdclJbawihIn+GJGstbmVPoyxBinOrO/73T790MTIVQcHtqT5pjhMfEt3FAKT0c34+M1r1UnvgkWEwRhbuTqE/umz53/913/jnPvw29969OjBfL7s+kBkABDJEsJsNv/gg6/9o3/0j//4j/+473sWEO1ZjB46mEp5gXESXxeNb71H+yM9g3R43ItPg/soexoMyhdn4gv6Sq/XoVmSK8VjDOm+aENAW0bWWmOG3lEeUgajJdTYlBARCZA0zZgCziaXOd7hqSvR7SNWe6NfaIwFBOecGTIZGLAojwsKCgoKCgoKBmLwKmiR14coEpEoBN5sNtbVIoSIlxcXz549Ozs70yACnSoxI/KcLO0P5NMmqepUtTEcyIX1M7XoVGKgh2kxmpoMSioOC8S80E+F8WG5+EX87CeVKDMbQ1VVG0Pr9eanP/1p33cx+O9/77vvvfeOsLRNa4ypqgpEjIF333n7O9/57rNnzz/66KPzy2v18iHCV3+j7E0Q7Uw706z8wSLnvZQsueFA7PHmV50IQB56kGyp9DfgnMuIgZnoQHKPIxEZfhoiDEOOgQghjVQpo2lkDAzUUqmBTG8HTm/rzsgV0BhjnXHOWWMTUSkoKCgoKCgoKHg9MSAiY13vddZCmGW72Qq2IUjX9j/7+OOLy0uRqCW7VmCz2UyL9e1223VdUsTm1vUpEgsArHV0m09lqvvTgMrEbl9PzzknslMsZKUe7sd4pa+gCUOYWGrCbaKF1/oaGTQxMgBUVWWt3W5unj59cX115YxdzOZVVT18cNo0zXxez+czFKhrvHfv+Ctf+cq/+lf/6t/8m3/z8vyCWW15jJ6c/lYxAAAgAElEQVT52K2QcaYfDlLNdtFm+kYio8Qgib+TH2laT4E9G9lMuIHyulmeRMmUGKRgCmUF3vvki2qtdc4555I+JK1q7qqkbIBZVCTNIkCIREoIQXYijiQkIETIoidyVUNOOXID0l3OGqCxxlpjrSWjSW3anuE3N4EtKCgoKCgoKPh7SgxkGDBnArDWkrHWzbZNt1qtrq9Wq9Wq6zoNRFaVsEaeqXq473vVCcQYdedYS8ZclJzKvtz8Hvalq0Sk9V8IoaqqkQxIqn3fYNsXf6NJtwhonQtN20cvIovFbFbPAbDr+5///GMEaNvmf/hnf3T/5ARJmm3jrH3+/DyG+O47X3r48OEPf/jDj3/56bOzC3qlkf8+IZBbKNzYpcldoXJlLQJg5hD1q2UA5yufPEy99+otqx+bEwM4cBJKAWrMrLaoQzYFgK2ru/XfwyUc3tqdedFtUceyb3KaLldHrgAYsHQOCgoKCgoKCgpen3ws6lWqlZm11lWuu1q9ePHi7OW5j7xcLpfLuRrYA4C1VkTatu26ru9751xd19orSCNGiQ/oW7TYnRADyDb8df847UzrJ+iTo3UpvYYTHLqMvo5G5HVwPneU+yntykkc7Y8EOUoMbIyd1TPvaX2z/uijn/Z9Z8j87ve++/jxQ2vMarVums4aE2P8u7/7ydXVdWoLTE5YxQL7TkHDPrtumU9Ggw4zidX2B3ZmSrumTY434j+ZgCHJQrTK18peJ4gUif7pycQ4xCFzlPQWbRKIpKg1zG1Vcc+eaKzlh18MD/6yE3srAME7CIR6MAGoVxUzM+uPB/A3SxsLCgoKCgoKCv47IQbDHjAgMjPEaFmatr28vLy6urp3+tajR48ePDi9ubnZbDbqIBRCaJqmbVtmds7pHn/uYhlCOBjmwUQMxkKNkqmoMZZZYgwhRK3qxiEWAMCJ6PlWSrBXZu7VmTItPW+5fIDbRonGaZbhgV6UNWrYGsUIIjnnovcXF1dd2/o+BO9/58Nvv/34ke97QnNzs3765LM/+ZM/+egnP13frPO4t31L1oMhIklDRLuqOL1louJITYPxYzFxhixMYAg4exO+lD48JwZ6+/R2J1aQnZIktUmMHENMXEInjxJpNOpclM5U8tiEnXHpcNcEJsSAf4Wtf7WtgsIMCgoKCgoKCgoxeD0rsIASWEIIsWcB03VdjNFV7sGDB++///6jRw8++eQTHRNPgyXaDdAhorqu9ckQQioiB74BYIxVGpDqtEnIsY6ha3Ka94FZnHOIQ+owM7xiv3tX9GbagwOv/Vvibw+aBnBAIXYer8pb6rrWK2rbtmuDMVRVzpBjw+v19q/+6q+bzeb85dn3f/e7H3z1q8bYn/3s5//uf/23P/rRX56dnfnIs+NjACDCcac/DVlJ6gPkrYPsBHYjPZPlnQQFICIC5cRgjxu8AUWcMC4Ytc76mXVdq8QiNYVG2jBcRd/3McQ0O5TUJru5IzumIghrnS8HxkT79EzueGYvITvncvvMioxR29aCgoKCgoKCgkIMXglmYQ4sAEhICAyI+ODBW87VdVU/fuddMnRxcX52dnZ9fR1jrOuaiI6OjlLdr4WyRpWN0yOSXj3c0b+rRtXZIS00AUAbEbfmG/y3xSCrFYDIwUfjbOVmdTUT4cvLq//wH/7jLz/55f/yr//1j3/8X/78z3/wV//5R+v1DRFV1mb1996nvboynhx5aPqUSEL6kDQ+hF9ghiYxtxRZnTb9IXNG0vvOYxpbCEFkcAcaZcqacuCMMWSMJJ1AFl+WriI1aO6iB/KmGmIpYuOCgoKCgoKCgs9HDMYyCgwZAtP33ns/m82Oj++/dfrA1fWLly+ePHlyfX3NzFVV1XWtoWbW2rquNWXWe58XuPlmMyISDdvkOTHQLfDkXTNRGiSq4JxDxGSUCQdbyEmdnElO5bBpcFe7IM9mhgNv012pjUjO5uMxlavUIDMEHmb4Rdqma5smhPDv/t2//+UvP3729ImmRBORZJrgNEmjdX5u+aqF8ZABDHvzL6m3kMmO93yZBtHw1KwJfwV6cNgxSKKFTAYxCAlijEoMYBhAMoS0H3GwmzvSNshwvcDAeaRxogaaG7GjQ9kPlYHGWyO7ezS6Eo0BzgOQmZGhKAwKCgoKCgoKCgDA5tPbQ7hWegAqDBVjLBFFBmNMiOFovjx9662j5VHTddfX1+fn58oW5vO5MUbNiNJusfe+73vIRt5h3G/elaRDHhkMdvODPFSSy6QqCoyBGFnPRwSqql4uF03TIJJI/CKrIHlS7nhCACCCqbbU1bg1ZwARjbU6KwUAzjljLCFEjhx1CgpQhFCIaLttfvCDP2uatXCczWrmqFNYuM+aDhsF02dG1WySHatfaqrRk8BgosHYFyrcwnMypjEU/YcpEDkrUDainkiSSaSz5IrheGutNdYYm+kQiGhUI9x5a25nJ6/oHtxG9/YvTZiZyv//CwoKCgoKCgp2xGBSGU9qKd35PT5ZNl3f93G5vN/1YblcHh8fn59fXF3fXFxceu+Xy2VVVYjY931Ks9putzpEdGudh4haGjKjHqK7wsocdDB9dNexAOC9N2QJI1lzfHS83W6PlsePHz/+6KOPlGlMLO3zfXGtj/OSMW0kj62JmPcEmGVSi2d9jBQlvKtLRb2bMh/VGIMgISCSAREE0QgBYQZka+1isfB927ZNjDHEngGtG4ajEEkENExZYwomW9rq1YRDp0UNSCEEr4uvYznZpNbOdEhYBBiyBgii6C7/ZN3yyl7Hfqy1owfUrouS9CRDEF7fZxII0PuibQEio+tjjDVk7CgyzrQliIiCwJkL7f40kcDYKkk9k3S24ykleyvEUWa9+8mNpCnNXNGYLl3+EBQUFBQUFBQUvNEoUdf3wYdd7DGImtaHEJyzDx8+TKMjuUY2zfxAZmIzYR2ICDL0EGD0LErDMPpkvhOfNsKPj4+dc3oa/y/j1j1sljDYB7EMVSmOtkrjxdKOeDEzR47MQYZ0rd/4NEtuVzoZNPoVZmnSXZ48v1eIH8ws5Qap+8RgqO999hMSUM1yzlsEWIkND8Tgddlz09NmYeRJXvIYc1ZQUFBQUFBQ8PeeGEzqJMiqVJ1UGUp8hK7rrJuBgOqM5/P5crn0vtfmgJbvaSN5UjUe1qBa/xFSUhQkfxsVDyhP0CdTRBoAxBjv37+f9Azp82E/0OrNS95xhOmWYvpWSjCRHAgAAO+OAgSBKEKjHZC2FACBQPS6Q/Te9973MXoATo6it5bgadf8NiFynqaAty7y7mxp8CS9lRHIHVrnfD0PiUEedpbnIaTbkX9TjBFgOIdxwGl3lEYZH0Q7f27+AwAgt64kiHCM+Q9exuZM+VNQUFBQUFBQ8PeeGEg2EJPN1qfHiAggYoyxQH3vRxtNWC6WgOSDv7q61OgxHSmBLNo2jcsT5Rlb+0Un7grNGKOO0+ioieoTVMcMADp6FGNs2/b09JSIrq6u8nGUvF6fCHlfxwoIQHKh6iE3OHx1VygjAI4SBczra0FSgYQO6wMSiHAIvu+7rms734boBRgRbotcOMwuyDnAeG/GEzs0GsrpRGoXwFRmMPAxuQOT1dCprd2+fqZ1PjSJmlyLCiEIaT90mRKxkCyGTjsuAjL+iljNhPYGkPa/jpBgUB+Px+R3LbsmHMKwlRZw+UNQUFBQUFBQUPCaUSKtogiRjBEEa0WGfV+Yz+fz5dH1anV9fa3WQzBOBO2/XW6rxXcVXYyMGNNYfEo4BoC+7/u+v3fv3mKx0I6Ekoeu605OTvq+zzsGcDBxfvhdXxD5zn3OPUAEjCDQzvtoqEk5cq5sBhaO0fdd02y3bbf1vgWImlrwK5/na/1Mk7lT2q3PVgkRx8qb36g+nsiOX/2l40JRepfIEE6cZM3aMEGVVhiSV04HjQoWBOUJt3G5N7yKUUdemgUFBQUFBQUFBRkx2BMf74VnDVVXCCEyWGtjjCFG7/3NzQ0ac3Nzs16vkzGOWhLl5WNukpNb7qTyNMaIANY6IgKgEEIIkcg4Vx0fz09O7p+e3kfErvPedwASIxPZ5fJIZON9FAGkWwxzPtcAvY6xDLvvmLld5pUuiIxJvOkpHFsqzHHMESMAA2OQsAiwMCIYRIAYgu/7tm2aptn2fRNjTwaIVEmcD99DPlOTeZVKrkhOixljFLkl6XkyJJYuKzuKEyfhDHeV2ol6ZY5DkuuVJ32GdE3Z1REhTYKodZKKRfqug5Qoh6JeRcnJdM/LFRCy9Rl5V2SIeixMmgQiwIwozlltPRGZL2hmVVBQUFBQUFDw3xUxkNtoAO4eIxEJQIghMlpbIZGIdF27WW/6EC4uLmKMVVVpfaYeNanAhdGXJj1zGGiASAgUQkRkRHTOVVW1XC6Xy+VisVCfn5ubG/1kLUNns1lV1YhbLYhJB3juIAZvousVtWdF0GtPg1RTm/zBQX+qNBDhKH6sgy2ikBCigbGY1zOLMfZ91zRN02y7vgmhB4lkEIB02/6Wuf87RnryGj1f0c//A3jN8NJE4ZDepl60iRWkZ/KEtWRNa4xRx1tjDI0p12NBP0z5KzFIanIiRAJCxP2wBh7OhEUYxtyGNArFEhlCTgyyLwJgtpacc9aaMVtaiV3JMSgoKCgoKCgoyEeJbtEYIBEZY33UCoyIyFgLANttc311fXm9Wt2sqqqy1mpRqOX7mF1ltBZ0zuUF5aTGrVyFaLXVUNf18fHxw4cPT09Pl8ul2hA9f/58u902TZMSdheLRdIly1Dc7Vwvh3oUKfMYfSUrEBUMH7QIsq36vG6GA5GuSIziRXRmhg2JJWsMEhlg0F30yBC8b7umbTdtuw2hF2BCQARAhv0WRxqJTwFnEyoyjvUPEl0d0SEyk/OcMID88cQgCAAi410XmFYjl4mnNLfULkhJc+nzxzRkm4Tj2ktJ2mW9uJE75Vwr0TTIfzwc40jPxpXNiIEAKzFAGOgHZsQAhQkHO1ckzNov5e9AQUFBQUFBQcGb2ZWqmb1FJyLW2uD9etPe3NxcXV31vnPOqQ2RJhznb1RukFerQ4mmVvzGKG0gGj75rbfeevfdd999993ZbBZjbJpms9msVqvVatU0zWw204qzrmulCkPF/IULOxYGuSUxYNLfOGQOKTjZVS6GyAzMEQAMIYAZ6mAAEfEhdNotaJu+75CECK3BsZj/QloIZUef6y2TXOQ3/BmkI9McUfKZzcfGMkpgjDE6za/MQZ2ushGpNE2EiFg5N+SSIQCwEtU4kgGOMYagj1VjcMCCBMztFwsACJhyHmDMkC6soKCgoKCgoKDgbmKQi2WZmX3wsZ4tjK3Wm87VsWn61WoVIycPyqZpuq4LIejgUF76J7fTfPc9UQJrrY7tHx8fP378+L333nv06NFsNru8vDw7Ozs7O9tut5vNpmka7/1isYDRfufm5ma73YqIc45od8KHdqV3JOROS14tEPMSOZ/vf7WRqDG4mM998H0fgh/H1nHnjxQje++7ruu6ru89MxsCY8haQmIAFuCpjRLe0qmA3Dw0OXMebPPn/ZO8nQIjf8ADHNCM21cp/5aJomC8F5Q6RblLkqrJmRkBYdQYaJqbNqb0YC+7rxiaJXFIhmaOzAxD14JH4yGcMIDxDqo5K+xpWoTN2MhCQG1aEAw+RgUFBQUFBQUFhRikOnY03ARU+87xsdbWJILG2r73Tdu2Xef7ICCA0LVtjCHEEDmmUNs09sMsIXhmsdZq4Rhj1MfOOWZGwvl8/vjx469+9asPHz6sqmq9Xp+fnz979uzs7KxtW5W6puQsZu667uLiom1bHVIBYAAR3LUjAIBoKDoTH8mSjyeTNoKCKICoe9QIgJGFGViAdV8ZgGNAEGuNIRSOIfR9s3XOgnAI0jVBRCCK0WqVo8SeMaIASIyxXa8v+77xoRHo0TAZg0SABsAiAtGMqEJ0IsSMIKARXnnur+6ZyzDRtRvgYVbxLuKQCKHJzbsA4CTOxt0YkknrMx4/FRLkGoY0zpQ8o1LiROIAImKMxUFfTKD5zTDGBwwh1kRo9OvHMwK1KyUiARbvh3Q8jjEGjpEjR456EqmGHzsAgPsaCU2aHlxNdUqLEJO2XkQD55iZhQ2pUpy5uJUWFBQUFBQUFABY0hJLGHesIOV2DRoDJA4BovB8sbxZNyEyIF6sruq6jhzarnHOGYMxijYHrLWqAYAhzDjGGGez+WKxrKoqFfTGmM1ms1wePXr06Ktf/eo777xjrb2+vv7000+fPXt2dXXV931KN5vP5yknYbPZdF1njKnrGhHTli8CCwctR1XtqsQAAGC6ES45I7JgUECVAADAAlGABVXYDADMse87QnamcpY4dD7cdJuL6mghMbRtt165qpo5N6tcbS0ie2EfhAEZkX1/c3n9CUBEFOPIGIdoQChEY8g5Vzt7XLklIYEYYdRCWkt2VeimpAdENIac05yHqCU6kUtB0UolYpQdGeCoRTmSIbIpKm6w9xGIetlZUJoW+vpvIgYpck7vi3aHqqpSvgcAkUEAokiMLCGOFTymvGrrKmOszhnpqY5tAA2CDl3fMMeg1lQxSk4/nCFEGjOSU2Mll5urhHwUiCsVGVyjhoRjFJEYgq9qg2QMYYxeuDiWFhQUFBQUFBS8TmPALMweyCChJhjMZjMBbNpORLquC75X50qdI3K2quuaiHRTuWkaa12q6bXKV7FyjPHm5mY2m7399uMvfelLy+Wy67rLy8uXL18+ffr06uqqbds8Iu03ugo4ehHd9vyQXuacQ4l93wNg6Ftmvn//niW6vt6u1+tqfr/ruhCEoywWtqocAIbQt23T923brv///kPJVcXa6oFMQ5Jboerx2ShRbsN6oNPIrZBY8vfqx+L4pTh6wapEIX1ZPjwmAvGVPxUirGvnnB1j6LjEGBQUFBQUFBQU7IiBllmY1387YsAi4qwTwMDivV8sT3xg3TYGAOEIADFGImOtc9YpSVAmIAJEpJvKiIRIcYSKld9790vz2VwpgYis1+vLy0tNTAuDzFSSOvYuevAK2nA4mn/r8UQkg3GN8FCfyjCfD6S+RwZtDNJ3PZHxfY/Ax0fLylqRKIC2Wna9Fx56JmOzgtu2227X3jdZSPJAOTIBQC4J2J3kreeZjj80TXoN+XllsMOhxnpiY5pyqSGr1PXf3SwOmVzQvAsuGMv6ydkeyhWSLmUntpiYKe2IgYBM3ZNYBBkQtU00BBvvvghAu0zWGSQUZhlF51AcSwsKCgoKCgoKMXhF6az1MbNoSqwIxxCMMSLSNE3f99ZaQ+Rc1XUdoTFkiKjve2UFdT3TXAJr3WKxYJYQYtd1MUaOLCBVVd+7dz+E+OzZM2MMM7dtu91uu67TGlEnWFKlOKmeM3NPmRSa6fGtxej08SArwHEYftiOxrGMR1QlqyABEhKRscYgLZdHD946feedt9ebzcVVs7pZt63HMSNOJPZ937Zt3/cxBmMHrWxW9eJEBjy5iuxydqri/JJfywr0Ww5X7Pav2z8mX+0kLVCJSO6amq+kQcKMMCgrSJ+QiyXuOn9rTWbGqgKBTFQNYJB2n8Y7o9LsksfrBjmkWIZMVVX6gwJmYfkimdMFBQUFBQUFBf9dEYNUJOe188FhIgKivjAxNk1zc3MTQlgsFlVVSYwxcNpU1mGb2ayez+e6Z2yts7bquq7v+6ZpENH3YT5fPHr4uKqqly/Pnj177pxLOVmw2xofspMnpeokR/kNcXfTYKy+Uwk6LgEKIGozBTkGQJnNZnVloLaVpePje1//xjceP3rYNN3/9R//DJAQt76PIuK97/tetRAxRkRCUst8SVnACARZ3nG+/AfJYpA3T1RMPJp4yq1LMdlohzeOgp4sddIf651N/YFbqZq1lozJv047AamzQUTGYF6pYyZpAEC0lVbqg7nQNF4NBbIE6GmahCRiQEQgojJjnVcCAAI0RMYYVR0MzyMSFWpQUFBQUFBQUPAGOQZEKALJVaZt25ubm6ZtF4vF6empIbpZrbKDaT6fO1fNZvVsNvfeq3C0aZr1er3dbmPkeyf3Klffu3f/vffeu7i4WK1WWubC/kBLsruZVLd3Tat/ETAMkcYiUSDbPh8mTNAQgZChalbbtllbg8baGONisTw6PmFZjVWvYQMxxq7rt9vm5mblfUsGjCVEHlJ2U7dgJ/aFNx9lySnT5/LT+dUWLXUnNL0u5wDpfJKEwFibquzUH5hktCEyIu08VbUdM9xlIbvzYD08E5CdZSqMMoPbT3u3upmVbcYKcf+pgoKCgoKCgoICm8ZpDjUGqXrjGJkBEa0xmixGiKenpycnJ8122zSNc66ua42O8t6r3kCL+BjZ+zbG2HUdRyYk5ypNL57NZldXV9pDyKv/PAoNDja8J3m98DqNweGr09bBmDAs016JpMWJzCJsnaur6vqqN7OqcpWx1hi73TZn5xft0BlAIhw7Bp33PTMbqzJcyYkBISEOHQPECdW5fZRoV4WPu/h5xwD2nUZ3ZAAwX8BJs0UEs9keOewq6GOVhYiIjnUll1JrrbpL6fOABg4mu/YIGDOi/i93Exp/ccNUzzR0eXe2zBLvTHQe/FtlxwcSNxgk5KMiQgMOYDBzlYw7FBQUFBQUFBT8PSYGd5bLkMo1ZGYQQkTr3OXVquu62Wz24MED59z65iaEcHJycnJyzzkXgt9um+RTxCx937dtp0WbtU5dRKuqMiPH8N7rk/kA/SRyONGAnBW8QswKmcbgNaxglFKMZebgf5+ViiLCfdcZA1AZBOQYDZn5bL5cLojMzXrz8uV50zQhxGH0nVlXIC/lYVTSvkJjcKvMID/bW5foFX0AvE2SkX+XjvqMBGmvCs9rbuVpSTmgyXT6rzqfqv1o5F2M3X62seSfo8RgFJQnhTCAJG9WmMwajddDAgz5rTq8udoOQMnZgS6//oiEBczYrNjRh8IMCgoKCgoKCgoxeEMgGGOqqtpstszx+OTk9PT07Oys67qjo6O33357uTyKMV5dXSXb+xACAHVd37ZtVVWVq42xuv3snIsxPnnyRIu5vu9111m3nwF2tbXuUkO24b3bn/712pgSggAhAEjaRNad5sDctVtrsaqIuZrX9dHR0cm9e6f371X1rF/faJixVrjM7P1gylRVFQCTAUTZt90/JAZvdo6pVSJ8yBymd2xgI3stF3jlTBEeHJ9EBSm4QCmBes7m8cZjVvFhLvIeH9M5ov12SNrbF4jx8NTys1U1whBnLYPb6YQdTKhRSjvDgUgwolFRhxQ6UFBQUFBQUFDwKmJwWC5lO91N08TIs9msqqrLy0sA+OY3vzWfzzebzeXl5fn5uYZeEdF222w2axGp65kI9H2PGLSUXCyWzPLkyS8Xi0VV1coB9F/ahxamaV/8sI7+1bjBdMQlYwdj0rPuPAuIEMHRcoEohOh9cM71ff/y5cvLq4vNZrPdbl68PNOJoBj7rmvbtvd+yAYGROYIwJY+97m9wnrotazg1458lilNEOmuv94gFmGBpDYeb+jeJWjy3T5zyIkBg4TEnrSs57z/A2DJ3LUOYxQCgwwjSSh7dq40/fFog4GRSr+goKCgoKCgoGCnMcgG7Hf7tztSoK78TdPEGI+Pj+/fu/eLX/zCGPPw4cNHjx49f/788vKyaRqtj0OIMfabzVYNeUDAWde2LYDU9ezx47fv37+/3TaI5H3I1bSwH6QFdwzApLJuwhnuKqAnIt38+MwCn0GGw4Q5xsAcrTWusjPruk687xFkuZj/1re/5X1/fn724uXz7aYJ3rddB4Bt2zZN03U9s2jRzAwsQ+IWEQEComjHA2TXMTCGiMxEX5HtuA8j8Gm4X4TT0H8uMJisQJINpKu+PWJM8oQxztMM8tWbzA7lo1wDDWCOvJMaZ6ZJlOtDcqHI8LsbB5A0aTv3ZMIJL8KdK9Gt4mNEdGRDDBKjSgsAgWMU5rpyVVVVlRsvLcK4sKVxUFBQUFBQUFAArx0l0uLSEIYgPnoOwTl3cnKyWCz+9sc//uCDD95+/Nh7/+TJE2UFs9ms70Pbtl3XtW27XCwFIEaua+Ocq6r60aPHH3zwNQBomnY+n2tkgQ4L3VXW076d5ERFkBeyWnEmGpCXram+TIPyB9/FLFGlqxxC8D6yJ6qdreez2vcNx2ioevDW6T/5J//k5mb1N3/zN8+ePbu6utaJo77v1+tt23QhSFXVxlgA8B5DYIZhAgoQiTTW1wiT1qWHw1GHdqXpzPWwGCXXMGiBnk8KQdZtEJBX8qsdD2Fmlj3Bd6Je+tUaVJdq+jRilJiAjxwjpw/UjzJmZzBlrSVSy1Azfg4qMWBmlogG9d2JV6STUUtXGXPNDgPORIQIraE45OsBGYMILJH/n/buf0mOI7kPeGZVdc8sdgFiAYIEeQR5kqXwiXL4CfQQfiY/mB/BoTsqQjbjfBKDIAiQAPbn/OquyvQf2VVd3TOz2OMx7LDv+wkIAsHd2ZmeOUZmV/6QRNQsFu2ibe04KI8rFWaMJgIAAAC4V2JAIhJaF+MuCT159uzmZp1EVqvV119//eTJk9ubm+/+/bubm5vFYsHs1uvter0mIu/96enpol3GmHrpu677+ONnL158+dVXXy2Xy+++++7nn39erVanp6eUZ5WWkPRXn0b6YfmniSQiUlLnyLH33kLgRCqLNjx6eHZ+fv7RRx81TfPs2bPz8/Orq6uu72NKtpctpmSP5ZxnJtVALERMLH9he+v/gQtybPxnObqxBGY2DypVYlKpdxRUPSF1YsA8ycrYcXCBmUXTrl/ldMIPn79Z9pYm40pnewxENJGKpNwhkl8Cs/fOqp8OvG4AAAAA+GBiYIFd1+2IKISwWq3Oz8+vb9dd3//db3+7Wq2ur29ub1fMjohjjJvNZrfbhRCYWYRUtk3TPnny5KOPHr948eXz589PT08vLi5Wq1VK2rZLERoneDpH0yp2ypcAACAASURBVLlDtFdnP/vH/WaD/UXO+7N9ZtHkcFudidmGihI7dsExa/BOJXV9CsF539oV+Pbbb1er1fffv7xerdbbne0y22w2fZ9UybvG5KAzKSkxE8X5E9BjOcD+aCAuAbpV9+wnUQczB57WTc2uFc3qiERVZb+r22J6772Noy0dyXYyEGOMMaaUUpKkWp5qTgZ8mWdq44zqxCA/K87rojVZCdA0Oyw/yw51aFpKNH1/bR3ysBPDioiY2HnfNM2iaUMIPDSWS8kHmQT/IQAAAAD4YGLAPoTb9U3TLH0It6vVk6ef+Gax7Xrn3OXl5fX1tc2Z6bo+DiUcrEoixMRN0z5+fP78+fNPP33+5MmTEML79+9fv359e7u2uqPdbpfnSB6Yqmn/WBcCleh/f7hnKXm/O5eYhZJVYjDszGVVZrsXLX3X71IkknbRNk1IMb5//+6bb77ZbDYXl5ebzbbv467rtptt3/eq5DgUVgYl4kRZJ/evZ3t/6T4HJNV8zw9PKS0xN9OxBg2alWMd62a2n1telA0FskKmPJFWYoyWV1DVS5AblMc25VwK5UpioMNauZQLkJKVANW1XnWlk/1DeQE0nXdk/yCaJv+kwqTeBWuP8K4eeKqM4wIAAACAeyYGFs+mlJqWLShs2/bx+cM+pnfv3r169Wp1u2rbdrVaWVZgOwpU2Ttvq5GfP//ss88+f/bsWd/3P/300/ffv7y5ubH4P4Sw3W4tCixNrnWj6sE4ng4dC+wH/fs3xY8lBqJieQCTKomKqkRNfYxd3+267ZZUzs8fB8eS4u3q5tWrH/u+F1VynJLsurjd7azL1nvfNK3dWbfR/8RsUzythmWYs8+lM7gcDvDB4H68p54viIzTfOjYWcGYZdEsJ+A6fZoOFdV6gUC9Os3GyDZNY9+bUspHBGnaCUDOe+fG44V8VhBKW8LsXUspSZKUtO/7lJKqcBAbJDp8GKaJAZdP5HHD0ybKS5eTtXeHfGqRkpSUDHVEAAAAAPdNDCz4a5rWArUvvvjiwYOzx0+edjH993/+56urq9jHjvvNZiMi1p8qibz3Z2dnL168ePHixdnZQ+9D13U//PDDy5c/vH9/sVgsbHfBZrM5OTmx2G8/IP61qurvSB7GPzPlvWRRYh/7ru+2se9it5PUOedi6q+vr4nJea9KLoTGNylp16+teqr17JwPTcgBcVCVJDG/ir80AK3G+Izbfe/pznlEB0qtaFqsVYq7SlbQ98PpkEXh5TTAN21pLLbsqOx1tkcTEVWxxpVhnmkSEbIzB2JdNNMRVTlvqfPUnNuw5Q3zC8XjCm/7VufIezusOPwBwX8FAAAAAOgezccioiE0qi6E8PTp0+XJ2Wa7/f7lD1dXV0TUNI0KjTvIyDlHJycnH3/88eeff/7gwel6vbm5uQkhvH795vLysu/7hw8fWli52+0ePHjAzMNN3OmmghJN1jNw6NABQv33B08MDn5x+RZRUU9Wp1L2cTlHIfizk0fLZfvo0cO/+e1Xr1+/fvvuXUzivWPHXd9fX92s1qs+Ru+DRZ92v9w5570jciJNDCElR3klgt3u3stVJpVUqpOqKvujPew4PajaglxH/LO/OVZKNJlQuneiUmq3ygSn2VmB/S4i06oh75uFNSGULhG7zKVJYJh8JGo1SCJC43YE5zz7wGN5V/WiyktzRHkq0eSVjF87nIpIPvSgvDjPEaseOXbAYCIAAACADyQGzGwNAMquaZrT01Pnm+9fvvrjH/8YY3zw4IF3oe96VY0xMvsQmpRS27YnJyfL5fLq6urt23fX19cnJyfX1zdd11tEWybViAylI7NQeNZ9e2yp2cEuZNprOKYjLQdVJjGEwt5b2C/eKYmcf/To46dPPv/NZ//p63/4wx/+sNvubtdrVe1j3Gy2l1dXSaRt20XbsPTeWzH9OLDfAua+dzkctVKiaqfXGLnX13w/OxpKenLljxzIAfhoMdJ+ZqCHEDHtDYG1QF+Hjc69BfSzZWfjfgMf2M3OB1SV7GyhTgzsb4jIsXOuzDsi5mHtw3AswOxmHwMdTzqoyg6onBHk1Q2lGsp73+R5RDr0FVj2N15wAAAAALhPYuCSkt15bZrm+mb16tWrH169evjo0dOnTx2766sbVY198j5YvwERxRhXq/V333337t37GOPZ2VmMycpRuq6zUpOTkxMRIeLZaoJj0e2s/udYTLx/MlD/+eBKBJGkIp5d0wTvKEXX70hTOjs7ffbs4y+/ePHll1+9fPny5ORk1/fb7Xa73a5Wq+1uu1wulycnJyfLtF1Zj4HdK7fEoOwGPr6iuLQe3x2c1hvBVPbSoaNtBnuJgerRxIDd8DRmoX85LrDEgKr6otJLYCcGSuNEI6mWI5Rm5fx2U+le8N47F4IP3nsiidLTtMOhHqw0NAVMsrlpSdjwf+PPDt555+zpWe3R8IuH3wAAAADgXomBhVxMvNt1fd8/fvz4X/7lXy8vL8/Pz0PTfPrpp7vt7s3rn7quW7TLs7OHDx482Gw26/X64uLi7OzR1dW1iLRtu9lsLCwPIex2Owv52rYlpSTpFz/7/Vj/lxERIiXmEIL3lGLX9912tbo+aVerj66vL7/55g/ffvvtmzdvhGi73e52nR2MWL/Ebrc7aRpm59gfWy38/9BnYv8cpkwmtf5yHi6ULzNMh1VluSuArLF4mFyU6sTAOR9CU6cTRM5u3ieRWI0rpdxRMPZY3+My1oVmRGLZmnV9IA8AAAAAuCsx4EmsJXkMpBKRECuxKvdR2Lfk/dv3lz+9vbi8WYdm+bd/9ztR3u62jx4+Xn6yDL5JKa3XG2ZHpF3Xv379ervd1oNE86AYsnCNmYnJWXtCVUCfRP0wvt/qSUQpKUmZ/G9j70WHMDT2zMyOndWdeHZKSqLKVeuqDSG1W/TEpEJEjq0khZbuxKYSSc8s5LhdLh561/aJf3jz9up2fXp6+tP7q02fYkzbbd/1IhIWi6YJC++Ds2E87Ji984G4JW7srjrxjrhR6pKIvaZhVYCSc0TsiL0SiwrRkCCJStKUNNm4JLtuScWrJhH7RUTOsS1f0Dxix+JeNzT7MpE9JcdsqwOcCJe7+apiD6aUiFI+ikhKYkOTmEkkqUqMQ2JQupBz0dQwflSFRVVJUi4VSiIpdxEM5wOOmzCcDDjvm9D4MBQP0dCLrEzSuEDDDKbhrKBcARrOAsq6YyHrDxmmzQ7bCZiEiImEWJwj33BonG/Ye3VOlURUOBch2anK0dVuAAAAAH9diYGFXXlaJbHtfrJIiZVYlJXUe5dEXr1+8/7ymjg8fvLJp8+/eP36J3btp59+dnp6utvtbHMZEXvvU5Lr62uL4Mpt5jKT1DmyeTYWnROTcy6lUk2UiISdZyYRez5SPSsqJSuiIiIaicmR905dKZhR0uEcQEtkqaVqxwbY8xATsnetCqkmjZJEmX3TnIRmEePu8vr2/eXV6elp13VReb3tdrsoQs75tlmE0ARv23yt3MezC8wNc8POsTJzwxyIvajm+f2cm5C5JAZKZHlLLsKXYYjq+JIpqdivnB45Swd0KLMp7QiWGDgiywpKYlDPR7LZRqIUVZPaFjZSHa+zFeXYNrG8ADvY4NFhJqld55TEdguUCp6yDrmc55Q1CG3b1kVW9pGwl8kkjohd4LHLmGg8b5GhTmg4kRgaLYZLZFkBW/I4fDqYlZ06Rz6wD+w8EYvmXCtfCxsii6MEAAAAAAp0oBC/KnlXIqKTkxNRv15vdvHnm5ubT57/5h//8esY43K5PD1ZnC7Cbre7ublZr9dd19WP3jRNudlsq8pmo4dKTlIv8Jp1FBzsMaBJm+yh6p3SYzr+iPELyp/tOaSUbIi/LcUSsvvoqqrBB/XOCmn6vu/6LsboXBin8dgkIqYSfNe1Q8PNb4v6yU2GY1Y19HW/7OzbKdf663R9Qf0wQ5ZBH155lgP9euGxDNlaTi5yTlUuZv0mcJkyND5hmaxdMyEEyiuQy04D+xiU5uy6R8Je4PhDePaG3vUhLq3EdqTg8748O68oz95GFeF/8wAAAABHE4MPxlwhNEncerV5/f0P5+ePv/rqq/PzJ3/6X//+4Ozs0emD1umbN29Wq9VqtbLKewvyiMh7P4+S9xIDqwiyyiL7+iphmIe29UyhcXDn4YBY7n8VJKUSOdtCA0sM8pP1Xdftdrvdbtf3fUrqHJW1X855R8wsR5aU2dBPd/+IdNaTMLm5/mvGtfsLj3nWVJBfwmTQ0Ox7icgSA6qmGPlDyqfiYKv0tJFaf3F1z4FLxEN5lZUdMVoNAAAAAA4mBnWrJpHmbbN2/5xFSURTEucbVX379t0//dN//uSTT66vr1er1fnTp23brq8vbm9vN5tNGTfEzLNiklloW6rViSgmTSnVkzFLYDqbWFqnBHVi4MjxdOexaCpL06wQxR7GSueHhuocodq6Y9Kh3H14YE1DOQqrqGy3m91uF2O0ivlhn9cgOGbSpEOxkv0gKsu/bFBRirmuvewYmESoBwaJlpvrtiaivp77s0pLvDu75T6bSiQi9tr3pxL5MDQnVBOEiIhsAKm9pyWTynNXqZx5EFHpJ66PCMoyhDpwnw2hmq1isH9H1Xrm8pms88PDCZVqfSwzWapwIG3In3ocJAAAAAASgypcG+LWISkY4y3q+751rfdN2yy++uq3Qu7fvvs3Zm6btu/7t2/fXl9f73Y7ouE+uj1g2YFVR7H7JwZ2i342gdT+0aLJ2beXL66C18niMCWZFo2MBUUHY8oy5VJESpG9XZCUoqrE2K/WqxSTiHoXyNlMntKJ65xzJGQ9EiUrsGif2b5if6FWXrR156zSEteWLGiWKdUPWd0L5zpep73arWMob1Ye64tyQG+JQ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class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">138<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h44 y237 ff7 fs5 fc5 sc0 ls0 ws0">9.12.<span class="ff3"> <span class="_ _1f"> </span><span class="ff5">INFORMACJA NA TEMAT SKŁADU OSOBOWEGO I ZMIAN, KTÓRE W NIM<span class="_ _1"></span> ZASZŁY W CIĄGU </span></span></div><div class="t m0 x84 he y1097 ff7 fs5 fc5 sc0 ls0 ws0">OSTATNIEGO ROKU <span class="ff5">OBROTOWEGO DOTYCZĄCYCH ORGANÓW ZARZĄDZAJĄCYCH, </span></div><div class="t m0 x84 he y11a3 ff5 fs5 fc5 sc0 ls0 ws0">NADZORUJĄCYCH ORAZ ADMINISTRUJĄCYCH <span class="ff7"> </span></div><div class="t m0 x1 h22 y6aa ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y5af ff5 fs4 fc2 sc0 ls0 ws0">ZARZĄD<span class="ff7"> </span></div><div class="t m0 x3c h4b y11a4 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Skład Zarządu <span class="ff7">oraz opis zmian </span></span></span></div><div class="t m0 x3d h22 yef1 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y11a5 ff5 fs4 fc2 sc0 ls0 ws0">Na dzień 01.01.2024 r., 31.12.2024 r. i dzień publikacji rapo<span class="_ _1"></span>rtu skład Zarządu Spółki przedstawiał się następująco:<span class="_ _0"></span><span class="ff7"> </span></div><div class="t m0 x1 h10 y70 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y11a6 ff6 fs4 fc2 sc0 ls0 ws0">Adam Sikorski <span class="ff8">–</span> <span class="ff8">Prezes Zarządu</span> </div><div class="t m0 x1 h10 ye4c ff6 fs4 fc2 sc0 ls0 ws0">Robert Brzozowski <span class="ff8">–</span> <span class="ff8">Wiceprezes Zarządu ds. Handlowych</span> </div><div class="t m0 x1 h10 y11a7 ff6 fs4 fc2 sc0 ls0 ws0">Filip Kuropatwa <span class="ff8">–</span> <span class="ff8">Wiceprezes Zarządu ds. Finansowych</span> </div><div class="t m0 x1 h10 y11a8 ff8 fs4 fc2 sc0 ls0 ws0">Michał <span class="_ _5"></span>Hojowski <span class="_ _5"></span><span class="ff6">- <span class="_ _6"></span></span>Wicepre<span class="_ _1"></span>zes <span class="_ _5"></span>Zarządu <span class="_ _5"></span>ds. <span class="_ _5"></span>Transformac<span class="_ _0"></span>ji <span class="_ _5"></span>Energetycznej, <span class="_ _5"></span>powołany <span class="_ _5"></span>do <span class="_ _5"></span>Zarządu <span class="_ _5"></span>Spółki <span class="_ _5"></span>w <span class="_ _6"></span>dniu<span class="_ _1"></span> <span class="_ _5"></span>22.11.2023 <span class="_ _5"></span>r. <span class="_ _5"></span>ze <span class="_ _6"></span>skutkiem <span class="_ _5"></span>od </div><div class="t m0 x1 h10 y1071 ff6 fs4 fc2 sc0 ls0 ws0">dnia 1 stycznia 2024 r. </div><div class="t m0 x1 h10 y11a9 ff6 fs4 fc2 sc0 ls0 ws0">Aneta <span class="_ _10"></span>Szcz<span class="_ _0"></span>esna-Kowalska <span class="_ _10"></span><span class="ff8">–<span class="_ _0"></span><span class="ff6"> <span class="_ _1"></span><span class="ff8">Wiceprezes <span class="_ _10"></span>Zarzą<span class="_ _0"></span>du <span class="_ _1"></span>ds. <span class="_ _10"></span>H<span class="_ _0"></span>R, <span class="_ _1"></span>powołana <span class="_ _10"></span>do Zarządu <span class="_ _10"></span>Spółki <span class="_ _1"></span>w <span class="_ _1"></span>dniu <span class="_ _10"></span>22.11.2<span class="_ _0"></span>023 <span class="_ _1"></span>r. <span class="_ _10"></span>z<span class="_ _0"></span>e <span class="_ _1"></span>skutkiem <span class="_ _10"></span>od dnia <span class="_ _10"></span>1 stycznia <span class="_ _10"></span>2024 </span></span></span></div><div class="t m0 x1 h10 yd9e ff6 fs4 fc2 sc0 ls14 ws0">r.<span class="ls0"> </span></div><div class="t m0 x1 h10 yba ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y112b ff8 fs4 fc2 sc0 ls0 ws0">W roku obrotowym nie wystąpiły zmiany w składzie Zarządu.<span class="ff6"> </span></div><div class="t m0 x1 h10 y11aa ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y103f ff8 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 h10 y11ab ff6 fs4 fc2 sc0 ls6 ws0">2026.<span class="ls0"> </span></div><div class="t m0 xc6 h22 y4dc ff7 fs4 fc9 sc0 ls0 ws0"> </div><div class="t m0 x172 h22 y544 ff7 fs4 fc2 sc0 ls0 ws0">ADAM SIKORSKI <span class="ff5">–</span> <span class="ff5">PREZES ZARZĄDU</span> </div><div class="t m0 x172 h10 y724 ff6 fs4 fc2 sc0 ls0 ws0">Od <span class="_ _0"></span>1992 <span class="_ _0"></span>r. <span class="ff8">w<span class="_ _0"></span>spółtworzy <span class="_ _0"></span>Grupę <span class="_ _5"></span>Kapitałową <span class="_ _5"></span>UNIMOT, <span class="_ _0"></span>która <span class="_ _0"></span>jest <span class="_ _0"></span>je<span class="_ _0"></span>dną <span class="_ _0"></span>z<span class="_ _0"></span></span> <span class="ff8">największych <span class="_ _0"></span>prywatnych<span class="_ _0"></span> <span class="_ _0"></span>firm </span></div><div class="t m0 x172 h10 y409 ff6 fs4 fc2 sc0 ls13 ws0">na<span class="ls0"> rynku <span class="_ _12"> </span>energetycznym <span class="_ _12"> </span>w Po<span class="_ _0"></span>lsce.  <span class="_ _12"> </span>W 2012  r. <span class="ff8">został <span class="_ _12"> </span>Przewodniczącym <span class="_ _12"> </span>Rady  N<span class="_ _1"></span>adzorczej <span class="_ _12"> </span>i<span class="_ _0"></span><span class="ff6"> </span>głównym </span></span></div><div class="t m0 x172 h10 y11ac ff8 fs4 fc2 sc0 ls0 ws0">udziałowcem <span class="_ _6"></span>PZL <span class="_ _7"></span>Sędziszów <span class="_ _6"></span>S.A. <span class="_ _7"> </span>–<span class="ff6"> </span>wiodącego, <span class="_ _7"></span>krajowego <span class="_ _6"></span>producenta <span class="_ _7"></span>filtrów <span class="_ _6"></span>dla <span class="_ _7"></span>motoryzacji, <span class="_ _7"></span>gdzie </div><div class="t m0 x172 h10 ya06 ff6 fs4 fc2 sc0 ls0 ws0">w okresie <span class="_ _1"></span>2015-<span class="ff8">18 <span class="_ _1"></span>zajmował stanowisko <span class="_ _1"></span>Prezesa <span class="_ _10"></span>Zarządu Spółki.<span class="ff6"> Od <span class="_ _1"></span>sierpnia <span class="_ _1"></span>2018 <span class="_ _1"></span>r. Adam Si<span class="_ _1"></span>korski jest </span></span></div><div class="t m0 x172 h10 y11ad ff8 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 x172 h10 y11ae ff8 fs4 fc2 sc0 ls0 ws0">Gospodarcze na <span class="_ _0"></span>Akademii <span class="_ _0"></span>Polonijnej <span class="_ _0"></span>w <span class="_ _0"></span>Częstochowie. <span class="_ _0"></span>Ukończył <span class="_ _0"></span>studia <span class="_ _0"></span>podyplomowe <span class="_ _0"></span>Executive M<span class="_ _0"></span>BA, </div><div class="t m0 x172 h10 ycb5 ff8 fs4 fc2 sc0 ls0 ws0">a <span class="_ _5"></span>w <span class="_ _5"></span>2013 <span class="_ _5"></span>r. <span class="_ _5"></span>otrzymał <span class="_ _5"></span>dyplom <span class="_ _6"></span>E<span class="_ _1"></span>x<span class="ff6">ecutive <span class="_ _5"></span>Docto<span class="_ _0"></span>r <span class="_ _5"></span>of <span class="_ _5"></span>Business <span class="_ _5"></span>Administration <span class="_ _5"></span></span>–<span class="ff6"> <span class="_ _5"></span>EDBA <span class="_ _6"></span>w <span class="_ _0"></span>Instytucie <span class="_ _5"></span>Nauk </span></div><div class="t m0 x172 h10 y11af ff8 fs4 fc2 sc0 ls0 ws0">Ekonomicznych <span class="_ _6"></span>Polskiej <span class="_ _6"></span>Akademii <span class="_ _6"></span>Nauk <span class="_ _5"></span>w <span class="_ _6"></span>Warszaw<span class="_ _0"></span>ie. <span class="_ _6"></span>W <span class="_ _6"></span>2023 <span class="_ _6"></span>r. <span class="_ _6"></span>uzyskał <span class="_ _6"></span>tytuł <span class="_ _6"></span>doktora <span class="_ _6"></span>w <span class="_ _6"></span>dziedzinie </div><div class="t m0 x172 h10 y11b0 ff8 fs4 fc2 sc0 ls0 ws0">nauk <span class="_ _7"></span>społecznych <span class="_ _7"> </span>w <span class="_ _12"> </span>dyscyplinie <span class="_ _7"> </span>nauki <span class="_ _7"></span>o <span class="_ _7"> </span>z<span class="_ _0"></span>arządzaniu <span class="_ _7"> </span>i <span class="_ _7"> </span>jako<span class="_ _0"></span>ści <span class="_ _7"> </span>na<span class="_ _0"></span> <span class="_ _7"> </span>Wydziale <span class="_ _7"> </span>Zarządzania <span class="_ _7"> </span>Po<span class="_ _0"></span>litechniki </div><div class="t m0 x172 h10 y1b1 ff6 fs4 fc2 sc0 ls0 ws0">C<span class="ff8">zęstochowskiej. <span class="_ _6"></span>Od <span class="_ _6"></span>2015 <span class="_ _6"></span>r. <span class="_ _6"></span>Adam <span class="_ _6"></span>Sikorski <span class="_ _6"></span>jest <span class="_ _6"></span>także <span class="_ _6"></span>certyfikowanym <span class="_ _6"></span>członkiem <span class="_ _6"></span>The <span class="_ _6"></span>John <span class="_ _6"></span>Maxwell </span></div><div class="t m0 x172 h10 y523 ff8 fs4 fc2 sc0 ls0 ws0">Team, <span class="_ _5"></span>czyli <span class="_ _0"></span>licencjonowanym <span class="_ _5"></span>trenerem, <span class="_ _0"></span>naucz<span class="_ _0"></span>ycielem <span class="_ _0"></span>i <span class="_ _5"></span>mówcą <span class="_ _5"></span>motywac<span class="_ _0"></span>yjnym <span class="_ _0"></span>w <span class="_ _5"></span>międzynarodowym </div><div class="t m0 x1 h10 y11b1 ff8 fs4 fc2 sc0 ls0 ws0">Zespole Johna Maxwella. Jego pasją jest tematyka przywództwa i rozwoju o<span class="ff6">sobistego. </span></div><div class="t m0 x1 h10 y11b2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y11b3 ff7 fs4 fc2 sc0 ls0 ws0">ROBERT BRZOZOWSKI <span class="ff5">–</span> <span class="ff5">WICEPREZES ZARZĄDU DS. HANDLOWYCH</span> </div><div class="t m0 x108 h10 y11b4 ff8 fs4 fc2 sc0 ls0 ws0">Robert  Brzozowski  jest  absolwe<span class="_ _0"></span>ntem  Uniwersytetu  Gdańskiego.<span class="_ _0"></span>  W<span class="_ _0"></span><span class="ff6"> </span>2016 <span class="_ _14"> </span>roku  ukończył  prestiżową </div><div class="t m0 x108 h10 y72f ff8 fs4 fc2 sc0 ls0 ws0">uczelnię <span class="_ _12"> </span>BI<span class="ff6"> </span>Norwegian <span class="_ _12"> </span>Business  School, <span class="_ _12"> </span>uzyskując <span class="_ _12"> </span>tytuł<span class="ff6"> Ex<span class="_ _0"></span>ecutive <span class="_ _12"> </span>Master <span class="_ _12"> </span>of<span class="_ _0"></span> Bussines <span class="_ _12"> </span>Administration </span></div><div class="t m0 x108 h10 y11b5 ff6 fs4 fc2 sc0 ls0 ws0">w dziedzinie <span class="_ _7"> </span>energii. <span class="_ _12"> </span>W <span class="_ _7"> </span>latach <span class="_ _12"> </span>2000-<span class="ff8">03 <span class="_ _12"> </span>był <span class="_ _7"> </span>Dyrektorem <span class="_ _12"> </span>ds. <span class="_ _7"></span>Handlu <span class="_ _12"> </span></span>i Marketingu <span class="_ _7"> </span>ORL<span class="_ _0"></span>EN <span class="_ _7"> </span>Mo<span class="_ _0"></span>rena <span class="_ _12"> </span>Sp. </div><div class="t m0 x108 h10 y533 ff6 fs4 fc2 sc0 ls0 ws0">z o.o., a<span class="_ _0"></span> przez kolejne 2 <span class="ff8">lata <span class="_ _0"></span>pełnił funkcję <span class="_ _0"></span>Dyrektora Handlowego <span class="_ _0"></span>LOTOS Marine. <span class="_ _0"></span>Z Gr<span class="_ _0"></span>upą UNIMOT <span class="_ _0"></span>jest </span></div><div class="t m0 x108 h10 yb4e ff8 fs4 fc2 sc0 ls0 ws0">związany <span class="_ _1"></span>od<span class="ff6"> 2008 <span class="_ _1"></span>r. <span class="ff8">jako <span class="_ _10"></span>koordynator <span class="_ _10"></span>międzynarodowego obrotu <span class="_ _10"></span>paliwami. <span class="_ _10"></span>W<span class="_ _0"></span><span class="ff6"> </span>UNIMOT S<span class="_ _1"></span>.A. <span class="_ _10"></span>odpowiadał </span></span></div><div class="t m0 x108 h10 y70e ff6 fs4 fc2 sc0 ls0 ws0">m.in. <span class="_ _6"></span>za projekt <span class="_ _7"></span>hurtowej <span class="_ _6"></span>spr<span class="ff8">zedaż<span class="_ _0"></span>y <span class="_ _6"></span>oleju <span class="_ _6"></span>napędowego. <span class="_ _7"></span>25</span> sierpnia <span class="_ _7"></span>2014 <span class="_ _7"></span>r. <span class="ff8">objął <span class="_ _6"></span>stanowisko <span class="_ _7"></span>Członka </span></div><div class="t m0 x108 h10 yd95 ff8 fs4 fc2 sc0 ls0 ws0">Zarządu oraz funkcję <span class="_ _0"></span>Dyrektora Handlowego Spółki. Od października 2015 <span class="_ _0"></span>r.<span class="_ _0"></span><span class="ff6"> </span>do ko<span class="_ _0"></span>ńca 2017 r.<span class="ff6"> </span>zajmował </div><div class="t m0 x108 h10 yfe2 ff8 fs4 fc2 sc0 ls0 ws0">stanowisko <span class="_ _67"> </span>Prezesa <span class="_ _67"> </span>Zarządu <span class="_ _67"> </span>Unimot <span class="_ _67"> </span>S.A. <span class="_ _67"> </span>O<span class="_ _0"></span>d <span class="_ _67"> </span>stycznia <span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x108 h10 y11b6 ff6 fs4 fc2 sc0 ls0 ws0">2018 r. Rober Brzozowski jest Wice<span class="ff8">prezesem Zarządu ds. Handlowych.</span> </div><div class="t m0 x108 h10 y11b7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x108 h10 ycd ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf8b" class="pf w0 h0" ><div class="pc pc8b w0 h0"><img class="bi xa0 y3c w145 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">139<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x17e h10 yab ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17e h22 yac ff7 fs4 fc2 sc0 ls0 ws0">FILIP KUROPATWA <span class="ff5">–</span> <span class="ff5">WICEPREZES ZARZĄDU DS. FINANSOWYCH</span> </div><div class="t m0 x17e h10 yad ff6 fs4 fc2 sc0 ls0 ws0">Filip <span class="_ _36"> </span>Kuropatwa <span class="_ _36"> </span>posiada <span class="_ _36"> </span>20-<span class="ff8">letnie <span class="_ _36"> </span>doświadczenie <span class="_ _36"> </span>na <span class="_ _36"> </span>ryn<span class="_ _1"></span>kach <span class="_ _36"> </span>finansowych <span class="_ _36"> </span>pracując <span class="ff6"> </span></span></div><div class="t m0 x17e h10 yae ff8 fs4 fc2 sc0 ls0 ws0">w <span class="_ _7"> </span>przeszłości <span class="_ _7"> </span>w<span class="_ _0"></span> <span class="_ _7"></span>BWP <span class="_ _12"> </span>Uniban<span class="_ _1"></span>k <span class="_ _7"> </span>i <span class="_ _12"> </span>BRE <span class="_ _7"> </span>Bank <span class="_ _12"> </span>w <span class="_ _7"></span>obszarach <span class="_ _7"></span>rynku <span class="_ _7"> </span>pieniężnego <span class="_ _7"> </span>i <span class="_ _12"> </span>walutowego <span class="_ _7"> </span>oraz <span class="_ _12"> </span>rynków </div><div class="t m0 x17e h10 yaf ff8 fs4 fc2 sc0 ls0 ws0">towarowych. <span class="_ _13"> </span>Z <span class="_ _14"> </span>Grupą <span class="_ _13"> </span>UNIMOT <span class="_ _13"> </span>związany <span class="_ _14"> </span>o<span class="_ _0"></span>d <span class="_ _14"> </span>2015 <span class="_ _13"> </span>roku, <span class="_ _13"> </span>gdzie <span class="_ _13"> </span>zajmował <span class="_ _14"> </span>stanowisko <span class="_ _13"> </span>Dyrek<span class="_ _0"></span><span class="ff6">tora <span class="_ _13"> </span>ds. </span></div><div class="t m0 x17e h10 y686 ff8 fs4 fc2 sc0 ls0 ws0">Optymalizacji Marż i Ryzyka Finansowego.<span class="ff6"> </span></div><div class="t m0 x17e h10 y37c ff6 fs4 fc2 sc0 ls0 ws0">Od kwietnia 2021 r. <span class="ff8">Filip Kuropatwa jest Wiceprezesem Zarządu ds. Finansowych.</span> </div><div class="t m0 x17e h22 y11b8 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17e h22 y11b9 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17e h10 y11ba ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3d h10 y11bb ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 xf1 h22 y11bc ff5 fs4 fc2 sc0 ls0 ws0">MICHAŁ HOJOWSKI <span class="ff7">- </span>WICEPREZES ZARZĄDU DS. TRANSFORMACJI ENERGETYCZNEJ<span class="ff7"> </span></div><div class="t m0 xf1 h10 yb7 ff8 fs4 fc2 sc0 ls0 ws0">Michał <span class="_ _6"></span>Hojowski <span class="_ _6"></span>jest <span class="_ _6"></span>absolwen<span class="_ _1"></span>tem <span class="_ _6"></span>Akademii <span class="_ _6"></span>Ekonomicznej <span class="_ _6"></span>w <span class="_ _6"></span>Krakowie <span class="_ _5"></span>Wydział <span class="_ _6"></span>Finansów <span class="_ _6"></span>na <span class="_ _6"></span>kierunku </div><div class="t m0 xf1 h10 yb8 ff8 fs4 fc2 sc0 ls0 ws0">Finanse <span class="_ _23"> </span>i <span class="_ _15"> </span>Bankowość. <span class="_ _15"> </span>Zdobył <span class="_ _15"> </span>tytuł <span class="_ _23"> </span>E<span class="_ _0"></span>xecutive <span class="_ _23"> </span>Master <span class="_ _15"> </span>of <span class="_ _15"> </span>Business <span class="_ _15"> </span>Administration <span class="_ _19"> </span>–<span class="ff6"> <span class="_ _23"> </span>U<span class="_ _0"></span>niwersytytet </span></div><div class="t m0 xf1 h10 y32d ff6 fs4 fc2 sc0 ls0 ws0">Ekonomiczny <span class="_ _14"> </span>w  Krakowie <span class="_ _14"> </span>oraz  Stockholm <span class="_ _14"> </span>University.  W <span class="_ _14"> </span>Grupie <span class="_ _14"> </span>UNIMOT  p<span class="_ _0"></span>racuje <span class="_ _14"> </span>od <span class="_ _14"> </span>2023  roku <span class="_ _14"> </span>na </div><div class="t m0 xf1 h10 y11bd ff6 fs4 fc2 sc0 ls0 ws0">stanowisku dyrektora marketingu i rozwoju. </div><div class="t m0 xf1 h10 y11be ff8 fs4 fc2 sc0 ls0 ws0">Posiada <span class="_ _7"> </span>doświadczenie <span class="_ _12"> </span>zawodowe <span class="_ _7"> </span>z<span class="_ _0"></span>dobyte <span class="_ _7"> </span>w <span class="_ _12"> </span>instytucjach <span class="_ _7"></span>fina<span class="_ _0"></span>nsowych: <span class="_ _7"> </span>Raiffeisen <span class="_ _12"> </span>Bank <span class="_ _7"></span>Polska <span class="_ _12"> </span>S.A. <span class="_ _12"> </span>–<span class="ff6"> </span></div><div class="t m0 xf1 h10 y11bf ff8 fs4 fc2 sc0 ls0 ws0">dealer <span class="_ _5"></span>walutowy <span class="_ _6"></span>i <span class="_ _5"></span>specjalisty <span class="_ _5"></span>d<span class="_ _0"></span>s. <span class="_ _6"></span>instrumentów <span class="_ _5"></span>pochodnych, <span class="_ _5"></span>dyr<span class="_ _0"></span>ektor <span class="_ _5"></span>departamentu <span class="_ _6"></span>sprzedaży <span class="_ _5"></span>rynków </div><div class="t m0 xf1 h10 y669 ff6 fs4 fc2 sc0 ls0 ws0">finansowych; <span class="_ _5"></span>R<span class="_ _0"></span>aiffeisen <span class="_ _6"></span>Solutions <span class="_ _6"></span><span class="ff8">–</span> <span class="_ _5"></span><span class="ff8">prezesa <span class="_ _6"></span>zarządu, <span class="_ _6"></span>a <span class="_ _5"></span>w <span class="_ _6"></span>później<span class="_ _0"></span>szym <span class="_ _6"></span>okresie <span class="_ _5"></span>członek <span class="_ _6"></span>rady <span class="_ _5"></span>nadzo<span class="_ _0"></span>rczej; </span></div><div class="t m0 xf1 h10 y66a ff6 fs4 fc2 sc0 ls0 ws0">Banku <span class="_ _0"></span>Pekao <span class="_ _5"></span>S.A. <span class="_ _5"></span><span class="ff8">–</span> <span class="_ _5"></span><span class="ff8">dyrektor <span class="_ _0"></span>z<span class="_ _0"></span>arządzającego <span class="_ _5"></span>pionu <span class="_ _0"></span>rynków <span class="_ _5"></span>finansowych; <span class="_ _5"></span>BNP <span class="_ _5"></span>Paribas <span class="_ _0"></span>Bank <span class="_ _5"></span>Polska <span class="_ _5"></span>S.A. <span class="_ _5"></span>–<span class="_ _0"></span></span> </div><div class="t m0 xf1 h10 y11c0 ff8 fs4 fc2 sc0 ls0 ws0">dyrektor zarządzający pionu rynków finansowych.<span class="ff6"> </span></div><div class="t m0 x1 h10 y543 ff8 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 h10 y1041 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y80e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x66 h22 y66f ff7 fs4 fc2 sc0 ls0 ws0">ANETA SZCZESNA- KOWALSKA - <span class="ff5">WICEPREZES ZARZĄDU DS. HR</span> </div><div class="t m0 x66 h10 y11c1 ff6 fs4 fc2 sc0 ls0 ws0">Aneta <span class="_ _14"> </span>Szcz<span class="_ _0"></span>esna-Kowalska <span class="_ _13"> </span>posiada <span class="_ _14"> </span>25-<span class="ff8">letnie <span class="_ _13"> </span>doświadczenie <span class="_ _13"> </span>zawodowe <span class="_ _13"> </span>w <span class="_ _14"> </span>spółkach <span class="_ _13"> </span>z <span class="_ _13"> </span>różnych <span class="_ _13"> </span>branż: </span></div><div class="t m0 x66 h10 y11c2 ff8 fs4 fc2 sc0 ls0 ws0">energetycznej, logistycznej, p<span class="_ _1"></span>rodukcyjnej, telekomunikacyjnej i finansowej. Z Grupą UNIMOT związana od </div><div class="t m0 x66 h10 y11c3 ff8 fs4 fc2 sc0 ls0 ws0">2021 <span class="_ _0"></span>roku, <span class="_ _0"></span>gdzie <span class="_ _0"></span>zajmo<span class="_ _0"></span>wała <span class="_ _0"></span>stanowisko <span class="_ _0"></span>Dyrektora <span class="_ _0"></span>ds. <span class="_ _0"></span>H<span class="_ _0"></span>R <span class="_ _0"></span>i <span class="_ _0"></span>Adm<span class="_ _0"></span><span class="ff6">inistracji. <span class="_ _0"></span>W <span class="_ _5"></span>GK <span class="_ _0"></span>UNIMOT <span class="_ _5"></span>odpowiedzialna </span></div><div class="t m0 x66 h10 y11c4 ff8 fs4 fc2 sc0 ls0 ws0">jest <span class="_ _10"></span>za <span class="_ _10"></span>realizac<span class="_ _0"></span>ję <span class="_ _10"></span>strategii <span class="_ _10"></span>gru<span class="_ _0"></span>py <span class="_ _10"></span>i <span class="_ _1"></span>budowanie <span class="_ _10"></span>efektywnej <span class="_ _10"></span>i <span class="_ _1"></span>skutecznej <span class="_ _10"></span>polityki <span class="_ _10"></span>zarządzania <span class="_ _1"></span>kapitałem <span class="_ _10"></span>lu<span class="_ _0"></span>dzkim </div><div class="t m0 x66 h10 yd8a ff8 fs4 fc2 sc0 ls0 ws0">oraz  w  kszta<span class="_ _1"></span>łtowanie  relacji <span class="_ _12"> </span>z  partnerem  społecznym. <span class="_ _12"> </span>Jest  certyfikowanym  coachem, <span class="_ _12"> </span>asesorem  oraz </div><div class="t m0 x66 h10 yf87 ff8 fs4 fc2 sc0 ls0 ws0">członkiem Polskiego Stowarzyszenia Zarządzania Kadrami.<span class="ff6"> </span></div><div class="t m0 x66 h10 y10ac ff8 fs4 fc2 sc0 ls0 ws0">Jest <span class="_ _12"> </span>absolwentk<span class="_ _1"></span>ą <span class="_ _12"> </span>Wyższej <span class="_ _12"> </span>Szkoły <span class="_ _12"> </span>Humanistycznej, <span class="_ _7"> </span>gdzie <span class="_ _12"> </span>na <span class="_ _12"> </span>Wydziale <span class="_ _7"> </span>Nauk <span class="_ _12"> </span>Politycznych <span class="_ _12"> </span>uzyskała <span class="_ _12"> </span>tytuł </div><div class="t m0 x66 h10 y1b3 ff8 fs4 fc2 sc0 ls0 ws0">magistra <span class="_ _0"></span>na <span class="_ _6"></span>kierunku <span class="_ _0"></span>Marketing <span class="_ _6"></span>i <span class="_ _0"></span>Reklama. <span class="_ _6"></span>Ukończyła <span class="_ _0"></span>Po<span class="_ _0"></span>dyplomowe <span class="_ _5"></span>Studium <span class="_ _0"></span>na <span class="_ _6"></span>kierunku <span class="_ _0"></span>Kompet<span class="_ _0"></span>encje </div><div class="t m0 x66 h10 yee8 ff8 fs4 fc2 sc0 ls0 ws0">Psychologiczne i <span class="_ _1"></span>Negocjacyjne <span class="_ _1"></span>w Fi<span class="_ _1"></span>rmie w <span class="_ _1"></span>Szkole Głównej <span class="_ _1"></span>Handl<span class="ff6">owej, Podyplomowe <span class="_ _1"></span>Studium <span class="_ _10"></span>Praw<span class="_ _0"></span>a Pracy </span></div><div class="t m0 x1 h10 ycfe ff8 fs4 fc2 sc0 ls0 ws0">na Uniwersytecie Warszawskim oraz uzyskała tytuł Master of Busi<span class="_ _1"></span>ness Administration w Akademii Leona Koźmińskiego.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y11c5 ff6 fs4 fc2 sc0 ls0 ws0">Od stycznia 2024 r. Aneta Szczesna-<span class="ff8">Kowalska jest Wiceprezesem Zarządu ds. HR.