<?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>SZ_TESGAS-2024-12-31-0-pl.xhtml</title><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
/* Part 1: Web Page Layout: Free to modify, except for a few of them which are required by pdf2htmlEX.js, see the comments */
span[class*='ff'] {
  z-index: 999;
}
div[class*='ff'] {
  z-index: 999;
}
a {
  z-index: 999;
}
a > span {
  z-index: 999;
}
#sidebar { /* Sidebar */
  position:absolute;
  top:0;
  left:0;
  bottom:0;
  width:250px;
  padding:0;
  margin:0px;
  overflow:auto;
}
#page-container { /* PDF container */
  position:absolute; /* required for calculating relative positions of pages in pdf2htmlEX.js */
  top:0;
  left:0px;
  margin:0; 
  padding:0;
  border:0; /* required for lazy page loading in pdf2htmlEX.js (page visibility test) */
}
@media screen {
  /* for sidebar */
  #sidebar.opened + #page-container { left:250px; }
  #page-container {
    /* `bottom' and `right' are required for lazy page loading in pdf2htmlEX.js (page visibility test)
     * alternatively you may set width and height
     */
    bottom:0;
    right:0;
    overflow:auto;
  }
  .loading-indicator {
    display:none;
  }
  .loading-indicator.active {
    display:block;
    position:absolute;
    width:64px;
    height:64px;
    top:50%;
    left:50%;
    margin-top:-32px;
    margin-left:-32px;
  }
  .loading-indicator img {
    position:absolute;
    top:0;
    left:0;
    bottom:0;
    right:0;
  }
}
@media print { 
  @page { margin:0; }
  html { margin:0; }
  body { 
    margin:0; 
    -webkit-print-color-adjust:exact; /* enable printing background images for WebKit */
  }
  #sidebar { display:none; }
  #page-container {
    width:auto;
    height:auto;
    overflow:visible;
    background-color:transparent;
  }
  .d { display:none; }
}
/* Part 2: Page Elements: Modify with caution
 * The followings are base classes, some of which are meant to be override by PDF specific classes
 * So do not increase the specificity (e.g. ".classname" -> "#page-container .classname")
 */
.pf { /* page */
  position:relative;
  background-color:white;
  overflow: hidden;
  margin:0; 
  border:0; /* required by pdf2htmlEX.js for page visibility test */
}