</span> </div><div class="t m0 x3c h4b y11c6 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Zasady powoływania i odwo<span class="_ _1"></span>ływania Zarządu<span class="_ _0"></span><span class="ff7"> </span></span></span></div><div class="t m0 x3d h22 y906 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ybeb ff8 fs4 fc2 sc0 ls0 ws0">Zarząd <span class="_ _6"></span>Sp<span class="_ _1"></span>ółki <span class="_ _6"></span>liczy <span class="_ _5"></span>o<span class="_ _0"></span>d <span class="_ _5"></span>jednej <span class="_ _6"></span>do <span class="_ _5"></span>pięciu <span class="_ _6"></span>osób <span class="_ _6"></span>powoływanych <span class="_ _5"></span>i <span class="_ _6"></span>odwoływanych <span class="_ _5"></span>przez <span class="_ _6"></span>Radę <span class="_ _6"></span>Nad<span class="_ _1"></span>zorczą. <span class="_ _6"></span>Liczbę <span class="_ _5"></span>członków <span class="_ _6"></span>Zarządu <span class="_ _5"></span>ustala<span class="_ _5"></span><span class="ff6"> <span class="_ _6"></span>Rada </span></div><div class="t m0 x1 h10 y111a ff8 fs4 fc2 sc0 ls0 ws0">Nadzorcza. <span class="_ _0"></span>Możliwa <span class="_ _5"></span>jest <span class="_ _0"></span>zmiana <span class="_ _0"></span>l<span class="_ _0"></span>iczby <span class="_ _0"></span>czło<span class="_ _0"></span>nków <span class="_ _0"></span>Zarządu <span class="_ _0"></span>w <span class="_ _0"></span>trakcie <span class="_ _5"></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="_ _5"></span>Zarządu <span class="_ _0"></span>powoł<span class="_ _0"></span>y<span class="_ _0"></span>wani <span class="_ _5"></span>są </div><div class="t m0 x1 h10 y111b ff8 fs4 fc2 sc0 ls0 ws0">na <span class="_ _10"></span>o<span class="_ _0"></span>kres <span class="_ _10"></span>wspólnej kad<span class="_ _1"></span>encji <span class="_ _1"></span>wynoszącej <span class="_ _10"></span>pięć l<span class="_ _1"></span>at. <span class="_ _1"></span>Dopuszczalne <span class="_ _10"></span>jest <span class="_ _1"></span>powoływanie <span class="_ _1"></span>tych <span class="_ _10"></span>samych osób <span class="_ _10"></span>na <span class="_ _1"></span>następne <span class="_ _10"></span>kadencje <span class="_ _10"></span>Za<span class="_ _0"></span>rządu. Do <span class="_ _1"></span>Zarządu </div><div class="t m0 x1 h10 y111c ff8 fs4 fc2 sc0 ls0 ws0">mogą być powoływani akcjonariusze, a także osoby spoza Spółki. <span class="ff6"> </span></div><div class="t m0 x1 h10 y7f1 ff8 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="_ _5"></span>rczą. </div><div class="t m0 x1 h10 y2bb ff8 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 x3c h4b y658 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Kompetencje Zarządu<span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 yfce ff8 fs4 fc2 sc0 ls0 ws0">Ogólne <span class="_ _0"></span>zasady <span class="_ _5"></span>działania <span class="_ _5"></span>Zarządu <span class="_ _0"></span>Spółki <span class="_ _5"></span>określa <span class="_ _0"></span>Statut <span class="_ _5"></span>Spółki. <span class="_ _5"></span>Szczegółowy <span class="_ _5"></span>tryb <span class="_ _0"></span>działania <span class="_ _5"></span>Zarządu <span class="_ _5"></span>oraz <span class="_ _0"></span>opis <span class="_ _5"></span>kompetencji <span class="_ _0"></span>określ<span class="_ _5"></span><span class="ff6">a <span class="_ _5"></span>Regulamin </span></div><div class="t m0 x1 h10 y4e4 ff8 fs4 fc2 sc0 ls0 ws0">Zarządu, a także Regulamin Organizacyjny Spółki.<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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">140<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 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="_ _5"></span>u nale<span class="_ _1"></span>żą </div><div class="t m0 x1 h10 yac ff8 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 h10 y6b ff8 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 xc6 h4b y6d2 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">które zostały przypisane wyłącznej kompetencji Zarządu przez obowiązujące przepisy bąd<span class="_ _1"></span>ź postanow<span class="_ _0"></span>ienia Statutu; <span class="ff6"> </span></span></span></div><div class="t m0 xc6 h4b y6d3 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">powierzonych Zarządowi przez Walne Zgromadzenie<span class="_ _1"></span> lub Radę Nadzorczą.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x5c h10 y6d4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y6d5 ff8 fs4 fc2 sc0 ls0 ws0">Nabycie <span class="_ _0"></span>i <span class="_ _0"></span>zbycie <span class="_ _5"></span>nieruchomości, <span class="_ _5"></span>prawa <span class="_ _0"></span>użytkowania <span class="_ _0"></span>w<span class="_ _0"></span>ieczystego <span class="_ _0"></span>lub <span class="_ _0"></span>udziału <span class="_ _5"></span>w <span class="_ _5"></span>nieruchomości <span class="_ _0"></span>stanowi <span class="_ _5"></span>kompetencję Zarząd<span class="_ _0"></span>u <span class="_ _0"></span>i <span class="_ _5"></span>nie <span class="_ _0"></span>w<span class="_ _5"></span><span class="ff6">ymaga </span></div><div class="t m0 x1 h10 yeaa ff8 fs4 fc2 sc0 ls0 ws0">uchwały Walnego Zgromadzenia.<span class="ff6"> </span></div><div class="t m0 x1 h10 y2f9 ff8 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 <span class="_ _5"></span>obrotowego, jeżeli Spółka </div><div class="t m0 x1 h10 y635 ff8 fs4 fc2 sc0 ls0 ws0">posiada <span class="_ _0"></span>środki <span class="_ _5"></span>wystarczające <span class="_ _5"></span>na <span class="_ _0"></span>wypłatę, <span class="_ _5"></span>na <span class="_ _0"></span>warunkach <span class="_ _5"></span>wskazanych <span class="_ _0"></span>w <span class="_ _5"></span>Kodeksie <span class="_ _0"></span>spółek <span class="_ _5"></span>handlowych. <span class="_ _0"></span>Wypłata <span class="_ _5"></span>zaliczki <span class="_ _5"></span>wymaga <span class="_ _0"></span>zgody <span class="_ _6"></span><span class="ff6">Rady </span></div><div class="t m0 x1 h10 y17 ff6 fs4 fc2 sc0 ls0 ws0">Nadzorczej. </div><div class="t m0 x1 h10 y298 ff8 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 xc6 h4b y1154 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">wytyczanie długo i <span class="_ _0"></span>średniookresowej strategii<span class="_ _1"></span> rozwo<span class="_ _0"></span>ju Spółki i wzrostu jej warto<span class="_ _0"></span>ści dla akcjonariuszy, ocena osiągania tych c<span class="_ _5"></span>elów <span class="_ _0"></span>i </span></span></div><div class="t m0 x5c h10 y1155 ff6 fs4 fc2 sc0 ls0 ws0">ewentualna ich modyfikacja, </div><div class="t m0 xc6 h4b y11c7 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">definiowanie celów finansowych Spółki,<span class="ff6"> </span></span></span></div><div class="t m0 xc6 h4b y11c8 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">akceptacja istotnych projektów inwestycyjnych i sposobów ich finansowania,<span class="ff6"> </span></span></span></div><div class="t m0 xc6 h4b y384 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">określanie struktury organizacyjnej Sp<span class="_ _1"></span>ółki.<span class="ff6"> </span></span></span></div><div class="t m0 x1 h10 y11c9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y574 ff8 fs4 fc2 sc0 ls0 ws0">Do <span class="_ _14"> </span>obowiązków  Zarządu, <span class="_ _14"> </span>które  Zarząd <span class="_ _14"> </span>obowiązany  jest <span class="_ _14"> </span>rozpatrywać  kolegialnie  i <span class="_ _14"> </span>przyjmować  w<span class="_ _0"></span> <span class="_ _14"> </span>formie  Uchwały  Zarządu, <span class="_ _14"> </span>należą  w </div><div class="t m0 x1 h10 ybe ff8 fs4 fc2 sc0 ls0 ws0">szczególności:<span class="ff6"> </span></div><div class="t m0 xc6 h4b y8ff ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">przyjęcie rocznego i/lub wieloletnieg<span class="_ _1"></span>o budżetu Spółki,<span class="ff6"> </span></span></span></div><div class="t m0 xc6 h4b y11ca ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">zawieranie p<span class="_ _1"></span>rzez Spółkę umów <span class="_ _1"></span>o wartości <span class="_ _1"></span>powyżej 1 mln<span class="_ _1"></span> PLN, przy<span class="_ _1"></span> czym p<span class="_ _1"></span>owyższe nie<span class="_ _1"></span> dotyczy umów S<span class="_ _1"></span>półki związanych z <span class="_ _1"></span>obrotem </span></span></div><div class="t m0 x5c h10 y11cb ff8 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 xc6 h4b y11cc ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">ustalanie <span class="_ _10"></span>w<span class="_ _0"></span>ewnętrznych <span class="_ _10"></span>aktó<span class="_ _0"></span>w normatywnych <span class="_ _10"></span>Spółki, <span class="_ _1"></span>z w<span class="_ _1"></span>yjątkiem <span class="_ _1"></span>aktów, <span class="_ _1"></span>do <span class="_ _10"></span>wydawania których <span class="_ _1"></span>upoważniony <span class="_ _10"></span>jest Prezes <span class="_ _10"></span>Zarządu,<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 xc6 h4b y40b ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">ustalanie <span class="_ _10"></span>terminu, <span class="_ _1"></span>miejsca <span class="_ _10"></span>oraz porządku <span class="_ _10"></span>obrad <span class="_ _10"></span>i zwoływanie <span class="_ _10"></span>zwyczajnego <span class="_ _10"></span>i nad<span class="_ _1"></span>zwyczajnego <span class="_ _1"></span>Walneg<span class="_ _1"></span>o <span class="_ _1"></span>Zgromadzenia <span class="_ _10"></span>Akcjonariuszy,<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 xc6 h4b y11cd ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">składanie <span class="_ _12"> </span>Walnemu  Zgromadzeniu <span class="_ _12"> </span>i  Radzie  N<span class="_ _1"></span>adzorczej  projektów  u<span class="_ _1"></span>chwał  oraz <span class="_ _12"> </span>wniosków  zgłos<span class="_ _1"></span>zonych  d<span class="_ _1"></span>o  porządku <span class="_ _12"> </span>obrad  w </span></span></div><div class="t m0 x5c h10 y11ce ff8 fs4 fc2 sc0 ls0 ws0">sprawach objętych porządkiem jego obrad,<span class="ff6"> </span></div><div class="t m0 xc6 h4b y11cf ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">przyjęcie <span class="_ _5"></span>sprawozdania <span class="_ _5"></span>finansow<span class="_ _0"></span>ego <span class="_ _5"></span>Spółki <span class="_ _6"></span>i <span class="_ _5"></span>skonsolidowanego <span class="_ _5"></span>sprawozdania <span class="_ _5"></span>finansowego <span class="_ _6"></span>oraz <span class="_ _5"></span>składanie <span class="_ _5"></span>ich <span class="_ _5"></span>do <span class="_ _6"></span>zaopiniowania </span></span></div><div class="t m0 x5c h10 y11d0 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 xc6 h4b yee5 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">przyjęcie <span class="_ _0"></span>sprawozdania <span class="_ _5"></span>z <span class="_ _5"></span>działalności <span class="_ _5"></span>Spółki <span class="_ _0"></span>oraz <span class="_ _5"></span>Grupy <span class="_ _5"></span>Kapitałowej <span class="_ _0"></span>z<span class="_ _0"></span>a <span class="_ _5"></span>rok <span class="_ _0"></span>o<span class="_ _0"></span>brotowy <span class="_ _0"></span>oraz <span class="_ _5"></span>składanie <span class="_ _0"></span>ich <span class="_ _5"></span>do <span class="_ _5"></span>zaopiniowania <span class="_ _0"></span>R<span class="_ _0"></span>adzi<span class="_ _0"></span><span class="ff6 ls2d">e </span></span></span></div><div class="t m0 x5c h10 y11d1 ff6 fs4 fc2 sc0 ls0 ws0">Nadzorczej oraz do zatwierdzenia Walnemu Zgromadzeniu,  </div><div class="t m0 xc6 h4b y11d2 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">przygotowanie wniosku lub rekomendacji co do podziału zysku lub sposobu<span class="_ _1"></span> pokrycia straty,<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 xc6 h4b y72a ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">inne sprawy przedstawiane <span class="_ _0"></span>przez <span class="_ _0"></span>Zarząd na <span class="_ _0"></span>Walnym Z<span class="_ _0"></span>gromadzeniu Akcjonariuszy, j. <span class="_ _0"></span>przyjęcie str<span class="_ _0"></span>uktury organizacyjnej S<span class="_ _0"></span>półki ora<span class="_ _5"></span><span class="ff6 lse">z </span></span></span></div><div class="t m0 x5c h10 y11d3 ff6 fs4 fc2 sc0 ls0 ws0">dokonywanie jej istotnych zmian,  </div><div class="t m0 xc6 h4b y11d4 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">udzielenie <span class="_ _10"></span>pełnomocnictwa <span class="_ _1"></span>o <span class="_ _10"></span>istotnym <span class="_ _10"></span>zakresie <span class="_ _10"></span>(w<span class="_ _0"></span>ykraczającym <span class="_ _1"></span>poza <span class="_ _10"></span>zakres <span class="_ _10"></span>pełnomoc<span class="_ _0"></span>nictw <span class="_ _10"></span>udzielanych <span class="_ _10"></span>w<span class="_ _5"></span><span class="ff6"> codziennym <span class="_ _10"></span>toku <span class="_ _1"></span>pracy) </span></span></span></div><div class="t m0 x5c h10 y72d ff6 fs4 fc2 sc0 ls0 ws0">lub prokury,  </div><div class="t m0 xc6 h4b y11d5 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">dysponowanie środkami finansowymi pozyskanymi w wyniku pu<span class="_ _1"></span>blicznej emisji akcji Spółki, <span class="ff6"> </span></span></span></div><div class="t m0 xc6 h4b y11d6 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">podejmowanie decyzji <span class="_ _0"></span>dotycząc<span class="_ _0"></span>ych rozpoczęcia <span class="_ _0"></span>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 znacznych <span class="_ _5"></span>nakładach </span></span></div><div class="t m0 x5c h10 y11d7 ff8 fs4 fc2 sc0 ls0 ws0">finansowych na nowym rynku lub w nowej branży, <span class="ff6"> </span></div><div class="t m0 xc6 h4b y10ce ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">sprawy nadzwyczajnej <span class="_ _0"></span>wagi, <span class="_ _0"></span>jak <span class="_ _0"></span>również sprawy <span class="_ _0"></span>i <span class="_ _0"></span>transakcje, w<span class="_ _0"></span> <span class="_ _0"></span>tym również <span class="_ _0"></span>mające <span class="_ _0"></span>istotne znaczenie dla <span class="_ _0"></span>Spółki <span class="_ _0"></span>sprawy <span class="_ _0"></span>z <span class="_ _0"></span>zakres<span class="_ _5"></span><span class="ff6 ls29">u </span></span></span></div><div class="t m0 x5c h10 y11d8 ff8 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 x5c h10 y39d ff6 fs4 fc2 sc0 ls0 ws0">znaczenie d<span class="ff8">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 h10 yce3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y930 ff8 fs4 fc2 sc0 ls0 ws0">Prawo <span class="_ _7"> </span>do <span class="_ _12"> </span>podjęcia <span class="_ _6"></span>decyzji <span class="_ _12"> </span>o <span class="_ _7"></span>emisji <span class="_ _6"></span>lub <span class="_ _7"> </span>w<span class="_ _0"></span>ykupie <span class="_ _7"></span>akcji <span class="_ _7"> </span>przysługuje <span class="_ _7"> </span>Walnemu <span class="_ _7"> </span>Zgromadzeniu. <span class="_ _12"> </span>Statut <span class="_ _7"></span>Spółki <span class="_ _7"></span>nie <span class="_ _7"> </span>przewiduje <span class="_ _7"> </span>w<span class="_ _5"></span><span class="ff6"> tym <span class="_ _12"> </span>zakresie </span></div><div class="t m0 x1 h22 y57c ff8 fs4 fc2 sc0 ls0 ws0">upoważnień dla Zarządu Spółki.<span class="ff7"> </span></div><div class="t m0 x1 h10 yd43 ff8 fs4 fc2 sc0 ls0 ws0">Do <span class="_ _14"> </span>składania  oświadczeń <span class="_ _14"> </span>w  zakresie  praw <span class="_ _14"> </span>i  obow<span class="_ _0"></span>iązków  majątkowych <span class="_ _14"> </span>Spółki,  w <span class="_ _14"> </span>tym <span class="_ _14"> </span>podpisywani<span class="_ _1"></span>a  umó<span class="_ _0"></span>w <span class="_ _14"> </span>i  zaciągania  zobowiązań, </div><div class="t m0 x1 h10 y11d9 ff8 fs4 fc2 sc0 ls0 ws0">uprawniony <span class="_ _5"></span>je<span class="_ _0"></span>st <span class="_ _6"></span>każdy <span class="_ _5"></span>Członek <span class="_ _6"></span>Zarządu <span class="_ _6"></span>samodzielnie <span class="_ _5"></span>do <span class="_ _6"></span>kwoty <span class="_ _6"></span>500 <span class="_ _6"></span>000 <span class="_ _5"></span>zł, <span class="_ _6"></span>dwóch <span class="_ _6"></span>Członków <span class="_ _5"></span>Zarządu <span class="_ _6"></span>łącznie <span class="_ _5"></span>albo <span class="_ _6"></span>jeden <span class="_ _6"></span>Członek <span class="_ _5"></span>Z<span class="_ _0"></span>ar<span class="_ _5"></span>ządu </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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">141<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 fs4 fc2 sc0 ls0 ws0">łącznie <span class="_ _10"></span>z<span class="_ _0"></span> <span class="_ _1"></span>Prokure<span class="_ _1"></span>ntem <span class="_ _10"></span>powyżej kwoty <span class="_ _10"></span>500 000 <span class="_ _9"></span>zł. Do <span class="_ _10"></span>składania <span class="_ _10"></span>oświadczeń w <span class="_ _10"></span>zakresie <span class="_ _10"></span>praw i <span class="_ _10"></span>obowiązków <span class="_ _1"></span>niemajątkowych <span class="_ _10"></span>Spółki <span class="_ _10"></span>up<span class="_ _5"></span><span class="ff6">rawniony </span></div><div class="t m0 x1 h10 y12c ff8 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 x3c h4b y11da ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Opis działania i organizacja p<span class="_ _1"></span>rac Zar<span class="_ _0"></span>ządu<span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 y11db ff8 fs4 fc2 sc0 ls0 ws0">Osoby <span class="_ _6"></span>Zarzą<span class="_ _0"></span>dzające <span class="_ _6"></span>wchodzące <span class="_ _7"></span>w <span class="_ _7"></span>skład <span class="_ _6"></span>Zarzą<span class="_ _0"></span>du <span class="_ _6"></span>działają <span class="_ _7"></span>na <span class="_ _6"></span>podstawie <span class="_ _12"> </span><span class="ff6">Ustawy <span class="_ _6"></span></span>Ko<span class="_ _0"></span>deks <span class="_ _6"></span>Spółek <span class="_ _7"></span>Handlowych, <span class="_ _7"></span>Statutu <span class="_ _6"></span>Spółki <span class="_ _7"></span>i <span class="_ _7"></span>Regulaminu </div><div class="t m0 x1 h10 y11dc ff8 fs4 fc2 sc0 ls0 ws0">Zarządu. <span class="_ _5"></span>W <span class="_ _6"></span>swym <span class="_ _5"></span>postępowaniu <span class="_ _6"></span>kie<span class="_ _1"></span>rują <span class="_ _5"></span>się <span class="_ _5"></span>z<span class="_ _0"></span>asadami <span class="_ _6"></span>przyjętymi<span class="_ _1"></span> <span class="_ _5"></span>przez <span class="_ _6"></span>Spółkę <span class="_ _5"></span>w <span class="_ _6"></span>kodeks<span class="_ _1"></span>ie <span class="_ _5"></span>„Dobrych <span class="_ _6"></span>Praktyk <span class="_ _5"></span>Spółek <span class="_ _5"></span>Notowanych <span class="_ _6"></span>Na <span class="_ _0"></span>GP<span class="_ _5"></span><span class="ff6 lsf">W </span></div><div class="t m0 x1 h10 y131 ff8 fs4 fc2 sc0 ls0 ws0">2021”. <span class="ff6"> </span></div><div class="t m0 x1 h10 yf9b ff8 fs4 fc2 sc0 ls0 ws0">Co <span class="_ _5"></span>do <span class="_ _0"></span>z<span class="_ _0"></span>asady, <span class="_ _0"></span>Zarząd <span class="_ _5"></span>podejmuje <span class="_ _0"></span>decyzje <span class="_ _5"></span>w <span class="_ _5"></span>formie <span class="_ _5"></span>uchwał <span class="_ _5"></span>na <span class="_ _0"></span>posiedzeniach <span class="_ _0"></span>zwo<span class="_ _0"></span>ływanych <span class="_ _5"></span>przez <span class="_ _0"></span>Prezesa <span class="_ _0"></span>Zarządu <span class="_ _5"></span>z <span class="_ _5"></span>jego <span class="_ _5"></span>inicjatywy <span class="_ _0"></span>b<span class="_ _6"></span>ądź <span class="_ _0"></span>na </div><div class="t m0 x1 h10 y11a5 ff8 fs4 fc2 sc0 ls0 ws0">wniosek <span class="_ _14"> </span>Czło<span class="_ _0"></span>nka <span class="_ _14"> </span>Zarządu <span class="_ _13"> </span>lub <span class="_ _14"> </span>na <span class="_ _13"> </span>wniosek <span class="_ _13"> </span>Rady <span class="_ _13"> </span>Nadzorczej. <span class="_ _14"> </span>W <span class="_ _13"> </span>posiedzeniach <span class="_ _14"> </span>Zarządu <span class="_ _13"> </span>przy <span class="_ _14"> </span>roz<span class="_ _0"></span>patrywaniu <span class="_ _14"> </span>określonej <span class="_ _13"> </span>sprawy <span class="_ _13"> </span>mogą </div><div class="t m0 x1 h10 y70 ff6 fs4 fc2 sc0 ls13 ws0">uc<span class="ff8 ls0">zestniczyć <span class="_ _7"> </span>osoby <span class="_ _7"> </span>z<span class="_ _0"></span>aproszone <span class="_ _7"> </span>przez <span class="_ _12"> </span>Członków <span class="_ _7"> </span>Zarządu. <span class="_ _7"> </span>Po<span class="_ _0"></span>siedzenia <span class="_ _6"></span>Zarządu <span class="_ _12"> </span>są <span class="_ _7"></span>protokołowane. <span class="_ _7"> </span>Proto<span class="_ _0"></span>kół <span class="_ _7"> </span>podpisują <span class="_ _7"> </span>wszyscy <span class="_ _12"> </span>obecni <span class="_ _6"></span>n<span class="_ _5"></span></span><span class="ls3b">a </span></div><div class="t m0 x1 h10 y11a6 ff8 fs4 fc2 sc0 ls0 ws0">zaprotokołowanym <span class="_ _14"> </span>posiedzeniu <span class="_ _14"> </span>Członkowie <span class="_ _13"> </span>Zarządu <span class="_ _14"> </span>i <span class="_ _14"> </span>protokolant.<span class="_ _0"></span><span class="ff6"> <span class="_ _14"> </span></span>Uchwały <span class="_ _13"> </span>podejmowane <span class="_ _14"> </span>na <span class="_ _14"> </span>posiedzeniu <span class="_ _14"> </span>Zarządu <span class="_ _14"> </span>zapadają <span class="_ _13"> </span>zwykłą </div><div class="t m0 x1 h10 y11dd ff8 fs4 fc2 sc0 ls0 ws0">większością g<span class="_ _1"></span>łosów przy <span class="_ _10"></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="_ _10"></span>jawne. Każdy <span class="_ _1"></span>z <span class="_ _1"></span>Członków Zarząd<span class="_ _0"></span><span class="ff6">u, </span></div><div class="t m0 x1 h10 y11a7 ff8 fs4 fc2 sc0 ls0 ws0">który <span class="_ _5"></span>jest <span class="_ _5"></span>przeciwny <span class="_ _5"></span>podjęciu <span class="_ _5"></span>uchwały, <span class="_ _5"></span>ma <span class="_ _5"></span>prawo <span class="_ _5"></span>wyraz<span class="_ _0"></span>ić <span class="_ _5"></span>swoje <span class="_ _0"></span>stanowisko <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _5"></span>formie <span class="_ _5"></span>wniesionego <span class="_ _5"></span>do <span class="_ _5"></span>protokołu <span class="_ _5"></span>posiedzenia <span class="_ _5"></span>lub <span class="_ _5"></span>uc<span class="_ _5"></span><span class="ff6">hwa</span>ły </div><div class="t m0 x1 h10 y11de ff8 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 h10 y16f ff8 fs4 fc2 sc0 ls0 ws0">Jeżeli <span class="_ _0"></span>Zarząd <span class="_ _5"></span>Spółki <span class="_ _0"></span>jest <span class="_ _5"></span>wieloosobowy, <span class="_ _5"></span>uchwały <span class="_ _0"></span>Zarządu <span class="_ _5"></span>mogą <span class="_ _0"></span>być <span class="_ _5"></span>również <span class="_ _5"></span>podejmowane <span class="_ _0"></span>poza <span class="_ _5"></span>posiedzeniem <span class="_ _0"></span>Zarządu <span class="_ _0"></span>w<span class="_ _5"></span><span class="ff6"> trybie <span class="_ _5"></span>pisemnym </span></div><div class="t m0 x1 h10 y11df ff8 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="_ _5"></span>bezpośredniego <span class="_ _0"></span>porozumiewania <span class="_ _5"></span>się na <span class="_ _5"></span>odległość, <span class="_ _0"></span>pod <span class="_ _5"></span>warunkiem, <span class="_ _0"></span>ż<span class="_ _0"></span>e <span class="_ _0"></span>wszyscy <span class="_ _0"></span>czło<span class="_ _0"></span>nkowie Zarządu <span class="_ _0"></span>z<span class="_ _6"></span><span class="ff6 ls12">os<span class="ls0">tal<span class="_ _1"></span>i </span></span></div><div class="t m0 x1 h10 y951 ff8 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="_ _5"></span>ządu <span class="_ _0"></span>z </div><div class="t m0 x1 h10 y11e0 ff8 fs4 fc2 sc0 ls0 ws0">własnej <span class="_ _10"></span>inicjatywy <span class="_ _10"></span>bądź <span class="_ _1"></span>na <span class="_ _10"></span>wniosek <span class="_ _10"></span>któregokolwiek <span class="_ _10"></span>z p<span class="_ _1"></span>ozostałych <span class="_ _10"></span>Członków <span class="_ _10"></span>Zarządu. <span class="_ _1"></span>W <span class="_ _10"></span>przypadku <span class="_ _10"></span>Zarządu <span class="_ _10"></span>w<span class="_ _0"></span>ieloosobowego <span class="_ _10"></span>w razie <span class="_ _10"></span>równości </div><div class="t m0 x1 h10 y11e1 ff8 fs4 fc2 sc0 ls0 ws0">głosów decyduje głos Prezesa Zarządu. <span class="ff6"> </span></div><div class="t m0 x1 h10 y11e2 ff8 fs4 fc2 sc0 ls0 ws0">W 2024 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>89 uch<span class="_ _5"></span>w<span class="_ _0"></span>ał </div><div class="t m0 x1 h10 y174 ff8 fs4 fc2 sc0 ls0 ws0">w sprawach strategicznych i operacyjnych Spółki.<span class="ff6"> </span></div><div class="t m0 x1 h10 y388 ff8 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 x3c h4b y11e3 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">koordynacja i organizacja pracy Zarządu,<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y11e4 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">wyznaczanie celów transakcji kapitałowych i nadzór nad ich przeb<span class="_ _1"></span>iegiem,<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y11e5 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">nadzorowanie przebiegu projektów inwestycyjnych Spółki,<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b yd52 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">nadzór <span class="_ _10"></span>nad komun<span class="_ _1"></span>ikacją <span class="_ _1"></span>korporacyjną <span class="_ _10"></span>oraz<span class="_ _0"></span> <span class="_ _10"></span>przestrzeganiem <span class="_ _10"></span>przez Sp<span class="_ _1"></span>ółkę <span class="_ _1"></span>przepisów <span class="_ _10"></span>prawa, Nadzór <span class="_ _9"></span>nad poli<span class="_ _1"></span>tyką <span class="_ _10"></span>kadrowo<span class="_ _5"></span><span class="ff6">-</span>płacową, </span></span></div><div class="t m0 x3d h10 y5c3 ff8 fs4 fc2 sc0 ls0 ws0">w <span class="_ _1"></span>tym: <span class="_ _10"></span>obsadą <span class="_ _10"></span>stanowisk kie<span class="_ _1"></span>rowniczych <span class="_ _1"></span>w <span class="_ _10"></span>Spółce <span class="_ _1"></span>i <span class="_ _10"></span>podmiotach <span class="_ _1"></span>z <span class="_ _10"></span>nią <span class="_ _1"></span>powiązanych, <span class="_ _10"></span>jeżeli <span class="_ _10"></span>Spółka będ<span class="_ _1"></span>zie <span class="_ _10"></span>miała wpływ <span class="_ _10"></span>na <span class="_ _1"></span>taką <span class="_ _10"></span>obsad<span class="_ _0"></span>ę, </div><div class="t m0 x3d h10 yef8 ff6 fs4 fc2 sc0 ls0 ws0">a ta<span class="ff8">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 h10 y698 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y11e6 ff8 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 h10 y11e7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ye53 ff8 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 h10 ydee ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y465 w146 h13"><div class="t m0 x112 h22 y192 ff8 fs4 fc8 sc0 ls0 ws0">Członek Zarządu<span class="ff7"> </span></div></div><div class="c x17f y465 w147 h13"><div class="t m0 x1b h10 y192 ff8 fs4 fc8 sc0 ls0 ws0">Przypisane obszary zadań i kompetencji<span class="ff6"> </span></div></div><div class="c x1 y15c w148 h120"><div class="t m0 x3f h22 y11e8 ff6 fs4 fc2 sc0 ls0 ws0">Adam Sikorski<span class="ff7"> <span class="ff5">–</span> <span class="ff5 fc9">Prezes Zarządu, Dyrektor Generalny (CEO)</span></span> </div></div><div class="c x17f y15c w149 h120"><div class="t m0 xa h4b y11e9 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Relacje Inwestorskie<span class="_ _1"></span> i ESG </span></span></div><div class="t m0 xa h4b y803 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Obszar prawny GK </span></span></div><div class="t m0 xa h4b y11ea ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Audyt <span class="ff8">Wewnętrzny</span> </span></span></div><div class="t m0 xa h4b y11eb ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Komunikacja </span></span></div><div class="t m0 xa h4b y11ec ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Ochrona Informacji Niejawnych; </span></span></div><div class="t m0 xa h4b y11ed ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Relacje z Administracją Publiczną;<span class="ff6"> </span></span></span></div><div class="t m0 xa h4b y7e2 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Ochrona Danych </span></span></div><div class="t m0 xa h4b y11ee ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Nadzór <span class="_ _6"></span>nad <span class="_ _6"></span>spółkami: <span class="_ _7"></span>Unimot <span class="_ _6"></span>U<span class="_ _0"></span>kraine <span class="_ _6"></span>LLC, <span class="_ _6"></span>Unimot<span class="_ _0"></span> </span></span></div><div class="t m0 xc h10 y1cd ff6 fs4 fc2 sc0 ls0 ws0">Asia <span class="_ _7"> </span>LLC,<span class="_ _0"></span> <span class="_ _7"> </span>Unimot <span class="_ _12"> </span>Energy <span class="_ _7"> </span>LLC,<span class="_ _0"></span> <span class="_ _7"> </span>Unimot <span class="_ _12"> </span>System <span class="_ _7"></span>sp. <span class="_ _12"> </span>z </div><div class="t m0 xc h10 y11ef ff6 fs4 fc2 sc0 ls0 ws0">o.o., Un<span class="_ _1"></span>imot <span class="_ _10"></span>Co<span class="_ _0"></span>mmodities <span class="_ _10"></span>sp. z <span class="_ _10"></span>o.<span class="_ _0"></span>o., Un<span class="_ _1"></span>imot <span class="_ _10"></span>Aviation </div><div class="t m0 xc h10 y112d ff6 fs4 fc2 sc0 ls0 ws0">sp. z o.o. </div></div><div class="c x1 y1c4 w148 h121"><div class="t m0 x3f h22 y11f0 ff6 fs4 fc2 sc0 ls0 ws0">Robert <span class="_ _12"> </span>Brzozowski<span class="ff7">  <span class="ff5">–</span>  <span class="ff5 fc9">Wi<span class="_ _1"></span>ceprezes <span class="_ _12"> </span>Zarządu  ds. <span class="_ _12"> </span>Handlowych </span></span></div><div class="t m0 x3f h22 y11f1 ff7 fs4 fc9 sc0 ls0 ws0">(CCO)<span class="fc2"> </span></div></div><div class="c x17f y1c4 w149 h121"><div class="t m0 xa h4b y11f2 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Nadzór nad spółkami: UN<span class="_ _1"></span>IMOT Paliwa Sp. z o.o.,<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 xc h10 yadd ff6 fs4 fc2 sc0 ls0 ws0">Olavion <span class="_ _10"></span>sp. <span class="_ _10"></span>z <span class="_ _1"></span>o.o., <span class="_ _1"></span>Unimot <span class="_ _10"></span>S.A. <span class="_ _10"></span>(Unimo<span class="_ _0"></span>t <span class="_ _10"></span>Ltd) <span class="ff8">–<span class="_ _1"></span><span class="ff6"> <span class="_ _10"></span>siedziba<span class="_ _0"></span> </span></span></div><div class="t m0 xc h10 y11f3 ff6 fs4 fc2 sc0 ls0 ws0">Genewa. </div></div><div class="c x1 y11f4 w148 h2c"><div class="t m0 x3f h22 yb21 ff6 fs4 fc2 sc0 ls0 ws0">Filip <span class="_ _10"></span>Kuropatwa<span class="ff7"> <span class="_ _10"></span><span class="ff5">–<span class="ff7"> <span class="_ _1"></span><span class="ff5 fc9">Wiceprezes <span class="_ _10"></span>Zarządu <span class="_ _10"></span>ds. <span class="_ _1"></span>Finansowych <span class="_ _9"></span>(CFO)<span class="_ _0"></span><span class="ff7 fc2"> </span></span></span></span></span></div></div><div class="c x17f y11f4 w149 h2c"><div class="t m0 xa h4b y35 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Finanse </span></span></div></div></div><div class="pi" ></div></div><div id="pf8e" class="pf w0 h0" ><div class="pc pc8e w0 h0"><img class="bi x5 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">142<span class="ls0"> </span></div></div><div class="c x17f y11f5 w149 h122"><div class="t m0 xa h4b y873 ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _38"> </span></span>Rachunkowość i Sprawozdawczość<span class="ff6"> </span></div><div class="t m0 xa h4b y11f6 ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _38"> </span><span class="ff6 ls5">IT<span class="ls0"> </span></span></span></div><div class="t m0 xa h4b y1cd ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _38"> </span></span>Sprawozdawczość Niefinansowa<span class="ff6"> </span></div><div class="t m0 xa h4b y11ef ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _38"> </span><span class="ff6">Kontroling </span></span></div><div class="t m0 xa h4b y112d ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _38"> </span></span>Optymalizacja Marż i Ryzyka Finansowego.<span class="ff6"> </span></div></div><div class="c x1 y11f7 w148 h123"><div class="t m0 x3f h22 y11f8 ff8 fs4 fc2 sc0 ls0 ws0">Michał <span class="_ _34"> </span>Ho<span class="_ _0"></span>jowski<span class="ff7"> <span class="_ _34"> </span><span class="fc9">- <span class="_ _28"> </span>Wiceprezes <span class="_ _34"> </span>ds. <span class="_ _28"> </span>Transformacji </span></span></div><div class="t m0 x3f h22 y11f9 ff7 fs4 fc9 sc0 ls0 ws0">Energetycznej<span class="fc2"> </span></div></div><div class="c x17f y11f7 w149 h123"><div class="t m0 x180 h4b y11fa ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Marketing </span></span></div><div class="t m0 x180 h4b y11fb ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _38"> </span><span class="ff6">Produkty OZE </span></span></div><div class="t m0 x180 h4b y230 ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _38"> </span><span class="ff6">Avia </span></span></div><div class="t m0 x180 h4b y11fc ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _38"> </span><span class="ff6">Relacje z Klientami </span></span></div><div class="t m0 x180 h4b y1cd ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">Nadzór <span class="_ _13"> </span>nad <span class="_ _23"> </span>spółkami: <span class="_ _23"> </span><span class="ff6">Tradea <span class="_ _23"> </span>sp. <span class="_ _13"> </span>z <span class="_ _23"> </span>o.o.,<span class="_ _0"></span> <span class="_ _13"> </span>Unimot </span></span></span></div><div class="t m0 xc h10 y11ef ff6 fs4 fc2 sc0 ls0 ws0">Energia i Gaz <span class="_ _0"></span>sp. z <span class="_ _0"></span>o.o.,<span class="_ _0"></span> Operator Klastra E<span class="_ _0"></span>nergii sp. <span class="_ _0"></span>z </div><div class="t m0 xc h10 y112d ff6 fs4 fc2 sc0 ls0 ws0">o.o. </div></div><div class="c x1 yf2c w148 h124"><div class="t m0 x3f h22 y11fd ff6 fs4 fc2 sc0 ls0 ws0">Aneta Szczesna- Kowalska<span class="ff7"> - <span class="ff5 fc9">Wiceprezes Zarządu ds. HR</span> </span></div></div><div class="c x17f yf2c w149 h124"><div class="t m0 x180 h4b y11fe ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Flota Samochodowa </span></span></div><div class="t m0 x180 h4b y11ff ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Administracja </span></span></div><div class="t m0 x180 h4b y1200 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6 ls23">BHP<span class="ls0"> </span></span></span></div><div class="t m0 x180 h4b y1201 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff6 ls2c">HR<span class="ls0"> </span></span></span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y1202 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y6dc ff8 fs4 fc2 sc0 ls0 ws0">Członek <span class="_ _12"> </span>Zarządu <span class="_ _7"> </span>informuje  Zarząd <span class="_ _7"></span>o <span class="_ _12"> </span>każdym <span class="_ _12"> </span>konflikcie <span class="_ _12"> </span>interesów <span class="_ _12"> </span>w <span class="_ _12"> </span>związku <span class="_ _12"> </span>z <span class="_ _12"> </span>pełnioną <span class="_ _12"> </span>funkcją <span class="_ _7"> </span>lub <span class="_ _12"> </span>o <span class="_ _12"> </span>możliwości <span class="_ _12"> </span>jego <span class="_ _12"> </span>powstania <span class="_ _12"> </span>o<span class="_ _5"></span><span class="ff6">raz </span></div><div class="t m0 x1 h10 y1203 ff8 fs4 fc2 sc0 ls0 ws0">powstrzymuje <span class="_ _10"></span>się <span class="_ _1"></span>od <span class="_ _10"></span>z<span class="_ _0"></span>abierania <span class="_ _10"></span>gł<span class="_ _0"></span>osu <span class="_ _1"></span>w <span class="_ _10"></span>dyskusji i <span class="_ _10"></span>od <span class="_ _10"></span>gło<span class="_ _0"></span>sowania <span class="_ _1"></span>nad <span class="_ _10"></span>uchwałą w <span class="_ _10"></span>sprawie, <span class="_ _10"></span>w której <span class="_ _10"></span>zaistniał <span class="_ _10"></span>konflikt <span class="_ _1"></span>interesów.<span class="_ _0"></span><span class="ff6"> <span class="_ _1"></span>W <span class="_ _1"></span>przypadkach </span></div><div class="t m0 x1 h10 y1204 ff8 fs4 fc2 sc0 ls0 ws0">zaistnienia <span class="_ _6"></span>konfliktu <span class="_ _7"></span>interesów <span class="_ _7"> </span>Czło<span class="_ _0"></span>nek <span class="_ _6"></span>Zarządu <span class="_ _7"></span>Spółki <span class="_ _6"></span>z<span class="_ _0"></span>obligowany <span class="_ _6"></span>jest <span class="_ _7"></span>do <span class="_ _7"></span>działania <span class="_ _7"></span>zgodnie <span class="_ _6"></span>z<span class="_ _0"></span> <span class="_ _6"></span>R<span class="_ _0"></span>egulaminem <span class="_ _6"></span>identyfikacji, <span class="_ _7"> </span>zar<span class="_ _5"></span>ządzania <span class="_ _7"> </span>i </div><div class="t m0 x1 h10 y6de ff8 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>Członków <span class="_ _0"></span>Organów <span class="_ _5"></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="_ _0"></span>nr <span class="_ _5"></span>27 <span class="_ _0"></span>Zwyczajnego <span class="_ _0"></span>W<span class="_ _5"></span><span class="ff6">alnego <span class="_ _0"></span>Zgromadzenia </span></div><div class="t m0 x1 h10 y6df ff8 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="_ _5"></span><span class="ff6"> <span class="_ _0"></span><span class="ls6">2020 </span></span></div><div class="t m0 x1 h10 y4aa ff8 fs4 fc2 sc0 ls0 ws0">roku, którego treść dostępna <span class="_ _0"></span>jest <span class="_ _0"></span>na stronie internetowej Spółki: <span class="_ _5"></span><span class="ff6 fcf">https://www.unimot.pl/wp-content/uploads/2020/06/regulamin-konflikt-</span></div><div class="t m0 x1 h10 y1a3 ff6 fs4 fcf sc0 ls0 ws0">interesow-2.pdf<span class="fc2">  </span></div><div class="t m0 x1 h10 y6e2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y5c0 ff8 fs4 fc2 sc0 ls0 ws0">W stosunku do ostatnio opublikowanego raportu okres<span class="_ _1"></span>owego w dniu 14 listopada 2024 r. nie nastąpiły zmiany w składzie Zarządu.<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y1205 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1206 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y1207 ff7 fs4 fc2 sc0 ls0 ws0">RADA NADZORCZA </div><div class="t m0 x3c h4b y1208 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Skład Rady Nadzorczej oraz opis zmian<span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 y1209 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y120a ff8 fs4 fc2 sc0 ls0 ws0">Na dzień 01.01.2024 r. skład Rady Nadzorczej przedstawiał się następująco:<span class="ff6"> </span></div><div class="t m0 x1 h10 y120b ff6 fs4 fc2 sc0 ls0 ws0">Andreas Golombek <span class="ff8">–</span> <span class="ff8">Przewodniczący Rady Nadzorczej, </span> </div><div class="t m0 x1 h10 y120c ff8 fs4 fc2 sc0 ls0 ws0">Bogusław Satława –<span class="ff6"> </span>Wiceprzewodniczący Rady Nadzorczej, <span class="ff6"> </span></div><div class="t m0 x1 h10 y64b ff8 fs4 fc2 sc0 ls0 ws0">Piotr Cieślak –<span class="ff6"> </span>Członek Rady Nadzorczej, <span class="ff6"> </span></div><div class="t m0 x1 h10 ycbb ff6 fs4 fc2 sc0 ls0 ws0">Isaac Querub <span class="ff8">–</span> <span class="ff8">Członek Rady Nadzorczej, </span> </div><div class="t m0 x1 h10 y5e1 ff6 fs4 fc2 sc0 ls0 ws0">Piotr Prusakiewicz <span class="ff8">–</span> <span class="ff8">Członek Rady Nadzorczej, </span> </div><div class="t m0 x1 h10 y120d ff6 fs4 fc2 sc0 ls0 ws0">Ryszard Budzik <span class="ff8">–</span> <span class="ff8">Członek Rady Nadzorczej, </span> </div><div class="t m0 x1 h10 y1047 ff6 fs4 fc2 sc0 ls0 ws0">Lidia Banach-Hoheker <span class="ff8">–</span> <span class="ff8">Członek Rady Nadzorczej. </span> </div><div class="t m0 x1 h10 y120e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y70b ff8 fs4 fc2 sc0 ls0 ws0">Zmiany w składzie Rady Nadzorczej w trakcie roku obrotowego:<span class="ff6"> </span></div><div class="t m0 x1 h10 y653 ff6 fs4 fc2 sc0 ls0 ws0">Rezygnacje: </div><div class="t m0 x1 h10 y31 ff8 fs4 fc2 sc0 ls0 ws0">1. <span class="_ _7"> </span>Pan <span class="_ _7"> </span>Bo<span class="_ _0"></span>gusław <span class="_ _7"></span>Satława <span class="_ _12"> </span>–<span class="ff6"> <span class="_ _7"></span></span>rezygnacja <span class="_ _7"></span>z <span class="_ _7"> </span>funkcji <span class="_ _7"> </span>cz<span class="_ _0"></span>łonka <span class="_ _7"> </span>Rady <span class="_ _12"> </span>Nadzorczej <span class="_ _6"></span>E<span class="_ _0"></span>mitenta <span class="_ _6"></span>z<span class="_ _0"></span>e <span class="_ _7"></span>skutkiem <span class="_ _7"> </span>na <span class="_ _12"> </span>17 <span class="_ _7"></span>czerwca <span class="_ _7"> </span>2024 <span class="_ _12"> </span>roku, <span class="_ _6"></span>godz. <span class="_ _12"> </span>13.00. </div><div class="t m0 x1 h10 y120f ff8 fs4 fc2 sc0 ls0 ws0">Rezygnacja złożona została z powodów osobistych. <span class="ff6"> </span></div><div class="t m0 x1 h10 y1210 ff6 fs4 fc2 sc0 ls0 ws0">2. Pan Isaac Q<span class="_ _0"></span>uerub <span class="ff8">–</span> <span class="ff8">rezygnacja <span class="_ _0"></span>z funkcji c<span class="_ _0"></span>złonka Rady Nadzorczej Emitenta ze <span class="_ _0"></span>skutkiem na 17 czerwca <span class="_ _0"></span>2024 roku, godz. <span class="_ _0"></span>13.00. Rezygnacja </span></div><div class="t m0 x1 h10 y628 ff8 fs4 fc2 sc0 ls0 ws0">złożona została z powodów osobistych.