.pc { /* content of a page */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  top:0;
  left:0;
  width:100%;
  height:100%;
  overflow:hidden;
  display:block;
  /* set transform-origin for scaling */
  transform-origin:0% 0%;
  -ms-transform-origin:0% 0%;
  -webkit-transform-origin:0% 0%;
}
.pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
  display:block;
}
.bf { /* images that occupies the whole page */
  position:absolute;
  border:0;
  margin:0;
  top:0;
  bottom:0;
  width:100%;
  height:100%;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
.bi { /* images that cover only a part of the page */
  position:absolute;
  border:0;
  margin:0;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
@media print {
  .pf {
    margin:0;
    box-shadow:none;
    page-break-after:always;
    page-break-inside:avoid;
  }
  @-moz-document url-prefix() {
    /* fix page truncation for FireFox */
    .pf {
      overflow:visible;
      border:1px solid #FFFFFF;
    }
    .pc {overflow:visible;}
  }
}
.c { /* clip box */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  overflow:hidden;
  display:block;
}
.t { /* text line */
  position:absolute;
  white-space:pre;
  font-size:1px;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
  unicode-bidi:bidi-override;/* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
  -moz-font-feature-settings:"liga" 0;/* We don't want Firefox to recognize ligatures */
}
.t:after { /* webkit #35443 */
  content: '';
}
.t:before { /* Workaround Blink(up to 41)/Webkit bug of word-spacing with leading spaces (chromium #404444 and pdf2htmlEX #412) */
  content: '';
  display: inline-block;
}
.t span { /* text blocks within a line */
  /* Blink(up to 41)/Webkit have bug with negative word-spacing and inline-block (pdf2htmlEX #416), so keep normal span inline. */
  position:relative;
  unicode-bidi:bidi-override; /* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
}
._ { /* text shift */
  /* Blink(up to 41)/Webkit have bug with inline element, continuous spaces and word-spacing. Workaround by inline-block. */
  display: inline-block;
  color: transparent;
  z-index: -1;
}
/* selection background should not be opaque, for fallback mode */
::selection{
  background: rgba(127,255,255,0.4);
}
::-moz-selection{
  background: rgba(127,255,255,0.4);
}
.pi { /* info for Javascript */
  display:none;
}
.l { /* annotation links */
}
/* transparent color - WebKit */
.d { /* css drawing */
  position:absolute;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
}
/* for the forms */
.it {
  border: none;
  background-color: rgba(255, 255, 255, 0.0);
}

.ir:hover {
  cursor: pointer;
}

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

  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
  }
}
/* Fancy CSS END */
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eUTN9Hj/z8JfTI8wZRgPnq2CPlUZjvYqrEPM46qCyVx/OdrI8FppFp0qSTqWz+yOyRPExoqj4m46cHSqYiPHdl854j6SN5bX7RsIRfAaatUhi/AljzYalFnaddCsMr87hOsOjL03rJZ7f5JbgzmAWdTjDr0ZBe8tvwjOHODKAtKl5ZX75Pb9RzHLygkl72KjI8gzuzgeMMZvyp7IW515dfRXuo1ygv5SdzNzp9lHj0CJ6xsQj3LvGo5wjMMg7zsyICRrpdadVmhvboLE7pk5xZcSuSU0DsLUZXzOOOOY13Blsyje4XeEHPMLxJj5QbvCFRpxND8J2L0AE6Q/dQViqEv/MAxRtPsFT2BMri7z3AGk+UWIBQmgBHFw1HEq0tbXkMAzojS+VNMvygf8ErQe8lA8FEIqCTPDDuZ0+9gy6BtRipOjzufkqHycOElukMzAjVdwTI4z/wwgxFeOvq09ali6rj5xzokmxPdwb/XrIkm1kEvyo9ovLvGIF7irJTTjKuyFHZLAyEb1xZTGNODTBIZQX+q6zZ5re7wzKroydYsxKwu0Myy/3JbNWzvFkx6/aarQaAi80MogD49gTzHBemFCqNjIQr3SkZ1UkoYUYJE0roUZxH9Qyqo1EjrKgYt9LLzm1ENpeIltkw59ocZngRYKW2EHCDzYXvDtONMPvQqeNT0CyksQ5cX58yk+vbUyZyPY4hFAuh0DTdWDQIIaqJKlKMAB2KBuiRFUYFGvjsRfJOEOG7MdcVBXwjUEJjg3caCZPWlXG47OfWUH0n+k5IMioUslngxYn0hHhsIo1/xGPkAuwJD7Uf734r7n6gZF3J4QEmSzCCqy/dl65wRoUbMFhbMmw0YgEZFID3vSzzXPaSb33s2ke2p5tK37phL1y/ZfGmu5c1rb6oxxHo3zbYsbon5TLQn/rM2/vPW/u1d7503zvk+s3zHrxydbt7xe1Plu7+wQ2dsYWbLrsF4/lRimIe4pxUBpkIFmKxAIr5UcyHol4U86CYGyVcKOFEdQQ7cggA24RhYcYIaUIUBj5VN62CvE4DObmayZWAHK7vYmlWN01LRUvAhTu5jPjVKE2feg13gevRKRgTrs/goWqeP4OHkAhyoMeXJCQp8jTqm4qO14nTiN+vWwUIyPXNArGrUE8fSc+k838it98lsAcqm6j+eKeUYhSPcLAEQ+jwGJMlGARwkOtLV1k/WiOVeAvKICL44yq52yX8yjwEsoif3cibjDodSBhkeV9xWjhGZzSgetYku2RXSNa9rrcYuAHFI/K86FFkj2RgfvEZgTUHnJJLNOmeZlgWsbxR98GdBsLTlwFOvgC80Ut9n+DEXNeG0gFU50eJACpi4Dsx8IvIgbnBQVSYAwPTAeT8eD4O/6iChpHCE/T1lFEFoRFAWjRaMdA7CqFQAagw83jeocusFAvTKFWBo1wonJAKWbiA8EgfSx/BZE0ImUByAkPSe0gdIoPHKBpK6ig6PMwcKGGEtDrQ6RBtV3pBjWZoTNkatesIVInEJZL/C5zBaphttditPCNYTR+svbAg+1pXtPScN9Rs4o08S3N6V9f6i7s23TGRcSy5decROq+3Grlh2acYeDHgsAWcTjMSNt5z9fnp9LLOSCQV0csBu9UhWuyxqKt147WLevfe+dhlLxlAKRCZtwNk0j0A93VoiaqDNwCofRjUG1CzHoDZjAVPM4F3M4Z38zTdWhSWr0wsX+5S0DJAzfFiApokQvBShKeJImPx4p5e3NNLenpxT6/GEF7A2EFKj3kIOh/A8sWiEb5F4yULRrgC6LN0FeFtVxEPku1ChDE0BikK+GGX1CU52qaRsSgMrWz4cyjEDa10wFtNQsmF7ImCCKglUgo4BaM3fRSjGP/ITniOn0hyQRVbGN3eosnahYwMGXuIDG4urQw1/LlEhufw+FUBBt+QxiiHgTZvmpiTZjqia4gAozHa00ijgy6kPTkbIfD2AMPc03v51y/u372u06rXMRazoXXlzoEFWwci6ZXXLNsL+OZ1Roth94ILh5KelrHWzvNGcgIQBwOWltK5emdxwyfOaQz1buhauHNFI7ps/Z3b2+3+oMUCiirmC8VDkd7VufZ1xQjwpV1xW/lIcX17aqgtGE1FOavXYXVKFgVoJbPqiiU9F44VjDTfuuJiCuuvplPvMz/lbFQ9SM444dLOeAYlGlGyAcWSKJZAcR9KeFGUiNC4C8WdKOFACTtK2FBCREAmMQ7FWJT2IiJPZVWeNjpccOPAYtahEQK+HgL8O3yZjDh96mTRDy1EzPoipipRBEErYkUoYrNWPExLVJJiVWnKghLDrM9i1hfgY5Ztyia9GUIkbDosikJ4XFhN9WHcyYX8iVwO6zFMBnlNdeWk/BFyneP+0368U0mvSIY0lmrGdFUGTedyqlmTRmeafBX7AQtUB4qiMPNTm3yP3hZyu0IKP/u6STSD3Szw6CecEmgIhJsD4j2SvfxlunwOegTtCifKb4K5x7LY5hN1YsClBNxOMyPrTXqGA3vp5LNR+veznZi/twF/389ZQK6eVOVqsh0l27CtkWCIXH1cFavtmuyE65sHjMBY7U8ATFOApBQ8TWEuTFlGcztz1+eYnB8jwo8R4Sfs7cfs7X+CzoN7cnxKsxwOwsdUUYG7Q1YRjSiKCzipoWhq6PxLKIIiEa5hzDWPUSdOYEbNppH4ksafMxNHVVZV0YDx4D0AAzWQkaRSpPMvJSoCnEpG41yn8SXwYxoL43lMqZoY+SoPErNQ0uxOOzZDpV5E9Nz9i2/YX+ourWqz6jia0Rt5oX7JhYMLd41lkmP71vSsS/hcQT/do7cKnE0u+6NDTTsf3llAX7rgX3Z2Sm6XxSR5ZMkr6d1+T2hgx3Dv5r6gyROnreGQAeR1LFX+DEe3nvcpivh0FwOevsOB4mT+SOTyFuC1xwBvQeotVS5LIGcFKYxGJFG1FI5rgpAYHeS9ajG8S2j+crAqJSROV3qJuJeo9RK1XuRjo9GERq4QMYPqplUHLFyhizCiNNMErr84gEW2XbNN7Hgso3a1kutrB6GPnZOmUeOUZ8yIOexEjghcME4IDsEeJPylXdLeSc6Dmx8okfbAPelcxZVDFV8OEccAmyQYK48xnEFXznBWZ8wTSUi0Dr0+e6+icILFQL9lsRt17Izs97otH7xgAtNbB0Y4O5yKKaAgdbJPhfU4wPoJLgyw/hORa/j9w6ADm6gF1O8Ilyh1GVTPoToW1TGoPoESAhrAAiuEgTIAitFc0Yn+a5tRoXmo+cJmJt2MQDk2FA2UxRKidlHYmn5N44bXDmBu6MIaELp2YbtOxt2v6EJtXYu7tncxsS7UNU2ni5ZsHMWLb4VCfNtf6lcCSev386qxjXUZWHvHJjD0ZgCIBbBQ4E2ulj+AQ4rWUPEtUFV8fdtfSvUreTzGZInX7G2sr1QQg42dYWsZol1197VHLK/pKNUMb2MetjWN7f3arvRYf4MNIGvUG1M94/nzblvXQLfed27p3vXJ3EVfuWzsnzYWk9JjkQXn9vVv7PK5OzYsWHo7/cSqbz502wVdRlGWgx6Hx8JZZevS6x7eGGzq2n77yjWfv3Jx3bJLPvXlxTc8VmrKjm5t7Tp/IN6IcXMYfL07mM+Az5RUIxn7Kds0vfeQEIi6RzjrILh72OHLHwNR7X0cPyvCQ+z09R05i2shnfYe3WFwp4Ih8B4MrlQomHIbTn/PhEINXqPR2xCKNOJr42wqrD4Ihxs9JpOnkdDQYPk32jyzVAeZZww8s1EqAR/uPSgE002clcoeAZcbZY8dPfYszPYgfli0gmvpwc8/ZLZnccbPmLPO7JQ+