<span class="ff6"> </span></div><div class="t m0 x1 h10 y629 ff6 fs4 fc2 sc0 ls0 ws0">3. Pan <span class="_ _10"></span>Ryszard Budzik <span class="_ _1"></span><span class="ff8">–<span class="ff6"> <span class="_ _1"></span><span class="ff8">rezygnacja z <span class="_ _1"></span>funkcji <span class="_ _1"></span>członka Rady <span class="_ _10"></span>Nadzorczej <span class="ff6">Emitenta <span class="_ _1"></span>ze skutkiem <span class="_ _1"></span>na <span class="_ _1"></span>17 <span class="_ _1"></span>czerwca 2024 <span class="_ _1"></span>roku, <span class="_ _1"></span>godz. <span class="_ _1"></span>13.00. Rezygn<span class="_ _1"></span>acja </span></span></span></span></div><div class="t m0 x1 h10 y1211 ff8 fs4 fc2 sc0 ls0 ws0">złożona została z powodów osobistych.<span class="ff6"> </span></div><div class="t m0 x1 h10 y3b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y5ae ff8 fs4 fc2 sc0 ls0 ws0">Powołania z dniem 17 czerwca 2024 r.:<span class="ff6"> </span></div></div><span class="d m1" style="border-style:none;position:absolute;left:558.020000px;bottom:932.300000px;width:275.990000px;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:907.040000px;width:62.890000px;height:12.630000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf8f" class="pf w0 h0" ><div class="pc pc8f w0 h0"><img class="bi x5 y3c w5 h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">143<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff6 fs4 fc2 sc0 ls0 ws0">Pan Yiannis Petrallis; </div><div class="t m0 x1 h10 y12c ff6 fs4 fc2 sc0 ls0 ws0">Pani Magdalena Katarzyna Sikorska; </div><div class="t m0 x1 h10 y12d ff8 fs4 fc2 sc0 ls0 ws0">Pan Czesław Władysław Sadkowski.<span class="ff6"> </span></div><div class="t m0 x1 h10 yf0c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y715 ff8 fs4 fc2 sc0 ls0 ws0">Na dzień 31.12.2024 oraz na dzień publikacji sprawozdania, skład Rady Nadzorczej przed<span class="_ _1"></span>stawiał się następująco:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y6d4 ff6 fs4 fc2 sc0 ls0 ws0">Andreas Golombek <span class="ff8">–</span> <span class="ff8">Przewodniczący Rady Nadzorczej</span> </div><div class="t m0 x1 h10 y6d5 ff8 fs4 fc2 sc0 ls0 ws0">Czesław Sadkowski –<span class="ff6"> </span>Wiceprzewodniczący Rady Nadzorczej<span class="ff6"> </span></div><div class="t m0 x1 h10 y3fa ff6 fs4 fc2 sc0 ls0 ws0">Magdalena Sikorska <span class="ff8">–</span> <span class="ff8">Drugi Wiceprzewodniczący Rady Nadzorczej</span> </div><div class="t m0 x1 h10 yb3 ff6 fs4 fc2 sc0 ls0 ws0">Lidia Banach-Hoheker - <span class="ff8">Członek Rady Nadzorczej</span> </div><div class="t m0 x1 h10 y6d6 ff8 fs4 fc2 sc0 ls0 ws0">Piotr Cieślak <span class="ff6">- </span>Członek Rady Nadzorczej<span class="ff6"> </span></div><div class="t m0 x1 h10 y6d7 ff6 fs4 fc2 sc0 ls0 ws0">Yiannis Petralis - <span class="ff8">Członek Rady Nadzorczej</span> </div><div class="t m0 x1 h10 y6d8 ff6 fs4 fc2 sc0 ls0 ws0">Piotr Prusakiewicz - Sekretarz Rady Nadzorczej </div><div class="t m0 x1 h10 yd5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1164 ff8 fs4 fc2 sc0 ls0 ws0">Skład <span class="_ _10"></span>Rady Nadzorczej <span class="_ _10"></span>powołany jes<span class="_ _1"></span>t <span class="_ _10"></span>na wspólną <span class="_ _10"></span>5 letn<span class="_ _1"></span>ią <span class="_ _1"></span>kadencję, <span class="_ _1"></span>która <span class="_ _1"></span>kończy <span class="_ _10"></span>się wraz <span class="_ _10"></span>z zatwierd<span class="_ _1"></span>zeniem <span class="_ _10"></span>sprawozdania fin<span class="_ _1"></span>anso<span class="_ _0"></span>weg<span class="_ _0"></span>o <span class="_ _1"></span>Spółki </div><div class="t m0 x1 h10 y1165 ff6 fs4 fc2 sc0 ls0 ws0">za rok 2026. </div><div class="t m0 x1 h10 y4d7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1212 ff8 fs4 fc2 sc0 ls0 ws0">W stosunku do ostatnio opublikowanego raportu okres<span class="_ _1"></span>owego w dniu 14 listopada 2024 r. nie nastąpiły zmiany w składzie Rady Nad<span class="_ _0"></span><span class="ff6">zorczej. </span></div><div class="t m0 x1 h10 y1213 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x45 h22 y456 ff7 fs4 fc2 sc0 ls0 ws0">ANDREAS GOLOMBEK <span class="ff5">–</span> <span class="ff5">PRZEWODNICZĄCY RADY NADZORCZEJ</span> </div><div class="t m0 x45 h10 y1214 ff8 fs4 fc2 sc0 ls0 ws0">Przewodniczący <span class="_ _12"> </span>Rady <span class="_ _12"> </span>Nadzorczej <span class="_ _7"> </span>Andreas <span class="_ _12"> </span>Golombek <span class="_ _12"> </span>jest <span class="_ _12"> </span>absolwentem <span class="_ _12"> </span>Politechniki <span class="_ _12"> </span>w <span class="_ _12"> </span>Bielefeld. <span class="_ _12"> </span>Po </div><div class="t m0 x45 h10 ye1c ff8 fs4 fc2 sc0 ls0 ws0">studiach <span class="_ _5"></span>pracował <span class="_ _6"></span>w <span class="_ _5"></span>firmie <span class="_ _6"></span>AEG <span class="_ _5"></span>(później <span class="_ _6"></span>Als<span class="_ _1"></span>tom <span class="_ _6"></span>i <span class="_ _5"></span>CEGELEC), <span class="_ _6"></span>gdzie <span class="_ _5"></span>odpowiadał <span class="_ _5"></span>z<span class="_ _0"></span>a <span class="_ _5"></span>sprzedaż <span class="_ _6"></span>w <span class="_ _5"></span>krajach </div><div class="t m0 x45 h10 y1215 ff8 fs4 fc2 sc0 ls0 ws0">Europy <span class="_ _5"></span>Środkowo<span class="ff6">-</span>Wschodniej. <span class="_ _5"></span>W <span class="_ _5"></span>2002 <span class="_ _6"></span>r. <span class="_ _0"></span>objął <span class="_ _5"></span>stanowisko <span class="_ _5"></span>prezesa <span class="_ _5"></span>now<span class="_ _0"></span>o <span class="_ _5"></span>założonej <span class="_ _5"></span>spółki <span class="_ _5"></span>CEGELEC <span class="_ _0"></span>w </div><div class="t m0 x45 h10 y1216 ff8 fs4 fc2 sc0 ls0 ws0">Polsce, <span class="_ _6"></span>której <span class="_ _6"></span>markę <span class="_ _6"></span>bud<span class="_ _1"></span>ował <span class="_ _6"></span>i <span class="_ _6"></span>prowadził <span class="_ _6"></span>do <span class="_ _5"></span>końca <span class="_ _6"></span>2005 <span class="_ _6"></span>roku. <span class="_ _6"></span>W <span class="_ _6"></span>lutym <span class="_ _6"></span>2006 <span class="_ _6"></span>roku <span class="_ _5"></span>objął <span class="_ _6"></span>stanowisko </div><div class="t m0 x45 h10 y935 ff8 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 x45 h10 y1217 ff8 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 x45 h10 y486 ff8 fs4 fc2 sc0 ls0 ws0">zwiększeniem <span class="_ _7"></span>zakresu <span class="_ _12"> </span>obowiązków. <span class="_ _12"> </span>Od <span class="_ _7"> </span>stycznia <span class="_ _12"> </span>2010 <span class="_ _7"> </span>r. <span class="_ _12"> </span>stał <span class="_ _7"> </span>się <span class="_ _12"> </span>również <span class="_ _7"> </span>członkiem <span class="_ _12"> </span>Executive <span class="_ _7"></span>Team </div><div class="t m0 x45 h10 y1133 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 x45 h10 y1218 ff8 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 x45 h10 yd6b ff6 fs4 fc2 sc0 ls0 ws0">i Wschodniej i krajach CIS. </div><div class="t m0 x1 h10 y1219 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y115c ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _14"> </span>2015  roku <span class="_ _14"> </span>Andreas  Golombek <span class="_ _14"> </span>założył <span class="_ _14"> </span>firmę  go&amp;management  GmbH <span class="_ _14"> </span>S.  K. <span class="_ _14"> </span>Firma <span class="_ _14"> </span>oferuje  p<span class="_ _0"></span>rofesjonalne  doradztwo <span class="_ _14"> </span>dla <span class="_ _14"> </span>przemysłu </div><div class="t m0 x1 h10 y121a ff8 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="_ _12"> </span>pro<span class="_ _5"></span><span class="ff6">cesie </span></div><div class="t m0 x1 h10 y9a5 ff6 fs4 fc2 sc0 ls0 ws0">reali<span class="ff8">zacji wysokobudżetowych projektów inwestycyjnych.</span> </div><div class="t m0 x1 h10 y121b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y5c ff8 fs4 fc2 sc0 ls0 ws0">Pan And<span class="_ _1"></span>reas Golombek <span class="_ _1"></span>spełnia <span class="_ _1"></span>w stosunku <span class="_ _1"></span>do Sp<span class="_ _1"></span>ółki kryteria <span class="_ _1"></span>niezależności członka <span class="_ _10"></span>R<span class="_ _0"></span>ady Nadzorcze<span class="_ _1"></span>j okreś<span class="_ _1"></span>lone w <span class="_ _1"></span>Dobrych Praktykach <span class="_ _10"></span>Spółek </div><div class="t m0 x1 h10 yd8e ff6 fs4 fc2 sc0 ls0 ws0">Notowanych na GPW. </div><div class="t m0 x1 h10 ye82 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y121c ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x181 h22 y986 ff5 fs4 fc2 sc0 ls0 ws0">CZESŁAW SADKOWSKI<span class="ff7"> </span>–<span class="ff7"> </span>WICEPRZEWODNICZĄCY RADY NADZORCZEJ<span class="ff7"> <span class="ff6"> </span></span></div><div class="t m0 x181 h10 y10ce ff8 fs4 fc2 sc0 ls0 ws0">Członek <span class="_ _7"> </span>Rady <span class="_ _7"> </span>Nadzorczej <span class="_ _7"> </span>Absolwent <span class="_ _7"> </span>Wydziału <span class="_ _7"> </span>Praw<span class="_ _0"></span>a <span class="_ _7"> </span>i <span class="_ _7"> </span>Administracji <span class="_ _7"></span>Uniwersytetu <span class="_ _6"></span>Jagiellońskie<span class="_ _0"></span>go. <span class="_ _7"> </span>W </div><div class="t m0 x181 h10 y11d8 ff8 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 x181 h10 y39d ff8 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="_ _5"></span>Prawa <span class="_ _0"></span>E<span class="_ _0"></span>uropejskiego <span class="_ _0"></span>w<span class="_ _0"></span><span class="ff6"> <span class="_ _0"></span></span>Europejskiej <span class="_ _0"></span>Wyż<span class="_ _0"></span>szej <span class="_ _0"></span>Szkole <span class="_ _0"></span>Pr<span class="_ _0"></span>awa <span class="_ _0"></span>i </div><div class="t m0 x181 h10 yce3 ff6 fs4 fc2 sc0 ls0 ws0">Administracji <span class="_ _10"></span>w<span class="_ _0"></span> Wars<span class="_ _1"></span>zawie, a <span class="_ _1"></span>w roku <span class="_ _10"></span>2014 studia p<span class="_ _1"></span>odyplomowe LLM <span class="_ _10"></span>in International Commercial <span class="_ _10"></span>Law<span class="_ _0"></span> n<span class="_ _1"></span>a </div><div class="t m0 x181 h10 yc6c ff8 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 x181 h10 y121d 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="ff8">ałego przed<span class="_ _1"></span>siębiorstwa) <span class="_ _1"></span>komplementariusz <span class="_ _10"></span>i partner <span class="_ _10"></span>z<span class="_ _0"></span>arządzający w <span class="_ _10"></span>spółce Sadkowski<span class="_ _1"></span> </span></div><div class="t m0 x181 h10 y121e ff8 fs4 fc2 sc0 ls0 ws0">i <span class="_ _23"> </span>Wspólnicy <span class="_ _15"> </span>sp. <span class="_ _23"> </span>k, <span class="_ _15"> </span>która <span class="_ _15"> </span>specjalizuje <span class="_ _15"> </span>się <span class="_ _23"> </span>w <span class="_ _15"> </span>kompleksowej <span class="_ _15"> </span>obsłudze <span class="_ _23"> </span>prawnej <span class="_ _15"> </span>dużych <span class="_ _15"> </span>podmiotów </div><div class="t m0 x181 h10 y121f ff8 fs4 fc2 sc0 ls0 ws0">gospodarczych <span class="_ _23"> </span>o <span class="_ _23"> </span>kapitale <span class="_ _23"> </span>polskim <span class="_ _23"> </span>i <span class="_ _15"> </span>zagranicznym. <span class="_ _23"> </span>Od <span class="_ _23"> </span>listopada <span class="_ _23"> </span>2014 <span class="_ _15"> </span>r. <span class="_ _23"> </span>członek <span class="_ _23"> </span>zarz<span class="_ _5"></span>ądu <span class="_ _23"> </span>w <span class="_ _23"> </span>TYR </div><div class="t m0 x181 h10 y1220 ff8 fs4 fc2 sc0 ls0 ws0">Towarzystwo <span class="_ _12"> </span>Funduszy <span class="_ _12"> </span>Inwestycyjnych <span class="_ _12"> </span>S.A. <span class="_ _12"> </span>Obecnie <span class="_ _12"> </span>pełni  także <span class="_ _12"> </span>funkcję <span class="_ _12"> </span>członka <span class="_ _12"> </span>Rady <span class="_ _12"> </span>Nadzorczej <span class="_ _12"> </span>w </div><div class="t m0 x181 h10 y6cf ff8 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _20"> </span>Express <span class="_ _1e"> </span>sp. <span class="_ _20"> </span>z.o.o. <span class="_ _1e"> </span>Ponadto, <span class="_ _20"> </span>jest <span class="_ _1e"> </span>członkiem <span class="_ _20"> </span>organów <span class="_ _1e"> </span>zarządczych <span class="_ _20"> </span>i <span class="_ _1e"> </span>nadzorczych <span class="_ _20"> </span>oraz </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 y3c w5 h1c" alt="" src="data:image/png;base64,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class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">144<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 fs4 fc2 sc0 ls0 ws0">współwłaścicielem <span class="_ _23"> </span>licznych <span class="_ _15"> </span>spółek. <span class="_ _23"> </span>Działalność <span class="_ _15"> </span>podmiotów <span class="_ _15"> </span>powiązanych <span class="_ _23"> </span>w<span class="_ _0"></span> <span class="_ _23"> </span>Panem <span class="_ _15"> </span>Czesławem <span class="_ _23"> </span>Wł<span class="_ _0"></span>adysławem <span class="_ _23"> </span>Sadkowskim <span class="_ _15"> </span>nie <span class="_ _23"> </span>j<span class="_ _0"></span>est </div><div class="t m0 x1 h10 y12c ff8 fs4 fc2 sc0 ls0 ws0">działalnością konkurencyjną w stosunku<span class="_ _1"></span> do działalności wykonywanej przez UNIMOT S.A.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y12d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y12e ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x108 h22 y12f ff7 fs4 fc2 sc0 ls0 ws0">MAGDALENA SIKORSKA <span class="ff5">–</span> <span class="ff5">DRUGI WICEPRZEWODNICZĄCY RADY NADZORCZEJ <span class="ff6"> </span></span></div><div class="t m0 x108 h10 y130 ff8 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="_ _5"></span>Wiceprzewodniczącego <span class="_ _0"></span>Rady <span class="_ _0"></span>Nadzorczej. <span class="_ _5"></span>Jest <span class="_ _0"></span>absolwentką </div><div class="t m0 x108 h10 y131 ff8 fs4 fc2 sc0 ls0 ws0">studiów <span class="_ _15"> </span>magisterskich <span class="_ _15"> </span>na <span class="_ _15"> </span>ki<span class="_ _0"></span>erunku <span class="_ _15"> </span>Europejskie <span class="_ _15"> </span>Studia <span class="_ _19"> </span>Zarządzania <span class="_ _15"> </span>o<span class="_ _0"></span>raz <span class="_ _15"> </span>studiów <span class="_ _19"> </span>licencjackich <span class="_ _15"> </span>z </div><div class="t m0 x108 h10 y132 ff8 fs4 fc2 sc0 ls0 ws0">Zarządzania <span class="_ _7"></span>i <span class="_ _7"> </span>Marketingu <span class="_ _7"> </span>na <span class="_ _12"> </span>Wyższej <span class="_ _7"></span>Szkole <span class="_ _7"></span>Zarządzania <span class="_ _7"> </span>w <span class="_ _7"> </span>Cz<span class="_ _0"></span>ęstochowie. <span class="_ _7"></span>Ukończyła <span class="_ _7"> </span>również <span class="_ _7"> </span>studia </div><div class="t m0 x108 h10 y133 ff8 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>an<span class="_ _0"></span><span class="ff6">dlowej <span class="_ _0"></span>w <span class="_ _0"></span>Warszawie. </span></div><div class="t m0 x108 h10 y134 ff6 fs4 fc2 sc0 ls0 ws0">W latach 1997<span class="_ _0"></span>-<span class="ff8">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 x108 h10 y135 ff8 fs4 fc2 sc0 ls0 ws0">roku <span class="_ _10"></span>jest <span class="_ _10"></span>czło<span class="_ _0"></span>nkinią <span class="_ _10"></span>Rady <span class="_ _10"></span>Nadzorczej <span class="_ _10"></span>Unimot <span class="_ _1"></span>Express <span class="_ _10"></span>sp. <span class="_ _10"></span>z <span class="_ _10"></span>o.o<span class="_ _0"></span>., <span class="_ _10"></span>a <span class="_ _10"></span>o<span class="_ _0"></span>d <span class="_ _9"></span>2021 <span class="_ _1"></span>roku <span class="_ _10"></span>pełni <span class="_ _10"></span>funkcję <span class="_ _10"></span>HR <span class="_ _1"></span>menagera </div><div class="t m0 x108 h10 y136 ff8 fs4 fc2 sc0 ls0 ws0">w <span class="_ _14"> </span>Zemadon <span class="_ _14"> </span>Limited. <span class="_ _14"> </span>Jest <span class="_ _14"> </span>również <span class="_ _14"> </span>prezesem <span class="_ _14"> </span>zarządu <span class="_ _14"> </span>DHJ <span class="_ _14"> </span>Po<span class="_ _0"></span>land <span class="_ _14"> </span>sp. <span class="_ _14"> </span>z <span class="_ _14"> </span>o.o<span class="_ _0"></span>. <span class="_ _14"> </span>oraz <span class="_ _14"> </span>członkinią <span class="_ _14"> </span>Rady </div><div class="t m0 x108 h10 y137 ff8 fs4 fc2 sc0 ls0 ws0">Nadzorczej <span class="_ _18"> </span>Unimot <span class="_ _19"> </span>T<span class="_ _0"></span>ruck <span class="_ _19"> </span>s<span class="_ _0"></span>p. <span class="_ _18"> </span>z <span class="_ _18"> </span>o.o<span class="_ _0"></span>. <span class="_ _18"> </span>Działalność <span class="_ _18"> </span>powyższych <span class="_ _19"> </span>podmiotów <span class="_ _18"> </span>nie <span class="_ _18"> </span>jest <span class="_ _17"> </span>działalnością </div><div class="t m0 x108 h10 y138 ff8 fs4 fc2 sc0 ls0 ws0">konkurencyjną w stosunku do działalności wykonywanej przez UNIMOT S.A.<span class="ff6"> </span></div><div class="t m0 x108 h10 y139 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x108 h10 y13a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x108 h22 y13b ff7 fs4 fc2 sc0 ls0 ws0">LIDIA BANACH-HOHEKER - <span class="ff5">CZŁONEK RADY NADZORCZEJ</span> </div><div class="t m0 x108 h10 y13c ff6 fs4 fc2 sc0 ls0 ws0">Lidia <span class="_ _1"></span>Banach-<span class="ff8">Hoheker jes<span class="_ _1"></span>t absolwentką <span class="_ _10"></span>Wydziału Zarządzania Un<span class="_ _1"></span>iwersytetu Wars<span class="_ _1"></span>zawskiego na <span class="_ _10"></span>kierunku<span class="_ _0"></span> </span></div><div class="t m0 x108 h10 y13d ff8 fs4 fc2 sc0 ls0 ws0">Zarządzanie <span class="_ _14"> </span>Finansami,  posia<span class="_ _0"></span>da <span class="_ _14"> </span>kwalifikację <span class="_ _14"> </span>ACCA. <span class="_ _14"> </span>W <span class="_ _14"> </span>latach <span class="_ _14"> </span>1998<span class="ff6">-</span>2003 <span class="_ _14"> </span>pełniła <span class="_ _14"> </span>funkcję <span class="_ _14"> </span>Dyrektora </div><div class="t m0 x108 h10 y13e ff8 fs4 fc2 sc0 ls0 ws0">Finansowego w spółc<span class="_ _0"></span>e Wincanton Polska sp. <span class="_ _0"></span>z o.o<span class="_ _0"></span>., a <span class="_ _0"></span>w ko<span class="_ _0"></span>lejnych<span class="ff6"> <span class="_ _0"></span></span>dwóch funkcję Dyrektora <span class="_ _0"></span>Finansowo<span class="_ _0"></span><span class="ff6">-</span></div><div class="t m0 x108 h10 y13f ff8 fs4 fc2 sc0 ls0 ws0">Administracyjnego w <span class="_ _0"></span>Wincanton <span class="_ _5"></span>Marqueset <span class="_ _0"></span>France S.<span class="_ _0"></span>A. w<span class="_ _0"></span> <span class="_ _0"></span>Paryżu. <span class="_ _0"></span>Po <span class="_ _0"></span>powroc<span class="_ _0"></span>ie do <span class="_ _0"></span>Polski <span class="_ _0"></span>związała <span class="_ _0"></span>się <span class="_ _0"></span>z<span class="_ _0"></span> </div><div class="t m0 x108 h10 y140 ff8 fs4 fc2 sc0 ls0 ws0">Grupą <span class="_ _10"></span>PW<span class="_ _0"></span>N, <span class="_ _1"></span>a następnie <span class="_ _10"></span>była Członkiem <span class="_ _1"></span>Zarządu <span class="_ _1"></span>w spółce <span class="_ _10"></span>Merlin.pl. W <span class="_ _10"></span>latach 2013<span class="ff6">-</span>2021 pełniła funkcję </div><div class="t m0 x108 h10 y141 ff6 fs4 fc2 sc0 ls0 ws0">Dyrektora Finansowego <span class="ff8">(CFO)<span class="_ _0"></span> Grupy PWN o<span class="_ _0"></span>raz zasiadała <span class="_ _0"></span>w Zarządach kilku spółek, <span class="_ _0"></span>m.in. Wydawnictwa </span></div><div class="t m0 x108 h10 y142 ff6 fs4 fc2 sc0 ls0 ws0">Naukowego <span class="_ _5"></span>PWN <span class="_ _5"></span>SA, <span class="_ _5"></span>Wydawnictwa <span class="_ _5"></span>Szkolnego <span class="_ _5"></span>PWN <span class="_ _5"></span>i <span class="_ _5"></span>Wydawnictwa <span class="_ _6"></span>Lekarskie<span class="_ _1"></span>go <span class="_ _5"></span>PZWL. <span class="_ _5"></span>O<span class="_ _0"></span>d <span class="_ _5"></span>2021 <span class="_ _5"></span>roku </div><div class="t m0 x108 h10 y143 ff8 fs4 fc2 sc0 ls0 ws0">prowadzi działalność <span class="_ _1"></span>gospodarczą w <span class="_ _10"></span>zakresie doradztwa fin<span class="_ _1"></span>ansowego i <span class="_ _1"></span>strategicznego. Od <span class="_ _1"></span>styc<span class="ff6">znia 2023 </span></div><div class="t m0 x108 h10 y1221 ff8 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 x108 h10 y105f ff8 fs4 fc2 sc0 ls0 ws0">Działalność <span class="_ _12"> </span>powyższych <span class="_ _12"> </span>podmiot<span class="_ _1"></span>ów <span class="_ _12"> </span>nie <span class="_ _12"> </span>jest <span class="_ _7"> </span>działalnością <span class="_ _12"> </span>konkurencyjną <span class="_ _7"> </span>w<span class="_ _0"></span> <span class="_ _12"> </span>stosunku <span class="_ _7"> </span>do <span class="_ _12"> </span>działalności </div><div class="t m0 x108 h10 y1222 ff8 fs4 fc2 sc0 ls0 ws0">wykonywanej <span class="_ _20"> </span>przez <span class="_ _20"> </span>przedsiębiorstwo <span class="_ _20"> </span>Emitenta. <span class="_ _20"> </span>Pani <span class="_ _20"> </span>L<span class="_ _0"></span>idia <span class="_ _20"> </span>Banach<span class="ff6">-</span>H<span class="_ _0"></span>oheker <span class="_ _20"> </span>nie <span class="_ _20"> </span>ma <span class="_ _20"> </span>powiązań<span class="_ _0"></span> </div><div class="t m0 x1 h10 y1223 ff8 fs4 fc2 sc0 ls0 ws0">(ekonomicznych, <span class="_ _1"></span>rodzinnych, <span class="_ _10"></span>innych) <span class="_ _1"></span>z <span class="_ _1"></span>akcjonariuszem <span class="_ _10"></span>Spółki <span class="_ _1"></span>dysponującym <span class="_ _1"></span>akcjami <span class="_ _10"></span>reprezentującymi ni<span class="_ _1"></span>e <span class="_ _10"></span>m<span class="_ _0"></span>niej <span class="_ _1"></span>niż <span class="_ _10"></span>5% ogólnej <span class="_ _10"></span>li<span class="_ _0"></span>czby głosów </div><div class="t m0 x1 h10 y1224 ff6 fs4 fc2 sc0 ls0 ws0">na Walnym Zgromadzeniu.  </div><div class="t m0 x1 h10 y671 ff8 fs4 fc2 sc0 ls0 ws0">Przewodnicząca Komitetu Audytu<span class="ff6"> </span></div><div class="t m0 x1 h10 y1225 ff6 fs4 fc2 sc0 ls0 ws0">Pani  L<span class="_ _0"></span>idia  Banach-<span class="ff8">Ho<span class="_ _0"></span>heker  jako<span class="_ _0"></span> <span class="_ _14"> </span>członek <span class="_ _14"> </span>Komitetu  Audytu <span class="_ _14"> </span>spełnia <span class="_ _14"> </span>warunki <span class="_ _14"> </span>określone  w <span class="_ _14"> </span>ustaw<span class="_ _0"></span>ie  o <span class="_ _14"> </span>biegłych <span class="_ _14"> </span>rewidentach  w<span class="_ _0"></span> <span class="_ _14"> </span>zakresie </span></div><div class="t m0 x1 h10 y4b4 ff8 fs4 fc2 sc0 ls0 ws0">posiadanych kwalifikacje w dziedzinie rachunkowości lub re<span class="_ _1"></span>wizji finansowej:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y23 ff6 fs4 fc2 sc0 ls0 ws0">Pan <span class="_ _6"></span>Lidia <span class="_ _5"></span>Banach-<span class="ff8">Hoheker <span class="_ _6"></span>spełnia <span class="_ _6"></span>w <span class="_ _6"></span>stosu<span class="_ _1"></span>nku <span class="_ _6"></span>do <span class="_ _5"></span>Spółki <span class="_ _6"></span>kryteria <span class="_ _6"></span>niezależności <span class="_ _5"></span>czło<span class="_ _0"></span>nka <span class="_ _6"></span>Rady <span class="_ _5"></span>Nadzorczej <span class="_ _6"></span>określone <span class="_ _5"></span>w <span class="_ _6"></span>Dobrych <span class="_ _6"></span>Praktykach </span></div><div class="t m0 x1 h10 y1226 ff8 fs4 fc2 sc0 ls0 ws0">Spółek Notowanych na GPW.<span class="ff6"> </span></div><div class="t m0 x68 h22 ye3d ff7 fs4 fc2 sc0 ls0 ws0">YIANNIS PETRALIS <span class="ff5">–</span> <span class="ff5">CZŁONEK RADY NADZORCZEJ<span class="ff6">  </span></span></div><div class="t m0 x68 h10 y9eb ff8 fs4 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _1"></span>adzorczej Ad<span class="_ _1"></span>wokat, członek <span class="_ _1"></span>Cypryjskiej <span class="_ _10"></span>Iz<span class="_ _0"></span>by Adwokackiej. <span class="_ _1"></span>Posiada wykształcenie <span class="_ _10"></span>prawnicze<span class="_ _0"></span> </div><div class="t m0 x68 h10 y528 ff8 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _6"></span>w <span class="_ _5"></span>zakresie <span class="_ _6"></span>stosunków <span class="_ _5"></span>międzynarodowyc<span class="_ _0"></span>h <span class="_ _6"></span>i <span class="_ _5"></span>studiów <span class="_ _6"></span>europejs<span class="_ _1"></span>kich. <span class="_ _6"></span>Ukończył <span class="_ _5"></span>studia <span class="_ _6"></span>MBA <span class="_ _5"></span>(Master <span class="_ _6"></span>of </div><div class="t m0 x68 h10 y1227 ff8 fs4 fc2 sc0 ls0 ws0">Business <span class="_ _6"></span>Administration). <span class="_ _7"> </span>Doświ<span class="_ _0"></span>adczenie <span class="_ _6"></span>zawo<span class="_ _0"></span>dowe <span class="_ _6"></span>z<span class="_ _0"></span>dobył<span class="ff6"> <span class="_ _7"> </span></span>świadcząc<span class="_ _0"></span> <span class="_ _7"></span>pracę <span class="_ _6"></span>na <span class="_ _7"> </span>stanowisku <span class="_ _7"></span>adwokata <span class="_ _7"> </span>i </div><div class="t m0 x68 h10 ya54 ff8 fs4 fc2 sc0 ls0 ws0">konsultanta <span class="_ _6"></span>prawnego <span class="_ _6"></span>w <span class="_ _6"></span>A. <span class="_ _6"></span>&amp; <span class="_ _5"></span>E<span class="_ _0"></span>. <span class="_ _6"></span>C. <span class="_ _6"></span>EMILIANIDES, <span class="_ _6"></span>C. <span class="_ _6"></span>KATSAROS <span class="_ _5"></span>&amp; <span class="_ _6"></span>ASSOCIATES <span class="_ _6"></span>LLC <span class="_ _6"></span>w <span class="_ _6"></span>Nikozji <span class="_ _6"></span>(Cypr). <span class="_ _6"></span>Był </div><div class="t m0 x68 h10 yf58 ff8 fs4 fc2 sc0 ls0 ws0">również <span class="_ _6"></span>wykładowcą <span class="_ _6"></span>na <span class="_ _6"></span>Uniwersytecie <span class="_ _6"></span>w <span class="_ _6"></span>Nikozji. <span class="_ _7"></span>Obecnie <span class="_ _6"></span>jest <span class="_ _6"></span>partnerem <span class="_ _6"></span>(wspólnikiem <span class="_ _6"></span>i <span class="_ _6"></span>dyrektorem) <span class="_ _7"></span>i </div><div class="t m0 x68 h10 y1228 ff6 fs4 fc2 sc0 ls0 ws0">zajmuje stanowisko adwo<span class="_ _0"></span>kata i konsultanta prawnego w <span class="_ _0"></span>firmie L. <span class="_ _0"></span>PSYCHAKIS, Y. <span class="_ _0"></span>PETRALLIS &amp; ASSOCIATES </div><div class="t m0 x68 h10 y1229 ff8 fs4 fc2 sc0 ls0 ws0">LLC <span class="_ _10"></span>w<span class="_ _0"></span> <span class="_ _10"></span>Paralimni <span class="_ _10"></span>(Cypr) <span class="_ _1"></span>oraz <span class="_ _10"></span>dyrekto<span class="_ _0"></span>rem <span class="_ _10"></span>w <span class="_ _10"></span>Zemadon<span class="_ _0"></span> <span class="_ _10"></span>Limited. <span class="_ _1"></span>Jest <span class="_ _10"></span>członkiem <span class="_ _10"></span>o<span class="_ _0"></span>rganów <span class="_ _10"></span>zarządczych <span class="_ _1"></span>mających </div><div class="t m0 x68 h10 yf09 ff8 fs4 fc2 sc0 ls0 ws0">swoje  s<span class="_ _1"></span>iedziby <span class="_ _12"> </span>na  Cyprze, <span class="_ _12"> </span>w  tym <span class="_ _12"> </span>w  s<span class="_ _1"></span>półkach:  L<span class="_ _1"></span>YPP <span class="_ _12"> </span>NOMINEES  LIMITED, <span class="_ _12"> </span>LYPP<span class="_ _0"></span><span class="ff6">  SECRETARIAL <span class="_ _12"> </span>LIMITED, </span></div><div class="t m0 x68 h10 ybfb ff6 fs4 fc2 sc0 ls0 ws0">ZEMADON <span class="_ _1e"> </span>LIMITED, <span class="_ _1e"> </span>MTG <span class="_ _1e"> </span>LIQUIDITY <span class="_ _20"> </span>LTD, <span class="_ _1e"> </span>U.C. <span class="_ _1e"> </span>ENERGY <span class="_ _1e"> </span>LIMITED, <span class="_ _1e"> </span>AMMERVIEL <span class="_ _20"> </span>L<span class="_ _0"></span>IMITED, <span class="_ _20"> </span>ADAS<span class="_ _0"></span>I </div><div class="t m0 x68 h10 y106a ff8 fs4 fc2 sc0 ls0 ws0">INVESTMENTS <span class="_ _5"></span>LIMITED <span class="_ _6"></span>oraz <span class="_ _5"></span>M.Y.N. <span class="_ _5"></span>30X <span class="_ _6"></span>SERVICES <span class="_ _0"></span>L<span class="_ _0"></span>IMITED, <span class="_ _5"></span>której <span class="_ _6"></span>również <span class="_ _5"></span>jest <span class="_ _5"></span>wspólnikiem. <span class="_ _5"></span>Działalność </div><div class="t m0 x1 h10 y122a ff8 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 h10 y122b ff6 fs4 fc2 sc0 ls0 ws0">obywatelstwo (polskie i cypryjskie). </div><div class="t m0 x1 h10 y946 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y122c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y122d ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf91" class="pf w0 h0" ><div class="pc pc91 w0 h0"><img class="bi x5 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">145<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 xb3 h22 y12c ff7 fs4 fc2 sc0 ls0 ws0"> PIOTR <span class="ff5">CIEŚLAK –</span> <span class="ff5">CZŁONEK RADY NADZORCZEJ<span class="ff6"> </span></span></div><div class="t m0 xb3 h10 y12d ff8 fs4 fc2 sc0 ls0 ws0">Członek <span class="_ _15"> </span>Rady <span class="_ _15"> </span>Nadzorczej <span class="_ _15"> </span>i <span class="_ _15"> </span>członek <span class="_ _15"> </span>Komitetu <span class="_ _23"> </span>A<span class="_ _0"></span>udytu <span class="_ _15"> </span>Piotr <span class="_ _15"> </span>Cieślak <span class="_ _23"> </span>je<span class="_ _0"></span>st <span class="_ _15"> </span>absolwentem <span class="_ _15"> </span>Uniwersytetu </div><div class="t m0 xb3 h10 y12e ff8 fs4 fc2 sc0 ls0 ws0">Ekonomicznego <span class="_ _1"></span>w <span class="_ _10"></span>Poznaniu, <span class="_ _1"></span>Specjalizacja <span class="_ _1"></span>Zarządzanie <span class="_ _10"></span>Inwestycjami i <span class="_ _10"></span>Nieruchomościami. <span class="_ _10"></span>Po<span class="_ _0"></span>siada <span class="_ _1"></span>ponad <span class="_ _10"></span>20<span class="_ _0"></span><span class="ff6">-</span></div><div class="t m0 xb3 h10 y12f ff8 fs4 fc2 sc0 ls0 ws0">letnie <span class="_ _1"></span>doświadczenie <span class="_ _10"></span>w zakresie <span class="_ _1"></span>analityki <span class="_ _10"></span>giełdowej, makroekonomicznej oraz <span class="_ _10"></span>w<span class="_ _0"></span>yceny <span class="_ _10"></span>spółek. Od <span class="_ _1"></span>kilkunas<span class="_ _1"></span>tu </div><div class="t m0 xb3 h10 y130 ff8 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 xb3 h10 y131 ff8 fs4 fc2 sc0 ls0 ws0">kapitałowego <span class="_ _6"></span>o<span class="_ _0"></span>raz <span class="_ _6"></span>spółek <span class="_ _7"></span>prawa <span class="_ _6"></span>handlowego. <span class="_ _7"></span>Prowadził <span class="_ _7"> </span>liczne <span class="_ _6"></span>szkolenia <span class="_ _7"></span>i <span class="_ _7"></span>prelekcje <span class="_ _6"></span>z <span class="_ _7"></span>zakresu <span class="_ _6"></span>fin<span class="_ _0"></span>ansów, </div><div class="t m0 xb3 h10 y132 ff6 fs4 fc2 sc0 ls0 ws0">ekono<span class="ff8">mii <span class="_ _0"></span>i <span class="_ _5"></span>prawa <span class="_ _0"></span>rynków <span class="_ _0"></span>ka<span class="_ _0"></span>pitałowych. <span class="_ _0"></span>Jest <span class="_ _0"></span>autorem<span class="_ _0"></span> <span class="_ _0"></span>komentarzy, <span class="_ _5"></span>wypowiedzi <span class="_ _0"></span>oraz <span class="_ _5"></span>artykułów <span class="_ _0"></span>i <span class="_ _5"></span>publikacji </span></div><div class="t m0 xb3 h10 y133 ff8 fs4 fc2 sc0 ls0 ws0">dla <span class="_ _20"> </span>większości <span class="_ _20"> </span>czołowych <span class="_ _20"> </span>mediów <span class="_ _20"> </span>finansowych <span class="_ _20"> </span>i <span class="_ _20"> </span>ekonomicz<span class="_ _0"></span>nych. <span class="_ _20"> </span>Od <span class="_ _20"> </span>2004 <span class="_ _20"> </span>r. <span class="_ _1e"> </span>związany <span class="_ _17"> </span>jest <span class="_ _20"> </span>z<span class="_ _0"></span>e </div><div class="t m0 xb3 h10 y134 ff8 fs4 fc2 sc0 ls0 ws0">Stowarzyszeniem <span class="_ _4"> </span>Inwestorów <span class="_ _3"> </span>Indywidualnych. <span class="_ _4"> </span>Od <span class="_ _4"> </span>2011 <span class="_ _1b"> </span>r. <span class="_ _4"> </span>prowadzi <span class="_ _4"> </span>działal<span class="_ _0"></span>ność <span class="_ _4"> </span>doradczą <span class="_ _4"> </span>oraz </div><div class="t m0 x1 h10 y135 ff8 fs4 fc2 sc0 ls0 ws0">consultingową.  Prz<span class="_ _0"></span>ez  okres <span class="_ _14"> </span>12  lat, <span class="_ _14"> </span>tj. <span class="_ _14"> </span>od  2008 <span class="_ _14"> </span>r.  do <span class="_ _14"> </span>końca  2019 <span class="_ _14"> </span>r.  pełnił <span class="_ _14"> </span>funkcję  Wiceprezesa <span class="_ _14"> </span>Zarządu  Stowarzyszenia <span class="_ _14"> </span>Inwestor<span class="_ _0"></span>ów<span class="_ _0"></span> </div><div class="t m0 x1 h10 y136 ff8 fs4 fc2 sc0 ls0 ws0">Indywidualnych <span class="_ _13"> </span>odpowiadając <span class="_ _23"> </span>za <span class="_ _23"> </span>Dział <span class="_ _23"> </span>Ochrony <span class="_ _23"> </span>Praw <span class="_ _23"> </span>Inwestorów. <span class="_ _23"> </span>Obecnie <span class="_ _13"> </span>jest <span class="_ _23"> </span>Dyrektorem <span class="_ _23"> </span>Zarządzającym <span class="_ _23"> </span>oraz <span class="_ _23"> </span>Dora<span class="_ _5"></span>dcą <span class="_ _13"> </span>Zarządu </div><div class="t m0 x1 h10 y137 ff8 fs4 fc2 sc0 ls0 ws0">Stowarzyszenia <span class="_ _12"> </span>Inwestorów  Indywidualn<span class="_ _1"></span>ych <span class="_ _12"> </span>i  dopowiada <span class="_ _12"> </span>m.in.  za <span class="_ _12"> </span>rozwój  Dzia<span class="_ _10"></span>ł<span class="_ _0"></span>u <span class="_ _12"> </span>Analitycznego  S<span class="_ _1"></span>II  oraz <span class="_ _12"> </span>realizację <span class="_ _12"> </span>celów  s<span class="_ _1"></span>trategic<span class="_ _0"></span><span class="ff6">znych </span></div><div class="t m0 x1 h10 y138 ff8 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="_ _5"></span><span class="ff6">rzez GPW. Od 2011 r.<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y139 ff8 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 h10 y13a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y13b ff8 fs4 fc2 sc0 ls0 ws0">Członek Komitetu Audytu.<span class="ff6"> </span></div><div class="t m0 x1 h10 y13c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x182 h22 y122e ff7 fs4 fc2 sc0 ls0 ws0">PIOTR PRUSAKIEWICZ <span class="ff5">–</span> <span class="ff5">CZŁONEK RADY NADZORCZEJ</span> </div><div class="t m0 x182 h10 y122f ff8 fs4 fc2 sc0 ls0 ws0">Sekretarz <span class="_ _13"> </span>Rady <span class="_ _13"> </span>Nadzorczej <span class="_ _13"> </span>i <span class="_ _23"> </span>Członek <span class="_ _14"> </span>Komitetu <span class="_ _13"> </span>Audytu <span class="_ _13"> </span>Piotr <span class="_ _13"> </span>Prusakiewicz <span class="_ _13"> </span>jest <span class="_ _13"> </span>absolwentem <span class="_ _13"> </span>Wydziału </div><div class="t m0 x182 h10 y1e ff8 fs4 fc2 sc0 ls0 ws0">Technologii <span class="_ _5"></span>i <span class="_ _6"></span>Inżynierii <span class="_ _5"></span>Chemicznej <span class="_ _6"></span>Politechniki <span class="_ _5"></span>Szczecińskiej <span class="_ _6"></span>(2000). <span class="_ _5"></span>W <span class="_ _6"></span>kolejnych <span class="_ _5"></span>latach <span class="_ _6"></span>ukończył <span class="_ _5"></span>Executive </div><div class="t m0 x182 h10 y1230 ff8 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 x182 h10 y1231 ff8 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 x182 h10 y1232 ff8 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 x182 h10 y4ab ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x182 h10 y1233 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _6"></span>latach <span class="_ _5"></span>2000-<span class="ff8">2011 <span class="_ _6"></span>Piotr <span class="_ _6"></span>Prusakiewicz <span class="_ _6"></span>był <span class="_ _5"></span>zw<span class="_ _0"></span>iązany <span class="_ _6"></span>z <span class="_ _5"></span>Rafinerią <span class="_ _6"></span>Trzebinia <span class="_ _5"></span>S.A. <span class="_ _6"></span>(obecnie <span class="_ _6"></span>Grupa <span class="_ _5"></span>PK<span class="_ _0"></span>N <span class="_ _6"></span>Orlen), </span></div><div class="t m0 x182 h10 y105f ff8 fs4 fc2 sc0 ls0 ws0">gdzie pełnił <span class="_ _0"></span>funkcję <span class="_ _0"></span>Dyrektora <span class="_ _0"></span>ds. <span class="_ _0"></span>produkcji oraz <span class="_ _0"></span>Cz<span class="_ _0"></span>łonka <span class="_ _0"></span>Zarządu Spółki <span class="_ _0"></span>w <span class="_ _0"></span>latach <span class="_ _0"></span>2006 <span class="_ _5"></span>–<span class="ff6"> <span class="_ _0"></span></span>2011. <span class="_ _0"></span>Nas<span class="_ _0"></span>tępnie, w<span class="_ _0"></span> </div><div class="t m0 x1 h10 y1222 ff6 fs4 fc2 sc0 ls0 ws0">okresie 2012-<span class="ff8">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 class="t m0 x1 h10 y1223 ff6 fs4 fc2 sc0 ls0 ws0">Ponadto, <span class="_ _7"> </span>w <span class="_ _7"> </span>latach <span class="_ _7"> </span>2006<span class="_ _0"></span>-<span class="ff8">2012 <span class="_ _7"> </span>Piotr <span class="_ _7"> </span>Prusakiewicz <span class="_ _7"> </span>był <span class="_ _7"> </span>Czło<span class="_ _0"></span>nkiem <span class="_ _6"></span>CEN <span class="_ _7"> </span>WG24/TF <span class="_ _12"> </span>FAME <span class="_ _6"></span>przy <span class="_ _7"> </span>E<span class="_ _0"></span>uropejski<span class="_ _1"></span>ej <span class="_ _7"></span>Organizacji <span class="_ _7"> </span>Normalizacyjnej <span class="_ _7"> </span>oraz </span></div><div class="t m0 x1 h10 y438 ff8 fs4 fc2 sc0 ls0 ws0">Członkiem <span class="_ _12"> </span>Podkomisji <span class="_ _12"> </span>ds. <span class="_ _12"> </span>Paliw  Komitetu<span class="_ _1"></span> <span class="_ _12"> </span>Technicznego <span class="_ _12"> </span>nr <span class="_ _12"> </span>222  przy <span class="_ _12"> </span>Polskim <span class="_ _12"> </span>Komitecie <span class="_ _12"> </span>Normalizacyjnym  (d<span class="_ _1"></span>o <span class="_ _12"> </span>2013).  A<span class="_ _1"></span>ktualnie <span class="_ _12"> </span>człon<span class="_ _5"></span><span class="ff6 ls10">ek<span class="ls0"> </span></span></div><div class="t m0 x1 h10 y1234 ff8 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 h10 y1235 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y86c ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _15"> </span>roku <span class="_ _15"> </span>2012 <span class="_ _23"> </span>Pio<span class="_ _0"></span>tr <span class="_ _15"> </span>Prusakiewicz <span class="_ _15"> </span>założył <span class="_ _23"> </span>firmę <span class="_ _15"> </span>oferującą <span class="_ _15"> </span>profesjonalne <span class="_ _23"> </span>doradztwo <span class="_ _19"> </span>dla <span class="_ _15"> </span>przemysłu <span class="_ _15"> </span>oleochemicznego, <span class="_ _15"> </span>rafineryjnego, </div><div class="t m0 x1 h10 y1236 ff8 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 h10 yd8b ff6 fs4 fc2 sc0 ls0 ws0">inw<span class="ff8">estycyjnych. Firma prowadzi również działalność handlową w segmencie oleochemicznym.</span> </div><div class="t m0 x1 h10 y1237 ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 h10 y1238 ff8 fs4 fc2 sc0 ls0 ws0">Członek Komitetu Audytu. <span class="ff6"> </span></div><div class="t m0 x1 h10 y1239 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y24 ff8 fs4 fc2 sc0 ls0 ws0">Piotr <span class="_ _6"></span>Prusakiewicz <span class="_ _6"></span>spełnia <span class="_ _6"></span>w <span class="_ _6"></span>stosunku <span class="_ _6"></span>do <span class="_ _6"></span>Spółki <span class="_ _6"></span>kryteria <span class="_ _6"></span>niezależności <span class="_ _6"></span>czło<span class="_ _0"></span>nka <span class="_ _6"></span>Rady <span class="_ _6"></span>Nadzorczej <span class="_ _6"></span>określone <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _6"></span>Dobrych <span class="_ _6"></span>Praktykach<span class="_ _5"></span><span class="ff6"> <span class="_ _6"></span></span>Spółek </div><div class="t m0 x1 h10 yac0 ff6 fs4 fc2 sc0 ls0 ws0">Notowanych na GPW.  </div><div class="t m0 x1 h10 y3be ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 h10 y123a ff8 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="_ _6"></span><span class="ff6">iadanych </span></div><div class="t m0 x1 h10 y529 ff8 fs4 fc2 sc0 ls0 ws0">kompetencji. Posiada wiedzę i umiejętności z zakresu<span class="_ _1"></span> branży, w której działa Emitent.<span class="ff6"> </span></div><div class="t m0 x1 h10 y987 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y123b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h4b y123c ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Zasady powoływania i odwo<span class="_ _1"></span>ływania Rady Nadzorczej<span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 y123d ff8 fs4 fc2 sc0 ls0 ws0">Zgodnie <span class="_ _10"></span>z obowiązującym <span class="_ _10"></span>Statutem członkowie <span class="_ _10"></span>Rady <span class="_ _1"></span>Nadzorczej <span class="_ _10"></span>Spół<span class="_ _0"></span>ki <span class="_ _10"></span>są powoływani <span class="_ _10"></span>na <span class="_ _1"></span>okres <span class="_ _10"></span>wspólnej pięciole<span class="_ _1"></span>tniej <span class="_ _10"></span>ka<span class="_ _0"></span>dencji. <span class="_ _10"></span>W <span class="_ _0"></span>skład Rady </div><div class="t m0 x1 h10 y493 ff8 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="_ _5"></span>siedmiu <span class="_ _0"></span>członków <span class="_ _5"></span>powoływanych <span class="_ _0"></span>i <span class="_ _0"></span>odwoływanych <span class="_ _5"></span>przez <span class="_ _0"></span>Walne <span class="_ _0"></span>Zgromadzenie, <span class="_ _0"></span>w <span class="_ _5"></span>tym <span class="_ _0"></span>Przewodnic<span class="_ _0"></span>z<span class="_ _5"></span>ącego, </div><div class="t m0 x1 h10 yd41 ff8 fs4 fc2 sc0 ls0 ws0">dwóch <span class="_ _6"></span>Wiceprzewodniczących <span class="_ _6"></span>oraz <span class="_ _6"></span>Sekretarza <span class="_ _6"></span>Rady. <span class="_ _6"></span>Wiceprzewodniczący <span class="_ _6"></span>Rady <span class="_ _6"></span>Nadzorczej <span class="_ _6"></span>może <span class="_ _6"></span>pełnić <span class="_ _6"></span>jednocześnie <span class="_ _6"></span>funkcję <span class="_ _6"></span>Sekretar<span class="_ _0"></span><span class="ff6">za </span></div><div class="t m0 x1 h10 yd73 ff8 fs4 fc2 sc0 ls0 ws0">Rady. <span class="_ _5"></span>Przewodniczący <span class="_ _6"></span>Rady <span class="_ _5"></span>Nadzorczej, <span class="_ _5"></span>Wiceprzewodniczący <span class="_ _5"></span>Rady <span class="_ _5"></span>Nadzorczej <span class="_ _6"></span>oraz <span class="_ _5"></span>Sekretarz <span class="_ _5"></span>Rady <span class="_ _5"></span>Nadzorczej <span class="_ _6"></span>są <span class="_ _5"></span>wybierani <span class="_ _5"></span>i <span class="_ _5"></span>o<span class="_ _0"></span>d<span class="_ _0"></span>wo<span class="_ _0"></span>ływani </div><div class="t m0 x1 h10 y123e ff8 fs4 fc2 sc0 ls0 ws0">przez Radę Nadzorczą. <span class="ff6"> </span></div><div class="t m0 x1 h10 y123f ff8 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></div><div class="pi" ></div></div><div id="pf92" class="pf w0 h0" ><div class="pc pc92 w0 h0"><img class="bi x5 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">146<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 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="_ _10"></span>ich osoby <span class="_ _10"></span>bliskie, w <span class="_ _10"></span>szc<span class="_ _0"></span>zególności <span class="_ _1"></span>współmałżonek, <span class="_ _10"></span>z<span class="_ _0"></span>stępni <span class="_ _10"></span>oraz wstępni) <span class="_ _1"></span>pow<span class="_ _0"></span>o<span class="_ _0"></span>ływanych </div><div class="t m0 x1 h10 y12c ff8 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 h10 y12d ff8 fs4 fc2 sc0 ls0 ws0">żadnego <span class="_ _5"></span>z <span class="_ _5"></span>członków <span class="_ _5"></span>Rady <span class="_ _5"></span>Nadzorczej <span class="_ _5"></span>lub <span class="_ _0"></span>brak <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _5"></span>Radzie <span class="_ _5"></span>jakiegokolwiek <span class="_ _0"></span>c<span class="_ _0"></span>złonka <span class="_ _5"></span>niezależnego <span class="_ _0"></span>nie <span class="_ _5"></span>ma <span class="_ _6"></span>wpływu<span class="_ _1"></span> <span class="_ _5"></span>na <span class="_ _5"></span>możliwość <span class="_ _5"></span>dokonywan<span class="_ _5"></span><span class="ff6">ia <span class="_ _5"></span>i </span></div><div class="t m0 x1 h10 yf0c ff8 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 h10 y715 ff8 fs4 fc2 sc0 ls0 ws0">Na dzień 31.12.2024 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 x3c h4b y1086 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Kompetencje Rady Nadzorczej </span></span></div><div class="t m0 x1 h10 y1087 ff8 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="_ _5"></span>ś  w </div><div class="t m0 x1 h10 y9f7 ff8 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="_ _5"></span>Nadzorczej <span class="_ _0"></span>dostępny jest <span class="_ _0"></span>na<span class="_ _0"></span> <span class="_ _0"></span>stronie i<span class="_ _0"></span>nternetowej S<span class="_ _0"></span>półki: w<span class="_ _0"></span>ww.unimot.pl w <span class="_ _0"></span>zakł<span class="_ _0"></span>adce<span class="_ _5"></span><span class="ff6"> <span class="_ _0"></span>Relacji </span></div><div class="t m0 x1 h10 y3fb ff6 fs4 fc2 sc0 ls0 ws0">Inwestorskich. </div><div class="t m0 x1 h10 y4a0 ff8 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 h10 y1240 ff8 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 x3c h4b y13a ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">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 <span class="_ _1"></span>rok obrotowy, w<span class="_ _0"></span><span class="ff6"> </span>zakresie ich <span class="_ _10"></span>z<span class="_ _0"></span>godności </span></span></div><div class="t m0 x3d h10 y1241 ff8 fs4 fc2 sc0 ls0 ws0">z księgami i dokumentami jak i ze stanem faktycznym; <span class="ff6"> </span></div><div class="t m0 x3c h4b y13c ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">ocena wniosków Zarządu dotyczących podziału zysku albo pokrycia straty; <span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y13d ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">składanie <span class="_ _6"></span>Walnemu <span class="_ _6"></span>Zgromadzeniu <span class="_ _6"></span>corocznego <span class="_ _6"></span>pisemnego <span class="_ _5"></span>spraw<span class="_ _0"></span>ozdania <span class="_ _6"></span>z <span class="_ _6"></span>wyników <span class="_ _6"></span>oceny <span class="_ _6"></span>dokumentów <span class="_ _6"></span>i <span class="_ _6"></span>wniosków, <span class="_ _6"></span>o <span class="_ _6"></span>których </span></span></div><div class="t m0 x3d h10 y271 ff8 fs4 fc2 sc0 ls0 ws0">mowa powyżej; <span class="ff6"> </span></div><div class="t m0 x3c h4b y1242 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">sporządzanie corocznego sprawozdania o wynagrodzeniach członków Zarządu i członków Rady Nadzorczej; <span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y140 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">powołanie i odwołanie członków Zarządu z jed<span class="_ _1"></span>noczesnym określeniem ich funkcji w Zarządzie; <span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y141 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">wybór lub zmiana biegłego rewidenta d<span class="_ _1"></span>o badania i przeglądu sprawoz<span class="_ _0"></span>dań finansowych Spółki; <span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y1243 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">reprezentowanie <span class="_ _5"></span>Spółki <span class="_ _6"></span>w <span class="_ _5"></span>umowie <span class="_ _6"></span>pomiędzy <span class="_ _5"></span>Spółką, <span class="_ _6"></span>a <span class="_ _5"></span>czło<span class="_ _0"></span>nkiem <span class="_ _5"></span>Zarządu <span class="_ _6"></span>Spółki, <span class="_ _5"></span>w <span class="_ _6"></span>tym <span class="_ _5"></span>ustalenie <span class="_ _6"></span>wynagrodzeni<span class="_ _1"></span>a <span class="_ _6"></span>dla <span class="_ _5"></span>czło<span class="_ _0"></span>nków </span></span></div><div class="t m0 x3d h10 y143 ff8 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 x3c h4b y144 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">rozpatrywanie i opiniowanie istotnych spraw mających być przedmiotem uchwał Walnego Zgromadzen<span class="_ _1"></span>ia; <span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y1110 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">zawieszanie, <span class="_ _0"></span>z <span class="_ _5"></span>ważnych <span class="_ _5"></span>powodów, <span class="_ _5"></span>w <span class="_ _5"></span>czynnościach <span class="_ _0"></span>poszczególnych <span class="_ _5"></span>lub <span class="_ _5"></span>wszystkich <span class="_ _0"></span>czło<span class="_ _0"></span>nków <span class="_ _5"></span>Zarządu <span class="_ _0"></span>oraz <span class="_ _5"></span>delegowanie <span class="_ _0"></span>cz<span class="_ _0"></span>łonków </span></span></div><div class="t m0 x3d h10 y1111 ff8 fs4 fc2 sc0 ls0 ws0">Rady <span class="_ _5"></span>Nadzorczej, <span class="_ _5"></span>na <span class="_ _5"></span>okres <span class="_ _6"></span>nie <span class="_ _0"></span>dł<span class="_ _0"></span>uższy <span class="_ _5"></span>niż <span class="_ _5"></span>trzy <span class="_ _5"></span>mi<span class="_ _0"></span>esiące, <span class="_ _5"></span>do <span class="_ _6"></span>czasowego <span class="_ _0"></span>w<span class="_ _0"></span>ykonywania <span class="_ _5"></span>czynności <span class="_ _5"></span>członków <span class="_ _6"></span>Zarządu<span class="_ _1"></span>, <span class="_ _5"></span>którzy <span class="_ _5"></span>zo<span class="_ _0"></span>stali </div><div class="t m0 x3d h10 y147 ff8 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 x3c h4b y148 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">zatwierdzanie rocznych planów finansowych (budżetów) przedłożonych przez Zarząd oraz zmian do tych budżetów;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y1244 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">zatwierdzanie wieloletnich planów finansowych i strategicznych Spółki, przygotowanych przez Zarząd;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y14a ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">zatwierdzanie regulaminu Zarządu, m. wyrażanie zgody na wypłatę zaliczek na poczet dywid<span class="_ _1"></span>endy; <span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y14b ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">wyrażanie zgody na zawarcie <span class="_ _0"></span>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 x3d h10 y699 ff8 fs4 fc2 sc0 ls0 ws0">jak również akcjonariuszem oraz <span class="_ _1"></span>z podmiotami z nimi powiązanymi<span class="_ _1"></span>, za wyjątkiem transakcji typowych, zawieranych na warun<span class="_ _1"></span>kach </div><div class="t m0 x3d h10 y1245 ff6 fs4 fc2 sc0 ls0 ws0">rynkowych <span class="ff8">w <span class="_ _10"></span>ramach prowadzonej <span class="_ _10"></span>działalności z <span class="_ _1"></span>podmiotem <span class="_ _10"></span>z<span class="_ _0"></span>ależnym, w <span class="_ _10"></span>którym Spółka <span class="_ _1"></span>posiada <span class="_ _10"></span>większościowy udział <span class="_ _1"></span>kapitałowy;<span class="ff6"> </span></span></div><div class="t m0 x3c h4b y14e ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff8">wyrażanie zgody na świadczenia z jakiegokolwiek tytułu przez Spółkę i podmioty powiązane ze S<span class="_ _1"></span>półką na rzecz członków Zarządu.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x3d h10 y14f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h4b y1246 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Opis działania i organizacja p<span class="_ _1"></span>rac Rady Nadzorczej<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x1 h10 ya47 ff8 fs4 fc2 sc0 ls0 ws0">Tryb <span class="_ _10"></span>działania Rady <span class="_ _10"></span>Nadzorczej <span class="_ _1"></span>określa <span class="_ _10"></span>Statut <span class="_ _10"></span>S<span class="_ _0"></span>półki <span class="_ _1"></span>oraz <span class="_ _1"></span>Regulamin <span class="_ _10"></span>Rady <span class="_ _10"></span>Nadzorcz<span class="_ _0"></span>ej. <span class="_ _10"></span>R<span class="_ _0"></span>ada <span class="_ _10"></span>Nadzorcza <span class="_ _1"></span>wykonuje <span class="_ _10"></span>swoje obo<span class="_ _1"></span>wiązki <span class="ff6">kolegialnie, </span></div><div class="t m0 x1 h10 y1247 ff8 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 h10 y9cc ff8 fs4 fc2 sc0 ls0 ws0">Posiedzenia  Rady <span class="_ _14"> </span>Nadzorcz<span class="_ _0"></span>ej <span class="_ _14"> </span>zwołuje <span class="_ _14"> </span>Przewodniczący <span class="_ _14"> </span>Rady <span class="_ _14"> </span>Nadzorczej <span class="_ _14"> </span>lub  w<span class="_ _0"></span> <span class="_ _14"> </span>jego  z<span class="_ _0"></span>astępstwie <span class="_ _14"> </span>Wiceprzewodniczący. <span class="_ _14"> </span>Zwołanie  Rady </div><div class="t m0 x1 h10 y1047 ff8 fs4 fc2 sc0 ls0 ws0">Nadzorczej <span class="_ _0"></span>odbywa <span class="_ _0"></span>się <span class="_ _0"></span>poprzez <span class="_ _5"></span>pisemne <span class="_ _0"></span>zaproszenie <span class="_ _0"></span>wszystkich <span class="_ _0"></span>c<span class="_ _0"></span>złonków <span class="_ _5"></span>Rady <span class="_ _0"></span>Nadzorczej, <span class="_ _0"></span>co <span class="_ _5"></span>najmniej na <span class="_ _0"></span>s<span class="_ _0"></span>iedem <span class="_ _0"></span>dni <span class="_ _0"></span>przed <span class="_ _5"></span>planow<span class="_ _5"></span><span class="ff6">anym </span></div><div class="t m0 x1 h10 y1248 ff6 fs4 fc2 sc0 ls57 ws0">te<span class="ff8 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="_ _5"></span>o<span class="_ _0"></span>stać </span></div><div class="t m0 x1 h10 y52a ff8 fs4 fc2 sc0 ls0 ws0">zwołane w każdej chwili.<span class="ff6"> </span></div><div class="t m0 x1 h10 y57a ff8 fs4 fc2 sc0 ls0 ws0">Posiedzenie  Rady <span class="_ _14"> </span>Nadzorczej <span class="_ _14"> </span>może  być <span class="_ _14"> </span>również <span class="_ _14"> </span>zwołane  na <span class="_ _14"> </span>żądanie  każdego <span class="_ _14"> </span>z <span class="_ _14"> </span>członków  Rady <span class="_ _14"> </span>Nadzorczej  lub <span class="_ _14"> </span>na  wniosek <span class="_ _14"> </span>Zarządu </div><div class="t m0 x1 h10 y1249 ff8 fs4 fc2 sc0 ls0 ws0">(wnioskodawca <span class="_ _7"> </span>przedstawia <span class="_ _7"> </span>proponowany <span class="_ _7"> </span>porzą<span class="_ _0"></span>dek <span class="_ _7"></span>obrad). <span class="_ _7"></span>Wówczas <span class="_ _7"> </span>posiedzenie <span class="_ _7"> </span>powinno <span class="_ _7"> </span>z<span class="_ _0"></span>ostać <span class="_ _7"> </span>zwołane <span class="_ _7"> </span>w <span class="_ _12"> </span>terminie<span class="_ _1"></span> <span class="_ _7"> </span>10 <span class="_ _7"> </span>dni. <span class="_ _12"> </span>Zmiana </div><div class="t m0 x1 h10 y124a ff8 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 h10 y1210 ff8 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 h10 y628 ff8 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 h10 ya15 ff8 fs4 fc2 sc0 ls0 ws0">Rada <span class="_ _7"> </span>Nadzorcz<span class="_ _0"></span>a <span class="_ _7"> </span>podejmuje <span class="_ _12"> </span>uchwały, <span class="_ _12"> </span>jeżeli <span class="_ _7"> </span>na <span class="_ _12"> </span>posiedzeniu <span class="_ _12"> </span>jest <span class="_ _12"> </span>obecna <span class="_ _7"></span>co <span class="_ _12"> </span>najmniej <span class="_ _7"> </span>poło<span class="_ _0"></span>wa <span class="_ _12"> </span>jej <span class="_ _7"> </span>cz<span class="_ _0"></span>łonków, <span class="_ _12"> </span>a <span class="_ _7"> </span>wszyscy <span class="_ _12"> </span>członkowie <span class="_ _7"></span>zos<span class="_ _5"></span><span class="ff6">tali<span class="_ _0"></span> </span></div><div class="t m0 x1 h10 y472 ff8 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="_ _5"></span><span class="ff6">rczej </span></div><div class="t m0 x1 h10 ycf8 ff8 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _1"></span>w <span class="_ _10"></span>sprawach <span class="_ _1"></span>osobowych. <span class="_ _10"></span>Uchwały <span class="_ _1"></span>Rady <span class="_ _10"></span>Nadzorczej m<span class="_ _1"></span>ogą <span class="_ _1"></span>być <span class="_ _10"></span>również <span class="_ _1"></span>podejmowane <span class="_ _10"></span>w tr<span class="_ _1"></span>ybie <span class="_ _10"></span>pisemnym <span class="_ _10"></span>lub przy <span class="_ _10"></span>wykorzystaniu <span class="_ _10"></span>środ<span class="_ _5"></span>ków </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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">147<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 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="_ _10"></span>ż<span class="_ _0"></span>e w tr<span class="_ _1"></span>ybie tym <span class="_ _10"></span>nie można podejmować uc<span class="_ _1"></span>hwał w sprawach <span class="_ _10"></span>w<span class="_ _0"></span>yboru <span class="_ _1"></span>lub odwo<span class="_ _0"></span>łania </div><div class="t m0 x1 h10 yac ff8 fs4 fc2 sc0 ls0 ws0">Przewodniczącego <span class="_ _1"></span>i <span class="_ _10"></span>Wiceprzewodniczącego <span class="_ _10"></span>R<span class="_ _0"></span>ady <span class="_ _10"></span>Nadzorczej, a <span class="_ _10"></span>także p<span class="_ _1"></span>owołania, odw<span class="_ _1"></span>ołania <span class="_ _10"></span>lub zawies<span class="_ _1"></span>zenia <span class="_ _10"></span>w czynnościach <span class="_ _10"></span>członka Zarządu.<span class="ff6"> </span></div><div class="t m0 x1 h10 y18e ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>2024 <span class="_ _0"></span>roku <span class="_ _5"></span>realizowała <span class="_ _0"></span>swoje <span class="_ _5"></span>obowiązki <span class="_ _0"></span>podczas <span class="_ _0"></span>sześciu <span class="_ _0"></span>pro<span class="_ _0"></span>tokołowanych <span class="_ _0"></span>posiedzeń, <span class="_ _0"></span>a <span class="_ _5"></span>także <span class="_ _0"></span>podejmując <span class="_ _5"></span>uchwały <span class="_ _0"></span>w <span class="_ _5"></span>drodze <span class="_ _0"></span>głosow<span class="_ _6"></span><span class="ff6">ania<span class="_ _1"></span> </span></div><div class="t m0 x1 h10 y714 ff8 fs4 fc2 sc0 ls0 ws0">za <span class="_ _7"></span>pośrednictwem <span class="_ _6"></span>środków <span class="_ _7"></span>porozumiewania <span class="_ _6"></span>się <span class="_ _6"></span>na <span class="_ _7"> </span>odległość. <span class="_ _7"></span>W <span class="_ _7"></span>posiedzeniach <span class="_ _6"></span>Rady <span class="_ _6"></span>Nadzorcz<span class="_ _0"></span>ej <span class="_ _6"></span>brało <span class="_ _7"> </span>udział <span class="_ _7"></span>od <span class="_ _7"></span>6 <span class="_ _7"></span>do <span class="_ _6"></span>7 <span class="_ _6"></span>c<span class="_ _0"></span>złonków <span class="_ _6"></span>Rad<span class="_ _5"></span><span class="ff6">y </span></div><div class="t m0 x1 h10 y752 ff8 fs4 fc2 sc0 ls0 ws0">Nadzorczej. <span class="_ _7"> </span>Sporadyczne <span class="_ _12"> </span>nieobecności <span class="_ _7"> </span>w<span class="_ _0"></span>ywołane <span class="_ _7"> </span>były <span class="_ _12"> </span>względami <span class="_ _7"> </span>zdrowotnymi. <span class="_ _12"> </span> <span class="_ _7"> </span>O<span class="_ _0"></span>gólna <span class="_ _7"> </span>frekwencja <span class="_ _12"> </span>na <span class="_ _7"> </span>posiedzeniach <span class="_ _12"> </span>Rady <span class="_ _7"> </span>Nadz<span class="_ _0"></span>orczej<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y190 ff8 fs4 fc2 sc0 ls0 ws0">wyniosła w 2023 roku <span class="ff6">88%. </span></div><div class="t m0 x1 h22 y661 ff7 fs4 fc2 sc0 ls0 ws0">KOMITET AUDYTU </div><div class="t m0 x1 h10 y124b ff8 fs4 fc2 sc0 ls0 ws0">Zgodnie <span class="_ _22"> </span>z <span class="_ _22"> </span>ustawą <span class="_ _22"> </span>z <span class="_ _2a"> </span>dnia <span class="_ _22"> </span>11 <span class="_ _22"> </span>maja <span class="_ _22"> </span>2017 <span class="_ _22"> </span>r. <span class="_ _22"> </span>o <span class="_ _2a"> </span>biegłych<span class="_ _1"></span> <span class="_ _22"> </span>rewidentach, <span class="_ _22"> </span>firmach <span class="_ _22"> </span>audytorskich <span class="_ _22"> </span>oraz<span class="_ _0"></span> <span class="_ _22"> </span>nadzorze <span class="_ _22"> </span>publicznym, <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y124c ff8 fs4 fc2 sc0 ls0 ws0">w <span class="_ _5"></span>jednostkach <span class="_ _5"></span>zainteresowania <span class="_ _5"></span>publicznego <span class="_ _5"></span>działa <span class="_ _5"></span>Ko<span class="_ _0"></span>mitet <span class="_ _5"></span>Audytu, <span class="_ _5"></span>którego <span class="_ _5"></span>członkowie <span class="_ _5"></span>są <span class="_ _5"></span>powoływani <span class="_ _5"></span>przez <span class="_ _5"></span>Radę <span class="_ _5"></span>Nadzorczą <span class="_ _6"></span>lub<span class="_ _1"></span> <span class="_ _5"></span>ko<span class="_ _5"></span>misję </div><div class="t m0 x1 h10 y11ba ff8 fs4 fc2 sc0 ls0 ws0">rewizyjną  spośród  swoich  c<span class="_ _0"></span>złonków,  z  których <span class="_ _14"> </span>przynajmniej  jeden  powinien  spełniać  warunki  niezależności  i<span class="_ _5"></span><span class="ff6"> </span>posiadać  kwalifikac<span class="_ _0"></span><span class="ff6">je  w </span></div><div class="t m0 x1 h10 yb5 ff8 fs4 fc2 sc0 ls0 ws0">dziedzinie rachunkowości lub rewizji finansowej. <span class="ff6"> </span></div><div class="t m0 x1 h10 yb6 ff8 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="_ _5"></span><span class="ff6">nansowymi </span></div><div class="t m0 x1 h10 y6f8 ff8 fs4 fc2 sc0 ls0 ws0">Spółki. <span class="ff6"> </span></div><div class="t m0 x1 h10 ye4f ff8 fs4 fc2 sc0 ls0 ws0">Statut <span class="_ _0"></span>Spółki <span class="_ _5"></span>nie <span class="_ _0"></span>p<span class="_ _0"></span>rzewiduje <span class="_ _0"></span>innyc<span class="_ _0"></span>h <span class="_ _0"></span>komitetów <span class="_ _5"></span>w <span class="_ _5"></span>ramach <span class="_ _5"></span>Rady <span class="_ _5"></span>Nadzorczej. <span class="_ _0"></span> <span class="_ _5"></span>W <span class="_ _5"></span>Spółce <span class="_ _0"></span>nie <span class="_ _5"></span>powołano <span class="_ _0"></span>ko<span class="_ _0"></span>mitetu <span class="_ _0"></span>ds. <span class="_ _5"></span>wynagrodzeń, <span class="_ _0"></span>a <span class="_ _5"></span>ko<span class="_ _6"></span><span class="ff6">mitet </span></div><div class="t m0 x1 h10 yd9e ff8 fs4 fc2 sc0 ls0 ws0">audytu jest jedynym komitetem ustanowionym przez Radę N<span class="_ _1"></span>adzorczą. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y124d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h4b y572 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Skład Komitetu Audytu i opis zmian<span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 y124e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y124f ff8 fs4 fc2 sc0 ls0 ws0">Na dzień 01.01.2024 r. skład osobowy Komitetu Audytu przedstawiał się następująco:<span class="ff6"> </span></div><div class="t m0 x1 h10 yde8 ff8 fs4 fc2 sc0 ls0 ws0">Piotr Cieślak –<span class="ff6"> </span>Przewodniczący Komitetu Audytu,<span class="ff6"> </span></div><div class="t m0 x1 h10 y3b0 ff6 fs4 fc2 sc0 ls0 ws0">Piotr Prusakiewicz<span class="ff8">–</span> <span class="ff8">Członek Komitetu Audytu,</span> </div><div class="t m0 x1 h10 y6bb ff6 fs4 fc2 sc0 ls0 ws0">Ryszard Budzik - <span class="ff8">Członek Komitetu Audytu,</span> </div><div class="t m0 x1 h10 y1250 ff6 fs4 fc2 sc0 ls0 ws0">Lidia Banach-Hoheker <span class="ff8">–</span> <span class="ff8">Członek Komitetu Audytu.</span> </div><div class="t m0 x1 h10 y307 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1251 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ya05 ff6 fs4 fc2 sc0 ls0 ws0">Rezygnacja: </div><div class="t m0 x1 h10 y1a8 ff6 fs4 fc2 sc0 ls0 ws0">Pana Ryszarda Budzika <span class="ff8">–</span> <span class="ff8">rezygnacja z funkcji członka Rady Nadzorczej Emitenta ze skutk<span class="_ _1"></span>iem na 17 czerwca 2024 roku, godz. 13.00. </span></div><div class="t m0 x1 h10 ydeb ff8 fs4 fc2 sc0 ls0 ws0">Rezygnacja złożona została z powodów osobistych.<span class="ff6"> </span></div><div class="t m0 x1 h10 yf51 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1252 ff8 fs4 fc2 sc0 ls0 ws0">Na dzień 31.12.2024 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 h10 y1253 ff6 fs4 fc2 sc0 ls0 ws0">Lidia Banach-Hoheker <span class="ff8">–</span> <span class="ff8">Przewodniczący Komitetu Audytu</span> </div><div class="t m0 x1 h10 y1254 ff8 fs4 fc2 sc0 ls0 ws0">Piotr Cieślak –<span class="ff6"> </span>Członek Komitetu Audytu,<span class="ff6"> </span></div><div class="t m0 x1 h10 yd6c ff6 fs4 fc2 sc0 ls0 ws0">Piotr Prusakiewicz<span class="ff8">–</span> <span class="ff8">Członek Komitetu Audytu.</span> </div><div class="t m0 x1 h10 y5b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1255 ff8 fs4 fc2 sc0 ls0 ws0">Aktualna  wspólna  i  pięcioletnia  kadencja <span class="_ _14"> </span>członków  komitetu  audytu  jest  powiązana <span class="_ _14"> </span>z  kadencja  rady  nadzorczej  i <span class="_ _14"> </span>kończy  się  wraz<span class="_ _0"></span><span class="ff6"> <span class="_ _14"> </span><span class="ls22">z </span></span></div><div class="t m0 x1 h10 yc63 ff8 fs4 fc2 sc0 ls0 ws0">zatwierdzeniem sprawozdania finansowego Spółki za rok 2026.<span class="ff6"> </span></div><div class="t m0 x1 h22 y557 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1b5 ff8 fs4 fc2 sc0 ls0 ws0">Członkowie Komitetu Audytu:<span class="ff6"> </span></div><div class="t m0 x3c h4b y155 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff8">spełniający <span class="_ _6"></span>kryterium <span class="_ _5"></span>niezależno<span class="_ _0"></span>ści <span class="_ _6"></span>określone <span class="_ _6"></span>w <span class="_ _6"></span>Statu<span class="_ _1"></span>cie <span class="_ _6"></span>Spółki <span class="_ _6"></span>oraz <span class="_ _6"></span>w <span class="_ _6"></span>Dobrych <span class="_ _6"></span>Praktykach <span class="_ _6"></span>202<span class="_ _1"></span>1, <span class="_ _6"></span>w <span class="_ _6"></span>tym <span class="_ _6"></span>w <span class="_ _6"></span>Ustawie <span class="_ _6"></span>o <span class="_ _5"></span>biegłych </span></span></div><div class="t m0 x3d h10 y156 ff6 fs4 fc2 sc0 ls0 ws0">rewidentach:  </div><div class="t m0 x3d h10 y940 ff6 fs4 fc2 sc0 ls0 ws0">Lidia Banach-Hoheker, Piotr Prusakiewicz; </div><div class="t m0 x3c h4b ya4c ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">posiadający kwalifikacje w dziedzinie rachun<span class="_ _1"></span>kowości lub rewizji finansowej<span class="ff6 ls58">: <span class="_ _0"></span><span class="ls0"> </span></span></span></span></div><div class="t m0 x3d h22 ya4d ff7 fs4 fc2 sc0 ls0 ws0">Lidia <span class="_ _10"></span>Bana<span class="_ _0"></span>ch<span class="ff6">- </span>Hoh<span class="_ _1"></span>eker <span class="ff6">- <span class="_ _1"></span><span class="ff8">wieloletni <span class="_ _10"></span>dyr<span class="_ _0"></span>ektor l<span class="_ _1"></span>ub członek <span class="_ _10"></span>zarządu ds. <span class="_ _1"></span>finansowych, abs<span class="_ _1"></span>olwentka <span class="_ _1"></span>Wydziału Zarządzania <span class="_ _10"></span>Uniwersytetu </span></span></div><div class="t m0 x3d h10 ya2b ff8 fs4 fc2 sc0 ls0 ws0">Warszawskiego <span class="_ _7"></span>na <span class="_ _7"></span>kierunku <span class="_ _7"></span>Zarządzanie <span class="_ _7"></span>Finansami, <span class="_ _7"></span>posiada <span class="_ _7"> </span>kwalifikację <span class="_ _7"> </span>ACCA. <span class="_ _7"> </span>W<span class="_ _0"></span> <span class="_ _7"></span>latach <span class="_ _7"> </span>1998<span class="_ _0"></span><span class="ff6">-</span>2003 <span class="_ _12"> </span>pełniła <span class="_ _6"></span>funkcję <span class="_ _7"> </span>Dyrektora </div><div class="t m0 x3d h10 ya13 ff8 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="_ _10"></span>o<span class="_ _0"></span>.o., a <span class="_ _1"></span>w kolejnych <span class="_ _10"></span>dwóch latach funkcję <span class="_ _10"></span>Dyrektora Finansowo<span class="ff6">-Administracyjnego w </span></div><div class="t m0 x3d h10 y41d ff8 fs4 fc2 sc0 ls0 ws0">Wincanton <span class="_ _14"> </span>Marqueset <span class="_ _13"> </span>France <span class="_ _13"> </span>S.A. <span class="_ _13"> </span>w <span class="_ _13"> </span>Paryżu. <span class="_ _13"> </span>Następnie <span class="_ _14"> </span>z<span class="_ _0"></span>asiadała <span class="_ _13"> </span>w <span class="_ _13"> </span>Zarządach <span class="_ _13"> </span>spółek: <span class="_ _14"> </span>Mikom <span class="_ _13"> </span>sp. <span class="_ _13"> </span>z <span class="_ _13"> </span>o.o. <span class="_ _13"> </span>(spółka <span class="_ _13"> </span>zależna </div><div class="t m0 x3d h10 ya50 ff6 fs4 fc2 sc0 ls0 ws0">Wydawnictwa <span class="_ _5"></span>Naukowego <span class="_ _5"></span>PW<span class="ff8">N <span class="_ _6"></span>S.A., <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _5"></span>którym <span class="_ _5"></span>jednocz<span class="_ _0"></span>eśnie <span class="_ _5"></span>pełniła <span class="_ _5"></span>funkcję <span class="_ _5"></span>Dyrektora <span class="_ _5"></span>Kon<span class="_ _0"></span>troli <span class="_ _5"></span>Finansowej), <span class="_ _6"></span>Merl<span class="_ _1"></span>in.pl <span class="_ _5"></span>S.A. <span class="_ _5"></span>o<span class="_ _0"></span>raz </span></div><div class="t m0 x3d h10 y1256 ff8 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 x3d h10 y496 ff8 fs4 fc2 sc0 ls0 ws0">PWN w spółkach: Wydawnictwa Naukoweg<span class="ff6">o PWN SA, PZWL Wydawnictwa Lekarskiego sp. z o.o. i Estate sp. z o.o </span></div><div class="t m0 x3c h4b yfce ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">posiadający wiedzę i umiejętno<span class="_ _1"></span>ści z zakresu branży, w której działa Spółka<span class="ff6 ls58">: <span class="_ _0"></span><span class="ls0"> </span></span></span></span></div></div></div><div class="pi" ></div></div><div id="pf94" class="pf w0 h0" ><div class="pc pc94 w0 h0"><img class="bi x5 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">148<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3d h22 yab ff7 fs4 fc2 sc0 ls0 ws0">Piotr <span class="_ _6"></span>Prusakiewicz<span class="ff6"> <span class="_ _6"></span>- <span class="_ _6"></span><span class="ff8">doradca <span class="_ _6"></span>w <span class="_ _6"></span>dziedzinie <span class="_ _5"></span>tech<span class="_ _0"></span>niki <span class="_ _6"></span>i <span class="_ _6"></span>technologii <span class="_ _6"></span>chemicznej <span class="_ _6"></span>w <span class="_ _6"></span>obszarze: <span class="_ _6"></span>pali<span class="_ _1"></span>w <span class="_ _6"></span>płynnych, <span class="_ _6"></span>biopaliw <span class="_ _5"></span>c<span class="_ _0"></span>iekłych <span class="_ _6"></span>oraz </span></span></div><div class="t m0 x3d h10 y12c ff8 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="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x3d h10 y12d ff8 fs4 fc2 sc0 ls0 ws0">Prusakiewicza, <span class="_ _6"></span>który <span class="_ _6"></span><span class="ff6">w <span class="_ _6"></span>latach <span class="_ _6"></span>2000-</span>2011 <span class="_ _6"></span>pełnił <span class="_ _6"></span>funkcję <span class="_ _6"></span>specjalisty <span class="_ _6"></span>technologa, <span class="_ _6"></span>kierownika <span class="_ _6"></span>ds. <span class="_ _5"></span>p<span class="_ _0"></span>rodukcji, <span class="_ _6"></span>dyrektora <span class="_ _6"></span>produkcji, <span class="_ _6"></span>a </div><div class="t m0 x3d h10 y12e ff8 fs4 fc2 sc0 ls0 ws0">następnie <span class="_ _5"></span>przez <span class="_ _6"></span>kolejne <span class="_ _5"></span>pięć <span class="_ _6"></span>lat <span class="_ _5"></span>członka <span class="_ _6"></span>zarządu <span class="_ _5"></span>w <span class="_ _6"></span>Rafine<span class="_ _1"></span>rii <span class="_ _5"></span>Trze<span class="_ _0"></span>binia <span class="_ _5"></span>S.A. <span class="_ _6"></span>Następnie, <span class="_ _5"></span>w <span class="_ _6"></span>latach <span class="_ _5"></span>2012<span class="_ _0"></span><span class="ff6">-</span>13, <span class="_ _6"></span>był <span class="_ _5"></span>Zastępcą <span class="_ _5"></span>Dyrektora </div><div class="t m0 x3d h10 y12f ff6 fs4 fc2 sc0 ls0 ws0">Jed<span class="ff8">nostki <span class="_ _0"></span>Biznesowej <span class="_ _5"></span>w <span class="_ _5"></span>SARPI <span class="_ _5"></span>Dąbrowa <span class="_ _5"></span>Górnicza <span class="_ _5"></span>Sp. <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _5"></span>o.o. <span class="_ _5"></span>Ponadto, <span class="_ _5"></span>w <span class="_ _5"></span>okresie <span class="_ _0"></span>2006<span class="_ _5"></span></span>-<span class="ff8">2012 <span class="_ _5"></span>Piotr <span class="_ _5"></span>Prusakiewicz <span class="_ _0"></span>był <span class="_ _5"></span>Czł<span class="_ _0"></span>onkiem <span class="_ _0"></span>CE<span class="_ _0"></span>N </span></div><div class="t m0 x3d h10 y130 ff8 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 x3d h10 y131 ff6 fs4 fc2 sc0 ls0 ws0">przy Polskim Komitecie Normalizacyjnym (do 2013 r.).  </div><div class="t m0 x3d h10 y132 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h4b y133 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Opis działania Komitetu Audytu<span class="ff7"> </span></span></span></div><div class="t m0 x3d h22 y134 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y135 ff8 fs4 fc2 sc0 ls0 ws0">Komitet <span class="_ _1"></span>Audytu <span class="_ _10"></span>składa się <span class="_ _10"></span>z<span class="_ _0"></span> co<span class="_ _1"></span> n<span class="_ _1"></span>ajmniej <span class="_ _1"></span>trzech <span class="_ _10"></span>c<span class="_ _0"></span>złonków, <span class="_ _1"></span>w tym<span class="_ _10"></span> Przewodniczącego, <span class="_ _1"></span>powoływanych <span class="_ _10"></span>przez Radę <span class="_ _1"></span>Nadzorczą, <span class="_ _10"></span>w<span class="_ _5"></span><span class="ff6"> tym c<span class="_ _1"></span>o na<span class="_ _1"></span>jmniej </span></div><div class="t m0 x1 h10 y136 ff8 fs4 fc2 sc0 ls0 ws0">dwóch <span class="_ _5"></span>cz<span class="_ _0"></span>łonków <span class="_ _5"></span>niezależnych <span class="_ _6"></span>Rady <span class="_ _5"></span>Nadzorczej, <span class="_ _6"></span>z <span class="_ _5"></span>których <span class="_ _6"></span>przynajmniej <span class="_ _5"></span>jeden <span class="_ _6"></span>posiada <span class="_ _5"></span>kwalifikacje <span class="_ _6"></span>w<span class="_ _0"></span><span class="ff6"> </span>dziedzinie <span class="_ _5"></span>rachunkowości <span class="_ _6"></span><span class="ff6">lub <span class="_ _6"></span>rewizji </span></div><div class="t m0 x1 h10 y137 ff8 fs4 fc2 sc0 ls0 ws0">finansowej. <span class="_ _10"></span>Przewodniczący Komite<span class="_ _1"></span>tu <span class="_ _10"></span>Audytu jest <span class="_ _10"></span>powołany przez <span class="_ _9"></span>Radę Nad<span class="_ _1"></span>zorczą s<span class="_ _1"></span>pośród <span class="_ _10"></span>cz<span class="_ _0"></span>łonków <span class="_ _10"></span>niezależnych <span class="_ _1"></span>Rady. <span class="_ _10"></span>Szcz<span class="_ _0"></span>egółowe<span class="_ _0"></span><span class="ff6"> zasady </span></div><div class="t m0 x1 h10 y103 ff8 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 h10 y56e ff8 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="_ _5"></span><span class="ff6"> </span>Spółce i <span class="_ _0"></span>Grupie </div><div class="t m0 x1 h10 y6f9 ff8 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _12"> </span>współpraca  z <span class="_ _12"> </span>biegłymi <span class="_ _12"> </span>rewidentami <span class="_ _12"> </span>Spółki.  W <span class="_ _12"> </span>szczególności <span class="_ _12"> </span>do <span class="_ _12"> </span>zadań  Komitetu <span class="_ _12"> </span>Audytu <span class="_ _12"> </span>należy  opracowanie<span class="_ _1"></span>  zasad<span class="_ _1"></span>  wybor<span class="_ _10"></span>u  firmy<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y1257 ff8 fs4 fc2 sc0 ls0 ws0">audytorskiej <span class="_ _10"></span>do <span class="_ _10"></span>przeprowadzenia <span class="_ _1"></span>badania <span class="_ _9"></span>s<span class="_ _0"></span>prawozdań <span class="_ _10"></span>finansowych <span class="_ _1"></span>Spółki <span class="_ _10"></span>oraz <span class="_ _10"></span>monitorowanie <span class="_ _10"></span>procesu <span class="_ _10"></span>sprawozdawczo<span class="_ _0"></span>ści <span class="_ _10"></span>finansowej Spółki.<span class="ff6"> </span></div><div class="t m0 x1 h10 ya17 ff8 fs4 fc2 sc0 ls0 ws0">Zadania oraz <span class="_ _1"></span>tryb działania komitetu <span class="_ _10"></span>a<span class="_ _0"></span>udytu w Spółce określ<span class="_ _1"></span>a Regulamin <span class="_ _1"></span>Komitetu Audytu przyjęty uchwałą <span class="_ _1"></span>Rady Nadzorczej n<span class="_ _1"></span>r 3/<span class="_ _0"></span><span class="ff6">11/2024 z </span></div><div class="t m0 x1 h10 y4a7 ff6 fs4 fc2 sc0 ls0 ws0">dnia 14 listopada 2024 r.  </div><div class="t m0 x1 h10 y1075 ff8 fs4 fc2 sc0 ls0 ws0">Do <span class="_ _7"> </span>kompetencji <span class="_ _7"></span>Komitetu <span class="_ _7"> </span>Audyt<span class="_ _0"></span>u <span class="_ _7"></span>należy <span class="_ _7"> </span>wspieranie <span class="_ _7"> </span>Rady <span class="_ _12"> </span>Nadzorczej, <span class="_ _7"> </span>jako <span class="_ _12"> </span>statutowego <span class="_ _6"></span>organu <span class="_ _7"> </span>Spółki <span class="_ _7"> </span>Unimot <span class="_ _12"> </span>S.A. <span class="_ _7"></span>w <span class="_ _7"> </span>wyko<span class="_ _0"></span>nywaniu <span class="_ _6"></span>je<span class="_ _5"></span><span class="ff6 ls3b">j </span></div><div class="t m0 x1 h10 y1076 ff8 fs4 fc2 sc0 ls0 ws0">obowiązków <span class="_ _6"></span>kontrolnych <span class="_ _6"></span>i <span class="_ _6"></span>nadzorczych, <span class="_ _6"></span>w <span class="_ _6"></span>szczególności <span class="_ _6"></span>w <span class="_ _6"></span>zakresie <span class="_ _6"></span>monitorowania <span class="_ _6"></span>procesu <span class="_ _6"></span>sprawozdawczości <span class="_ _6"></span>finansowej <span class="_ _6"></span>w <span class="_ _6"></span>Spółce <span class="_ _6"></span>i<span class="_ _5"></span><span class="ff6"> <span class="_ _6"></span>jej </span></div><div class="t m0 x1 h10 y1077 ff8 fs4 fc2 sc0 ls0 ws0">Grupie  Kapitałowej, <span class="_ _14"> </span>monitorowania  skuteczności  syst<span class="_ _0"></span>emów <span class="_ _14"> </span>kontroli  wewnętrznej,  audytu <span class="_ _14"> </span>wewnętrznego  oraz <span class="_ _14"> </span>systemów <span class="_ _14"> </span>zarządzania </div><div class="t m0 x1 h10 y1258 ff8 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="_ _5"></span>szczegó<span class="_ _0"></span>lności<span class="ff6"> </span></div><div class="t m0 x1 h10 y1078 ff8 fs4 fc2 sc0 ls0 ws0">przeprowadzania <span class="_ _0"></span>przez <span class="_ _5"></span>firmę <span class="_ _5"></span>audytorską <span class="_ _5"></span>badań <span class="_ _5"></span>ustawowych <span class="_ _5"></span>(dalej <span class="_ _0"></span>jako <span class="_ _5"></span>Badanie), <span class="_ _5"></span>z <span class="_ _5"></span>uwzględnieniem <span class="_ _0"></span>w<span class="_ _0"></span>szelkich <span class="_ _0"></span>wniosków<span class="_ _0"></span> <span class="_ _0"></span>i <span class="_ _5"></span>ustaleń <span class="_ _5"></span>K<span class="_ _5"></span><span class="ff6">omisj<span class="_ _0"></span>i </span></div><div class="t m0 x1 h10 y1259 ff8 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 h10 y125a ff8 fs4 fc2 sc0 ls0 ws0">Do kompetencji Komitetu Audytu należą, w szczególności:<span class="ff6"> </span></div><div class="t m0 x3c h4b y112 ffc fs4 fc2 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _36"> </span><span class="ff8">kontrolowanie <span class="_ _0"></span>i <span class="_ _0"></span>monitorowanie <span class="_ _0"></span>niezależności <span class="_ _0"></span>biegłego <span class="_ _0"></span>rewidenta <span class="_ _0"></span>i <span class="_ _0"></span>firmy au<span class="_ _0"></span>dytorskiej, w <span class="_ _0"></span>szczególno<span class="_ _0"></span>ści w<span class="_ _0"></span> <span class="_ _0"></span>przypadku, gdy <span class="_ _0"></span>na <span class="_ _0"></span>rzec<span class="_ _5"></span><span class="ff6 lse">z </span></span></span></div><div class="t m0 x3d h10 y113 ff8 fs4 fc2 sc0 ls0 ws0">Spółki świadczone są przez firmę audytorską inne<span class="_ _1"></span> usługi niż Badanie; <span class="ff6"> </span></div><div class="t m0 x3c h4b y125b ffc fs4 fc2 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _36"> </span><span class="ff8">przegląd z<span class="_ _0"></span>badanych przez au<span class="_ _0"></span>dytorów okresowych <span class="_ _0"></span>i rocznych <span class="_ _0"></span>sprawozdań finansowych <span class="_ _0"></span>Spółki (jednostkowyc<span class="_ _0"></span>h skonsolidowanych), </span></span></div><div class="t m0 x3d h10 ybc0 ff8 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _6"></span>sprawozdań <span class="_ _6"></span>(raportów) <span class="_ _6"></span>z <span class="_ _6"></span>badania <span class="_ _6"></span>(przeglądu) <span class="_ _5"></span>w<span class="_ _0"></span> <span class="_ _6"></span>szczególności <span class="_ _6"></span>w <span class="_ _6"></span>zakresie: <span class="_ _6"></span>zmian <span class="_ _5"></span>z<span class="_ _0"></span>asad <span class="_ _6"></span>polityki <span class="_ _6"></span>rachunkowości <span class="_ _6"></span>znaczących </div><div class="t m0 x3d h10 yda7 ff6 fs4 fc2 sc0 ls0 ws0">korektach <span class="_ _1e"> </span>wy<span class="ff8">nikających <span class="_ _1e"> </span>z <span class="_ _1e"> </span>Badania, <span class="_ _1e"> </span>zgodności <span class="_ _1e"> </span>z <span class="_ _1e"> </span>o<span class="_ _0"></span>bowiązującymi <span class="_ _1e"> </span>przepisami <span class="_ _1e"> </span>dotyczącymi <span class="_ _1e"> </span>prowadzenia <span class="_ _1e"> </span>rachunkowości </span></div><div class="t m0 x3d h10 y125c ff8 fs4 fc2 sc0 ls0 ws0">sprawozdawczości finansowej;<span class="ff6"> </span></div><div class="t m0 x3c h4b y2ac ffc fs4 fc2 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _36"> </span><span class="ff8">informowanie Rady <span class="_ _1"></span>Nadzorczej S<span class="_ _1"></span>półki o <span class="_ _10"></span>wynikach Badania <span class="_ _1"></span>oraz wyjaśni<span class="_ _1"></span>anie, w <span class="_ _10"></span>jaki sposób <span class="_ _1"></span>Badanie <span class="_ _1"></span>to przyczyniło <span class="_ _1"></span>się <span class="_ _1"></span>do <span class="_ _1"></span>rzetelno<span class="_ _0"></span>ści </span></span></div><div class="t m0 x3d h10 y2af ff8 fs4 fc2 sc0 ls0 ws0">sprawozdawczości finansowej Spółki, a także jaka była rola Komitetu w procesie<span class="_ _1"></span> Badania; <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3c h4b y69c ffc fs4 fc2 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _36"> </span><span class="ff8">dokonywanie  oceny  niezależności  bi<span class="_ _1"></span>egłego  rewidenta <span class="_ _12"> </span>oraz  wyrażanie  zgody  na <span class="_ _12"> </span>świadczenie  przez  niego  dozwolonych  u<span class="_ _1"></span>sług </span></span></div><div class="t m0 x3d h10 y5de ff8 fs4 fc2 sc0 ls0 ws0">niebędących Badaniem; <span class="ff6"> </span></div><div class="t m0 x3c h4b y125d ffc fs4 fc2 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _36"> </span><span class="ff8">opraco<span class="_ _0"></span>wywanie <span class="_ _14"> </span>polityki <span class="_ _14"> </span>i <span class="_ _14"> </span>procedury <span class="_ _13"> </span>wyboru <span class="_ _14"> </span>firmy <span class="_ _14"> </span>audytorskiej <span class="_ _13"> </span>do <span class="_ _14"> </span>przeprowadzania <span class="_ _13"> </span>Badania <span class="_ _14"> </span>z <span class="_ _13"> </span>uwzględnieniem <span class="_ _14"> </span>wymogów </span></span></div><div class="t m0 x3d h10 y1024 ff6 fs4 fc2 sc0 ls0 ws0">ustawowych;  </div><div class="t m0 x3c h4b ycff ffc fs4 fc2 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _36"> </span><span class="ff8">opraco<span class="_ _0"></span>wywanie <span class="_ _6"></span>polityki <span class="_ _7"> </span>świadczenia <span class="_ _7"> </span>przez <span class="_ _12"> </span>firmę <span class="_ _6"></span>audytorską <span class="_ _7"> </span>przeprowadzając<span class="_ _0"></span>ą <span class="_ _7"> </span>Badanie, <span class="_ _7"> </span>przez <span class="_ _7"> </span>podmioty <span class="_ _7"> </span>powiązane <span class="_ _7"></span>z <span class="_ _7"> </span>tą <span class="_ _12"> </span>firmą </span></span></div><div class="t m0 x3d h10 y125e ff8 fs4 fc2 sc0 ls0 ws0">audytorską <span class="_ _6"></span>oraz <span class="_ _6"></span>przez <span class="_ _6"></span>członka <span class="_ _6"></span>sieci <span class="_ _5"></span>firmy <span class="_ _6"></span>audytorskiej <span class="_ _6"></span>dozwolonych <span class="_ _6"></span>usług <span class="_ _6"></span>niebędących <span class="_ _6"></span>Badaniem <span class="_ _6"></span>z <span class="_ _6"></span>uwzględnieniem <span class="_ _5"></span>wymo<span class="_ _0"></span>gów </div><div class="t m0 x3d h10 y55a ff6 fs4 fc2 sc0 ls0 ws0">ustawowych <span class="_ _5"></span>o<span class="_ _0"></span>raz <span class="_ _5"></span>p<span class="ff8">rzedstawianie <span class="_ _5"></span>R<span class="_ _0"></span>adzie <span class="_ _5"></span>Nadzorczej <span class="_ _5"></span>rekomendacji <span class="_ _6"></span>w <span class="_ _5"></span>sprawach <span class="_ _5"></span>dotyczących <span class="_ _5"></span>powołania <span class="_ _6"></span>bie<span class="_ _1"></span>głych <span class="_ _5"></span>rewidentów <span class="_ _6"></span>lub </span></div><div class="t m0 x3d h10 y10af ff8 fs4 fc2 sc0 ls0 ws0">firm audytorskich, zgodnie z politykami, o których mowa powyżej;<span class="ff6"> </span></div><div class="t m0 x1 h10 y125f ff8 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="_ _5"></span><span class="ff6">nsowej </span></div><div class="t m0 x1 h10 ye7 ff8 fs4 fc2 sc0 ls0 ws0">oraz opracowanie corocznego harmonogramu działań, określającego podstawowe obowiązki Komitetu<span class="_ _1"></span> w danym roku obrotowym.<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y1260 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _15"> </span>2024 <span class="_ _15"> </span>r. <span class="_ _15"> </span>odbyło <span class="_ _15"> </span>się <span class="_ _15"> </span>sześć <span class="_ _15"> </span>posiedzeń <span class="_ _23"> </span>Ko<span class="_ _0"></span>mitetu <span class="_ _15"> </span>Audytu. <span class="_ _23"> </span>Ko<span class="_ _0"></span>mitet <span class="_ _23"> </span>o<span class="_ _0"></span>bradował <span class="_ _15"> </span>także <span class="_ _15"> </span>przy <span class="_ _15"> </span>wykorzystaniu <span class="_ _15"> </span>środków <span class="_ _15"> </span>bezpośredniego </div><div class="t m0 x1 h10 y15b ff8 fs4 fc2 sc0 ls0 ws0">porozumiewania <span class="_ _5"></span>się <span class="_ _5"></span>na <span class="_ _5"></span>odległość. <span class="_ _6"></span>W <span class="_ _0"></span>posiedzeniach <span class="_ _5"></span>Komitetu <span class="_ _5"></span>Au<span class="_ _0"></span>dytu <span class="_ _6"></span>brało <span class="_ _0"></span>udział <span class="_ _5"></span>3 <span class="_ _6"></span><span class="ff6">- <span class="_ _5"></span></span>4 <span class="_ _5"></span>czło<span class="_ _0"></span>nków<span class="ff6"> <span class="_ _5"></span>Komitetu <span class="_ _5"></span>Audytu. <span class="_ _5"></span></span>Ogólna <span class="_ _5"></span>fr<span class="_ _0"></span>ekwencja <span class="_ _5"></span>na </div><div class="t m0 x1 h10 y1261 ff8 fs4 fc2 sc0 ls0 ws0">posiedzeniach Komitetu Audytu wyniosła w 2024 roku 100%. <span class="ff6"> </span></div><div class="t m0 x1 h10 y1fc ff8 fs4 fc2 sc0 ls0 ws0">Podczas <span class="_ _10"></span>posiedzeń <span class="_ _10"></span>Komitet A<span class="_ _1"></span>udytu <span class="_ _10"></span>dokonywał<span class="_ _0"></span> <span class="_ _10"></span>przeglądu <span class="_ _1"></span>raportu <span class="_ _10"></span>rocz<span class="_ _0"></span>nego <span class="_ _10"></span>Audytora <span class="_ _10"></span>Wewnętrznego <span class="_ _1"></span>oraz <span class="_ _10"></span>raportów A<span class="_ _1"></span>udytora <span class="_ _10"></span>Wewnętrzne<span class="_ _5"></span><span class="ff6">go </span></div><div class="t m0 x1 h10 yd42 ff8 fs4 fc2 sc0 ls0 ws0">z  bieżących <span class="_ _12"> </span>zadań  audytowych,  rocznego  jednostkowego  sp<span class="_ _1"></span>rawozdania  finansowego  Spółki <span class="_ _12"> </span>za  rok  2023,  rocznego  s<span class="_ _1"></span>konsolidowanego </div><div class="t m0 x1 h10 ye0f ff6 fs4 fc2 sc0 ls0 ws0">spra<span class="ff8">wozdania <span class="_ _7"> </span>finansowego <span class="_ _12"> </span>Grupy <span class="_ _7"> </span>Kapitałow<span class="_ _0"></span>ej <span class="_ _7"> </span>za <span class="_ _12"> </span>rok <span class="_ _12"> </span>2023, <span class="_ _7"> </span>sprawozdania <span class="_ _12"> </span>Zarządu <span class="_ _7"> </span>za <span class="_ _12"> </span>ww. <span class="_ _12"> </span>okres <span class="_ _7"></span>oraz <span class="_ _12"> </span>opinii <span class="_ _7"></span>i <span class="_ _12"> </span>raportu <span class="_ _7"> </span>biegłego <span class="_ _12"> </span>do <span class="_ _7"> </span>ww<span class="_ _0"></span>. </span></div><div class="t m0 x1 h10 y10d2 ff8 fs4 fc2 sc0 ls0 ws0">sprawozdań. <span class="_ _6"></span>Ponadto, <span class="_ _6"></span>Ko<span class="_ _0"></span>mitet <span class="_ _6"></span>Audytu <span class="_ _6"></span>zapoznawał <span class="_ _6"></span>się <span class="_ _6"></span>z <span class="_ _7"> </span>bieżącą <span class="_ _6"></span>informacją <span class="_ _6"></span>dotycz<span class="_ _0"></span>ącą <span class="_ _6"></span>przebiegu <span class="_ _6"></span>istotnych <span class="_ _6"></span>procesów, <span class="_ _6"></span>procedur <span class="_ _6"></span>i <span class="_ _6"></span>dz<span class="_ _5"></span>iałań<span class="_ _0"></span> </div><div class="t m0 x1 h10 y1084 ff6 fs4 fc2 sc0 ls0 ws0">o<span class="ff8">peracyjnych Spółki oraz Grupy.</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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">149<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y69 ff8 fs4 fc2 sc0 ls0 ws0">Została dokonana ocena niezależności tej firmy aud<span class="_ _1"></span>ytorskiej.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3c h4b y1262 ffc fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _24"> </span><span class="ff5">Opis polityk dotyczących wyboru firmy audytorskiej i świad<span class="_ _1"></span>czenia usług dozwolonych<span class="ff7"> </span></span></span></div><div class="t m0 x3d h22 y1263 ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1264 ff8 fs4 fc2 sc0 ls0 ws0">Komitet Au<span class="_ _1"></span>dytu Spółki <span class="_ _1"></span>w dniu<span class="_ _1"></span> 14 listopada <span class="_ _10"></span>2024 r. przyjął nową pol<span class="_ _1"></span>itykę <span class="_ _1"></span>i procedurę <span class="_ _10"></span>w<span class="_ _0"></span>yboru firmy <span class="_ _1"></span>audytorskiej d<span class="_ _1"></span>o przeprowadze<span class="ff6">nia badania </span></div><div class="t m0 x1 h10 y1265 ff8 fs4 fc2 sc0 ls0 ws0">sprawozdań finansowych.  <span class="ff6"> </span></div><div class="t m0 x1 h10 y1266 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1267 ff8 fs4 fc2 sc0 ls0 ws0">Główne <span class="_ _10"></span>z<span class="_ _0"></span>ałożenia <span class="_ _10"></span>polityki <span class="_ _1"></span>wyboru <span class="_ _1"></span>firmy <span class="_ _10"></span>audytorskiej oraz <span class="_ _10"></span>polityki <span class="_ _10"></span>ś<span class="_ _0"></span>wiadczenia <span class="_ _10"></span>przez firmę <span class="_ _10"></span>audytorską oraz <span class="_ _10"></span>osoby <span class="_ _1"></span>z <span class="_ _1"></span>nią <span class="_ _10"></span>związan<span class="_ _0"></span><span class="ff6">e d<span class="_ _1"></span>ozwolonych </span></div><div class="t m0 x1 h10 ye5e ff8 fs4 fc2 sc0 ls0 ws0">usług niebędących badaniem uwzględniają m.in.:<span class="ff6"> </span></div><div class="t m0 x1 h4b y476 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff8">możliwość zape<span class="_ _1"></span>wnienia <span class="_ _10"></span>świadczenia <span class="_ _10"></span>pełnego <span class="_ _1"></span>zakresu <span class="_ _10"></span>usług w <span class="_ _10"></span>odniesieniu <span class="_ _10"></span>do <span class="_ _1"></span>badania <span class="_ _10"></span>ustawowego, <span class="_ _1"></span>o <span class="_ _1"></span>którym <span class="_ _10"></span>mowa <span class="_ _10"></span>w<span class="_ _5"></span><span class="ff6"> art. <span class="_ _1"></span>2 <span class="_ _10"></span>pkt <span class="_ _10"></span>1) Ust<span class="_ _1"></span>awy </span></span></span></div><div class="t m0 x58 h10 y1268 ff8 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 h4b y103a ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff8">dotychczasowe <span class="_ _0"></span>doświadczenie firmy audytorskiej w badaniu s<span class="_ _0"></span>prawozdań jednostek o <span class="_ _0"></span>podobnym do <span class="_ _0"></span>Spółki profilu działalności i <span class="_ _0"></span>bad<span class="_ _5"></span><span class="ff6">aniu </span></span></span></div><div class="t m0 x58 h10 y9db ff6 fs4 fc2 sc0 ls0 ws0">ustawowym jednostek zainteresowania publicznego; </div><div class="t m0 x1 h4b y11f7 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff8">cenę zaproponowaną przez firmę audytorską;<span class="ff6"> </span></span></span></div><div class="t m0 x1 h4b y1269 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff8">renomę firmy audytorskiej, doświadczenie zawodowe i kwalifikacje kluczowego biegłego rewidenta;<span class="ff6"> </span></span></span></div><div class="t m0 x1 h4b yefe ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff8">potwierdzenie <span class="_ _1d"> </span>niezależności <span class="_ _1d"> </span>firmy <span class="_ _f"> </span>aud<span class="_ _1"></span>ytorskiej <span class="_ _1d"> </span>do <span class="_ _1d"> </span>badania <span class="_ _f"> </span>ustawowego <span class="_ _1d"> </span>na <span class="_ _1d"> </span>etapie <span class="_ _1d"> </span>Procedury <span class="_ _1d"> </span>jej <span class="_ _1d"> </span>w<span class="_ _0"></span>yboru, <span class="_ _1d"> </span>zgodnie <span class="_ _5"></span><span class="ff6"> </span></span></span></div><div class="t m0 x58 h10 y126a ff8 fs4 fc2 sc0 ls0 ws0">z Ustawą o biegłych rewidentach;<span class="ff6"> </span></div><div class="t m0 x1 h4b yeaf ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff8">firma  au<span class="_ _1"></span>dytorska <span class="_ _12"> </span>i <span class="_ _12"> </span>osoby  z <span class="_ _12"> </span>nią <span class="_ _12"> </span>związane <span class="_ _12"> </span>nie <span class="_ _12"> </span>świadczą  b<span class="_ _1"></span>ezpośrednio <span class="_ _12"> </span>ani  pośredn<span class="_ _1"></span>io <span class="_ _12"> </span>na <span class="_ _12"> </span>rzecz  Spółki <span class="_ _12"> </span>i <span class="_ _12"> </span>spółek <span class="_ _12"> </span>powiązanych,  żadnych<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x58 h10 yd82 ff8 fs4 fc2 sc0 ls0 ws0">zabronionych usług niebędących badaniem sprawozdań finansowych ani czynności re<span class="_ _1"></span>wizji finansowej;<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h4b y126b ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _f"> </span><span class="ff6">pozyskane <span class="_ _5"></span>od <span class="_ _6"></span>Firmy <span class="_ _0"></span>audytorskiej<span class="_ _0"></span> <span class="_ _5"></span>informacje <span class="_ _5"></span>o <span class="_ _5"></span>w<span class="_ _0"></span>nioskach <span class="_ _5"></span>i <span class="_ _6"></span>ustaleniach <span class="_ _0"></span>z <span class="_ _6"></span>przeprowadzonej <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _5"></span>Firmie <span class="_ _5"></span>au<span class="_ _0"></span>dytorskiej <span class="_ _5"></span>kontroli <span class="_ _5"></span>przez <span class="_ _6"></span>P<span class="_ _0"></span><span class="ff8">ol<span class="_ _0"></span>ską </span></span></span></div><div class="t m0 x58 h10 y1074 ff8 fs4 fc2 sc0 ls0 ws0">Agencję Nadzoru <span class="_ _0"></span>Au<span class="_ _0"></span>dytowego (<span class="_ _0"></span>dalej <span class="_ _0"></span>jako: <span class="_ _0"></span>„PANA&quot;) l<span class="_ _0"></span>ub i<span class="_ _0"></span>nformacje <span class="_ _0"></span>potwierdzające, że <span class="_ _0"></span>Firma <span class="_ _0"></span>audytorska <span class="_ _0"></span>nie <span class="_ _0"></span>jest <span class="_ _0"></span>i <span class="_ _0"></span>nie <span class="_ _0"></span>była <span class="_ _0"></span>prze<span class="_ _0"></span>dmiotem </div><div class="t m0 x58 h10 y126c ff8 fs4 fc2 sc0 ls0 ws0">kontroli <span class="_ _14"> </span>PANA, <span class="_ _13"> </span>informację <span class="_ _13"> </span>o <span class="_ _13"> </span>braku <span class="_ _14"> </span>nałożonych <span class="_ _13"> </span>kar <span class="_ _14"> </span>w <span class="_ _13"> </span>przeszłości <span class="_ _14"> </span>przez <span class="_ _13"> </span>PANA, <span class="_ _13"> </span>zapewnienie<span class="_ _1"></span> <span class="_ _13"> </span>o<span class="_ _0"></span><span class="ff6"> </span>braku <span class="_ _13"> </span>prowadzonych <span class="_ _14"> </span>postępowań<span class="_ _0"></span> </div><div class="t m0 x58 h10 y126d ff6 fs4 fc2 sc0 ls0 ws0">dyscyplinarnyc<span class="ff8">h przez PANA wz<span class="_ _0"></span>ględem członków zespołu audytowego realizującego Ba<span class="_ _0"></span>danie ustawowe, a <span class="_ _0"></span>także o braku nało<span class="_ _0"></span>żonych kar </span></div><div class="t m0 x58 h10 y1230 ff8 fs4 fc2 sc0 ls0 ws0">w <span class="_ _7"> </span>postępowaniu <span class="_ _7"></span>dyscyplinarnym <span class="_ _12"> </span>przez <span class="_ _6"></span>PANA <span class="_ _7"> </span>na <span class="_ _7"> </span>któ<span class="_ _0"></span>regokolwiek <span class="_ _7"> </span>z<span class="_ _0"></span><span class="ff6"> </span>członków <span class="_ _7"> </span>zespołu <span class="_ _12"> </span>audytowego <span class="_ _6"></span>realizującego <span class="_ _7"> </span>Badanie <span class="_ _7"> </span>ustawow<span class="_ _0"></span>e <span class="_ _7"></span>i </div><div class="t m0 x58 h10 y126e ff8 fs4 fc2 sc0 ls0 ws0">zapewnienie, <span class="_ _5"></span>że <span class="_ _6"></span>wedle<span class="ff6"> <span class="_ _5"></span></span>najlepsze<span class="_ _0"></span>j <span class="_ _5"></span>w<span class="_ _0"></span>iedzy <span class="_ _5"></span>Firmy <span class="_ _6"></span>audytorskiej <span class="_ _5"></span>nie <span class="_ _6"></span>występują <span class="_ _5"></span>okoliczności <span class="_ _5"></span>w<span class="_ _0"></span>pływające <span class="_ _6"></span>na <span class="_ _0"></span>ut<span class="_ _0"></span>ratę <span class="_ _6"></span>przez <span class="_ _5"></span>Firmę <span class="_ _5"></span>au<span class="_ _0"></span>dytorską </div><div class="t m0 x58 h10 y304 ff8 fs4 fc2 sc0 ls0 ws0">uprawnień do przeprowadzania badań ustawowych.<span class="ff6"> </span></div><div class="t m0 x1 h10 y4ab ff8 fs4 fc2 sc0 ls0 ws0">Komitet <span class="_ _10"></span>Audytu <span class="_ _1"></span>na <span class="_ _10"></span>etapie przyg<span class="_ _1"></span>otowywania re<span class="_ _1"></span>komendacji <span class="_ _10"></span>dla <span class="_ _1"></span>Rady <span class="_ _10"></span>Nadzorczej <span class="_ _1"></span>uwzględnia <span class="_ _10"></span>obowiązujące p<span class="_ _1"></span>rzepisy <span class="_ _10"></span>prawa, a <span class="_ _10"></span>zwłaszcza<span class="_ _0"></span><span class="ff6"> <span class="_ _1"></span><span class="ff8">Ustawę </span></span></div><div class="t m0 x1 h10 y1233 ff8 fs4 fc2 sc0 ls0 ws0">o <span class="_ _13"> </span>biegłych <span class="_ _14"> </span>rewidentach <span class="_ _13"> </span>oraz <span class="_ _13"> </span>kieruje <span class="_ _14"> </span>się <span class="_ _13"> </span>wytycznymi <span class="_ _13"> </span>dotyczącymi <span class="_ _13"> </span>wyboru <span class="_ _14"> </span>audytora <span class="_ _13"> </span>zawartymi <span class="_ _13"> </span>w <span class="_ _13"> </span>polityce <span class="_ _14"> </span>dotycz<span class="_ _0"></span>ącej <span class="_ _14"> </span>wyboru <span class="_ _13"> </span>firmy<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y105f ff8 fs4 fc2 sc0 ls0 ws0">audytorskiej. <span class="_ _6"></span>Rekomendacja <span class="_ _7"></span>zostaje <span class="_ _7"> </span>sporządzona <span class="_ _7"> </span>w <span class="_ _7"> </span>następstwie <span class="_ _7"> </span>przeprowadzonej <span class="_ _7"> </span>procedury <span class="_ _7"></span>wyboru <span class="_ _7"> </span>spełniającej <span class="_ _7"> </span>obowiązujące <span class="_ _12"> </span>kryte<span class="_ _0"></span><span class="ff6">ria </span></div><div class="t m0 x1 h10 y126f ff8 fs4 fc2 sc0 ls0 ws0">zgodnie z regulacjami wewnętrznymi Spółki.<span class="ff6"> </span></div><div class="t m0 x1 h10 y1270 ff8 fs4 fc2 sc0 ls0 ws0">Komitet Audytu stosuje mechanizm rotacji podmiotu uprawni<span class="_ _1"></span>onego do badania, który przewiduje, że:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x3c h4b y697 ff6 fs4 fc2 sc0 ls6 ws0">1.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff8">maksymalny <span class="_ _6"></span>czas <span class="_ _6"></span>nieprzerwanego <span class="_ _6"></span>trwania <span class="_ _6"></span>zleceń <span class="_ _5"></span>Badania <span class="_ _6"></span>ustawow<span class="_ _0"></span>ego <span class="_ _6"></span>przeprowadzanych <span class="_ _6"></span>przez <span class="_ _5"></span>tą <span class="_ _6"></span>samą <span class="_ _6"></span>Firmę <span class="_ _6"></span>audytorską <span class="_ _6"></span>lub </span></span></div><div class="t m0 x3d h10 ya20 ff8 fs4 fc2 sc0 ls0 ws0">Firmę audytorską <span class="_ _0"></span>powiązaną <span class="_ _0"></span>z <span class="_ _0"></span>tą<span class="_ _0"></span> <span class="_ _0"></span>Firmą a<span class="_ _0"></span>udytorską <span class="_ _0"></span>lub <span class="_ _0"></span>jakiegokolwiek <span class="_ _0"></span>członka <span class="_ _0"></span>sieci działając<span class="_ _0"></span>ej w<span class="_ _5"></span><span class="ff6"> </span>państwach <span class="_ _0"></span>Unii <span class="_ _0"></span>Europejskiej, <span class="_ _0"></span>do </div><div class="t m0 x3d h10 y1271 ff8 fs4 fc2 sc0 ls0 ws0">której należy ta Firma audytorska, nie może przekraczać 10 lat;<span class="ff6"> </span></div><div class="t m0 x3c h4b y1114 ff6 fs4 fc2 sc0 ls6 ws0">2.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff8">po <span class="_ _5"></span>upływie <span class="_ _5"></span>maksymalnego <span class="_ _5"></span>czasu <span class="_ _5"></span>trwania <span class="_ _5"></span>zlecenia <span class="_ _5"></span>Badania <span class="_ _5"></span>ustawowego, <span class="_ _5"></span>zgodnie <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _5"></span>pkt <span class="_ _5"></span>1) <span class="_ _5"></span>powyżej, <span class="_ _5"></span>Firma <span class="_ _5"></span>audytorska <span class="_ _5"></span>ani <span class="_ _5"></span>żaden <span class="_ _5"></span>z </span></span></div><div class="t m0 x3d h10 y903 ff8 fs4 fc2 sc0 ls0 ws0">członków <span class="_ _5"></span>sieci <span class="_ _5"></span>danej <span class="_ _5"></span>Firmy <span class="_ _6"></span>audytorskiej <span class="_ _0"></span>działając<span class="_ _0"></span>ej <span class="_ _5"></span>w <span class="_ _5"></span>ramach <span class="_ _5"></span>U<span class="_ _0"></span>nii <span class="_ _5"></span>Europejskiej <span class="_ _6"></span>ni<span class="_ _1"></span>e <span class="_ _5"></span>podejmuje <span class="_ _5"></span>Bad<span class="_ _0"></span>ania <span class="_ _5"></span>ustawowego <span class="_ _5"></span>w <span class="_ _6"></span>Spółce <span class="_ _0"></span>w </div><div class="t m0 x3d h10 y1115 ff6 fs4 fc2 sc0 ls0 ws0">okresie kolejnych 4 lat; </div><div class="t m0 x3c h4b y1272 ff6 fs4 fc2 sc0 ls6 ws0">3.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff8">kluczowy biegły rewident nie może przeprowadzać badania ustawowego przez okres dłuższy niż 5 lat;<span class="ff6"> </span></span></span></div><div class="t m0 x3c h4b y1116 ff6 fs4 fc2 sc0 ls6 ws0">4.<span class="ff2 ls0"> <span class="_ _27"> </span><span class="ff8">kluczowy  biegły <span class="_ _12"> </span>rewident  może  ponownie  przeprowadzać  b<span class="_ _1"></span>adanie  ustawowe  po <span class="_ _12"> </span>upływ<span class="_ _0"></span>ie  co  najmnie<span class="_ _1"></span>j  3  lat <span class="_ _12"> </span>od<span class="_ _0"></span>  zakończenia </span></span></div><div class="t m0 x3d h10 y1117 ff6 fs4 fc2 sc0 ls0 ws0">ostatniego badania ustawowego. </div><div class="t m0 x1 h10 y1273 ff8 fs4 fc2 sc0 ls0 ws0">Rada  N<span class="_ _1"></span>adzorcza <span class="_ _12"> </span>na  posied<span class="_ _1"></span>zeniu  w <span class="_ _12"> </span>dniu <span class="_ _12"> </span>19  lis<span class="_ _1"></span>topada <span class="_ _12"> </span>2019  r. <span class="_ _12"> </span>dokonała <span class="_ _12"> </span>wyboru  Pricewaterh<span class="_ _1"></span>ouseCoopers <span class="_ _12"> </span>Polska  sp. <span class="_ _12"> </span>z <span class="_ _12"> </span>o.o.  wpisaną <span class="_ _12"> </span>na<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y1119 ff8 fs4 fc2 sc0 ls0 ws0">podmiotów uprawnionych do badania sprawozdań finansowych pod numerem 144 do:<span class="ff6"> </span></div><div class="t m0 x1 h10 y417 ff6 fs4 fc2 sc0 ls0 ws0">1.  <span class="_ _15"> </span><span class="ff8">Przeglądu półrocznego skróconego sprawozdania finansowego Spółki za lata 2020 <span class="_ _0"></span>–</span> <span class="ls6">2022,</span> </div><div class="t m0 x1 h10 y48e ff6 fs4 fc2 sc0 ls0 ws0">2.  <span class="_ _15"> </span><span class="ff8">Przeglądu półrocznego skróconego skonsolidowanego sprawozdania finansowego Spółki za lata 2020 <span class="_ _0"></span>–</span> <span class="ls6">2022,</span> </div><div class="t m0 x1 h10 y1274 ff6 fs4 fc2 sc0 ls6 ws0">3.<span class="ls0"> <span class="_ _4"> </span><span class="ff8">Badania sprawozdania finansowego Spółki za lata 2020 –</span> </span>2022,<span class="ls0"> </span></div><div class="t m0 x1 h10 y651 ff6 fs4 fc2 sc0 ls0 ws0">4.  <span class="_ _15"> </span><span class="ff8">Badania skonsolidowanego sprawozdania finansowego Spółki za lata 2020 –</span> 2022,  </div><div class="t m0 x1 h10 y111b ff8 fs4 fc2 sc0 ls0 ws0">a w <span class="_ _10"></span>dniu 15 <span class="_ _10"></span>listopada 2022 <span class="_ _10"></span>r. na <span class="_ _1"></span>posiedzeniu <span class="_ _1"></span>dokonała p<span class="_ _1"></span>onownego <span class="_ _1"></span>wyboru Price<span class="_ _1"></span>waterhouseCoopers Polska <span class="_ _10"></span>sp. z <span class="_ _10"></span>o<span class="_ _0"></span>.o. <span class="_ _1"></span>wpisaną <span class="_ _1"></span>na <span class="_ _1"></span>po<span class="_ _0"></span>dmiotów </div><div class="t m0 x1 h10 y111c ff8 fs4 fc2 sc0 ls0 ws0">uprawnionych do badania sprawozdań finansowych pod numerem 144 do:<span class="ff6"> </span></div><div class="t m0 x1 h10 yc69 ff6 fs4 fc2 sc0 ls0 ws0">1.  <span class="_ _15"> </span><span class="ff8">Przeglądu półrocznego skróconego sprawozdania finansowego Spółki za lata 2023 <span class="_ _0"></span>–</span> <span class="ls6">2024,</span> </div><div class="t m0 x1 h10 y289 ff6 fs4 fc2 sc0 ls0 ws0">2.  <span class="_ _15"> </span><span class="ff8">Przeglądu półrocznego skróconego skonsolidowanego sprawozdania finansowego Spółki za lata 2023 <span class="_ _0"></span>–</span> <span class="ls6">2024,</span> </div><div class="t m0 x1 h10 y3c5 ff6 fs4 fc2 sc0 ls6 ws0">3.<span class="ls0"> <span class="_ _4"> </span><span class="ff8">Badania jednostkowego sprawozdania finansowego Spółki za lata 2023 –</span> </span>2024,<span class="ls0"> </span></div><div class="t m0 x1 h10 y1275 ff6 fs4 fc2 sc0 ls0 ws0">4.  <span class="_ _15"> </span><span class="ff8">Badania skonsolidowanego sprawozdania finansowego grupy kapitałowej Spółki za lata 2023 <span class="_ _0"></span>–</span> 2024.  </div><div class="t m0 x1 h10 y1276 ff8 fs4 fc2 sc0 ls0 ws0">W 2024 roku<span class="_ _1"></span> Price<span class="_ _1"></span>waterhouseCoopers Polska <span class="_ _1"></span>sp. z <span class="_ _1"></span>o.o. świadczy<span class="_ _1"></span>ł d<span class="_ _1"></span>odatkową usługę <span class="_ _1"></span>niebędącą <span class="_ _1"></span>badaniem sp<span class="_ _1"></span>rawozdań finansowych, tj. badał </div><div class="t m0 x1 h10 y90f ff8 fs4 fc2 sc0 ls0 ws0">sprawozdanie Rady Nadzorczej z wynagrodzeń członków organów za 2023 rok.<span class="ff6"> </span></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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">150<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x58 h71 y4e5 ff7 fs3 fc5 sc0 ls0 ws0">9.12.1.<span class="ff3"> <span class="_ _3"> </span><span class="ff5">OPIS POLITYKI RÓŻN<span class="_ _0"></span>ORODN<span class="_ _0"></span>OŚCI STOSOWANEJ<span class="_ _0"></span> DO ORGANÓW ADM<span class="_ _0"></span>INISTRUJĄCYCH, Z<span class="_ _0"></span>ARZĄDZAJĄCYCH <span class="_ _5"></span></span></span> </div><div class="t m0 x62 h11 y28d ff5 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 LUB </div><div class="t m0 x62 h11 yf8 ff5 fs3 fc5 sc0 ls0 ws0">WYKSZTAŁCENIE I DOŚ<span class="_ _0"></span>WIADCZEN<span class="_ _0"></span>IE ZAWODOWE, CELÓW <span class="_ _0"></span>TEJ POLITYKI RÓŻN<span class="_ _0"></span>ORODNOŚ<span class="_ _0"></span>CI, SPOSOBU J<span class="_ _5"></span><span class="ff7 ls59">EJ </span></div><div class="t m0 x62 h11 y1277 ff5 fs3 fc5 sc0 ls0 ws0">REALIZACJI ORAZ SKUTK<span class="_ _0"></span>ÓW W DANYM OKRE<span class="_ _0"></span>SIE SPRAWO<span class="_ _0"></span>ZDAWCZYM <span class="_ _0"></span><span class="ff7"> </span></div><div class="t m0 x1 h10 y1036 ff8 fs4 fc2 sc0 ls0 ws0">W Spółce nie została przyjęta Polityka Różnorodności.<span class="ff6"> </span></div><div class="t m0 x1 h10 y1278 ff8 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 h10 ydfb ff8 fs4 fc2 sc0 ls0 ws0">różnorodności:<span class="ff6"> </span></div><div class="t m0 x1 h4b y1279 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff12">Zasada 2.1. - <span class="_ _1"></span><span class="ff11">Spółka powin<span class="_ _1"></span>na posiadać <span class="_ _1"></span>politykę różnorodności<span class="_ _1"></span> wobec zarządu <span class="_ _1"></span>oraz rady <span class="_ _1"></span>nadzorczej, <span class="_ _10"></span>p<span class="_ _0"></span>rzyjętą odpowiednio przez <span class="_ _1"></span>radę </span></span></span></div><div class="t m0 x3c h102 y127a ff11 fs4 fc2 sc0 ls0 ws0">nadzorczą <span class="_ _5"></span>lub <span class="_ _5"></span>walne <span class="_ _0"></span>zg<span class="_ _0"></span>romadzenie. <span class="_ _0"></span>Polityka <span class="_ _5"></span>różnorodności <span class="_ _5"></span>określa <span class="_ _5"></span>cele <span class="_ _0"></span>i <span class="_ _5"></span>kryteria <span class="_ _5"></span>różnorodności <span class="_ _5"></span>m.in. <span class="_ _5"></span>w <span class="_ _5"></span>takich <span class="_ _5"></span>obszarach <span class="_ _5"></span>jak <span class="_ _5"></span>p<span class="_ _6"></span><span class="ls5a">łe</span>ć, </div><div class="t m0 x3c h102 yf61 ff11 fs4 fc2 sc0 ls0 ws0">kierunek <span class="_ _18"> </span>wykszta<span class="_ _0"></span>łcenia, <span class="_ _18"> </span>specjalistyczna <span class="_ _18"> </span>wiedza<span class="_ _0"></span>, <span class="_ _18"> </span>wiek <span class="_ _18"> </span>o<span class="_ _0"></span>raz <span class="_ _18"> </span>do<span class="_ _0"></span>świadczenie <span class="_ _18"> </span>zawodowe, <span class="_ _17"> </span>a <span class="_ _19"> </span>takż<span class="_ _0"></span>e <span class="_ _18"> </span>wska<span class="_ _0"></span>zuje <span class="_ _18"> </span>termin <span class="_ _18"> </span>i <span class="_ _18"> </span>s<span class="_ _0"></span>posób </div><div class="t m0 x3c h102 y127b ff11 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 x3c h22 y127c ff11 fs4 fc2 sc0 ls0 ws0">spółki jest udział mniejszości w danym organie na poziomie nie niższym niż 30%.<span class="ff7"> </span></div><div class="t m0 x3c h10 yd80 ff8 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="_ _10"></span>o<span class="_ _0"></span>raz rady <span class="_ _10"></span>nadzorczej co <span class="_ _1"></span>uniemożliwia formalne<span class="_ _1"></span> <span class="_ _1"></span>okr<span class="_ _0"></span>eślenie: </div><div class="t m0 x3c h10 y127d ff8 fs4 fc2 sc0 ls0 ws0">celów, kryteriów oraz terminu i sposobu<span class="_ _1"></span> monitorowania realizacji celów.<span class="ff6"> </span></div><div class="t m0 x3c h10 ya67 ff8 fs4 fc2 sc0 ls0 ws0">Mimo braku <span class="_ _1"></span>formalnej polityki <span class="_ _10"></span>ró<span class="_ _0"></span>żnorodności, Spółka dąży d<span class="_ _1"></span>o utrzymania <span class="_ _1"></span>zróżnicowanego składu <span class="_ _1"></span>organów w sp<span class="_ _1"></span>osób uwzględniający <span class="ff6">jej </span></div><div class="t m0 x3c h10 ydc3 ff8 fs4 fc2 sc0 ls0 ws0">potrzeby i specyfikę działalności.<span class="ff6"> </span></div><div class="t m0 x3c h10 y127e ff8 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 x3c h10 y127f ff8 fs4 fc2 sc0 ls0 ws0">zmieniających się wymagań rynkowych i oczekiwań interesariuszy.<span class="ff6"> </span></div><div class="t m0 x1 h4b y861 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff12">Zasada  2.2.  -  <span class="ff11">Osoby <span class="_ _12"> </span>podejmujące  decyzje  w  sprawie <span class="_ _12"> </span>wyboru  członków  zarządu  lu<span class="_ _1"></span>b  rady  na<span class="_ _1"></span>dzorczej  spółki  powinny <span class="_ _12"> </span>zapewnić </span></span></span></div><div class="t m0 x3c h102 y112f ff11 fs4 fc2 sc0 ls0 ws0">wszechstronność <span class="_ _7"> </span>tych <span class="_ _7"> </span>organów <span class="_ _7"> </span>poprzez <span class="_ _7"> </span>wyb<span class="_ _0"></span>ór <span class="_ _6"> </span>d<span class="_ _0"></span>o <span class="_ _7"> </span>ich <span class="_ _7"> </span>składu <span class="_ _7"> </span>osób <span class="_ _12"> </span>zapewniającyc<span class="_ _1"></span>h <span class="_ _7"> </span>różnorodność, <span class="_ _7"> </span>umożliwiając <span class="_ _7"> </span>m.in. <span class="_ _7"> </span>osiągnięcie </div><div class="t m0 x3c h102 y575 ff11 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="_ _10"></span>niżs<span class="_ _0"></span>zym niż <span class="_ _10"></span>30%<span class="_ _0"></span>, zgodnie <span class="_ _10"></span>z celami określonymi </div><div class="t m0 x3c h22 y1280 ff11 fs4 fc2 sc0 ls0 ws0">w przyjętej polityce różnorodności, o której mowa w zasadzie 2.1.<span class="ff7"> </span></div><div class="t m0 x3c h10 y1281 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h10 y10b7 ff8 fs4 fc2 sc0 ls0 ws0">Przy <span class="_ _6"></span>wyborze <span class="_ _7"></span>członków <span class="_ _6"></span>organów <span class="_ _6"></span>Spółka <span class="_ _6"></span>kieruje <span class="_ _7"></span>się <span class="_ _6"></span>różnorodnym<span class="_ _0"></span>i <span class="_ _6"></span>kryteriami, <span class="_ _6"></span>obejmującymi <span class="_ _7"></span>kierunek <span class="_ _6"></span>wykształcenia, <span class="_ _6"></span>specjalistyczn<span class="_ _5"></span><span class="lsa">ą </span></div><div class="t m0 x3c h10 y1282 ff8 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 x3c h10 yed1 ff8 fs4 fc2 sc0 ls0 ws0">Kryteria, <span class="_ _6"></span>takie <span class="_ _7"> </span>jak <span class="_ _7"> </span>wiek <span class="_ _7"> </span>czy <span class="_ _7"> </span>płeć<span class="_ _0"></span> <span class="_ _7"></span>nie <span class="_ _7"></span>są <span class="_ _7"></span>decydujące <span class="_ _7"></span>podczas <span class="_ _6"></span>w<span class="_ _0"></span>yboru, <span class="_ _7"></span>jednak <span class="_ _7"></span>Spółka <span class="_ _7"> </span>stara <span class="_ _7"></span>się <span class="_ _7"> </span>uwzględniać <span class="_ _7"></span>je <span class="_ _7"></span>w <span class="_ _7"> </span>procesie <span class="_ _7"> </span>rekruta<span class="_ _5"></span><span class="ff6">cji <span class="_ _7"> </span>i </span></div><div class="t m0 x3c h10 y1283 ff8 fs4 fc2 sc0 ls0 ws0">nominacji, analizując aktualne możliwości rynku pracy.<span class="ff6"> </span></div><div class="t m0 x3c h10 y673 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x58 h71 y728 ff7 fs3 fc5 sc0 ls0 ws0">9.12.2.<span class="ff3"> <span class="_ _3"> </span><span class="ff5">UMOWY MIĘDZY SP<span class="_ _0"></span>ÓŁKAMI <span class="_ _0"></span>Z GRUPY KAPITAŁOWEJ<span class="_ _0"></span> A OSOBAMI ZARZĄ<span class="_ _0"></span>DZAJĄCYMI PR<span class="_ _0"></span>ZEWIDUJĄCE </span></span></div><div class="t m0 x62 h11 y393 ff7 fs3 fc5 sc0 ls0 ws0">REKOMPENSATY<span class="_ _0"></span> </div><div class="t m0 x1 h10 y1284 ff8 fs4 fc2 sc0 ls0 ws0">Emitent <span class="_ _5"></span>o<span class="_ _0"></span>raz <span class="_ _6"></span>spółki <span class="_ _5"></span>zależne <span class="_ _6"></span>nie <span class="_ _5"></span>zawierały <span class="_ _6"></span>z <span class="_ _5"></span>osobami <span class="_ _6"></span>zarządzającymi <span class="_ _5"></span>umów<span class="_ _0"></span> <span class="_ _6"></span>przewidujących <span class="_ _5"></span>rekompensatę <span class="_ _5"></span>w <span class="_ _6"></span>przypadku <span class="_ _5"></span>ich <span class="_ _6"></span>rezygnacj<span class="_ _5"></span><span class="ff6">i <span class="_ _6"></span>lub </span></div><div class="t m0 x1 h10 y1285 ff6 fs4 fc2 sc0 ls0 ws0">zwolnienia <span class="_ _10"></span>z zajmowanego <span class="_ _10"></span>stanow<span class="_ _0"></span>iska <span class="_ _10"></span>bez <span class="ff8">ważnej <span class="_ _1"></span>przyczyny <span class="_ _10"></span>lub w <span class="_ _10"></span>przypadku, gdy <span class="_ _10"></span>ich odwołanie <span class="_ _10"></span>lub zwolnien<span class="_ _1"></span>ie <span class="_ _1"></span>nastąpi <span class="_ _10"></span>z<span class="_ _0"></span> <span class="_ _1"></span>powodu <span class="_ _10"></span>połąc<span class="_ _0"></span>zenia </span></div><div class="t m0 x1 h10 yacd ff8 fs4 fc2 sc0 ls0 ws0">Emitenta lub spółek zależnych przez przejęcie.<span class="ff6"> </span></div><div class="t m0 x58 h71 y9cd ff7 fs3 fc5 sc0 ls0 ws0">9.12.3.<span class="ff3"> <span class="_ _3"> </span><span class="ff5">WYNAGRODZENIA <span class="_ _0"></span>WŁADZ STATUTOW<span class="_ _0"></span>YCH <span class="_ _0"></span></span></span> </div><div class="t m0 x1 h10 y1286 ff8 fs4 fc2 sc0 ls0 ws0">Członkowie <span class="_ _5"></span>Zarządu <span class="_ _6"></span>Emiten<span class="_ _1"></span>ta <span class="_ _5"></span>otrzymują <span class="_ _6"></span>stałe <span class="_ _5"></span>comiesięczne <span class="_ _5"></span>wynagrodzenie <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _5"></span>tytułu <span class="_ _6"></span>pełnieni<span class="_ _1"></span>a <span class="_ _5"></span>fu<span class="_ _0"></span>nkcji <span class="_ _6"></span>przyznawane <span class="_ _5"></span>na <span class="_ _5"></span>podstawie <span class="_ _5"></span>uc<span class="_ _5"></span>hwały </div><div class="t m0 x1 h10 ya28 ff8 fs4 fc2 sc0 ls0 ws0">Rady <span class="_ _12"> </span>Nadzorczej <span class="_ _12"> </span>zgodnie <span class="_ _7"> </span>z <span class="_ _12"> </span>kodeksem <span class="_ _12"> </span>spółek <span class="_ _12"> </span>handlowych <span class="_ _12"> </span>lub <span class="_ _12"> </span>na <span class="_ _12"> </span>podstawie <span class="_ _12"> </span>umów <span class="_ _12"> </span>o <span class="_ _12"> </span>świadczenie <span class="_ _7"> </span>usług <span class="_ _12"> </span>(niektórzy <span class="_ _12"> </span>czł<span class="_ _0"></span>onkowie <span class="_ _12"> </span>Zarządu </div><div class="t m0 x1 h10 y624 ff8 fs4 fc2 sc0 ls0 ws0">otrzymują <span class="_ _23"> </span>wynagrodzenie <span class="_ _23"> </span>z <span class="_ _15"> </span>ob<span class="_ _0"></span>u <span class="_ _23"> </span>wyżej <span class="_ _15"> </span>wymienionych <span class="_ _23"> </span>tytułó<span class="_ _0"></span>w). <span class="_ _15"> </span>Ponadto <span class="_ _23"> </span>c<span class="_ _0"></span>złonkowie <span class="_ _23"> </span>Zarządu <span class="_ _15"> </span>Emitenta <span class="_ _23"> </span>mogą <span class="_ _15"> </span>otrzymać <span class="_ _15"> </span>premie, <span class="_ _23"> </span>z </div><div class="t m0 x1 h10 y1287 ff8 fs4 fc2 sc0 ls0 ws0">uwzględnieniem <span class="_ _0"></span>zasadach <span class="_ _5"></span>określonych <span class="_ _5"></span>w <span class="_ _5"></span>Systemie <span class="_ _0"></span>premiowym <span class="_ _5"></span>dla <span class="_ _5"></span>członków <span class="_ _5"></span>Zarządu <span class="_ _5"></span>przyjętym <span class="_ _0"></span>prz<span class="_ _0"></span>ez <span class="_ _0"></span>Radę <span class="_ _5"></span>Nadzorczą <span class="_ _5"></span>uchwałą <span class="_ _5"></span>w <span class="_ _5"></span>dniu <span class="_ _0"></span>1<span class="_ _5"></span><span class="ff6 ls1f">3 </span></div><div class="t m0 x1 h10 y1288 ff6 fs4 fc2 sc0 ls0 ws0">listopada <span class="ff8">2019 r., <span class="_ _0"></span>zmienionym następnie uc<span class="_ _0"></span>hwałami Rady <span class="_ _0"></span>Nadzorczej z dnia 11.01.2022 <span class="_ _0"></span>roku, z <span class="_ _0"></span>dnia 04.04.2024 <span class="_ _0"></span>roku, z <span class="_ _0"></span>dnia 11 lutego<span class="_ _0"></span> 2025<span class="_ _0"></span></span> </div><div class="t m0 x1 h10 ye41 ff8 fs4 fc2 sc0 ls0 ws0">roku, z<span class="_ _0"></span> dnia <span class="_ _0"></span>25 <span class="_ _0"></span>marca 2025 <span class="_ _0"></span>roku oraz <span class="_ _0"></span>z <span class="_ _0"></span>dnia 15 <span class="_ _0"></span>kwietnia <span class="_ _0"></span>2025 <span class="_ _0"></span>roku (dalej <span class="_ _0"></span>„System Premiowy <span class="_ _0"></span>Zarządu”). <span class="_ _0"></span>System Premiow<span class="_ _0"></span>y Zarzą<span class="_ _0"></span>du <span class="_ _5"></span><span class="ff6">uchwa</span>łą </div><div class="t m0 x1 h10 y1289 ff8 fs4 fc2 sc0 ls0 ws0">Rady N<span class="_ _1"></span>adzorczej z <span class="_ _10"></span>11 lute<span class="_ _1"></span>go <span class="_ _1"></span>2025 roku<span class="_ _1"></span> został <span class="_ _10"></span>uchylony ze <span class="_ _10"></span>skutkiem od <span class="_ _10"></span>1 stycznia <span class="_ _10"></span>2025 roku <span class="_ _1"></span>i <span class="_ _10"></span>w związku <span class="_ _10"></span>z powyższym <span class="_ _1"></span>przy <span class="_ _1"></span>jego <span class="_ _1"></span>u<span class="_ _0"></span>względnieniu </div><div class="t m0 x1 h10 y9f0 ff8 fs4 fc2 sc0 ls0 ws0">ustalono <span class="_ _10"></span>premie d<span class="_ _1"></span>la <span class="_ _10"></span>cz<span class="_ _0"></span>łonków <span class="_ _1"></span>Zarządu <span class="_ _10"></span>za rok <span class="_ _10"></span>2024, <span class="_ _10"></span>a ponadto <span class="_ _10"></span>na <span class="_ _1"></span>podstawie <span class="_ _10"></span>uchwały <span class="_ _1"></span>Rady <span class="_ _10"></span>Nadzorczej z <span class="_ _10"></span>15 <span class="_ _1"></span>kwietnia <span class="_ _10"></span>2025<span class="_ _0"></span><span class="ff6"> <span class="_ _1"></span>roku <span class="_ _10"></span>postanowiono, </span></div><div class="t m0 x1 h10 y1fd ff8 fs4 fc2 sc0 ls0 ws0">że <span class="_ _10"></span>ustalenie premii <span class="_ _10"></span>dla <span class="_ _1"></span>członków <span class="_ _1"></span>Zarządu <span class="_ _10"></span>za rok <span class="_ _10"></span>2024 <span class="_ _1"></span>obejmie <span class="_ _10"></span>takż<span class="_ _0"></span>e <span class="_ _1"></span>członków Zarządu<span class="_ _1"></span> <span class="_ _10"></span>pełniących funkcje <span class="_ _10"></span>od <span class="_ _1"></span>1 <span class="_ _1"></span>stycznia <span class="_ _10"></span>2024 rok<span class="ff6">u. Pierwotnie </span></div><div class="t m0 x1 h10 ya8 ff8 fs4 fc2 sc0 ls0 ws0">System premiowy Zarządu o<span class="_ _0"></span>bejmował bowiem trzech członków zarządu, piastujących te funkcje w<span class="_ _0"></span> chwil<span class="_ _0"></span><span class="ff6">i <span class="_ _0"></span>uchwalenia ww. Systemu (Prezesa </span></div><div class="t m0 x1 h10 y57f ff8 fs4 fc2 sc0 ls0 ws0">Zarządu, Wiceprezesa ds. Handlu i Wiceprezesa ds. Finansowych). W odniesieniu do ustalenia premii za rok 2024 Rada <span class="_ _0"></span>Nadzorcza <span class="_ _5"></span>podjęła w </div><div class="t m0 x1 h10 y104c ff8 fs4 fc2 sc0 ls0 ws0">dniu <span class="_ _1"></span>15 kwietnia 2025 <span class="_ _1"></span>roku uchwałę us<span class="_ _1"></span>talającą dla <span class="_ _1"></span>członków Zarządu <span class="_ _1"></span>premie gotówkowe. Wobec braku s<span class="_ _1"></span>pełnienia za rok <span class="_ _1"></span>2024 ustal<span class="_ _1"></span>onego w </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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">151<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 fs4 fc2 sc0 ls0 ws0">Systemie premiowym Zarządu <span class="_ _0"></span>warunku do <span class="_ _0"></span>wypłaty pr<span class="_ _0"></span>emii na akcj<span class="_ _0"></span>e (tj. <span class="_ _0"></span>premii <span class="_ _0"></span>pieniężnej, która mo<span class="_ _0"></span>że zostać <span class="_ _0"></span>przeznaczona jedynie <span class="_ _6"></span><span class="ff6">na zakup </span></div><div class="t m0 x1 h10 y12c ff8 fs4 fc2 sc0 ls0 ws0">akcji <span class="_ _10"></span>Unimot <span class="_ _10"></span>S.A.), <span class="_ _1"></span>Rada <span class="_ _10"></span>Nadzorcza n<span class="_ _1"></span>ie <span class="_ _10"></span>ustaliła <span class="_ _1"></span>dla <span class="_ _10"></span>członków <span class="_ _1"></span>Zarządu <span class="_ _9"></span>premii <span class="_ _1"></span>na <span class="_ _10"></span>akcje. <span class="_ _10"></span>W<span class="_ _0"></span> <span class="_ _10"></span>związku <span class="_ _1"></span>z <span class="_ _10"></span>podjętą <span class="_ _10"></span>w <span class="_ _1"></span>dniu <span class="_ _10"></span>14 <span class="_ _10"></span>lut<span class="_ _0"></span>ego<span class="_ _0"></span><span class="ff6"> <span class="_ _10"></span><span class="ff8">2025 roku<span class="_ _1"></span> <span class="_ _10"></span>uchwał<span class="_ _0"></span>ą </span></span></div><div class="t m0 x1 h10 y12d ff8 fs4 fc2 sc0 ls0 ws0">Rady Nadzorczej uchylającą System Premiowy Zarządu, rok<span class="_ _1"></span> 2024 był ostatnim rokiem obrachunkowym Spółki do którego stosowano<span class="_ _1"></span> Sy<span class="ff6">stem </span></div><div class="t m0 x1 h10 y12e ff8 fs4 fc2 sc0 ls0 ws0">Premiowy Zarządu z 2019 roku.  <span class="ff6"> </span></div><div class="t m0 x1 h10 y12f ff8 fs4 fc2 sc0 ls0 ws0">Członkowie Zarządu Spółki piastujący te funkcje w roku 2024 otrzymywali w roku 2024 wynagrodzenie<span class="_ _1"></span> od spółek zależnych: <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y130 ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span></span>Prezes <span class="_ _10"></span>Zarządu –<span class="ff6"> <span class="_ _10"></span><span class="ff8">Pan Adam <span class="_ _10"></span>Sikorski, otrzymywał <span class="_ _10"></span>w<span class="_ _0"></span>ynagrodzenie: <span class="_ _10"></span>(i) w <span class="_ _10"></span>spółce <span class="_ _1"></span>zależnej <span class="_ _10"></span>Trad<span class="_ _0"></span>ea <span class="_ _10"></span>s<span class="_ _0"></span>p. <span class="_ _1"></span>z <span class="_ _10"></span>o.o<span class="_ _0"></span>. <span class="_ _1"></span>(przez <span class="_ _10"></span>c<span class="_ _0"></span>ały <span class="_ _1"></span>rok <span class="_ _10"></span>2024) z <span class="_ _10"></span>tytułu </span></span></div><div class="t m0 x1 h10 y131 ff8 fs4 fc2 sc0 ls0 ws0">pełnienia <span class="_ _5"></span>fu<span class="_ _0"></span>nkcji <span class="_ _6"></span>Prezesa <span class="_ _5"></span>Zarządu <span class="_ _6"></span>Tradea <span class="_ _6"></span>sp. <span class="_ _5"></span>z <span class="_ _6"></span>o.o., <span class="_ _6"></span>ww. <span class="_ _6"></span>wynagrodzenie <span class="_ _5"></span>jest <span class="_ _6"></span>wynagrodzeniem <span class="_ _5"></span>ry<span class="_ _0"></span>czałtowym <span class="_ _6"></span>miesięcznym; <span class="_ _5"></span>Preze<span class="_ _5"></span>s <span class="_ _6"></span>Zarządu </div><div class="t m0 x1 h10 y132 ff8 fs4 fc2 sc0 ls0 ws0">Tradea sp. z <span class="_ _0"></span>o.o. uprawniony jest także, <span class="_ _0"></span>na zasadach ustanowionych dla całego <span class="_ _0"></span>Zarządu Tradea sp. z o<span class="_ _0"></span>.o., do rocznej premii pr<span class="_ _5"></span><span class="ff6">zyznawanej w </span></div><div class="t m0 x1 h10 y133 ff8 fs4 fc2 sc0 ls0 ws0">oparciu o stosunek korporacyjny (piastowanie<span class="_ _1"></span> stanowiska w zarządzie Tradea Sp<span class="_ _1"></span>. z o.o.), a ww. premia nali<span class="_ _1"></span>cza<span class="_ _0"></span><span class="ff6">na jest od zysku brutto Tradea<span class="_ _1"></span> </span></div><div class="t m0 x1 h10 y134 ff8 fs4 fc2 sc0 ls0 ws0">sp. <span class="_ _0"></span>z <span class="_ _5"></span>o.o<span class="_ _0"></span>. <span class="_ _0"></span>za <span class="_ _5"></span>dany <span class="_ _0"></span>rok <span class="_ _5"></span>obrotowy; <span class="_ _0"></span> <span class="_ _5"></span>(ii) <span class="_ _5"></span>w <span class="_ _5"></span>spółce <span class="_ _0"></span>zależnej <span class="_ _5"></span>Unimot <span class="_ _0"></span>Commodities <span class="_ _5"></span>sp. <span class="_ _0"></span>z <span class="_ _5"></span>o.o. <span class="_ _5"></span>z <span class="_ _5"></span>tytułu <span class="_ _0"></span>pełnienia <span class="_ _5"></span>funkcji <span class="_ _0"></span>Prezesa <span class="_ _5"></span>Zar<span class="_ _5"></span>ządu <span class="_ _5"></span>tej <span class="_ _5"></span>spółki, </div><div class="t m0 x1 h10 y135 ff8 fs4 fc2 sc0 ls0 ws0">ww. <span class="_ _5"></span>wynagrodzenie <span class="_ _5"></span>jest <span class="_ _5"></span>wynagrodzeniem <span class="_ _5"></span>ryczałtowym <span class="_ _6"></span>miesi<span class="_ _1"></span>ęcznym; <span class="_ _0"></span>(iii) <span class="_ _6"></span>w <span class="_ _0"></span>spółce <span class="_ _6"></span>zależnej <span class="_ _5"></span>Unimot <span class="_ _5"></span>Terminale <span class="_ _5"></span>sp. <span class="_ _5"></span>z <span class="_ _5"></span>o<span class="_ _0"></span>.o. <span class="_ _5"></span>z <span class="_ _6"></span>tytułu<span class="_ _1"></span> <span class="_ _5"></span>pełnienia </div><div class="t m0 x1 h10 y136 ff8 fs4 fc2 sc0 ls0 ws0">funkcji członka Rady Nadzorczej tej spółki; ww. wynagrodzenie<span class="_ _1"></span> jest wynagrodzeniem ryczałtowym miesię<span class="_ _1"></span>cznym.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y137 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y138 ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span></span>Wiceprezes <span class="_ _1"></span>Zarządu S<span class="_ _1"></span>półki –<span class="ff6"> <span class="_ _1"></span><span class="ff8">Pan Robert<span class="_ _1"></span> Brzozowski <span class="_ _1"></span>otrzymywał <span class="_ _1"></span>wynagrodzenie: <span class="_ _10"></span>(i) w <span class="_ _1"></span>spółce zależnej <span class="_ _1"></span>Tradea s<span class="_ _1"></span>p. <span class="_ _1"></span>z o.o. <span class="_ _1"></span>oraz Un<span class="_ _1"></span>imot </span></span></div><div class="t m0 x1 h10 y139 ff8 fs4 fc2 sc0 ls0 ws0">Energia <span class="_ _10"></span>i Gaz <span class="_ _10"></span>sp.<span class="_ _0"></span> <span class="_ _1"></span>z <span class="_ _10"></span>o.o<span class="_ _0"></span>. <span class="_ _1"></span>z <span class="_ _1"></span>tytułu <span class="_ _10"></span>świadczenia usług<span class="_ _1"></span> d<span class="_ _1"></span>oradczych, <span class="_ _1"></span>konsultingowych <span class="_ _10"></span>i business <span class="_ _10"></span>development <span class="_ _1"></span>w <span class="_ _1"></span>zakresie <span class="_ _1"></span>rozwoju <span class="_ _1"></span>seg<span class="_ _0"></span><span class="ff6">mentu <span class="_ _1"></span>biznesu </span></div><div class="t m0 x1 h10 y13a ff8 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="_ _5"></span>wytwarzania <span class="_ _0"></span>energii<span class="_ _1"></span> <span class="_ _0"></span>elektrycz<span class="_ _0"></span>nej <span class="_ _0"></span>i <span class="_ _0"></span>fotowoltaiki; <span class="_ _0"></span>podstawą <span class="_ _0"></span>wypłaty <span class="_ _0"></span>wynagrodzenia <span class="_ _0"></span>z <span class="_ _5"></span>tego <span class="_ _0"></span>ty<span class="_ _0"></span>tułu <span class="_ _0"></span>były </div><div class="t m0 x1 h10 y13b ff8 fs4 fc2 sc0 ls0 ws0">umowy <span class="_ _1"></span>o <span class="_ _10"></span>świadczenie <span class="_ _1"></span>usług, <span class="_ _10"></span>które <span class="_ _1"></span>przewidują <span class="_ _10"></span>stałe mies<span class="_ _1"></span>ięczne <span class="_ _1"></span>ryczałtowe <span class="_ _10"></span>wynagrodzenie <span class="_ _10"></span>z<span class="_ _0"></span>a <span class="_ _1"></span>świadczone <span class="_ _10"></span>usługi; (ii) <span class="_ _10"></span>w spółce <span class="_ _10"></span>zależnej <span class="_ _10"></span>O<span class="_ _0"></span>lavion </div><div class="t m0 x1 h10 y13c ff8 fs4 fc2 sc0 ls0 ws0">sp. <span class="_ _5"></span>z <span class="_ _6"></span>o.o. <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _5"></span>tytułu <span class="_ _6"></span>pełnienia <span class="_ _5"></span>funkcji <span class="_ _6"></span>członka <span class="_ _6"></span>zarządu <span class="_ _5"></span>tej <span class="_ _5"></span>spółki <span class="_ _6"></span>oraz <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _5"></span>tytułu <span class="_ _6"></span>świadczenia <span class="_ _5"></span>dla <span class="_ _6"></span>tej <span class="_ _5"></span>spół<span class="_ _0"></span>ki <span class="_ _5"></span>usług <span class="_ _6"></span>doradczych, <span class="_ _5"></span>w<span class="_ _5"></span><span class="ff6"> <span class="_ _6"></span>przypadku <span class="_ _5"></span>ww. </span></div><div class="t m0 x1 h10 y13d ff8 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="_ _10"></span>o<span class="_ _0"></span>.o. z <span class="_ _1"></span>tytułu <span class="_ _1"></span>pełnienia </div><div class="t m0 x1 h10 y13e ff8 fs4 fc2 sc0 ls0 ws0">funkcji <span class="_ _10"></span>członka <span class="_ _1"></span>Rady <span class="_ _10"></span>Nadzorczej <span class="_ _10"></span>tej <span class="_ _10"></span>spółki, <span class="_ _1"></span>ww. <span class="_ _10"></span>wynagrodzenie <span class="_ _1"></span>jest <span class="_ _10"></span>wynagrodzeniem <span class="_ _1"></span>ryczałtowym <span class="_ _10"></span>miesięcznym; <span class="_ _10"></span>(iv) <span class="_ _10"></span>w<span class="_ _0"></span> <span class="_ _10"></span>spół<span class="_ _0"></span>ce <span class="_ _10"></span>zale<span class="_ _5"></span>żnej <span class="_ _10"></span>Unimot </div><div class="t m0 x1 h10 y13f ff8 fs4 fc2 sc0 ls0 ws0">Bitumen <span class="_ _6"></span>sp. <span class="_ _7"> </span>z <span class="_ _7"> </span>o.o. <span class="_ _7"> </span>z<span class="_ _0"></span> <span class="_ _7"></span>tytułu <span class="_ _6"></span>pełnienia <span class="_ _6"></span>funkcji <span class="_ _7"> </span>czł<span class="_ _0"></span>onka <span class="_ _6"></span>R<span class="_ _0"></span>ady <span class="_ _6"></span>Nadzorc<span class="_ _0"></span>zej <span class="_ _7"> </span>tej <span class="_ _7"></span>spółki, <span class="_ _7"></span>ww. <span class="_ _7"></span>wynagrodzenie <span class="_ _6"></span>jest <span class="_ _7"></span>wynagrodzeniem <span class="_ _6"></span>ryczał<span class="_ _0"></span>towym </div><div class="t m0 x1 h10 y140 ff8 fs4 fc2 sc0 ls0 ws0">miesięcznym.<span class="ff6"> </span></div><div class="t m0 x1 h10 y141 ff6 fs4 fc2 sc0 ls1d ws0">     <span class="ls0"> </span></div><div class="t m0 x1 h10 y142 ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span></span>Wiceprezes <span class="_ _0"></span>Zarządu <span class="_ _0"></span>S<span class="_ _0"></span>półki <span class="_ _5"></span>–<span class="ff6"> <span class="_ _0"></span></span>Pa<span class="_ _0"></span>n <span class="_ _0"></span>Filip <span class="_ _0"></span>Kuropatwa <span class="_ _5"></span>otrzymyw<span class="_ _0"></span>ał <span class="_ _0"></span>wynagrodzenie: <span class="_ _0"></span>(i) <span class="_ _5"></span>w <span class="_ _5"></span>spółce <span class="_ _5"></span>zależnej <span class="_ _0"></span>Unimot <span class="_ _5"></span>Terminale <span class="_ _0"></span>sp. <span class="_ _5"></span>z <span class="_ _5"></span>o.o. <span class="_ _0"></span>z </div><div class="t m0 x1 h10 y143 ff8 fs4 fc2 sc0 ls0 ws0">tytułu <span class="_ _1"></span>pełnienia <span class="_ _10"></span>f<span class="_ _0"></span>unkcji <span class="_ _1"></span>członka Rad<span class="_ _1"></span>y N<span class="_ _1"></span>adzorczej te<span class="_ _1"></span>j s<span class="_ _1"></span>półki, ww. <span class="_ _10"></span>w<span class="_ _0"></span>ynagrodzen<span class="_ _1"></span>ie jes<span class="_ _1"></span>t wynagrodzeni<span class="_ _1"></span>em ryczałtowym <span class="_ _1"></span>miesięcznym; <span class="_ _10"></span>(<span class="_ _5"></span><span class="ff6 ls7">ii)<span class="ls0"> </span></span>w <span class="_ _1"></span>spółce </div><div class="t m0 x1 h10 y144 ff8 fs4 fc2 sc0 ls0 ws0">zależnej <span class="_ _0"></span>Unimot <span class="_ _5"></span>Bitumen <span class="_ _0"></span>sp. <span class="_ _5"></span>z <span class="_ _5"></span>o.o. <span class="_ _5"></span>z <span class="_ _5"></span>tytułu <span class="_ _0"></span>pełnienia <span class="_ _0"></span>funkcji <span class="_ _5"></span>członka <span class="_ _5"></span>Rady <span class="_ _5"></span>Nadzorczej <span class="_ _5"></span>tej <span class="_ _0"></span>spółki, <span class="_ _5"></span>ww. <span class="_ _0"></span>wynagrodzenie <span class="_ _0"></span>jest <span class="_ _5"></span>wyna<span class="_ _5"></span><span class="ff6">grodzeniem </span></div><div class="t m0 x1 h10 y145 ff8 fs4 fc2 sc0 ls0 ws0">ryczałtowym miesięcznym. Ponadto Wicepre<span class="_ _1"></span>zes Zarządu Spółki Fi<span class="_ _1"></span>lip Kuropatwa zawarł ze Spółką i je<span class="_ _1"></span>j spółka zależ<span class="_ _0"></span>ną Unimot Paliwa s<span class="_ _1"></span>p. z o.o. </div><div class="t m0 x1 h10 y146 ff8 fs4 fc2 sc0 ls0 ws0">Porozumienie, z <span class="_ _1"></span>mocy którego <span class="_ _1"></span>od <span class="_ _1"></span>1 stycznia <span class="_ _1"></span>2024 roku <span class="_ _1"></span>dotychczasowa umo<span class="_ _1"></span>wa o ś<span class="_ _1"></span>wiadczenie <span class="_ _1"></span>usług doradczo <span class="ff6">- </span>konsultacyjnych wiążą<span class="_ _1"></span>ca Pana </div><div class="t m0 x1 h10 y147 ff8 fs4 fc2 sc0 ls0 ws0">Filipa <span class="_ _10"></span>Kuropatwę <span class="_ _10"></span>z Un<span class="_ _1"></span>imot <span class="_ _10"></span>S.A., <span class="_ _1"></span>przeniesiona <span class="_ _10"></span>została n<span class="_ _1"></span>a <span class="_ _10"></span>spółkę <span class="_ _10"></span>zależ<span class="_ _0"></span>ną <span class="_ _10"></span>Unimot <span class="_ _10"></span>Paliwa sp. <span class="_ _9"></span>z o.o.<span class="ff6"> <span class="_ _1"></span><span class="ff8">(Unimot <span class="_ _10"></span>Paliwa <span class="_ _1"></span>sp. <span class="_ _10"></span>z <span class="_ _10"></span>o<span class="_ _0"></span>.o. <span class="_ _10"></span>stała <span class="_ _1"></span>się <span class="_ _10"></span>usługobiorcą </span></span></div><div class="t m0 x1 h10 y148 ff8 fs4 fc2 sc0 ls0 ws0">usług z ww. umowy). <span class="ff6"> </span></div><div class="t m0 x1 h10 y149 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y14a ff8 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _31"> </span></span>Wiceprezes <span class="_ _5"></span>Zarządu <span class="_ _6"></span>Spółki <span class="_ _5"></span>–<span class="ff6"> <span class="_ _6"></span>Pani <span class="_ _5"></span>Aneta <span class="_ _6"></span>Szczesna <span class="_ _5"></span></span>–<span class="ff6"> <span class="_ _6"></span></span>Kowalska <span class="_ _5"></span>otrzymywała <span class="_ _6"></span>wynagrodzen<span class="_ _1"></span>ie <span class="_ _5"></span>w <span class="_ _6"></span>spółce <span class="_ _5"></span>zależnej <span class="_ _5"></span>Tradea <span class="_ _6"></span>sp. <span class="_ _5"></span>z <span class="_ _6"></span>o.o. <span class="_ _5"></span>z<span class="_ _0"></span> </div><div class="t m0 x1 h10 y14b ff8 fs4 fc2 sc0 ls0 ws0">tytułu <span class="_ _12"> </span>świadczenia <span class="_ _12"> </span>dla <span class="_ _12"> </span>tej <span class="_ _12"> </span>spół<span class="_ _0"></span>ki <span class="_ _12"> </span>usług <span class="_ _12"> </span>doradczych <span class="_ _12"> </span>z <span class="_ _12"> </span>obszaru  zarządzania <span class="_ _7"> </span>z<span class="_ _0"></span>asobami <span class="_ _12"> </span>ludzkimi <span class="_ _12"> </span>od  s<span class="_ _1"></span>półki <span class="_ _12"> </span>zależnej <span class="_ _12"> </span>Tradea <span class="_ _12"> </span>Sp. <span class="_ _12"> </span>z  o.<span class="_ _0"></span><span class="ff6">o.  Ww. </span></div><div class="t m0 x1 h10 y14c ff8 fs4 fc2 sc0 ls0 ws0">wynagrodzenie jest wynagrodzeniem ryczałtowym miesięcznym.            <span class="ff6"> </span></div><div class="t m0 x1 h10 y14d ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _22"> </span> </div><div class="t m0 x3c h22 y128a ff7 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h22 y128b ff5 fs4 fc9 sc0 ls0 ws0">Wynagrodzenia Członków Zarządu pi<span class="_ _1"></span>astujących te funkcje w roku 2024:<span class="_ _0"></span><span class="ff7"> </span></div><div class="t m0 x1 h10 y128c ff8 fs4 fc2 sc0 ls0 ws0">Adam Sikorski (piastował funkcję Prezesa Zarządu przez cały rok 2024) <span class="ff6"> </span></div><div class="t m0 x1 h10 y128d ff6 fs4 fc2 sc0 ls0 ws0">Pan <span class="_ _6"></span>Adam <span class="_ _7"> </span>Sikorski <span class="_ _7"> </span><span class="ff8">otrzymywał<span class="_ _0"></span> <span class="_ _7"></span>wynagrodzenie <span class="_ _6"></span>z <span class="_ _7"></span>tytułu <span class="_ _7"></span>pełnienia <span class="_ _7"> </span>funkcji <span class="_ _7"></span>członka <span class="_ _7"> </span>zarządu <span class="_ _7"> </span>Emitenta <span class="_ _7"> </span>(na <span class="_ _7"></span>stanowisku <span class="_ _7"></span>Prezesa <span class="_ _7"></span>Zarządu), <span class="_ _7"> </span>na </span></div><div class="t m0 x1 h10 y128e ff8 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="_ _5"></span><span class="ff6">nia <span class="_ _0"></span>2021 </span></div><div class="t m0 x1 h10 ya0e ff6 fs4 fc2 sc0 ls0 ws0">r., <span class="_ _6"></span>w <span class="_ _5"></span>pos<span class="_ _0"></span><span class="ff8">taci <span class="_ _6"></span>miesię<span class="_ _1"></span>cznego <span class="_ _6"></span>wynagrodzenia. <span class="_ _5"></span>W <span class="_ _6"></span>2024 <span class="_ _6"></span>r. <span class="_ _5"></span>wynagrodzenie <span class="_ _6"></span>wypłacone <span class="_ _5"></span>z<span class="_ _0"></span> <span class="_ _6"></span>tego <span class="_ _5"></span>tytułu <span class="_ _6"></span>wyniosło <span class="_ _6"></span>420 <span class="_ _5"></span>000 <span class="_ _6"></span>zł <span class="_ _6"></span>brutto. <span class="_ _5"></span>Na <span class="_ _6"></span>podstawie </span></div><div class="t m0 x1 h10 y9ed ff8 fs4 fc2 sc0 ls0 ws0">Systemu  Premiowego <span class="_ _12"> </span>Zarządu  Prezes<span class="_ _1"></span>owi  Zarządu  A<span class="_ _1"></span>damowi  Sikorski<span class="_ _1"></span>emu  za <span class="_ _12"> </span>rok  2024  us<span class="_ _1"></span>talona  została <span class="_ _12"> </span>premia  pien<span class="_ _1"></span>iężna  za <span class="_ _12"> </span>ro<span class="_ _5"></span><span class="ff6">k  2024, </span></div><div class="t m0 x1 h10 y128f ff8 fs4 fc2 sc0 ls0 ws0">uchwalona i należna na mocy uchwały Rady Nadzorczej z dnia 15.04.2025 r., w wysoko<span class="_ _0"></span>ści 1 667 200 zł brutto. Ponadto Pan Adam S<span class="_ _0"></span><span class="ff6">ikorski w </span></div><div class="t m0 x1 h10 y46b ff8 fs4 fc2 sc0 ls0 ws0">2024 roku, w <span class="_ _0"></span>czasie pełnienia f<span class="_ _0"></span>unkcji Prezesa Zarządu<span class="_ _0"></span> Emitenta, ot<span class="_ _0"></span>rzymał: <span class="_ _0"></span>(i) wynagrodzenie od s<span class="_ _0"></span>półki zależnej Em<span class="_ _5"></span><span class="ff6">itenta Trad<span class="_ _0"></span>ea sp. <span class="_ _0"></span>z o.o<span class="_ _0"></span>., z </span></div><div class="t m0 x1 h10 y5e7 ff8 fs4 fc2 sc0 ls0 ws0">tytułu pełnienia funkcji Prezesa <span class="_ _0"></span>Zarządu T<span class="_ _0"></span>radea sp. z <span class="_ _0"></span>o.o., <span class="_ _0"></span>w łącznej wysoko<span class="_ _0"></span>ści 2 843 <span class="_ _0"></span>678,36 z<span class="_ _0"></span>ł brutto (w <span class="_ _0"></span>tym jednorazowa <span class="_ _0"></span>pre<span class="_ _0"></span><span class="ff6">mia <span class="_ _0"></span>roczna za </span></div><div class="t m0 x1 h10 ydf6 ff8 fs4 fc2 sc0 ls0 ws0">rok 2023 wypłacona w roku 2024  w wysokości 1 984 416,64 zł); oraz (ii) od spółki zależnej E<span class="_ _0"></span>mitenta Unimot Commodities sp. z o.o., z tytułu </div><div class="t m0 x1 h10 y1290 ff8 fs4 fc2 sc0 ls0 ws0">pełnienia <span class="_ _7"> </span>funkcji <span class="_ _12"> </span>Prezesa <span class="_ _12"> </span>Zarządu <span class="_ _12"> </span>tej <span class="_ _12"> </span>spółki, <span class="_ _7"> </span>w<span class="_ _0"></span> <span class="_ _7"> </span>ł<span class="_ _0"></span>ącznej <span class="_ _7"> </span>w<span class="_ _0"></span>ysokości <span class="_ _12"> </span>380 <span class="_ _7"> </span>000 <span class="_ _12"> </span>zł <span class="_ _12"> </span>brutto; <span class="_ _12"> </span>oraz <span class="_ _12"> </span>(iii) <span class="_ _7"> </span>wynagrodzenie <span class="_ _12"> </span>z <span class="_ _12"> </span>tytułu <span class="_ _7"> </span>pełnie<span class="_ _5"></span><span class="ff6">nia <span class="_ _12"> </span>funkcji </span></div><div class="t m0 x1 h10 y1291 ff8 fs4 fc2 sc0 ls0 ws0">Przewodniczącego Rady Nadzorczej spółki zależnej Un<span class="_ _1"></span>imot Terminale sp. z o<span class="_ _0"></span>.o. w wysokości 59 261,72 zł <span class="ff6">brutto.  </span></div><div class="t m0 x1 h10 yd2c ff8 fs4 fc2 sc0 ls0 ws0">Robert Brzozowski (piastował funkcję Wiceprezes<span class="_ _1"></span>a Zarządu przez cały rok 2024)<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y1292 ff6 fs4 fc2 sc0 ls0 ws0">Pan <span class="_ _1"></span>Robert <span class="_ _1"></span>Brzozowski <span class="_ _1"></span><span class="ff8">otrzymywał wynagrod<span class="_ _1"></span>zenie <span class="_ _10"></span>z<span class="_ _0"></span> tytu<span class="_ _1"></span>łu <span class="_ _1"></span>pełnienia <span class="_ _10"></span>funkcji członka <span class="_ _1"></span>zarządu <span class="_ _1"></span>Emitenta <span class="_ _10"></span>(na stanowisku <span class="_ _10"></span>Wiceprezesa Zarządu), </span></div><div class="t m0 x1 h10 y1293 ff8 fs4 fc2 sc0 ls0 ws0">na <span class="_ _12"> </span>podstawie <span class="_ _7"> </span>uchwały <span class="_ _12"> </span>Rady <span class="_ _12"> </span>Nadzorczej <span class="_ _12"> </span>z <span class="_ _7"> </span>dnia <span class="_ _12"> </span>5 <span class="_ _12"> </span>maja <span class="_ _12"> </span>2016 <span class="_ _7"> </span>r. <span class="_ _12"> </span>w <span class="_ _12"> </span>postaci <span class="_ _12"> </span>miesięczneg<span class="_ _1"></span>o <span class="_ _12"> </span>wynagrodzenia. <span class="_ _7"> </span>W<span class="_ _0"></span> <span class="_ _12"> </span>202<span class="_ _0"></span><span class="ff6 ls6">4 <span class="_ _12"> </span><span class="ls0">r <span class="_ _12"> </span>roku <span class="_ _7"> </span>w<span class="_ _0"></span>ynagrodzenie </span></span></div><div class="t m0 x1 h10 y568 ff8 fs4 fc2 sc0 ls0 ws0">wypłacone <span class="_ _12"> </span>z  te<span class="_ _1"></span>go <span class="_ _12"> </span>tytułu <span class="_ _12"> </span>wynios<span class="_ _0"></span>ło <span class="_ _12"> </span>120  000 <span class="_ _12"> </span>zł <span class="_ _12"> </span>brutto. <span class="_ _12"> </span>Na  podstawie <span class="_ _12"> </span>Systemu <span class="_ _12"> </span>Premiowego <span class="_ _12"> </span>Zarządu <span class="_ _12"> </span>Wiceprezesowi  Zarządu <span class="_ _12"> </span>Robertowi </div></div></div><div class="pi" ></div></div><div id="pf98" class="pf w0 h0" ><div class="pc pc98 w0 h0"><img class="bi x5 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">152<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff8 fs4 fc2 sc0 ls0 ws0">Brzozowskiemu ustalona została premia pieniężna za rok 2024, uchwalona i należn<span class="_ _1"></span>a na mocy uchwały R<span class="_ _0"></span>ady Nadzorczej z dnia 15.04<span class="_ _0"></span><span class="ff6">.2025 r., </span></div><div class="t m0 x1 h10 y12c ff8 fs4 fc2 sc0 ls0 ws0">w <span class="_ _1"></span>wysokości <span class="_ _10"></span>2 784 <span class="_ _10"></span>070 zł <span class="_ _10"></span>brutto. <span class="_ _10"></span>Po<span class="_ _0"></span>nadto <span class="_ _1"></span>Pan <span class="_ _10"></span>Robert <span class="_ _1"></span>Brzozowski <span class="_ _1"></span>w <span class="_ _10"></span>2024 r. <span class="_ _10"></span>w czasie<span class="_ _1"></span> <span class="_ _10"></span>pełnienia funkcji <span class="_ _10"></span>Wiceprezesa <span class="_ _1"></span>Zarządu <span class="_ _10"></span>E<span class="_ _5"></span>mitenta otrzymał </div><div class="t m0 x1 h10 y12d ff8 fs4 fc2 sc0 ls0 ws0">wynagrodzenie <span class="_ _0"></span>od <span class="_ _5"></span>spółek <span class="_ _5"></span>zależnych <span class="_ _5"></span>Emitenta: <span class="_ _0"></span> <span class="_ _5"></span>(i) <span class="_ _5"></span>Tradea <span class="_ _0"></span>s<span class="_ _0"></span>p. <span class="_ _5"></span>z <span class="_ _0"></span>o<span class="_ _0"></span>.o. <span class="_ _5"></span>i <span class="_ _5"></span>Unimot <span class="_ _0"></span>Energia <span class="_ _5"></span>i <span class="_ _5"></span>Gaz <span class="_ _5"></span>sp. <span class="_ _0"></span>z <span class="_ _5"></span>o.o.,<span class="_ _0"></span> <span class="_ _5"></span>w <span class="_ _0"></span>postaci <span class="_ _5"></span>zapłaty <span class="_ _5"></span>za <span class="_ _5"></span>wy<span class="_ _5"></span><span class="ff6">stawione <span class="_ _0"></span>FV <span class="_ _5"></span>z </span></div><div class="t m0 x1 h10 y12e ff8 fs4 fc2 sc0 ls0 ws0">tytułu <span class="_ _0"></span>umów <span class="_ _5"></span>o <span class="_ _5"></span>świadczenie <span class="_ _5"></span>usług <span class="_ _5"></span>doradczych, <span class="_ _5"></span>konsultingowych <span class="_ _5"></span>i <span class="_ _5"></span>business <span class="_ _5"></span>development <span class="_ _0"></span>w <span class="_ _5"></span>zakr<span class="_ _0"></span>esie <span class="_ _0"></span>roz<span class="_ _0"></span>woj<span class="_ _5"></span><span class="ff6">u <span class="_ _5"></span>segmentu <span class="_ _0"></span>biznesu <span class="_ _5"></span>w <span class="_ _5"></span>obszarze </span></div><div class="t m0 x1 h10 y12f ff8 fs4 fc2 sc0 ls0 ws0">energii <span class="_ _10"></span>elektrycznej <span class="_ _10"></span>i fotowoltaiki,<span class="_ _1"></span> <span class="_ _10"></span>w <span class="_ _1"></span>łącznej <span class="_ _10"></span>wysokości <span class="_ _1"></span>300 <span class="_ _10"></span>000 <span class="_ _10"></span>zł <span class="_ _1"></span>netto; <span class="_ _10"></span>(ii) <span class="_ _1"></span>wynagrodzenie <span class="_ _10"></span>z <span class="_ _10"></span>ty<span class="_ _0"></span>tułu <span class="_ _10"></span>pełnienia <span class="_ _10"></span>f<span class="_ _0"></span>unkcji <span class="_ _10"></span>Czło<span class="_ _5"></span>nka <span class="_ _1"></span>Zarządu <span class="_ _10"></span>w <span class="_ _1"></span>spółce </div><div class="t m0 x1 h10 y130 ff8 fs4 fc2 sc0 ls0 ws0">zależnej Olavion <span class="_ _1"></span>sp. z <span class="_ _1"></span>o.o. w <span class="_ _1"></span>wysokości <span class="_ _1"></span>24 000 z<span class="_ _1"></span>ł oraz <span class="_ _10"></span>wynagrodzenie w spółce zależnej Olavion s<span class="_ _1"></span>p. z <span class="_ _10"></span>o.o<span class="_ _0"></span>. z <span class="_ _1"></span>tytułu u<span class="_ _1"></span>mowy o ś<span class="_ _1"></span>wiadczenie <span class="_ _10"></span>usług </div><div class="t m0 x1 h10 y131 ff8 fs4 fc2 sc0 ls0 ws0">w wysokości 109 680 zł ne<span class="_ _1"></span>tto; (iii) wynagrodzeni<span class="_ _1"></span>e tytułu pełnienia fu<span class="_ _1"></span>nkcji Członka Rady Nadzorczej w<span class="_ _1"></span> spółce zależnej Un<span class="_ _1"></span>imot T<span class="_ _0"></span><span class="ff6">erminale sp. z </span></div><div class="t m0 x1 h10 y132 ff8 fs4 fc2 sc0 ls0 ws0">o.o. w <span class="_ _1"></span>wysokości 61 <span class="_ _10"></span>605,67 zł <span class="_ _1"></span>brutto; <span class="_ _1"></span>(iv) <span class="_ _1"></span>wynagrodzenie tytułu <span class="_ _1"></span>pełnienia <span class="_ _1"></span>funkcji <span class="_ _1"></span>Członka Rady <span class="_ _10"></span>Na<span class="_ _0"></span>dzorczej w <span class="_ _10"></span>spółce zależnej <span class="_ _1"></span>Unimot <span class="_ _1"></span>Bitumen </div><div class="t m0 x1 h10 y133 ff8 fs4 fc2 sc0 ls0 ws0">sp. z o.o. w wysokości 58 482,92 zł brutto.  <span class="ff6"> </span></div><div class="t m0 x1 h10 y10e8 ff8 fs4 fc2 sc0 ls0 ws0">Filip Kuropatwa (piastował funkcję Wicepre<span class="_ _1"></span>zesa Zarządu ds. Finansowych przez cały rok 2024)<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y100e ff8 fs4 fc2 sc0 ls0 ws0">Pan <span class="_ _0"></span>Filip <span class="_ _5"></span>Kuropatwa <span class="_ _5"></span>otrzymywał <span class="_ _5"></span>w <span class="_ _5"></span>Unimot <span class="_ _0"></span>S.A. <span class="_ _5"></span>wynagrodzenie <span class="_ _0"></span>z <span class="_ _5"></span>t<span class="_ _0"></span>ytułu <span class="_ _0"></span>pełnienia <span class="_ _5"></span>funkcji <span class="_ _5"></span>członka <span class="_ _5"></span>zarządu <span class="_ _5"></span>Emitenta, <span class="_ _0"></span>na <span class="_ _5"></span>podstawie <span class="_ _6"></span>uc<span class="_ _0"></span>hwały </div><div class="t m0 x1 h10 y1294 ff8 fs4 fc2 sc0 ls0 ws0">Rady <span class="_ _5"></span>Nadzorczej <span class="_ _5"></span>z <span class="_ _5"></span>dnia <span class="_ _5"></span>16 <span class="_ _6"></span>czerwca <span class="_ _5"></span>2021 <span class="_ _5"></span>r. <span class="_ _5"></span>w <span class="_ _5"></span>postaci <span class="_ _5"></span>miesięcznego<span class="_ _0"></span> <span class="_ _5"></span>wynagrodzenia. <span class="_ _5"></span>W <span class="_ _5"></span>2024 <span class="_ _5"></span>roku <span class="_ _6"></span>wynagrodzenie<span class="_ _1"></span> <span class="_ _5"></span>wypłacone <span class="_ _5"></span>z <span class="_ _6"></span>tego <span class="_ _6"></span>tytułu </div><div class="t m0 x1 h10 y1295 ff8 fs4 fc2 sc0 ls0 ws0">wyniosło <span class="_ _1"></span>120 <span class="_ _10"></span>000 <span class="_ _1"></span>zł <span class="_ _10"></span>brutto. N<span class="_ _1"></span>a <span class="_ _10"></span>podstawie S<span class="_ _1"></span>ystemu <span class="_ _10"></span>Premiowego Zarządu <span class="_ _10"></span>Wiceprezesowi <span class="_ _10"></span>Zarządu <span class="_ _1"></span>Filipowi <span class="_ _1"></span>Kuropatwie <span class="_ _10"></span>ustalona <span class="_ _10"></span>z<span class="_ _0"></span>ostał<span class="_ _0"></span><span class="ff6">a <span class="_ _1"></span>premia </span></div><div class="t m0 x1 h10 y10ec ff8 fs4 fc2 sc0 ls0 ws0">pieniężna <span class="_ _10"></span>z<span class="_ _0"></span>a rok <span class="_ _10"></span>2024, uchwalona <span class="_ _1"></span>i <span class="_ _1"></span>należna <span class="_ _10"></span>na mocy u<span class="_ _1"></span>chwały Rady <span class="_ _10"></span>Nadzorczej z <span class="_ _1"></span>dnia <span class="_ _1"></span>15.04.2025 <span class="_ _1"></span>r., w <span class="_ _10"></span>wysokości 2 <span class="_ _1"></span>784 070 z<span class="_ _1"></span>ł bru<span class="_ _1"></span>tto. Ponadto </div><div class="t m0 x1 h10 y10ed ff8 fs4 fc2 sc0 ls0 ws0">Pan <span class="_ _7"> </span>Filip <span class="_ _12"> </span>Kuropatwa <span class="_ _12"> </span>w <span class="_ _7"> </span>2024 <span class="_ _12"> </span>r. <span class="_ _12"> </span>w <span class="_ _7"> </span>cz<span class="_ _0"></span>asie <span class="_ _7"> </span>pełnienia <span class="_ _12"> </span>funkcji <span class="_ _7"> </span>Wiceprezesa <span class="_ _12"> </span>Zarządu <span class="_ _7"> </span>Emite<span class="_ _0"></span>nta <span class="_ _7"> </span>otrzy<span class="_ _0"></span>mał <span class="_ _12"> </span>wynagrodzenie <span class="_ _7"></span>od <span class="_ _12"> </span>spółek <span class="_ _7"> </span>z<span class="_ _0"></span>ależn<span class="_ _5"></span><span class="ff6">ych </span></div><div class="t m0 x1 h10 y10ee ff8 fs4 fc2 sc0 ls0 ws0">Emitenta: (i) wynagrodzenie tytułu <span class="_ _0"></span>pełnienia funkcji Członka Rady <span class="_ _0"></span>Nadzorczej w <span class="_ _0"></span>spółce zależnej Unimot Te<span class="_ _5"></span>rminale sp. z <span class="_ _0"></span>o.o. w <span class="_ _0"></span>wysokości 61 </div><div class="t m0 x1 h10 y103e ff8 fs4 fc2 sc0 ls0 ws0">605,67 <span class="_ _10"></span>zł <span class="_ _1"></span>brutto; <span class="_ _10"></span>(ii) <span class="_ _10"></span>wynagrodzenie <span class="_ _1"></span>tytułu <span class="_ _10"></span>pełnienia <span class="_ _10"></span>fu<span class="_ _0"></span>nkcji <span class="_ _10"></span>Członka <span class="_ _1"></span>Rady <span class="_ _10"></span>Nadzorczej <span class="_ _1"></span>w <span class="_ _10"></span>spółce <span class="_ _10"></span>z<span class="_ _0"></span>ależnej <span class="_ _10"></span>Unimot <span class="_ _10"></span>Bitumen <span class="_ _1"></span>sp. <span class="_ _10"></span>z o.o<span class="_ _0"></span>. <span class="_ _10"></span>w <span class="_ _1"></span>wysokości </div><div class="t m0 x1 h10 y1296 ff8 fs4 fc2 sc0 ls0 ws0">58 482,92 zł <span class="_ _0"></span>brutto. Ponadto ze skutkiem od 1 <span class="_ _0"></span>stycznia 2024 roku Pan <span class="_ _0"></span>Filip Kuropatwa <span class="_ _0"></span>świadczy dla spółki <span class="_ _0"></span>Unimot Paliwa sp. z o<span class="_ _0"></span>.o. usługi na </div><div class="t m0 x1 h10 y1297 ff8 fs4 fc2 sc0 ls0 ws0">podstawie umowy o świadczenie usług doradczo –<span class="ff6"> </span>konsultacyjnych za wynagrodzeniem w wysokości 25 000 zł netto miesięcznie.   <span class="ff6"> </span></div><div class="t m0 x1 h10 y1298 ff6 fs4 fc2 sc0 ls0 ws0">Aneta Szczesna - Kowalska <span class="ff8">(piastowała funkcję Wiceprezesa Zarządu ds. HR przez cały rok 2024)</span> </div><div class="t m0 x1 h10 yd66 ff6 fs4 fc2 sc0 ls0 ws0">Pani <span class="_ _10"></span>Aneta <span class="_ _1"></span>Szczesna <span class="_ _10"></span><span class="ff8">–<span class="ff6"> </span>Kowalska <span class="_ _10"></span>otrzymywała <span class="_ _1"></span>w <span class="_ _1"></span>Unimot <span class="_ _10"></span>S.A. <span class="_ _1"></span>wynagrodzen<span class="_ _1"></span>ie <span class="_ _10"></span>z tytułu <span class="_ _10"></span>pełnienia <span class="_ _10"></span>funkcji członka <span class="_ _10"></span>zarządu <span class="_ _1"></span>Emitenta, <span class="_ _10"></span>na <span class="_ _1"></span>podstawie </span></div><div class="t m0 x1 h10 y1299 ff8 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 2024 roku wynagrodzeni<span class="_ _1"></span>e wypł<span class="_ _0"></span>acone z tego </div><div class="t m0 x1 h10 y1233 ff8 fs4 fc2 sc0 ls0 ws0">tytułu wyniosło <span class="_ _1"></span>120 000 zł <span class="_ _1"></span>brutto. Ponadto <span class="_ _1"></span>Pani A<span class="_ _1"></span>neta Szczesna –<span class="ff6"> </span>Kowalska w <span class="_ _1"></span>2024 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 </div><div class="t m0 x1 h10 y54 ff8 fs4 fc2 sc0 ls0 ws0">o świadczenie usług dla Emiten<span class="_ _1"></span>ta w wysokości 276 000 zł netto. Na podstawie Systemu Pre<span class="_ _1"></span>miowego Zarządu Wice<span class="_ _0"></span><span class="ff6">prezes Anecie Szczesnej </span>–<span class="ff6"> </span></div><div class="t m0 x1 h10 y126f ff8 fs4 fc2 sc0 ls0 ws0">Kowalskiej <span class="_ _0"></span>ustalona <span class="_ _5"></span>została <span class="_ _5"></span>premia <span class="_ _5"></span>pieniężna <span class="_ _0"></span>z<span class="_ _0"></span>a <span class="_ _5"></span>rok <span class="_ _5"></span>2024, <span class="_ _5"></span>uchwalona <span class="_ _5"></span>i <span class="_ _0"></span>nal<span class="_ _0"></span>eżna <span class="_ _0"></span>na<span class="_ _0"></span> <span class="_ _5"></span>mocy <span class="_ _5"></span>uchwały <span class="_ _5"></span>Rady <span class="_ _0"></span>Nadzorcz<span class="_ _0"></span>ej <span class="_ _0"></span>z <span class="_ _5"></span>dnia <span class="_ _5"></span>15.04.20<span class="_ _6"></span><span class="ff6">25 <span class="_ _0"></span>r., <span class="_ _5"></span>w </span></div><div class="t m0 x1 h10 y1223 ff8 fs4 fc2 sc0 ls0 ws0">wysokości <span class="_ _5"></span>500 <span class="_ _0"></span>000 <span class="_ _5"></span>zł <span class="_ _5"></span>brutto. <span class="_ _0"></span>Po<span class="_ _0"></span>nadto <span class="_ _0"></span>Pa<span class="_ _0"></span>ni <span class="_ _0"></span>Aneta <span class="_ _5"></span>Szczesna <span class="_ _5"></span>–<span class="ff6"> <span class="_ _5"></span></span>Kowalska <span class="_ _5"></span>w <span class="_ _5"></span>2024 <span class="_ _5"></span>r. <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>c<span class="_ _0"></span>zasie <span class="_ _0"></span>pełnienia<span class="ff6"> <span class="_ _5"></span></span>funkcji <span class="_ _5"></span>Wiceprezesa <span class="_ _0"></span>Zarządu <span class="_ _5"></span>Emitenta </div><div class="t m0 x1 h10 y1224 ff8 fs4 fc2 sc0 ls0 ws0">otrzymała <span class="_ _10"></span>w<span class="_ _0"></span>ynagrodzenie <span class="_ _10"></span>od <span class="_ _1"></span>spółki <span class="_ _10"></span>zależnej <span class="_ _1"></span>Tradea <span class="_ _10"></span>sp. o.o. <span class="_ _10"></span>z <span class="_ _1"></span>tytułu <span class="_ _10"></span>świadczenia <span class="_ _10"></span>dla <span class="_ _1"></span>tej <span class="_ _10"></span>spółki zależne<span class="_ _1"></span>j u<span class="_ _1"></span>sług <span class="_ _10"></span>doradczych z <span class="_ _10"></span>ob<span class="_ _0"></span>szaru <span class="_ _1"></span>zarządzania </div><div class="t m0 x1 h10 y1113 ff8 fs4 fc2 sc0 ls0 ws0">zasobami ludzkimi w wysokości 60 000 zł netto. <span class="ff6"> </span></div><div class="t m0 x1 h10 y11c4 ff8 fs4 fc2 sc0 ls0 ws0">Michał Hojowski (piastował funkcję Wiceprezes<span class="_ _1"></span>a Zarządu ds. Transformacji E<span class="_ _0"></span>nergetycznej przez cały rok 2024)<span class="ff6"> </span></div><div class="t m0 x1 h10 y939 ff8 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="_ _5"></span>Unimot <span class="_ _0"></span>S.A. <span class="_ _0"></span>wynagrodzenie <span class="_ _0"></span>z <span class="_ _0"></span>tytułu <span class="_ _0"></span>pełnienia <span class="_ _0"></span>funkcji <span class="_ _0"></span>członka <span class="_ _5"></span>zarządu <span class="_ _0"></span>Emitenta, <span class="_ _0"></span>na <span class="_ _0"></span>podstawie <span class="_ _6"></span>uchwały </div><div class="t m0 x1 h10 y129a ff8 fs4 fc2 sc0 ls0 ws0">Rady <span class="_ _0"></span>Nadzorczej <span class="_ _0"></span>z <span class="_ _5"></span>dnia <span class="_ _0"></span>22 <span class="_ _5"></span>listopada <span class="_ _0"></span>2023 <span class="_ _5"></span>r. <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>postaci <span class="_ _0"></span>mi<span class="_ _0"></span>esięcznego <span class="_ _0"></span>wynagrodzenia. <span class="_ _0"></span>W <span class="_ _5"></span>2024 <span class="_ _5"></span>roku <span class="_ _5"></span>wynagrodzenie <span class="_ _0"></span>wypłacone <span class="_ _0"></span>z <span class="_ _5"></span>teg<span class="_ _5"></span>o <span class="_ _5"></span>tytułu </div><div class="t m0 x1 h10 yf88 ff8 fs4 fc2 sc0 ls0 ws0">wyniosło <span class="_ _5"></span>120 <span class="_ _0"></span>000 <span class="_ _5"></span>zł <span class="_ _5"></span>brutto. <span class="_ _5"></span>Ponadto <span class="_ _5"></span>Pan <span class="_ _5"></span> <span class="_ _5"></span>Michał <span class="_ _5"></span>Hojow<span class="_ _0"></span>ski <span class="_ _0"></span>w <span class="_ _5"></span>2024 <span class="_ _5"></span>r. <span class="_ _5"></span>otrzymał <span class="_ _5"></span>od <span class="_ _5"></span>Emitenta <span class="_ _5"></span>wynagrodzenie <span class="_ _0"></span>z <span class="_ _6"></span>tytułu <span class="_ _0"></span>umowy <span class="_ _5"></span>o <span class="_ _5"></span>świadc<span class="_ _5"></span><span class="ff6">zenie </span></div><div class="t m0 x1 h10 y769 ff8 fs4 fc2 sc0 ls0 ws0">usług <span class="_ _6"></span>dla <span class="_ _6"></span>Emitenta <span class="_ _6"></span>w <span class="_ _7"></span>wysokości <span class="_ _6"></span>437 <span class="_ _7"></span>500 <span class="_ _6"></span>zł<span class="_ _0"></span> <span class="_ _6"></span>netto. <span class="_ _6"></span>Na <span class="_ _7"></span>podstawie <span class="_ _6"></span>Systemu <span class="_ _6"></span>Premiowego <span class="_ _7"></span>Zarządu <span class="_ _6"></span>Wiceprezesowi <span class="_ _6"></span>Michałowi <span class="_ _7"></span>Hoj<span class="_ _5"></span><span class="ff6">owskiemu </span></div><div class="t m0 x1 h10 y93c ff8 fs4 fc2 sc0 ls0 ws0">ustalona została <span class="_ _1"></span>premia p<span class="_ _1"></span>ieniężna za<span class="_ _1"></span> rok 2024<span class="_ _10"></span>,<span class="_ _0"></span> uchwalona <span class="_ _1"></span>i <span class="_ _1"></span>należna n<span class="_ _1"></span>a mocy u<span class="_ _1"></span>chwały R<span class="_ _1"></span>ady Nadzorc<span class="_ _1"></span>zej z <span class="_ _1"></span>dnia <span class="_ _1"></span>15.04.2025 r., <span class="_ _1"></span>w <span class="_ _1"></span>wy<span class="_ _0"></span>sokości 820 </div><div class="t m0 x1 h10 y26 ff8 fs4 fc2 sc0 ls0 ws0">000 zł <span class="ff6">brutto. </span></div><div class="t m0 x1 h22 y1002 ff5 fs4 fc9 sc0 ls0 ws0">Wynagrodzenie Członków Rady Nadzorczej za rok 2024: <span class="ff7"> </span></div><div class="t m0 x1 h10 ye25 ff6 fs4 fc2 sc0 ls0 ws0">W  2024  roku  <span class="ff8">członkowie  Rady  Nadzorczej  uzyskiwali  miesięczne  wynagrodzenie  na  podstawie  uchwały  nr  24  Zwyczajnego  Walnego </span></div><div class="t m0 x1 h10 y125f ff8 fs4 fc2 sc0 ls0 ws0">Zgromadzenia <span class="_ _10"></span>UNIMOT <span class="_ _10"></span>S.A z <span class="_ _9"></span>d<span class="_ _0"></span>nia <span class="_ _10"></span>29 <span class="_ _1"></span>czerwca <span class="_ _10"></span>2022 <span class="_ _1"></span>r., <span class="_ _10"></span>które <span class="_ _10"></span>wynosi 6 <span class="_ _10"></span>250 <span class="_ _10"></span>zł <span class="_ _1"></span>brutto <span class="_ _10"></span>dla <span class="_ _1"></span>Przewodniczącego <span class="_ _10"></span>Rady <span class="_ _10"></span>Na<span class="_ _0"></span>dzorczej <span class="_ _10"></span>i <span class="_ _1"></span>Przewo<span class="_ _0"></span>dnic<span class="_ _0"></span>zącego </div><div class="t m0 x1 h10 y129b ff6 fs4 fc2 sc0 ls0 ws0">Komitetu A<span class="ff8">udytu oraz 5.000 zł dla pozostałych członków Rady N<span class="_ _1"></span>adzorczej. Wynagrodzenie<span class="_ _1"></span> Członków Rady Nadzorczej wypłacone za 2024 r<span class="_ _1"></span>.: <span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 h10 yce3 ff6 fs4 fc2 sc0 ls0 ws0">Andreas Golombek <span class="ff8">–</span> <span class="ff8 ls6">75 000 zł brutto, </span> </div><div class="t m0 x1 h10 yd0d ff8 fs4 fc2 sc0 ls0 ws0">Bogusław Satława –<span class="ff6"> </span>27 833,33 zł brutto (wynagrodzenie za okres pełnien<span class="_ _1"></span>ia funkcji, czyli do 17.06.2024), <span class="ff6"> </span></div><div class="t m0 x1 h10 y129c ff6 fs4 fc2 sc0 ls0 ws0">Isaac Querub <span class="ff8">–</span> <span class="ff8">27 833,33 zł brutto (wynagrodzenie za okres pełnienia funkcji, czyli d<span class="_ _1"></span>o 17.06.2024), <span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 h10 y129d ff6 fs4 fc2 sc0 ls0 ws0">Ryszard Budzik <span class="ff8">–</span> <span class="ff8">27 833,33 zł brutto (wynagrodzenie za okres pełnieni<span class="_ _1"></span>a funkcji, czyli do 17.06.2024), <span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 h10 y121f ff8 fs4 fc2 sc0 ls0 ws0">Piotr Cieślak –<span class="ff6"> </span>74 233,87 zł brutto, <span class="ff6"> </span></div><div class="t m0 x1 h10 y129e ff6 fs4 fc2 sc0 ls0 ws0">Piotr Prusakiewicz <span class="ff8">–</span> <span class="ff8">60 000,00 zł brutto, </span> </div><div class="t m0 x1 h10 y129f ff6 fs4 fc2 sc0 ls0 ws0">Lidia Banach <span class="ff8">–</span> Hoheker <span class="ff8">–</span> <span class="ff8">60 766,12 zł brutto,</span> </div><div class="t m0 x1 h10 y12a0 ff8 fs4 fc2 sc0 ls0 ws0">Czesław Sadkowski –<span class="ff6"> </span>32 333,33 zł brutto (wynagrodzenie za okres pełnienia funkcji, czyli od 17.06.2024),<span class="ff6"> </span></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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">153<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 yab ff6 fs4 fc2 sc0 ls0 ws0">Yiannis Petrallis - <span class="ff8">32 333,33 zł brutto (wynagrodzenie za okres pe<span class="_ _1"></span>łnienia funkcji, czyli od 17.06.2024),<span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 h10 y12c ff6 fs4 fc2 sc0 ls0 ws0">Magdalena Sikorska - <span class="ff8">32 333,33 zł brutto (wynagrodzenie za okres pełnienia funkcji, czyli od 17.06.2024). </span> </div><div class="t m0 x1 h10 y12d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y12e ff8 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 h10 y12f ff8 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="_ _10"></span>o<span class="_ _0"></span>pcji na <span class="_ _10"></span>akcje lub inn<span class="_ _1"></span>ych świadczeń<span class="_ _1"></span> w natu<span class="_ _1"></span>rze. Ponadto cz<span class="_ _1"></span>łonkom Ra<span class="_ _0"></span><span class="ff6">dy Na<span class="_ _1"></span>dzorczej </span></div><div class="t m0 x1 h10 y130 ff8 fs4 fc2 sc0 ls0 ws0">nie <span class="_ _0"></span>przysługują <span class="_ _6"></span>od <span class="_ _0"></span>Spółki <span class="_ _5"></span>świadczenia <span class="_ _5"></span>o <span class="_ _5"></span>charakterze <span class="_ _5"></span>odroczonym <span class="_ _5"></span>lub <span class="_ _5"></span>warunkowym. <span class="_ _5"></span>Członkowie <span class="_ _5"></span>Rady <span class="_ _5"></span>Nadzorczej <span class="_ _5"></span>nie <span class="_ _5"></span>uzyskiwali <span class="_ _5"></span>równ<span class="_ _5"></span>ież <span class="_ _5"></span>w </div><div class="t m0 x1 h10 y131 ff8 fs4 fc2 sc0 ls0 ws0">2024 r. wynagrodzenia od spółek zależnych od Emitent<span class="ff6 lsa">a.<span class="ls0"> </span></span></div><div class="t m0 x58 h71 y12a1 ff7 fs3 fc5 sc0 ls0 ws0">9.12.4.<span class="ff3"> <span class="_ _3"> </span><span class="ff5">ZOBOWIĄZANIA WYNI<span class="_ _0"></span>KAJĄCE<span class="_ _0"></span> Z EMERYTUR I <span class="_ _0"></span>ŚWIADCZEŃ <span class="_ _0"></span>O PODOBNYM C<span class="_ _0"></span>HARAKTERZE DLA B<span class="_ _0"></span>YŁYCH OSÓB </span></span></div><div class="t m0 x62 h11 y134 ff5 fs3 fc5 sc0 ls0 ws0">ZARZĄDZAJĄCYCH I NADZ<span class="_ _0"></span>ORUJĄCYC<span class="_ _0"></span>H<span class="_ _0"></span><span class="ff7"> </span></div><div class="t m0 x1 h10 y12a2 ff8 fs4 fc2 sc0 ls0 ws0">Brak takich zobowiązań<span class="ff6"> </span></div><div class="t m0 x58 h71 y6f6 ff7 fs3 fc5 sc0 ls0 ws0">9.12.5.<span class="ff3"> <span class="_ _3"> </span><span class="ff5">INFORMACJE O SYS<span class="_ _0"></span>TEMIE KONTROLI PROGR<span class="_ _0"></span>AMÓ<span class="_ _0"></span>W AKCJI PRACOWNICZYC<span class="_ _0"></span>H<span class="_ _0"></span></span></span> </div><div class="t m0 x1 h10 yf9f ff8 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 x58 h71 y11a9 ff7 fs3 fc5 sc0 ls0 ws0">9.12.6.<span class="ff3"> <span class="_ _3"> </span><span class="ff5">OPIS POLITYKI RÓŻN<span class="_ _0"></span>ORODN<span class="_ _0"></span>OŚCI STOSOWANEJ<span class="_ _0"></span> DO ORGANÓW ADM<span class="_ _0"></span>INISTRUJĄCYCH, Z<span class="_ _0"></span>ARZĄDZAJĄCYCH <span class="_ _5"></span></span></span> </div><div class="t m0 x62 h11 y1128 ff5 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 LUB </div><div class="t m0 x62 h11 y10db ff5 fs3 fc5 sc0 ls0 ws0">WYKSZTAŁCENIE I DOŚ<span class="_ _0"></span>WIADCZEN<span class="_ _0"></span>IE ZAWODOWE, CELÓW <span class="_ _0"></span>TEJ POLITYKI RÓŻN<span class="_ _0"></span>ORODNOŚ<span class="_ _0"></span>CI, SPOSOBU JE<span class="_ _0"></span>J </div><div class="t m0 x62 h11 y3d8 ff5 fs3 fc5 sc0 ls0 ws0">REALIZACJI ORAZ SKUTK<span class="_ _0"></span>ÓW W DANYM OKRE<span class="_ _0"></span>SIE SPRAWO<span class="_ _0"></span>ZDAWCZYM<span class="_ _0"></span><span class="ff7"> </span></div><div class="t m0 x1 h10 y126c ff8 fs4 fc2 sc0 ls0 ws0">W Spółce nie została przyjęta Polityka Różnorodności.<span class="ff6"> </span></div><div class="t m0 x1 h10 ye97 ff8 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 h10 y12a3 ff8 fs4 fc2 sc0 ls0 ws0">różnorodności:<span class="ff6"> </span></div><div class="t m0 x1 h4b y59c ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff12">Zasada 2.1. - <span class="_ _1"></span><span class="ff11">Spółka powin<span class="_ _1"></span>na posiadać <span class="_ _1"></span>politykę różnorodności<span class="_ _1"></span> wobec zarządu <span class="_ _1"></span>oraz rady <span class="_ _1"></span>nadzorczej, <span class="_ _10"></span>p<span class="_ _0"></span>rzyjętą odpowiednio przez <span class="_ _1"></span>radę </span></span></span></div><div class="t m0 x3c h102 yda1 ff11 fs4 fc2 sc0 ls0 ws0">nadzorczą <span class="_ _5"></span>lub <span class="_ _5"></span>walne <span class="_ _0"></span>zg<span class="_ _0"></span>romadzenie. <span class="_ _0"></span>Polityka <span class="_ _5"></span>różnorodności <span class="_ _5"></span>określa <span class="_ _5"></span>cele <span class="_ _0"></span>i <span class="_ _5"></span>kryteria <span class="_ _5"></span>różnorodności <span class="_ _5"></span>m.in. <span class="_ _5"></span>w <span class="_ _5"></span>takich <span class="_ _5"></span>obszarach <span class="_ _5"></span>jak <span class="_ _5"></span>p<span class="_ _6"></span><span class="ls5a">łe</span>ć, </div><div class="t m0 x3c h102 y1092 ff11 fs4 fc2 sc0 ls0 ws0">kierunek <span class="_ _18"> </span>wykszta<span class="_ _0"></span>łcenia, <span class="_ _18"> </span>specjalistyczna <span class="_ _18"> </span>wiedza<span class="_ _0"></span>, <span class="_ _18"> </span>wiek <span class="_ _18"> </span>o<span class="_ _0"></span>raz <span class="_ _18"> </span>do<span class="_ _0"></span>świadczenie <span class="_ _18"> </span>zawodowe, <span class="_ _17"> </span>a <span class="_ _19"> </span>takż<span class="_ _0"></span>e <span class="_ _18"> </span>wska<span class="_ _0"></span>zuje <span class="_ _18"> </span>termin <span class="_ _18"> </span>i <span class="_ _18"> </span>s<span class="_ _0"></span>posób </div><div class="t m0 x3c h102 y1a5 ff11 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 x3c h22 y1093 ff11 fs4 fc2 sc0 ls0 ws0">spółki jest udział mniejszości w danym organie na poziomie nie niższym niż 30%.<span class="ff7"> </span></div><div class="t m0 xc6 h10 y12a4 ff8 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _1"></span>nie p<span class="_ _1"></span>osiada formalnie <span class="_ _10"></span>przy<span class="_ _0"></span>jętej <span class="_ _1"></span>polityki różnorodności <span class="_ _10"></span>wobec<span class="_ _0"></span> zarządu <span class="_ _10"></span>oraz rady <span class="_ _1"></span>nadzorczej co <span class="_ _10"></span>uniemożliwia formalne <span class="_ _10"></span>o<span class="_ _0"></span>kr<span class="_ _0"></span>eśleni<span class="_ _0"></span>e: </div><div class="t m0 xc6 h10 yd87 ff8 fs4 fc2 sc0 ls0 ws0">celów, kryteriów oraz terminu i sposobu<span class="_ _1"></span> monitorowania realizacji celów.<span class="ff6"> </span></div><div class="t m0 xc6 h10 y12a5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc6 h10 ya21 ff8 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="_ _5"></span><span class="ff6">jej </span></div><div class="t m0 xc6 h10 y12a6 ff8 fs4 fc2 sc0 ls0 ws0">potrzeby i specyfikę działalności.<span class="ff6"> </span></div><div class="t m0 xc6 h10 ycb7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc6 h10 y12a7 ff8 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 xc6 h10 y12a8 ff8 fs4 fc2 sc0 ls0 ws0">zmieniających się wymagań rynkowych i oczekiwań interesariuszy.<span class="ff6"> </span></div><div class="t m0 x3c h10 y553 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h4b y12a9 ffd fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _24"> </span><span class="ff12">Zasada  2.2.  -  <span class="ff11">Osoby <span class="_ _12"> </span>podejmujące  decyzje  w  sprawie <span class="_ _12"> </span>wyboru  członków  zarządu  lu<span class="_ _1"></span>b  rady  na<span class="_ _1"></span>dzorczej  spółki  powinny <span class="_ _12"> </span>zapewnić </span></span></span></div><div class="t m0 x3c h102 y12aa ff11 fs4 fc2 sc0 ls0 ws0">wszechstronność <span class="_ _7"> </span>tych <span class="_ _7"> </span>organów <span class="_ _7"> </span>poprzez <span class="_ _7"> </span>wyb<span class="_ _0"></span>ór <span class="_ _6"> </span>d<span class="_ _0"></span>o <span class="_ _7"> </span>ich <span class="_ _7"> </span>składu <span class="_ _7"> </span>osób <span class="_ _12"> </span>zapewniającyc<span class="_ _1"></span>h <span class="_ _7"> </span>różnorodność, <span class="_ _7"> </span>umożliwiając <span class="_ _7"> </span>m.in. <span class="_ _7"> </span>osiągnięcie </div><div class="t m0 x3c h102 y503 ff11 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="_ _10"></span>niżs<span class="_ _0"></span>zym niż <span class="_ _10"></span>30%<span class="_ _0"></span>, zgodnie <span class="_ _10"></span>z celami określonymi </div><div class="t m0 x3c h22 y12ab ff11 fs4 fc2 sc0 ls0 ws0">w przyjętej polityce różnorodności, o której mowa w zasadzie 2.1.<span class="ff7"> </span></div><div class="t m0 x3c h10 y72f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc6 h10 y113a ff8 fs4 fc2 sc0 ls0 ws0">Przy <span class="_ _6"></span>wyborze <span class="_ _7"></span>członków <span class="_ _6"></span>o<span class="_ _0"></span>rganów <span class="_ _6"></span>Spółka <span class="_ _6"></span>kieruje <span class="_ _7"></span>się <span class="_ _6"></span>różnorodnymi <span class="_ _6"></span>kryteriami, <span class="_ _7"></span>obejmującymi <span class="_ _6"></span>kierunek <span class="_ _6"></span>w<span class="_ _0"></span>ykształcenia, <span class="_ _6"></span>specjalistyczn<span class="_ _5"></span><span class="lsa">ą </span></div><div class="t m0 xc6 h10 y12ac ff8 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 xc6 h10 y12ad ff8 fs4 fc2 sc0 ls0 ws0">Kryteria, <span class="_ _6"></span>takie <span class="_ _7"> </span>jak <span class="_ _7"> </span>wiek <span class="_ _7"> </span>czy <span class="_ _7"> </span>płeć<span class="_ _0"></span> <span class="_ _7"></span>nie <span class="_ _6"></span>są <span class="_ _12"> </span>decydujące <span class="_ _6"></span>podczas <span class="_ _7"> </span>wybo<span class="_ _0"></span>ru, <span class="_ _6"></span>jednak <span class="_ _7"> </span>Spół<span class="_ _0"></span>ka <span class="_ _6"></span>stara <span class="_ _7"> </span>się <span class="_ _12"> </span>uwzględn<span class="_ _1"></span>iać <span class="_ _7"></span>je <span class="_ _7"></span>w <span class="_ _7"> </span>procesie <span class="_ _7"> </span>rekruta<span class="_ _5"></span><span class="ff6">c<span class="_ _0"></span>ji <span class="_ _6"></span>i<span class="_ _0"></span> </span></div><div class="t m0 xc6 h10 y12ae ff8 fs4 fc2 sc0 ls0 ws0">nominacji, analizując aktualne możliwości rynku pracy.<span class="ff6"> </span></div><div class="t m0 xc6 h10 y12af ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc6 h10 y12b0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc6 h10 y5cf ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc6 h10 ya15 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc6 h10 y75f ff6 fs4 fc2 sc0 ls0 ws0"> </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 y3c w1d h1c" alt="" 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class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">154<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h9 y1c5 ff7 fs2 fc8 sc0 lsb ws0">10.<span class="ff3 ls0"> <span class="_ _68"></span><span class="ff5">SPRAWOZDAWCZOŚ<span class="_ _1"></span>Ć<span class="ff7"> </span>ZRÓWNOWAŻONE<span class="_ _1"></span>GO ROZWOJU <span class="ff7"> </span></span></span></div><div class="t m0 x1 h10 y12b1 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc6 h10 yd11 ff6 fs4 fc2 sc0 ls0 ws0">Sprawozdanie <span class="_ _7"> </span><span class="ff8">Zrównoważ<span class="_ _0"></span>onego <span class="_ _7"> </span>Ro<span class="_ _0"></span>zwoju <span class="_ _12"> </span>Grupy <span class="_ _7"></span>Kapitałowej <span class="_ _12"> </span>UNIMOT <span class="_ _7"> </span></span>z<span class="_ _0"></span>a <span class="_ _12"> </span>r<span class="_ _1"></span>ok <span class="_ _7"> </span>2024 <span class="_ _12"> </span>stanowi <span class="_ _12"> </span><span class="ff8">załącznik <span class="_ _7"></span>i <span class="_ _7"> </span>integralną <span class="_ _12"> </span>część <span class="_ _12"> </span>niniejszego </span></div><div class="t m0 xc6 h10 y6ab ff8 fs4 fc2 sc0 ls0 ws0">Sprawozdania Zarządu z działalności<span class="ff6"> Grupy UNIMOT i Unimot S.A. za 2024 rok. </span></div><div class="t m0 x1 h10 y11a4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3c h9 y12b2 ff7 fs2 fc8 sc0 lsb ws0">11.<span class="ff3 ls0"> <span class="_ _68"></span><span class="ff7"> ZATWIERDZENIE RO<span class="_ _10"></span>CZNEG<span class="_ _0"></span>O SPRAWOZD<span class="_ _1"></span>ANIA <span class="ff5">ZARZĄDU Z DZI<span class="_ _1"></span>AŁALNOŚCI G<span class="_ _1"></span>RUPY </span></span></span></div><div class="t m0 x3d h32 y100 ff5 fs2 fc8 sc0 ls0 ws0">KAPITAŁOWEJ <span class="ff7">UNIM<span class="_ _10"></span>OT I UNIMOT S.A. </span></div><div class="t m0 x1 h10 y995 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yead ff8 fs4 fc2 sc0 ls0 ws0">Zarząd Unimot <span class="_ _0"></span>S.A. <span class="_ _0"></span>oświadcza, <span class="_ _0"></span>że niniejsze <span class="_ _5"></span><span class="ff6">roczne <span class="_ _0"></span>sprawozdanie pt. <span class="_ _0"></span></span>„Sprawozdanie <span class="_ _0"></span>z <span class="_ _0"></span>działalności Grupy<span class="ff6"> <span class="_ _0"></span></span>Kapitałow<span class="_ _0"></span>ej<span class="ff6"> <span class="_ _0"></span>UNIMOT <span class="_ _0"></span>i <span class="_ _0"></span>Unimot S.A. </span></div><div class="t m0 x1 h10 yd48 ff6 fs4 fc2 sc0 ls0 ws0">za 2024 rok <span class="_ _1"></span><span class="ff8">zakończon<span class="ff6">y 31 grudnia <span class="ls6">202</span>4 <span class="_ _1"></span>roku<span class="ff8">”</span> <span class="ff8">zawiera prawdziwy obraz <span class="_ _1"></span>rozwoju, osiągnię<span class="_ _1"></span>ć oraz sytuacji<span class="ff6"> Emitenta i G<span class="_ _1"></span>K UNIMOT, w tym opi<span class="_ _1"></span>s </span></span></span></span></div><div class="t m0 x1 h10 yd49 ff8 fs4 fc2 sc0 ls0 ws0">podstawowych zagrożeń i ryzyk i zostało zatwierdzone do publikacji oraz podpisan<span class="_ _1"></span>e przez Zarząd <span class="_ _0"></span><span class="ff6">Unimot S.A. dnia 15 kwietn<span class="ls7">ia</span> <span class="ls6">202</span>5 roku. </span></div><div class="t m0 x1 h10 y12b3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y12b4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yd4c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y12b5 ff8 fs4 fc2 sc0 ls0 ws0">………………………………<span class="ff6 ls1d">                   <span class="ls0"> <span class="_ _69"> </span> <span class="_ _63"> </span></span></span>………………………………<span class="ff6"> <span class="_ _26"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _6a"> </span></span>…………………………………  <span class="ff6"> </span></div><div class="t m0 x1 h22 y66a ff7 fs4 fc2 sc0 ls0 ws0">Adam Sikorski <span class="_ _4d"> </span> <span class="_ _63"> </span><span class="ls1d">    </span> <span class="_ _5c"> </span> <span class="_ _63"> </span>Fi<span class="_ _1"></span>lip Kuropatwa <span class="_ _2c"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _6a"> </span>Robert Brzozowski </div><div class="t m0 x1 h22 y117e ff8 fs4 fc2 sc0 ls0 ws0">Prezes Zarządu<span class="ff6"> Unimot S.A. <span class="_ _17"> </span><span class="ls1d">           </span> <span class="_ _38"> </span><span class="ls1d">   </span> <span class="_ _6b"> </span></span>Wiceprezes Zarządu<span class="ff6"> Unimot S.A. <span class="_ _52"> </span> <span class="_ _63"> </span><span class="ls1d">           </span> <span class="_ _38"> </span>Wiceprezes </span>Zarządu<span class="ff6"> Unimot S.A.<span class="ff7"> </span></span></div><div class="t m0 x1 h10 y3dd ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> </div><div class="t m0 x1 h10 y12b6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y51b ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y10b8 w14a h125"><div class="t m0 x3f hd y2ab ff8 fs6 fc2 sc0 ls0 ws0">…………………………………<span class="_ _1"></span>………<span class="ff6"> </span></div></div><div class="c x40 y10b8 w14b h125"><div class="t m0 x150 hd y2ab ff8 fs6 fc2 sc0 ls0 ws0">…………………………………<span class="_ _1"></span>………      <span class="ff6"> </span></div></div><div class="c x13e y10b8 w14c h125"><div class="t m0 x150 hd y2ab ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y12b7 w14a h125"><div class="t m0 x3f h22 y2f8 ff7 fs4 fc2 sc0 ls0 ws0">Aneta Szczesna-Kowalska </div></div><div class="c x40 y12b7 w14b h125"><div class="t m0 x150 h22 y562 ff5 fs4 fc2 sc0 ls0 ws0">Michał Hojowski<span class="ff7"> </span></div></div><div class="c x13e y12b7 w14c h125"><div class="t m0 x150 hf y2ab ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y12b8 w14a h126"><div class="t m0 x3f h10 y35 ff8 fs4 fc2 sc0 ls0 ws0">Wiceprezes Zarządu Unimot S.A.<span class="ff6"> </span></div></div><div class="c x40 y12b8 w14b h126"><div class="t m0 x150 h10 y562 ff8 fs4 fc2 sc0 ls0 ws0">Wiceprezes Zarządu Unimot S.A.<span class="ff6"> </span></div></div><div class="c x13e y12b8 w14c h126"><div class="t m0 x150 hd y2ab ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y12b9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y12ba ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y12bb ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y729 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y12bc ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y748 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1119 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y913 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y622 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ye6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y444 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y12bd ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y9ae ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y12be ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y12bf ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y12c0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y12c1 ff6 fs4 fc2 sc0 ls0 ws0"> </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 y3c w1d h1c" alt="" 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class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">155<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3c h9 y1c5 ff7 fs2 fc8 sc0 lsb ws0">12.<span class="ff3 ls0"> <span class="_ _68"></span><span class="ff7"> <span class="ff5">OŚWIADCZENIA <span class="_ _1"></span><span class="ff7"> </span></span></span></span></div><div class="t m0 x1 h10 y12c2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y422 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hf y12c3 ff5 fs6 fc5 sc0 ls0 ws0">OŚWIADCZENIE <span class="_ _1"></span>RADY NADZORCZ<span class="_ _1"></span>EJ UNIMOT S.A<span class="_ _1"></span>.<span class="ff7"> </span></div><div class="t m0 x45 hf y12c4 ff7 fs6 fc5 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 hc y10e7 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y513 ff8 fs4 fc2 sc0 ls0 ws0">Rada Nadzorcza Spółki Unimot S.A. na podstawie § 70 ust. 1 pkt. 8 oraz § 71 ust. 1 pkt. 8 Rozporządzenia Ministra Finansów z <span class="_ _0"></span><span class="ff6">dnia 29 marca </span></div><div class="t m0 x1 h10 y49 ff8 fs4 fc2 sc0 ls0 ws0">2018 r. w sprawie informacji bieżących i okresowych przekazywanych przez emite<span class="_ _1"></span>ntów papierów wartościowych oraz warunk<span class="_ _0"></span>ów uznawania </div><div class="t m0 x1 h10 yf11 ff8 fs4 fc2 sc0 ls0 ws0">za <span class="_ _0"></span>równoważne informacji <span class="_ _0"></span>wymaganych przepisami <span class="_ _0"></span>prawa <span class="_ _0"></span>państwa <span class="_ _0"></span>niebędącego państwem c<span class="_ _0"></span>złonkowskim <span class="_ _0"></span>(Dz.U. z<span class="_ _0"></span> 2018 <span class="_ _0"></span>r. <span class="_ _0"></span>poz. <span class="_ _0"></span>757 z <span class="_ _0"></span>pó<span class="_ _5"></span>źn. </div><div class="t m0 x1 h10 yf12 ff8 fs4 fc2 sc0 ls0 ws0">zm.) oświadcza, że w Spółce Unimot S.A. i Grupie<span class="_ _1"></span> Kapitałowej Unimot:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y12c5 ff6 fs4 fc2 sc0 ls0 ws0">- <span class="ff8">są <span class="_ _1"></span>przestrzegane <span class="_ _10"></span>p<span class="_ _0"></span>rzepisy dotyczące powołania, <span class="_ _1"></span>składu i<span class="_ _1"></span> funkcjon<span class="_ _1"></span>owania komitetu <span class="_ _1"></span>audytu, <span class="_ _1"></span>w tym d<span class="_ _10"></span>o<span class="_ _0"></span>tyczące spełnie<span class="_ _1"></span>nia przez <span class="_ _1"></span>jego<span class="_ _0"></span><span class="ff6"> </span>członków </span></div><div class="t m0 x1 h10 y452 ff8 fs4 fc2 sc0 ls0 ws0">kryteriów <span class="_ _10"></span>niezależności <span class="_ _10"></span>oraz <span class="_ _1"></span>wymagań <span class="_ _10"></span>odnośnie <span class="_ _1"></span>do <span class="_ _10"></span>posiadania <span class="_ _1"></span>wiedzy <span class="_ _10"></span>i <span class="_ _1"></span>umiejętności <span class="_ _10"></span>z <span class="_ _10"></span>zakre<span class="_ _0"></span>su <span class="_ _10"></span>branż<span class="_ _0"></span>y, <span class="_ _10"></span>w <span class="_ _1"></span>której <span class="_ _10"></span>działa <span class="_ _10"></span>Emi<span class="_ _5"></span><span class="ff6">tent <span class="_ _10"></span>o<span class="_ _0"></span>raz <span class="_ _10"></span>w <span class="_ _1"></span>zakresie </span></div><div class="t m0 x1 h10 y12c6 ff8 fs4 fc2 sc0 ls0 ws0">rachunkowości lub badania sprawozdań finansowych,<span class="ff6"> </span></div><div class="t m0 x1 h10 y6fc ff6 fs4 fc2 sc0 ls0 ws0">- <span class="ff8">komitet audytu wykonywał zadania komitetu audytu przewidziane w obowiązujących przepisach.</span> </div><div class="t m0 x1 h10 y999 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc yca5 ff6 fs3 fc2 sc0 ls0 ws0">Warszawa, 15 kwietnia 202<span class="_ _0"></span>5 r.<span class="_ _0"></span> </div><div class="t m0 x1 hc yd33 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x17d y12c7 w14d h127"><div class="t m0 x183 hc y12c8 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hc y12c9 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hc y12ca ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x24 hc ye7f ff6 fs3 fc2 sc0 ls0 ws0">Andreas Golombek<span class="_ _0"></span> </div><div class="t m0 x55 hc y17a ff8 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 x11b y12c7 w14e h127"><div class="t m0 x10d hc y12c8 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12c9 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12ca ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3 hc ye7f ff8 fs3 fc2 sc0 ls0 ws0">Czesław Sadkowski<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x14 hc y17a ff8 fs3 fc2 sc0 ls0 ws0">Wiceprzewodniczący Rad<span class="_ _0"></span>y </div><div class="t m0 xdf hc y27 ff6 fs3 fc2 sc0 ls0 ws0">Nadzorczej </div></div><div class="c x35 y12c7 w14f h127"><div class="t m0 x10d hc y12c8 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12c9 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12ca ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1c hc ye7f ff6 fs3 fc2 sc0 ls0 ws0">Magdalena Sikorska<span class="_ _0"></span> </div><div class="t m0 x14 hc y17a ff8 fs3 fc2 sc0 ls0 ws0">Wiceprzewodnicząca Rad<span class="_ _0"></span>y </div><div class="t m0 xdf hc y27 ff6 fs3 fc2 sc0 ls0 ws0">Nadzorczej </div></div><div class="c x17d y392 w14d h128"><div class="t m0 x183 hc y12cb ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hc y12c9 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hc y12ca ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hc ye7f ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 hc ye67 ff6 fs3 fc2 sc0 ls0 ws0">Piotr Prusakiewicz<span class="_ _0"></span> </div><div class="t m0 x19 hc y27 ff8 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej<span class="ff6"> </span></div></div><div class="c x11b y392 w14e h128"><div class="t m0 x10d hc y12cb ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12c9 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12ca ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc ye7f ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1d hc ye67 ff8 fs3 fc2 sc0 ls0 ws0">Piotr Cieślak<span class="ff6"> </span></div><div class="t m0 xcb hc y27 ff8 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej <span class="ff6"> </span></div></div><div class="c x35 y392 w14f h128"><div class="t m0 x10d hc y12cb ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12c9 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12ca ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc ye7f ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 hc ye67 ff6 fs3 fc2 sc0 ls0 ws0">Lidia Banach <span class="_ _0"></span>- Hoheker </div><div class="t m0 x9c hc y27 ff8 fs3 fc2 sc0 ls0 ws0">Członek Rady <span class="_ _0"></span><span class="ff6">Nadzorczej </span></div></div><div class="c x17d y74a w14d h129"><div class="t m0 x183 hc y12c8 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x11b y74a w14e h129"><div class="t m0 x10d hc y12c8 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12c9 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y8c2 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12cc ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x13f hc y17a ff6 fs3 fc2 sc0 ls0 ws0">Yiannis Petrallis </div><div class="t m0 xcb hc y27 ff8 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej<span class="ff6"> </span></div></div><div class="c x35 y74a w14f h129"><div class="t m0 x10d hc y12c8 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y155 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y1274 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y12cd ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc yf8f ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h19 y12ce ff6 fs9 fc2 sc0 ls0 ws0"> <span class="_ _63"> </span> <span class="_ _6a"> </span> <span class="_ _6a"> </span> </div><div class="t m0 x1 hc y7f2 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y12cf ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y12d0 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x119 hf y12d1 ff7 fs6 fc5 sc0 ls0 ws0"> </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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">156<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x5d hf yf7 ff5 fs6 fc5 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="ff7"> </span></div><div class="t m0 x184 hf ye46 ff7 fs6 fc5 sc0 ls0 ws0">DOKONANA PRZEZ <span class="_ _1"></span> </div><div class="t m0 xdb hf y12d2 ff5 fs6 fc5 sc0 ls0 ws0">RADĘ NADZORCZ<span class="_ _1"></span>Ą UNIMOT <span class="_ _1"></span>S.A.<span class="ff7"> </span></div><div class="t m0 x1 h10 y12d3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y133 ff8 fs4 fc2 sc0 ls0 ws0">Rada <span class="_ _5"></span>Nadzorcza <span class="_ _5"></span>Spółki <span class="_ _5"></span>Unimot <span class="_ _5"></span>S.<span class="_ _0"></span>A. <span class="_ _5"></span>na <span class="_ _5"></span>podstawie <span class="_ _6"></span>§ <span class="_ _0"></span>70 <span class="_ _6"></span>ust. <span class="_ _0"></span>1 <span class="_ _6"></span>pkt. <span class="_ _5"></span>14 <span class="_ _5"></span>oraz <span class="_ _6"></span>§ <span class="_ _0"></span>71 <span class="_ _6"></span>ust. <span class="_ _5"></span>1 <span class="_ _6"></span>pkt. <span class="_ _0"></span>12 <span class="_ _6"></span>Rozporządzenia <span class="_ _0"></span>Ministra <span class="_ _6"></span>Finansów <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _5"></span>dnia <span class="_ _5"></span>29<span class="_ _0"></span> </div><div class="t m0 x1 h10 y12d4 ff8 fs4 fc2 sc0 ls0 ws0">marca <span class="_ _6"></span>2018 <span class="_ _6"></span>r. <span class="_ _7"></span>w <span class="_ _7"></span>sprawie <span class="_ _6"></span>informacji <span class="_ _6"></span>bieżących <span class="_ _7"></span>i <span class="_ _6"></span>okresowych <span class="_ _6"></span>prze<span class="_ _0"></span>kazywanych <span class="_ _6"></span>przez <span class="_ _6"></span>emitentów <span class="_ _6"></span>pa<span class="_ _0"></span>pierów <span class="_ _6"></span>wartościowych <span class="_ _7"></span>oraz <span class="_ _6"></span>warunków<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 h10 y12d5 ff8 fs4 fc2 sc0 ls0 ws0">uznawania <span class="_ _0"></span>za <span class="_ _0"></span>rów<span class="_ _0"></span>noważne <span class="_ _0"></span>informacji <span class="_ _0"></span>wymaganych <span class="_ _5"></span>przepisami <span class="_ _0"></span>prawa <span class="_ _0"></span>państwa <span class="_ _5"></span>nie<span class="_ _0"></span>będącego <span class="_ _0"></span>państwem <span class="_ _5"></span>członkowskim <span class="_ _0"></span>(Dz.U. <span class="_ _5"></span>z <span class="_ _0"></span>2018 <span class="_ _0"></span>r. <span class="_ _0"></span>poz<span class="_ _0"></span>. </div><div class="t m0 x1 h10 y100d ff8 fs4 fc2 sc0 ls0 ws0">757 z późn. zm.) oświadcza, że:<span class="ff6"> </span></div><div class="t m0 x1 h10 y4a1 ff6 fs4 fc2 sc0 ls0 ws0">- <span class="_ _19"> </span><span class="ff8">po <span class="_ _18"> </span>zapoznaniu <span class="_ _19"> </span>się <span class="_ _18"> </span>z <span class="_ _18"> </span>rocznym <span class="_ _19"> </span>jednostkowym <span class="_ _18"> </span>sprawozdaniem <span class="_ _19"> </span>finansow<span class="_ _0"></span>ym <span class="_ _19"> </span>Spółki <span class="_ _18"> </span>Unimot <span class="_ _19"> </span>S.A. <span class="_ _18"> </span>oraz <span class="_ _18"> </span>rocznym <span class="_ _19"> </span>skonsolidow<span class="_ _0"></span>anym </span></div><div class="t m0 x1 h10 y198 ff8 fs4 fc2 sc0 ls0 ws0">sprawozdaniem <span class="_ _0"></span>finansow<span class="_ _0"></span>ym <span class="_ _5"></span>Grupy <span class="_ _5"></span>Kapitałowej <span class="_ _5"></span>Unimot <span class="_ _5"></span>za <span class="_ _5"></span>rok <span class="_ _5"></span>obrotowy <span class="_ _5"></span>2024, <span class="_ _5"></span>a <span class="_ _5"></span>także <span class="_ _5"></span>po <span class="_ _5"></span>zapoznaniu <span class="_ _5"></span>się <span class="_ _5"></span>z <span class="_ _5"></span>opinią <span class="_ _5"></span>biegłego <span class="_ _5"></span>rewidenta<span class="_ _5"></span><span class="ff6"> <span class="_ _5"></span>i <span class="_ _5"></span>ze </span></div><div class="t m0 x1 h10 y19 ff6 fs4 fc2 sc0 ls0 ws0">sprawozdaniem z<span class="_ _0"></span> <span class="_ _0"></span>badania, <span class="_ _0"></span>pozyt<span class="_ _0"></span>y<span class="ff8">wnie <span class="_ _0"></span>ocenia <span class="_ _0"></span>przedmiotowe <span class="_ _5"></span>sprawozdania <span class="_ _0"></span>finansowe <span class="_ _0"></span>w <span class="_ _5"></span>zakresie i<span class="_ _0"></span>ch <span class="_ _0"></span>zgodności <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>księgami, <span class="_ _0"></span>dokumentami <span class="_ _0"></span>i </span></div><div class="t m0 x1 h10 yedd ff6 fs4 fc2 sc0 ls0 ws0">stanem faktycznym. </div><div class="t m0 x1 h10 y12d6 ff6 fs4 fc2 sc0 ls0 ws0">- <span class="_ _10"></span><span class="ff8">po zapoznaniu <span class="_ _10"></span>się ze <span class="_ _10"></span>sprawoz<span class="_ _0"></span>daniem <span class="_ _10"></span>z działalności <span class="_ _10"></span>Spółki <span class="_ _1"></span>Unimot S<span class="_ _1"></span>.A. <span class="_ _10"></span>i<span class="_ _0"></span> <span class="_ _1"></span>Grupy <span class="_ _10"></span>Kapitał<span class="_ _0"></span>owej <span class="_ _1"></span>Unimot <span class="_ _10"></span>za rok <span class="_ _10"></span>obrotowy 2024, <span class="_ _10"></span>pozytywnie <span class="_ _1"></span>ocenia </span></div><div class="t m0 x1 h10 y12d7 ff8 fs4 fc2 sc0 ls0 ws0">przedmiotowe  sprawozdanie <span class="_ _12"> </span>w  zakresie  jego  zgodności  z <span class="_ _12"> </span>księgami,  dokumentami  i  stanem  faktycznym.  Przedmiotowe <span class="_ _12"> </span>sprawo<span class="_ _0"></span>zdanie </div><div class="t m0 x1 h10 y32f ff6 fs4 fc2 sc0 ls0 ws0">przedstawia <span class="_ _0"></span>prawid<span class="ff8">łowy <span class="_ _5"></span>obraz <span class="_ _0"></span>rozwoju <span class="_ _0"></span>i <span class="_ _5"></span>osiągnięć <span class="_ _0"></span>oraz <span class="_ _5"></span>sytuację <span class="_ _0"></span>finansową <span class="_ _0"></span>i <span class="_ _5"></span>majątkową <span class="_ _0"></span>Spółki <span class="_ _5"></span>Unimot <span class="_ _5"></span>S.A. <span class="_ _0"></span>i <span class="_ _0"></span>Grupy <span class="_ _5"></span>Kapitałowej <span class="_ _5"></span>Unimot, <span class="_ _0"></span>w </span></div><div class="t m0 x1 h10 y12d8 ff8 fs4 fc2 sc0 ls0 ws0">tym opis podstawowych zagrożeń i ryzyk.<span class="ff6"> </span></div><div class="t m0 x1 hc y611 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y12d9 ff6 fs3 fc2 sc0 ls0 ws0">Warszawa, 15 kwietnia 202<span class="_ _0"></span>5 r.<span class="_ _0"></span> </div></div><div class="c x17d y12da w14d h127"><div class="t m0 x183 hc y12db ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hc y12c9 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hc y12ca ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x24 hc ye7f ff6 fs3 fc2 sc0 ls0 ws0">Andreas Golombek<span class="_ _0"></span> </div><div class="t m0 x55 hc ye67 ff8 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 x11b y12da w14e h127"><div class="t m0 x10d hc y12db ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12c9 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12ca ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3 hc ye7f ff8 fs3 fc2 sc0 ls0 ws0">Czesław Sadkowski<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x14 hc ye67 ff8 fs3 fc2 sc0 ls0 ws0">Wiceprzewodniczący Rad<span class="_ _0"></span>y </div><div class="t m0 xdf hc y27 ff6 fs3 fc2 sc0 ls0 ws0">Nadzorczej </div></div><div class="c x35 y12da w14f h127"><div class="t m0 x10d hc y12db ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12c9 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12ca ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1c hc ye7f ff6 fs3 fc2 sc0 ls0 ws0">Magdalena Sikorska<span class="_ _0"></span> </div><div class="t m0 x14 hc ye67 ff8 fs3 fc2 sc0 ls0 ws0">Wiceprzewodnicząca Rad<span class="_ _0"></span>y </div><div class="t m0 xdf hc y27 ff6 fs3 fc2 sc0 ls0 ws0">Nadzorczej </div></div><div class="c x17d y83 w14d h12a"><div class="t m0 x183 hc y12dc ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hc y12c9 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hc y8c2 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hc y12cc ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 hc y17a ff6 fs3 fc2 sc0 ls0 ws0">Piotr Prusakiewicz<span class="_ _0"></span> </div><div class="t m0 x19 hc y27 ff8 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej<span class="ff6"> </span></div></div><div class="c x11b y83 w14e h12a"><div class="t m0 x10d hc y12dc ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12c9 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y8c2 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12cc ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1d hc y17a ff8 fs3 fc2 sc0 ls0 ws0">Piotr Cieślak<span class="ff6"> </span></div><div class="t m0 xcb hc y27 ff8 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej <span class="ff6"> </span></div></div><div class="c x35 y83 w14f h12a"><div class="t m0 x10d hc y12dc ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12c9 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y8c2 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12cc ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 hc y17a ff6 fs3 fc2 sc0 ls0 ws0">Lidia Banach <span class="_ _0"></span>- Hoheker </div><div class="t m0 x9c hc y27 ff8 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej<span class="ff6"> </span></div></div><div class="c x17d y12dd w14d h127"><div class="t m0 x183 hc y12c8 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x11b y12dd w14e h127"><div class="t m0 x10d hc y12c8 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12c9 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12ca ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc ye7f ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x13f hc y17a ff6 fs3 fc2 sc0 ls0 ws0">Yiannis Petrallis </div><div class="t m0 xcb hc y27 ff8 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej<span class="ff6"> </span></div></div><div class="c x35 y12dd w14f h127"><div class="t m0 x10d hc y12c8 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y441 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y48f ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h19 ya2 ff6 fs9 fc2 sc0 ls0 ws0"> <span class="_ _63"> </span> </div><div class="t m0 x1 hc y12de ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc yd2a ff6 fs3 fc4 sc0 ls0 ws0"> </div><div class="t m0 x1 hc yc43 ff6 fs3 fc4 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y12df ff6 fs3 fc4 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y1172 ff6 fs3 fc4 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y12d1 ff6 fs3 fc4 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 y3c wd h1c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">157<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hf yf7 ff5 fs6 fc5 sc0 ls0 ws0">OŚWIADCZENIE <span class="_ _1"></span>RADY NADZORCZ<span class="_ _1"></span>EJ UNIMOT S.A<span class="_ _1"></span>.<span class="ff7"> </span></div><div class="t m0 x185 hf ye46 ff5 fs6 fc5 sc0 ls0 ws0">DOTYCZĄCE FIRMY<span class="_ _1"></span> AUDYT<span class="_ _1"></span>ORSKIEJ PRZEPROW<span class="_ _10"></span>AD<span class="_ _0"></span>ZAJĄCEJ BAD<span class="_ _1"></span>ANIE<span class="ff7"> </span></div><div class="t m0 x110 hf y12d2 ff7 fs6 fc5 sc0 ls0 ws0"> ROCZNEGO JED<span class="_ _1"></span>NOSTKOWEGO <span class="_ _1"></span>I SKONSOL<span class="_ _1"></span>IDOWANEGO <span class="_ _1"></span>SPRAWOZDAN<span class="_ _1"></span>IA FINANSOWE<span class="_ _1"></span>GO  </div><div class="t m0 x1 hc y660 ff8 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>§ 70 <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>§ 71 <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 hc y12e0 ff8 fs3 fc2 sc0 ls0 ws0">dnia 29 <span class="_ _10"></span>marca <span class="_ _1"></span>2018 <span class="_ _10"></span>r. w <span class="_ _10"></span>sprawie informacji <span class="_ _10"></span>bieżących i <span class="_ _10"></span>okreso<span class="_ _0"></span>wych <span class="_ _1"></span>przekazywanych przez <span class="_ _10"></span>emitentów papierów <span class="_ _10"></span>wartości<span class="_ _0"></span>owych </div><div class="t m0 x1 hc y12e1 ff6 fs3 fc2 sc0 ls0 ws0">oraz  warun<span class="_ _0"></span>k<span class="ff8">ów <span class="_ _14"> </span>uzn<span class="_ _0"></span>awania <span class="_ _14"> </span>z<span class="_ _0"></span>a <span class="_ _14"> </span>równoważne<span class="_ _0"></span>  informa<span class="_ _0"></span>cji <span class="_ _14"> </span>w<span class="_ _0"></span>ymaganych <span class="_ _13"> </span>przepisami  p<span class="_ _0"></span>rawa <span class="_ _14"> </span>pań<span class="_ _0"></span>stwa <span class="_ _14"> </span>niebędącego<span class="_ _0"></span>  pań<span class="_ _0"></span>stwem </span></div><div class="t m0 x1 hc y12e2 ff8 fs3 fc2 sc0 ls0 ws0">członkowskim (Dz.U. z 201<span class="_ _0"></span>8 r. poz. 757 z<span class="_ _0"></span> późn. zm.) oś<span class="_ _0"></span>wiadcza, że w Spółce Unimot S.<span class="_ _0"></span>A. i Grupie Kapitał<span class="_ _0"></span>owej Unimot: <span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 hc y12e3 ff6 fs3 fc2 sc0 ls0 ws0">- <span class="_ _12"> </span>podmiot <span class="_ _29"> </span>uprawniony <span class="_ _12"> </span>do<span class="_ _0"></span> <span class="_ _12"> </span>badania <span class="_ _29"> </span>rocznego <span class="_ _12"> </span>jednostk<span class="_ _0"></span>owego <span class="_ _12"> </span>sprawozd<span class="_ _0"></span>ania <span class="_ _12"> </span>finan<span class="_ _0"></span>sowego <span class="_ _12"> </span>oraz <span class="_ _29"> </span>rocznego <span class="_ _12"> </span>skon<span class="_ _0"></span>solidowanego </div><div class="t m0 x1 hc y12e4 ff8 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 hc y1179 ff8 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 hc y32c ff8 fs3 fc2 sc0 ls0 ws0">oraz <span class="_ _6"></span>że <span class="_ _6"></span>podmiot <span class="_ _6"></span>ten <span class="_ _6"></span>ora<span class="_ _0"></span>z <span class="_ _6"></span>bie<span class="_ _0"></span>gli <span class="_ _6"></span>rewidenci, <span class="_ _6"></span>dokonu<span class="_ _0"></span>jący <span class="_ _6"></span>badan<span class="_ _0"></span>ia <span class="_ _6"></span>sprawozdań<span class="_ _0"></span> <span class="_ _6"></span>Spółki <span class="_ _6"></span>i <span class="_ _6"></span>Grupy<span class="_ _0"></span> <span class="_ _6"></span>kapitałowej <span class="_ _6"></span>za <span class="_ _6"></span>2024 <span class="_ _6"></span>r., <span class="_ _6"></span>s<span class="_ _0"></span>pełn<span class="_ _0"></span>iali </div><div class="t m0 x1 hc y400 ff8 fs3 fc2 sc0 ls0 ws0">warunki <span class="_ _17"> </span>d<span class="_ _0"></span>o <span class="_ _17"> </span>sporzą<span class="_ _0"></span>dzenia <span class="_ _17"> </span>bezstronnego <span class="_ _1e"> </span>i <span class="_ _17"> </span>niezależnego <span class="_ _20"> </span>sprawozdan<span class="_ _0"></span>ia <span class="_ _17"> </span>z <span class="_ _17"> </span>badan<span class="_ _0"></span>ia <span class="_ _17"> </span>jednostkowego <span class="_ _20"> </span>i <span class="_ _17"> </span>sko<span class="_ _0"></span>nsolidowanego </div><div class="t m0 x1 hc y12e5 ff8 fs3 fc2 sc0 ls0 ws0">sprawozdania <span class="_ _0"></span>finansowego, zgodn<span class="_ _0"></span>ie z obowiązującymi p<span class="_ _0"></span>rzepisami i s<span class="_ _0"></span>tandardami zawod<span class="_ _0"></span>owymi i zasadami etyki zawod<span class="_ _0"></span>owej;<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 hc y12e6 ff6 fs3 fc2 sc0 ls0 ws0">- <span class="_ _14"> </span><span class="ff8">są <span class="_ _13"> </span>przestrzegane <span class="_ _13"> </span>obo<span class="_ _0"></span>wiązujące <span class="_ _14"> </span>przep<span class="_ _0"></span>isy <span class="_ _13"> </span>związane <span class="_ _14"> </span>z<span class="_ _0"></span> <span class="_ _14"> </span>ro<span class="_ _0"></span>tacją <span class="_ _13"> </span>firmy <span class="_ _14"> </span>aud<span class="_ _0"></span>ytorskiej <span class="_ _13"> </span>i <span class="_ _14"> </span>klu<span class="_ _0"></span>czowego <span class="_ _13"> </span>biegłego <span class="_ _13"> </span>rewidenta<span class="_ _0"></span> <span class="_ _14"> </span>oraz </span></div><div class="t m0 x1 hc y11bf ff8 fs3 fc2 sc0 ls0 ws0">obowiązkowymi <span class="_ _6"></span>okres<span class="_ _0"></span>ami <span class="_ _6"></span>ka<span class="_ _0"></span>rencji, <span class="_ _7"></span>oraz <span class="_ _7"></span>że <span class="_ _6"></span>Emit<span class="_ _0"></span>ent <span class="_ _6"></span>pos<span class="_ _0"></span>iada <span class="_ _7"></span>politykę <span class="_ _6"></span>w <span class="_ _7"></span>zakresie <span class="_ _7"></span>wyboru <span class="_ _7"></span>firmy <span class="_ _6"></span>aud<span class="_ _0"></span>ytorskiej <span class="_ _7"></span>oraz <span class="_ _7"></span>politykę <span class="_ _6"></span>w </div><div class="t m0 x1 hc y5bb ff8 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="_ _5"></span>Emitenta <span class="_ _0"></span>p<span class="_ _0"></span>rzez <span class="_ _5"></span>firmę <span class="_ _0"></span>audy<span class="_ _0"></span>torską, <span class="_ _5"></span>podmiot <span class="_ _5"></span>powiązany <span class="_ _5"></span>z <span class="_ _0"></span>firmą <span class="_ _5"></span>audyto<span class="_ _0"></span>rską <span class="_ _0"></span>lu<span class="_ _0"></span>b <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 hc y141 ff8 fs3 fc2 sc0 ls0 ws0">dodatkowych usług <span class="_ _10"></span>niebędących <span class="_ _10"></span>badan<span class="_ _0"></span>iem, <span class="_ _10"></span>w <span class="_ _10"></span>ty<span class="_ _0"></span>m <span class="_ _10"></span>usł<span class="_ _0"></span>ug <span class="_ _10"></span>warunkowo <span class="_ _1"></span>zwolnionych <span class="_ _1"></span>z <span class="_ _10"></span>zaka<span class="_ _0"></span>zu <span class="_ _10"></span>świadczenia <span class="_ _1"></span>przez <span class="_ _10"></span>firmę <span class="_ _1"></span>audytorską.<span class="_ _5"></span><span class="ff6"> </span></div><div class="t m0 x1 hc y12e7 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y12e8 ff6 fs3 fc2 sc0 ls0 ws0">Warszawa, dn<span class="_ _0"></span>ia 15 kwietnia 2025 r.  </div></div><div class="c x17d y1235 w14d h128"><div class="t m0 x183 hc y12cb ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hc y12e9 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hc y12ea ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x24 hc y12eb ff6 fs3 fc2 sc0 ls0 ws0">Andreas Golombek<span class="_ _0"></span> </div><div class="t m0 x55 hc ye77 ff8 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 x11b y1235 w14e h128"><div class="t m0 x10d hc y12cb ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12e9 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12ea ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3 hc y12eb ff8 fs3 fc2 sc0 ls0 ws0">Czesław Sadkowski<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x14 hc ye77 ff8 fs3 fc2 sc0 ls0 ws0">Wiceprzewodniczący Rad<span class="_ _0"></span>y </div><div class="t m0 xdf hc y27 ff6 fs3 fc2 sc0 ls0 ws0">Nadzorczej </div></div><div class="c x35 y1235 w14f h128"><div class="t m0 x10d hc y12cb ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12e9 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12ea ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1c hc y12eb ff6 fs3 fc2 sc0 ls0 ws0">Magdalena Sikorska<span class="_ _0"></span> </div><div class="t m0 x14 hc ye77 ff8 fs3 fc2 sc0 ls0 ws0">Wiceprzewodnicząca Rad<span class="_ _0"></span>y </div><div class="t m0 xdf hc y27 ff6 fs3 fc2 sc0 ls0 ws0">Nadzorczej </div></div><div class="c x17d yc5a w14d h129"><div class="t m0 x183 hc y12c8 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hc y12c9 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hc y12ca ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hc y12cc ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 hc y17a ff6 fs3 fc2 sc0 ls0 ws0">Piotr Prusakiewicz<span class="_ _0"></span> </div><div class="t m0 x19 hc y27 ff8 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej<span class="ff6"> </span></div></div><div class="c x11b yc5a w14e h129"><div class="t m0 x10d hc y12c8 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12c9 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12ca ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12cc ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1d hc y17a ff8 fs3 fc2 sc0 ls0 ws0">Piotr Cieślak<span class="ff6"> </span></div><div class="t m0 xcb hc y27 ff8 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej <span class="ff6"> </span></div></div><div class="c x35 yc5a w14f h129"><div class="t m0 x10d hc y12c8 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12c9 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12ca ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12cc ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 hc y17a ff6 fs3 fc2 sc0 ls0 ws0">Lidia Banach <span class="_ _0"></span>- Hoheker </div><div class="t m0 x9c hc y27 ff8 fs3 fc2 sc0 ls0 ws0">Członek Rady <span class="_ _0"></span><span class="ff6">Nadzorczej </span></div></div><div class="c x17d y12ec w14d h127"><div class="t m0 x183 hc y12c8 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x11b y12ec w14e h127"><div class="t m0 x10d hc y12c8 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12c9 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc y12ca ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x10d hc ye7f ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x13f hc y17a ff6 fs3 fc2 sc0 ls0 ws0">Yiannis Petrallis </div><div class="t m0 xcb hc y27 ff8 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej<span class="ff6"> </span></div></div><div class="c x35 y12ec w14f h127"><div class="t m0 x10d hc y12c8 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y12ed ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc ydf5 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y12ee ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y944 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y57c ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y1004 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yea6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y12ef ff6 fs4 fc2 sc0 ls0 ws0"> </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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">158<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x70 hf yf7 ff5 fs6 fc5 sc0 ls0 ws0">OŚWIADCZENIE <span class="_ _1"></span>ZARZĄDU <span class="_ _1"></span>UNIMOT S.A.<span class="ff7"> </span></div><div class="t m0 x1 hd y12f0 ff6 fs6 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 h10 y12f1 ff8 fs4 fc2 sc0 ls0 ws0">Niniejszym <span class="_ _0"></span>oświadczamy, <span class="_ _5"></span>że <span class="_ _5"></span> <span class="_ _5"></span>wedle <span class="_ _5"></span>naszej <span class="_ _0"></span>naj<span class="_ _0"></span>lepszej <span class="_ _0"></span>wiedzy <span class="_ _5"></span>roczne <span class="_ _5"></span>jednostkowe <span class="_ _5"></span>sprawozdanie <span class="_ _0"></span>fi<span class="_ _0"></span>nansowe <span class="_ _0"></span>z<span class="_ _0"></span>a <span class="_ _5"></span>rok <span class="_ _0"></span>o<span class="_ _0"></span>brotowy <span class="_ _5"></span> <span class="_ _0"></span>202<span class="_ _6"></span><span class="ff6">4<span class="ls5b">  </span>i <span class="_ _0"></span> <span class="_ _5"></span>dane  </span></div><div class="t m0 x1 h10 y12f2 ff8 fs4 fc2 sc0 ls0 ws0">porównywalne  za  rok  202<span class="ff6">3<span class="ls1d">  </span></span>spo<span class="_ _1"></span>rządzone  zostały  zgodni<span class="_ _1"></span>e  z  obowiązującymi  przepisami rachun<span class="_ _1"></span>kowości  obowiązującymi  Emitenta,  oraz  </div><div class="t m0 x1 h10 y12f3 ff8 fs4 fc2 sc0 ls0 ws0">że <span class="_ _5"></span> <span class="_ _5"></span>odzwierciedlają <span class="_ _5"></span> <span class="_ _5"></span>w <span class="_ _5"></span> <span class="_ _5"></span>sposób <span class="_ _5"></span> <span class="_ _5"></span>prawdziwy, <span class="_ _5"></span> <span class="_ _5"></span>rzetelny <span class="_ _5"></span> <span class="_ _5"></span>i <span class="_ _5"></span> <span class="_ _5"></span>jasny <span class="_ _5"></span> <span class="_ _6"></span>sy<span class="_ _1"></span>tuację <span class="_ _5"></span> <span class="_ _5"></span>majątkową <span class="_ _5"></span> <span class="_ _5"></span>i <span class="_ _5"></span> <span class="_ _5"></span>finansową <span class="_ _5"></span> <span class="_ _5"></span>Emitenta <span class="_ _5"></span> <span class="_ _5"></span>i <span class="_ _5"></span> <span class="_ _5"></span>jego <span class="_ _5"></span> <span class="_ _5"></span>wynik <span class="_ _5"></span> <span class="_ _7"> </span><span class="ff6">finansowy, <span class="_ _5"></span> <span class="_ _5"></span>jak  </span></div><div class="t m0 x1 h10 yde1 ff8 fs4 fc2 sc0 ls0 ws0">również,  że  sprawozdanie  z działalności  Spółki  Unimot  S.A. i Gr<span class="_ _0"></span>upy Kapitałowej  <span class="_ _0"></span><span class="ff6">UNIMOT </span>zawiera prawdziwy  obraz  rozwo<span class="_ _0"></span>ju  i  osiągnięć  </div><div class="t m0 x1 h10 y12a1 ff8 fs4 fc2 sc0 ls0 ws0">oraz sytuacji Emitenta, w tym opis podstawowych zagrożeń i ryzyk.  <span class="ff6"> </span></div><div class="t m0 x1 h10 y10d7 ff8 fs4 fc2 sc0 ls0 ws0">Zarząd <span class="_ _35"> </span>Spółki <span class="_ _1d"> </span>oświadcza, <span class="_ _35"> </span>że <span class="_ _1d"> </span>podmiot <span class="_ _1d"> </span>uprawniony <span class="_ _35"> </span>do <span class="_ _1d"> </span>badania <span class="_ _35"> </span>rocznego <span class="_ _1d"> </span>jednostkowego <span class="_ _1d"> </span>sprawozdania <span class="_ _35"> </span>finansowego, <span class="_ _1d"> </span>tj. </div><div class="t m0 x1 h10 y10d8 ff8 fs4 fc2 sc0 ls0 ws0">PricewaterhouseCoopers <span class="_ _6"></span>Polska <span class="_ _6"></span>spółka <span class="_ _6"></span>z<span class="_ _0"></span> <span class="_ _6"></span>ograniczoną <span class="_ _6"></span>odpowiedzialnością <span class="_ _6"></span>Audyt <span class="_ _6"></span>sp.k. <span class="_ _6"></span>z<span class="_ _0"></span> <span class="_ _6"></span>siedzibą <span class="_ _7"></span>w <span class="_ _6"></span>Warszawie, <span class="_ _6"></span>zo<span class="_ _0"></span>stał <span class="_ _6"></span>wybrany <span class="_ _6"></span>zgod<span class="_ _5"></span><span class="ff6">nie <span class="_ _6"></span>z </span></div><div class="t m0 x1 h10 yeac ff6 fs4 fc2 sc0 ls0 ws0">przepisami <span class="_ _10"></span>pra<span class="ff8">wa, <span class="_ _10"></span>w tym <span class="_ _9"></span>dotyczącymi <span class="_ _10"></span>wyboru <span class="_ _10"></span>i <span class="_ _1"></span>procedury <span class="_ _9"></span>wyboru <span class="_ _1"></span>firmy <span class="_ _10"></span>audytorskiej <span class="_ _10"></span>oraz <span class="_ _10"></span>że <span class="_ _1"></span> <span class="_ _10"></span>podmiot <span class="_ _10"></span> <span class="_ _1"></span>ten <span class="_ _10"></span> <span class="_ _10"></span>oraz <span class="_ _10"></span> <span class="_ _1"></span>biegli <span class="_ _9"></span> <span class="_ _1"></span>rewidenci, <span class="_ _10"></span> <span class="_ _10"></span>dokonując<span class="_ _0"></span><span class="ff6 ls3a">y  </span></span></div><div class="t m0 x1 h10 yead ff6 fs4 fc2 sc0 ls0 ws0">badania  <span class="_ _1"></span>sprawozdania  za <span class="_ _1"></span> 2024<span class="ls1d">  </span><span class="ff8">rok,  s<span class="_ _1"></span>pełniali  <span class="_ _1"></span>warunki  do <span class="_ _1"></span>sporządzenia  bezstronneg<span class="_ _1"></span>o  i  ni<span class="_ _1"></span>ezależnego  sprawozdania  <span class="_ _1"></span>z  badani<span class="_ _1"></span>a  rocznego </span></div><div class="t m0 x1 h10 y12f4 ff8 fs4 fc2 sc0 ls0 ws0">jednostkowego  sprawozdania finansowego, zgodnie z obowiązującymi p<span class="_ _1"></span>rzepisami i standardami zawodowymi i zasadami etyki zawodo<span class="_ _0"></span><span class="ff6">wej.  </span></div><div class="t m0 x1 h10 y2d3 ff8 fs4 fc2 sc0 ls0 ws0">Zarząd <span class="_ _7"></span>Spółki <span class="_ _7"> </span>oświadcza <span class="_ _12"> </span>także, <span class="_ _7"></span>że <span class="_ _7"></span>są <span class="_ _12"> </span>przestrzegane <span class="_ _6"></span>obowiązujące <span class="_ _12"> </span>przepisy <span class="_ _6"></span>zw<span class="_ _0"></span>iązane <span class="_ _7"></span>z <span class="_ _7"> </span>rotacją <span class="_ _12"> </span>firmy <span class="_ _7"> </span>audytorskiej <span class="_ _7"> </span>i <span class="_ _7"> </span>k<span class="_ _0"></span>luczowego <span class="_ _7"> </span>b<span class="_ _5"></span>i<span class="_ _0"></span>egłego </div><div class="t m0 x1 h10 y12f5 ff8 fs4 fc2 sc0 ls0 ws0">rewidenta <span class="_ _0"></span>oraz <span class="_ _5"></span>obowiąz<span class="_ _0"></span>kowymi <span class="_ _0"></span>okresami <span class="_ _5"></span>karencji <span class="_ _5"></span>oraz, <span class="_ _5"></span>że <span class="_ _5"></span>Emitent <span class="_ _0"></span>posiada <span class="_ _5"></span>politykę <span class="_ _5"></span>w <span class="_ _5"></span>zakresie <span class="_ _0"></span>w<span class="_ _0"></span>yboru <span class="_ _5"></span>firmy <span class="_ _0"></span>au<span class="_ _0"></span>dytorskiej <span class="_ _0"></span>oraz<span class="_ _0"></span> <span class="_ _6"></span>politykę <span class="_ _0"></span>w<span class="_ _0"></span> </div><div class="t m0 x1 h10 y10c2 ff8 fs4 fc2 sc0 ls0 ws0">zakresie <span class="_ _10"></span>świadczenia <span class="_ _10"></span>na <span class="_ _1"></span>rzecz <span class="_ _10"></span>Emi<span class="_ _0"></span>tenta <span class="_ _10"></span>przez <span class="_ _1"></span>firmę <span class="_ _10"></span>audytorską, <span class="_ _10"></span>pod<span class="_ _0"></span>miot <span class="_ _10"></span>powiązany <span class="_ _1"></span> <span class="_ _10"></span>z <span class="_ _1"></span> <span class="_ _10"></span>firmą <span class="_ _1"></span> <span class="_ _10"></span>audytorską <span class="_ _10"></span> <span class="_ _1"></span>lub <span class="_ _10"></span> <span class="_ _10"></span>c<span class="_ _0"></span>złonka <span class="_ _10"></span> <span class="_ _1"></span>jego <span class="_ _10"></span> <span class="_ _1"></span>s<span class="_ _0"></span><span class="ff6">ieci <span class="_ _10"></span> dodatkowych  </span></div><div class="t m0 x1 hd y12f6 ff8 fs4 fc2 sc0 ls0 ws0">usług  niebędących  badaniem,  w  tym  usług warun<span class="_ _1"></span>kowo zwolnionych z zakazu świadczenia przez firmę a<span class="_ _0"></span>udytorską.<span class="ff6 fs6">  </span></div><div class="t m0 x1 hd y29d ff6 fs6 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 h10 y12f7 ff6 fs4 fc2 sc0 ls0 ws0">Warszawa,  15 kwietnia 2025 r.  </div><div class="t m0 x1 hd yf50 ff6 fs6 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 hd y12f8 ff6 fs6 fc2 sc0 ls0 ws0"> <span class="fs4"> </span></div><div class="t m0 x1 h10 y12f9 ff8 fs4 fc2 sc0 ls0 ws0">………………………………                   <span class="ff6"> <span class="_ _69"> </span></span>………………………………<span class="ff6"> <span class="_ _6c"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span></span>…………………………………  <span class="ff6"> </span></div><div class="t m0 x1 h22 y12fa ff7 fs4 fc2 sc0 ls0 ws0">Adam Sikorski <span class="_ _4d"> </span> <span class="_ _63"> </span><span class="ls1d">    </span> <span class="_ _5c"> </span>Fi<span class="_ _1"></span>lip Kuropatwa <span class="_ _2c"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span>Robert Brzozowski </div><div class="t m0 x1 h22 y12fb ff8 fs4 fc2 sc0 ls0 ws0">Prezes Zarządu<span class="ff6"> Unimot S.A. <span class="_ _17"> </span><span class="ls1d">              </span> <span class="_ _1e"> </span></span>Wiceprezes Zarządu<span class="ff6"> Unimot S.A. <span class="_ _52"> </span><span class="ls1d">           </span> <span class="_ _38"> </span></span>Wiceprezes Zarządu<span class="ff6"> Unimot S.A.<span class="ff7"> </span></span></div><div class="t m0 x1 h10 y4b1 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> </div><div class="t m0 x1 h10 y9c7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yfdd ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y11a w14a ha9"><div class="t m0 x3f h10 y35 ff8 fs4 fc2 sc0 ls0 ws0">…………………………………………<span class="ff6"> </span></div></div><div class="c x40 y11a w14b ha9"><div class="t m0 x150 h10 y2ab ff8 fs4 fc2 sc0 ls0 ws0">…………………………………………      <span class="ff6"> </span></div></div><div class="c x13e y11a w14c ha9"><div class="t m0 x150 h10 y2ab ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ydab w14a ha9"><div class="t m0 x3f h22 y35 ff7 fs4 fc2 sc0 ls0 ws0">Aneta Szczesna-Kowalska </div></div><div class="c x40 ydab w14b ha9"><div class="t m0 x150 h22 y600 ff5 fs4 fc2 sc0 ls0 ws0">Michał Hojowski<span class="ff7"> </span></div></div><div class="c x13e ydab w14c ha9"><div class="t m0 x150 h22 y35 ff7 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y12fc w14a ha9"><div class="t m0 x3f h10 y35 ff8 fs4 fc2 sc0 ls0 ws0">Wiceprezes Zarządu Unimot S.A.<span class="ff6"> </span></div></div><div class="c x40 y12fc w14b ha9"><div class="t m0 x150 h10 y2ab ff8 fs4 fc2 sc0 ls0 ws0">Wiceprezes Zarządu Unimot S.A.<span class="ff6"> </span></div></div><div class="c x13e y12fc w14c ha9"><div class="t m0 x150 h10 y35 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y61e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hd y125e ff6 fs6 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 hd y12fd ff6 fs6 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 hd ya55 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hd y12fe ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hd y1289 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hd y12ff ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hd y65a ff6 fs6 fc2 sc0 ls0 ws0"> </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 y3c wd h1c" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y3d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hd y3e ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3f ff8 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _10"></span>wozdanie Zarządu z działalności Gru<span class="_ _1"></span>py Kapit<span class="_ _1"></span>ałowej Unimot i Unimot S.A. za 2024 R<span class="_ _10"></span>o<span class="_ _0"></span>k<span class="ff6 fs3"> </span></div><div class="t m0 x1 hd y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y40 we h1d"><div class="t m0 x73 hc y27 ff6 fs3 fc2 sc0 ls9 ws0">159<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd yf7 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hd y12f0 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x70 hf y1300 ff5 fs6 fc5 sc0 ls0 ws0">OŚWIADCZENIE <span class="_ _1"></span>ZARZĄDU <span class="_ _1"></span>UNIMOT S.A.<span class="ff7"> </span></div><div class="t m0 x1 hd ydbb ff6 fs6 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 h10 yd14 ff8 fs4 fc2 sc0 ls0 ws0">Niniejszym oświadczamy, że <span class="ff6">wedle naszej najlepszej wiedzy roczne skonsolidowane sprawozdanie finansowe za rok obrotowy  202<span class="_ _5"></span>4<span class="ls1d">  </span>i  dane  </span></div><div class="t m0 x1 h10 yd15 ff8 fs4 fc2 sc0 ls0 ws0">porównywalne  za  rok  202<span class="ff6">3<span class="ls1d">  </span></span>spo<span class="_ _1"></span>rządzone  zostały  zgodni<span class="_ _1"></span>e  z  obowiązującymi  przepisami rachun<span class="_ _1"></span>kowości  obowiązującymi  Emitenta,  oraz  </div><div class="t m0 x1 h10 y91c ff8 fs4 fc2 sc0 ls0 ws0">że  <span class="_ _0"></span>o<span class="_ _0"></span>dzwiercied<span class="_ _1"></span>lają  <span class="_ _0"></span>w<span class="_ _0"></span>  <span class="_ _0"></span>sposób <span class="_ _0"></span> <span class="_ _0"></span>prawdziwy,  <span class="_ _0"></span>rzetelny  <span class="_ _0"></span>i <span class="_ _0"></span> <span class="_ _0"></span>jasny <span class="_ _0"></span> <span class="_ _0"></span>sytuację  <span class="_ _0"></span>majątkową <span class="_ _0"></span> i <span class="_ _0"></span> <span class="_ _0"></span>finansową  <span class="_ _0"></span>Grupy <span class="_ _0"></span> <span class="_ _0"></span>Kapitałowej <span class="_ _0"></span> <span class="_ _6"></span><span class="ff6">UNIMOT<span class="ls52">  </span>i  jej <span class="_ _0"></span> wyniku  </span></div><div class="t m0 x1 h10 yd16 ff8 fs4 fc2 sc0 ls0 ws0">finansowego,  jak <span class="_ _0"></span> <span class="_ _0"></span>również,  ż<span class="_ _0"></span>e spraw<span class="_ _0"></span>ozdanie  z <span class="_ _0"></span> działalności <span class="_ _0"></span> S<span class="_ _0"></span>półki  <span class="_ _0"></span>Unimot  <span class="_ _0"></span>S.A.  <span class="_ _0"></span>i <span class="_ _0"></span> Grupy <span class="_ _0"></span> Kapitałow<span class="_ _0"></span>ej  Unimot <span class="_ _0"></span> zawiera <span class="_ _0"></span> <span class="_ _6"></span><span class="ff6">prawdziwy  <span class="_ _0"></span>obraz  </span></div><div class="t m0 x1 h10 y1301 ff8 fs4 fc2 sc0 ls0 ws0">rozwoju  i osiągnięć oraz sytuacji Grupy Kapitałowej <span class="ff6">UNIMOT</span>, w tym opis podstawowych zagrożeń i ryzyk. <span class="ff6"> </span></div><div class="t m0 x1 h10 y1302 ff8 fs4 fc2 sc0 ls0 ws0">Zarząd <span class="_ _22"> </span>Sp<span class="_ _1"></span>ółki <span class="_ _22"> </span>oświadcza, <span class="_ _1b"> </span>że <span class="_ _22"> </span>podmiot <span class="_ _1b"> </span>uprawniony <span class="_ _22"> </span>do <span class="_ _1b"> </span>badania <span class="_ _22"> </span>rocznego <span class="_ _1b"> </span>skonsolidowanego <span class="_ _22"> </span>sprawozdania <span class="_ _1b"> </span>finansowego, <span class="_ _22"> </span>tj.<span class="_ _1"></span> </div><div class="t m0 x1 h10 yec4 ff8 fs4 fc2 sc0 ls0 ws0">PricewaterhouseCoopers <span class="_ _6"></span>Polska <span class="_ _6"></span>spółka <span class="_ _6"></span>z<span class="_ _0"></span> <span class="_ _6"></span>ograniczoną <span class="_ _6"></span>odpowiedzialnością <span class="_ _6"></span>Audyt <span class="_ _6"></span>sp.k. <span class="_ _6"></span>z<span class="_ _0"></span> <span class="_ _6"></span>siedzibą <span class="_ _7"></span>w <span class="_ _6"></span>Warszawie, <span class="_ _6"></span>zo<span class="_ _0"></span>stał <span class="_ _6"></span>wybrany <span class="_ _12"> </span><span class="ff6">zgodnie <span class="_ _6"></span>z </span></div><div class="t m0 x1 h10 y1303 ff8 fs4 fc2 sc0 ls0 ws0">przepisami <span class="_ _10"></span>prawa, <span class="_ _10"></span>w <span class="_ _1"></span>tym <span class="_ _10"></span>dotyczącymi <span class="_ _10"></span>wyboru <span class="_ _10"></span>i <span class="_ _1"></span>procedury <span class="_ _9"></span>wyboru <span class="_ _1"></span>firmy <span class="_ _10"></span>audytorskiej <span class="_ _9"></span>o<span class="_ _0"></span>raz <span class="_ _10"></span>że <span class="_ _1"></span> <span class="_ _10"></span>podmiot <span class="_ _10"></span> <span class="_ _1"></span>ten <span class="_ _10"></span> <span class="_ _10"></span>oraz <span class="_ _10"></span> <span class="_ _1"></span>biegli<span class="_ _1"></span> <span class="_ _10"></span> <span class="_ _10"></span>rewiden<span class="_ _5"></span>ci, <span class="_ _10"></span> <span class="_ _10"></span>doko<span class="_ _0"></span>nujący  </div><div class="t m0 x1 h10 y1304 ff6 fs4 fc2 sc0 ls0 ws0">badania  <span class="_ _1"></span>sprawozdania  za <span class="_ _1"></span> 2024<span class="ls1d">  </span><span class="ff8">rok,  s<span class="_ _1"></span>pełniali  <span class="_ _1"></span>warunki  do <span class="_ _1"></span>sporządzenia  bezstronneg<span class="_ _1"></span>o  i  ni<span class="_ _1"></span>ezależnego  sprawozdania  <span class="_ _1"></span>z  badani<span class="_ _1"></span>a  rocznego  </span></div><div class="t m0 x1 h10 y1305 ff8 fs4 fc2 sc0 ls0 ws0">skonsolidowanego <span class="_ _13"> </span> <span class="_ _13"> </span>sprawozdania <span class="_ _13"> </span>finansowego, <span class="_ _13"> </span>zgodnie <span class="_ _13"> </span>z <span class="_ _13"> </span>obowiązującymi <span class="_ _13"> </span>przepisami <span class="_ _13"> </span>i <span class="_ _13"> </span>standardami <span class="_ _13"> </span>zawo<span class="_ _0"></span>dowymi <span class="_ _13"> </span>i <span class="_ _13"> </span>zasadami <span class="_ _13"> </span>etyki </div><div class="t m0 x1 h10 y1306 ff6 fs4 fc2 sc0 ls0 ws0">zawodowej.  </div><div class="t m0 x1 h10 y1307 ff8 fs4 fc2 sc0 ls0 ws0">Zarząd <span class="_ _7"></span>Spółki <span class="_ _7"> </span>oświadcza <span class="_ _12"> </span>także, <span class="_ _7"></span>że <span class="_ _7"></span>są <span class="_ _12"> </span>przestrzegane <span class="_ _6"></span>obowiązujące <span class="_ _12"> </span>przepisy <span class="_ _6"></span>zw<span class="_ _0"></span>iązane <span class="_ _7"></span>z <span class="_ _7"> </span>rotacją <span class="_ _12"> </span>firmy <span class="_ _7"> </span>audytorskiej <span class="_ _7"> </span>i <span class="_ _7"> </span>k<span class="_ _0"></span>luczowego <span class="_ _7"> </span>b<span class="_ _5"></span>i<span class="_ _0"></span>egłego </div><div class="t m0 x1 h10 y976 ff8 fs4 fc2 sc0 ls0 ws0">rewidenta <span class="_ _0"></span>oraz <span class="_ _5"></span>obowiąz<span class="_ _0"></span>kowymi <span class="_ _0"></span>okresami <span class="_ _5"></span>karencji <span class="_ _5"></span>oraz, <span class="_ _5"></span>że <span class="_ _5"></span>Emitent <span class="_ _0"></span>posiada <span class="_ _5"></span>politykę <span class="_ _5"></span>w <span class="_ _5"></span>zakresie <span class="_ _0"></span>w<span class="_ _0"></span>yboru <span class="_ _5"></span>firmy <span class="_ _0"></span>au<span class="_ _0"></span>dytorskiej <span class="_ _0"></span>oraz<span class="_ _0"></span> <span class="_ _6"></span>politykę <span class="_ _0"></span>w<span class="_ _0"></span> </div><div class="t m0 x1 h10 y1308 ff8 fs4 fc2 sc0 ls0 ws0">zakresie <span class="_ _10"></span>świa<span class="_ _0"></span>dczenia <span class="_ _1"></span>na rzecz <span class="_ _1"></span>Spółki <span class="_ _10"></span>Unimot i <span class="_ _1"></span>Grupy <span class="_ _1"></span>Kapitałowej <span class="ff6">UNIMOT </span>przez <span class="_ _10"></span>firmę audytorską, <span class="_ _10"></span>p<span class="_ _0"></span>odmiot powiązany <span class="_ _10"></span>z firmą <span class="_ _1"></span>audytorską <span class="_ _1"></span>lub </div><div class="t m0 x1 h10 y1091 ff8 fs4 fc2 sc0 ls0 ws0">członka <span class="_ _12"> </span>jego <span class="_ _12"> </span>sieci <span class="_ _7"> </span>dodatkowych <span class="_ _12"> </span>usług <span class="_ _12"> </span>niebędących <span class="_ _7"> </span>bada<span class="_ _0"></span>niem, <span class="_ _12"> </span>w <span class="_ _12"> </span>tym <span class="_ _7"> </span>usług <span class="_ _12"> </span>warunkowo <span class="_ _12"> </span>zwolnionych <span class="_ _12"> </span>z <span class="_ _12"> </span>zakazu <span class="_ _12"> </span>świadcz<span class="_ _0"></span>enia <span class="_ _12"> </span>przez <span class="_ _12"> </span>firmę </div><div class="t m0 x1 h10 y1309 ff8 fs4 fc2 sc0 ls0 ws0">audytorską.<span class="ff6"> </span></div><div class="t m0 x1 hd y4f6 ff6 fs6 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 h10 y55 ff6 fs4 fc2 sc0 ls0 ws0">Warszawa,  15 kwietnia 2025 r.  </div><div class="t m0 x1 hd y130a ff6 fs6 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 hd y130b ff6 fs6 fc2 sc0 ls0 ws0"> <span class="fs4"> </span></div><div class="t m0 x1 h10 y390 ff8 fs4 fc2 sc0 ls0 ws0">………………………………                   <span class="ff6"> <span class="_ _69"> </span></span>………………………………<span class="ff6"> <span class="_ _6c"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span></span>…………………………………  <span class="ff6"> </span></div><div class="t m0 x1 h22 y939 ff7 fs4 fc2 sc0 ls0 ws0">Adam Sikorski <span class="_ _4d"> </span> <span class="_ _63"> </span><span class="ls1d">    </span> <span class="_ _5c"> </span>Fi<span class="_ _1"></span>lip Kuropatwa <span class="_ _2c"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span>Robert Brzozowski </div><div class="t m0 x1 h22 ya46 ff8 fs4 fc2 sc0 ls0 ws0">Prezes Zarządu<span class="ff6"> Unimot S.A. <span class="_ _17"> </span><span class="ls1d">              </span> <span class="_ _1e"> </span></span>Wiceprezes Zarządu<span class="ff6"> Unimot S.A. <span class="_ _52"> </span><span class="ls1d">           </span> <span class="_ _38"> </span></span>Wiceprezes Zarządu<span class="ff6"> Unimot S.A.<span class="ff7"> </span></span></div><div class="t m0 x1 h10 ye22 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> <span class="_ _63"> </span> </div><div class="t m0 x1 h10 y9ea ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y130c ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y130d w14a ha9"><div class="t m0 x3f h10 y35 ff8 fs4 fc2 sc0 ls0 ws0">…………………………………………<span class="ff6"> </span></div></div><div class="c x40 y130d w14b ha9"><div class="t m0 x150 h10 y2ab ff8 fs4 fc2 sc0 ls0 ws0">…………………………………………      <span class="ff6"> </span></div></div><div class="c x13e y130d w14c ha9"><div class="t m0 x150 h10 y2ab ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y67d w14a ha9"><div class="t m0 x3f h22 y35 ff7 fs4 fc2 sc0 ls0 ws0">Aneta Szczesna-Kowalska </div></div><div class="c x40 y67d w14b ha9"><div class="t m0 x150 h22 y600 ff5 fs4 fc2 sc0 ls0 ws0">Michał Hojowski<span class="ff7"> </span></div></div><div class="c x13e y67d w14c ha9"><div class="t m0 x150 h22 y35 ff7 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y130e w14a ha9"><div class="t m0 x3f h10 y35 ff8 fs4 fc2 sc0 ls0 ws0">Wiceprezes Zarządu Unimot S.A.<span class="ff6"> </span></div></div><div class="c x40 y130e w14b ha9"><div class="t m0 x150 h10 y2ab ff8 fs4 fc2 sc0 ls0 ws0">Wiceprezes Zarządu Unimot S.A.<span class="ff6"> </span></div></div><div class="c x13e y130e w14c ha9"><div class="t m0 x150 h10 y35 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hd y130f ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y12ad ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yd0d 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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