wZllt0yc85tMzpjbBc75mXNfRtz1H+oFngWJZkBS1V2HNWxCHcwXmSHKTHmpXtVjt/B245NIoFhKglcXOO8vAQ3mj2Bo72eNxKVjXS4J+4QlF3bmxWfP8Ocd0rx3zBed1lmT1WGT6L/Ittp7hkkFg6lYJFJemwoEUvFIhMA2eup99jqwOyIAzV+r0jAGhqMJtEp0WrtJEL0FN8bKDfFsPfguLuJXM3k1kddiCsXxxw0gwGLRRPwvJqPJFfFHBTNysCbKJJrox6JPR38UZaKmqEn2j8urOSzOsHmfzU5MSM4CWIwFKS+eAFOhuQmlNYFGgUwrBmBIU/wvpdoxa8dxVQaqDoMNDuwvVCNuTJipij/VVnDyUSbMXgEKPx4MxhUDu3P2txcxghL1+eNWpEeTrNmdDITqPRZ2L/oN+j89Dq+FZXiTAXWVnzeYDSxn8TrYSaNFzzBgQ94xuxdgy1DfpCgWgZ4JUGmqg3qHSD9PEOv3INbvQWxoBXGcIYh1fHCazhRTHnsRPrdjm8BuNzbgxg24cQNu3IAbN+DGDU/QOZC3zxzEaiOR1wyMvGbi5zUdlNfc5bymT/LTtFg0f8n4jJE2epJ/aW7mY9PIMCmOtWBjgV9VFYUFLAtVa+1oxZzHRlzhmBZ98BYFT3PyLyUYQsRjHCiJY3wLsRH4VXPCsFCRhuF5hgBooACDiOEuYeGozN2yKNgxumX3UPlRZ10dmLiX37cl50j317duXJQqz3o6NgxPziwcb3Mvjy+5eOyF97vWLUygPT07xnvr7cEke2My2LDq2mWZVUs6ZKF1/FIaZUdafeWJaNfo7Cud67qD5Q5f+zi2Ac479SZr4gJUgfosxsuUj+pKa1BMa1CE6/9iKML1DQzFtAbF9FNgjFkoF8pSYSqBGiaVlexhVE+1Uk0os98ACmX26An8C9JIDdq8NINZOgzKIjtVCisJsLAOlJSVrew0qp8qtRqawOmdLBmIFplJ41/VwdXVCCydXRNgNdEbIrJYE3iutuLmvUPX/eDOZSvv//H1HRdtWOzVcwy2YS250d2ja+7Y2t665a5zlu0Za7Hygo45JLpki60u6V31lT998csnH9toD9V7LYpHtoEuT2aTi279j317v3N9fyKb0EkBLCcwLd8JtCyD1fQ5Qsn+vjBSMH0qmD4VG0BKkQFMigtgpBzG9El5VIh6NIh6NLr0aHTp0SDqwT6GASBqmrSMeadRYj+n0mIFgkcrdDfh3W9xkRCwZYzDLcEmXTU/2FVLanwNYd255t/efLj8BiGr+FePf3HsYMvOr9/62P59X7+sQD/41Q/+bVwloLX/evyBCw/ePHxS6r3hP4i9CGtn9sLaG6hHifbxJDVKSWrrSmrrSmrrSmrrSuLwlMGghJQQLM8DtkLRfEMCPZNAL4Ldk9C5cYjbPJaEixosIdw3sfsyWHhWroZJiK/k3Z8gAxhLQHMOBnqb3QQQ5jEdHqASJiGMh63zuRjJfNYDI/y0W2YvK5j1s/dh0NDb9GYc8TbryzzaD/4Oy+JI9yhN6c0CuwQHwFUw6WWvTQYLvHyRQfQpskfky816yUvgBfb1SoBXkrqJwItXNHgpGrwUDV6KBi9Fg5cC8Dpo9lMBPw8rmlIUt24apaYiY25i76pGWnZGKtRARcFND5agbQQ3PlAirbG1O2eNnbbmqs+oQYVZCevny0n0NA9rJPf94DB6XBGbHiCyiDydUXyw2EFe9NoVr2SY/R/ezHMcvLCPYmD4Yd3nnHqDvZoLUX3UKyqH+HxWF+YQF+YQF5bgLuxXu7Bf7cK0YaaeTqJQspg8N8kkrRqUrBqUrJr8sWryx6pByTpN5w5kW1CLC5sIkUgh23sYDAiOElDdZGGlDaTL/iwxa0EGSRXLVuWjiYmZqjjH0IvgMR4v4UG4XridKnEFYRrVHSgVVmbxSJOlrGbczuBATrY2plxjwLZLtY6EXVIt4Kq5y17N6k28qWPTTRsu/vqVfYuu/dq27r2t5aOSxBpAi37e6JAFuXPj+Vub7//ff10z8bUTdw3fuG2RR2A3KX5Fn8gkln/qqZ37nrl5wO9H10RigAC9XvTJZcWT8Edcpolvvnnfg+9/6zxPtM4TUWNvQINoHdg1duo8jItDfc5R52NOhtJgTGkwpjRKpDRKpDQYU9hDF8C9tuN4/TgxUMDbmhNDU+QhkFmFzVSC0pJNaJ3eFnZj+jHYw0532Kb3wPqBXEx69peVOzJP/tQb6L9hnilqr2p9Uf/ABP0wQQkt81ui44bDKAcGsgs0EKdpIGCV6oS9U9FxxTCNclMlBfvymYovD+rmw1z4udX8t29g57ivPRMx8sRb1+vd0Uww0hQS1WUqBrR42Q0bmg1WyWSS3LLDL/HghEiZsX7mn/GaMfareGHehfXmqRsIj0jNmBmasM7I4ruwoGFI0AAgaAAQNAAIGgAEzD8me3I8LIjecXHOhuyrKA0QD9gNLhpr22j2YQ3aULImilTNFlaiSDYdb0ABxLzL2yLeaIODL8cqqNXbIi6MWvR9negMezwhhTfL5ZXoBYn3YSGqEwX647PXVOVEFfGz/0H3GUw8y8EDs8c5e2r2QY+i6ZlhgI1HpdlvU3YVFHYNFHYNFHYNFHNhAlo6QBms4/ZplNYUCcoemcO9dVyHP6qqiPmqYV6CdBjEvWH2u8666up+hA3cpTavYgDB/2hlDR982SD5VHzq0iDru6mXCD7Fc3t39dLmpiZnNitkXC7P9N9pAmB0BmLNJpOAJaYgkkQZxjuWmAKmDwGTPNi8RTem/1jbmNHlNGddzRldMDUWXF1xI/pksPzzAICK5Qr2v1i9kwo92Xwe+xXgzNvOOoZrbpB5zB3VvMUkitaqkC6EPQiUB4oht3ZdWm8Lup1hRU+X84zR7rfZAzYjXV6CKlHIBu8FoaaYy4Cu4tCtRk8w4b7E6lVMczJixwf38QLPsGCrsaUPHqg+f7g+ZvKkvCfXMg8H6t1Gg+K3qzgAH06ieqiHiS2btFptGthtWgSJXM3k+iYGu00Du42APSBkMjkM9pzLil+gYU404TtoksNNRCrQMS5krEnWjfUrpjECIwzmM6Ccxcn6ouW0Di6thwZTErNPImC/aADZzwLQAOPMZ9AcfbLXme0ec7snGY3ayxeE+n00TeuVoMsVlPUNnnF/MuiXUKe/LdfsQjSCT9yOkKxfYvPJeqM/l6RfK/xT1+D9wyf/XGXIr6cigrMuOPu9li3nTmRHvzFKPwU+HRg8RFjR1JZTJ9jjJKecpL6oem81+WJs8NqwwWtzqYDMFw048XsDeH4BDfwBjeoDmioPaKo8oIE/cBhcCYFyg+K2roxi7tWSv1XDd6LKxfutbqKYrSu5KGHmj87yzvMT2OPD97563z0/u21g+L5X77vz6B2LDibP+dyuXZ/bXJfY8NnLdj+4KUXf/8WT+zevffjtLz3w/mOb1/zbn7926XduW77q9sM7LnvmtmWr7nySIjDB8vs54HcfVUc9pMZidNpiddpidRqL6zQW12mL1WFCckpnD3CDTTNJSTh9PaXTmWCBxin7mKnG7FPJrNYe1uHWB0vQ3I7bHyiRDqdZfrUpAtXcY2ucAua54lX/fvW9BiXsxrKu3oPs9csuvGSk7mDX2omGhz6/fMfiGHPveV+4tLucqTIhkA3v7Nt4zdrRi1oss++llmxR4cIaAS5t1AD1HUIrATEjteNMXDteaztZazteezuml3agl0N12Nev6yOBZlELOM8PPL+tBZ4JACUA4KQvI4Ib8PiuIioWnT2w7oPhMacm+oj3gJ33M3z3Aq7nyRRx14Ml6BjGPR8vaV0xa1b99YrASzIZ5gzoOZwBRvPfnUoAoZZEMoMqHpZRZ4sFPGGbkb3K3ti7qmtPBa7gcSnN/Z6le5Ynows2FkItjSnb5RZ9eXZghbsvf/dXB7YsCILwAzvBAGKnuWVtX3T25Sq8wb7mGHPHmp0L+3eMdtos6e7lzeX/G/Mzt4xc6OR15ZFw1wpiWyw5dYI5H/h1CKVU/dmPU6AiGunXANqvAbpfk4L9GmD7cWg5nSsqNjSSK4JFFcvFciavC/f1YiXkFUnOFbp4MfK8T9DNWBNNeYlB9syUW7va1OvjVgmNUKbMYZSk2sEsTxSNUqgdtRdxOkDNr+K7dqldcnRj96Xfy9Xh1GpdNWNTqOZVxRMiJn+Mxyo2s9n0nGm3vz0zjZKTJQkM98ShEhm1Dg97qETGxTnVuprcjZZRTdcIDva03I3uQ4IOOub8hVd9eWP/zrVdTiMYdXpLfsXu4faJhbHc+AWXXjCe77rw7pXptcu6FR1LMzojb8wOTHS2rmjx5FZeeOlFK/Po4nM+vSXnCEVc8aDDL/ORVDTQviLfvryrOd+7avfo2PVrGq3uoGKUXApOvPuifn/Tgnjb8u5cvmflbtWGtIIMegl4LaLakIdcRexZSRjyB7Cp/HcLJGxQSKeeOYh5TSdjV9OvyRycWqnUe4gzpBpO55eJf+mvSJlc00cVnmFj6iVWrRIDg9EJBiPcab41cxPxrIlP+cE/Vyn9fL3kUxS/rFf9ya+D/rkG7ME0dVD1J89tRCEsQUJYooQwYYawdRTCNBnCsT2JKtpJZhC/AB1TDg0UDg0UDg0UDg0UDg0UjidoEfs7U3ZiYT9TNMAQQmJcHPfOUWUfqpLd0XS6xhk6iBvicMwcmfXVaqU5G9N2um/BXrPohukrLv7WdQOqx63oG1ZeMbT0irE0MbPD4Fq8euW3b1jQe83jVzHRCqROvrXh1vWNDetuXMs4a9wpgFkE5PAOgFmMulWFWQyL4FQMefA14UEpJy4Ja3CjBhdyT2sCgtxgAe2qPME3ahrJ7XK7EvHguIuTVT9QLvTN1WbB+rXkUHoi7T1UbUaS1cTWIUYjiy0dNfepmopwh3Q8/ThrcSf99rBLMvFMeb0eyamILywbWHQZQhcyehCowZiZ0QdwbBmxuBKRnSTRZ71Z+OBptg8/x9FnvPYesMVfg7V3U58idmCiG+VwznIhFjZxIGk9vkllUVwkT+Io4sI3dRHkCuGbxmbU2IQaY6gxitrH68ejTUamNkAP1lsf4Bt+cFBe++ctWk9vWzH15taPjWamcncGJObBhLuJFX11gWDaZ2HLf6LfZyyeulC4wWdlyl/XISkRCsYUnkZRhGyMwRYP+MI2A6nr8zM6JeoPREXEJSwStuMkC/Pjk9nKPfsNpwcDzmL8YIbtNFqxW2o1fvAs2yXAPWfxOAGGAZAtz5I6jN3/uD9uAgZyomUmzEBAOstM8XGvTh7XaVSDaqX2oepnVVKpUbZzMAIt68z3IlzhpNHMIHbNXGG7vnyPkbMmw4G4w8hNuXNu2tnsPsAYlYgnVidyRvROucow6BX6l3j1LG8Wyre3Xt5V2N2OrhQsPF63A9bdBb7nvSBT66g+YtVFJFAmU94xUxJ0ixqOzcF/LAgjXvzZwRJ8yCWJ5uEqtW65Gs+yB5FqjBqJ6PCryWecp7qX+JmcJ8QIspleNTslWDCWLAL9I2+QFSTL7GP0VZI8iKtwQ9G42eEO2pmH9ZJXxgZ9MJQU3Z6A7eSmCIVOvVe+l6VOuSgz1YDnfpDihd+zo1SfVgxbNFICuOJORijCU5y+rBQT1WbOWEqUTvZIsiwx/ylK5ZeioUA0EiG5u41gV/Qx36fyVJF6m0iVkHVBcEF2AWM0OFtMQAUtWBa3YDHcImLp0TKN3ilaqGTSSiEThaU11anZHJ2aJ9apEU5nReJ0TtP6ok1yfpdqEVvormdaENWCWloy/fXTCHjsRVzXwfpfzwz3/Nq0jKWylWgxCfFN7N40UXEaZtKbSPqamIBg+G0CFjUbnajF+d0SHi9CBnTg6g4HC2Nm/K+XMsOmnl+X8LiubE0MmUT8JlSk4uQZ6kFzeewudFqlFUskOq/aCg4cFWT6RJ/XE7R03T22ZM9YY+/lX71wn6N5eYEU3enB1+K9C9ZsbznvE6sSX7ljYOuC4PoV/Tt7XCYTGPWmDX2L44u394/sGo4vblnR6vVH/XrRbXX7PVG/0rD6ulUzzsa+usUrFwwAjh4AHB3ldgPf9lCPEyoAdSWE2zQ2bdPYtk2DOn5PoN42jd4teu1p7MilQzjbg7GYxlo2LZIkEC0UDZRdaGsNs1zTNOIeTwx7F4sjBbjdzy0jehEQ4SxUPeE5yE94D6n9Erhj0VBSu3K4L3DNMlVT9uFSuRp1mbSfqTe1mmgN3rwUQMR9OZrfctdEenDx4qRe9tqBM3S8EnK5we9NLR1ckjr/trWpR+0ta4qhnuKi5MC+Bb3r2t3od1ccvnmxlOisuxSkA0gEk57r0KtBOv3s/9R1RMXlN33rikU3bu2R6xfkyg+sXNu9ZS/WLxsAxiHmeaqV+h6REb6aApbXNKF4nBSynCVB8sb8xIhaQp2cpo1Fc9aCLO7fBYuCeTAYm0b0AWWY+UMztuYM5sHmhmmk229YhmOa6RPkpRrOntFcwaIp6P5dSR1AwSMcKinDzcwfSniQg3gQAx5lsmRYpsY8STj77Ek2nWru6mpTbEyI5nh399J12fPu39bav/uB9emxgVaXQUfLZmuye3XnVdeHixPdhTV9aROO2/yL5JbM7rhfLu6duuKWp6/tEj0Rl0VxyclgOBU+9Ojam9alY+moXvETn/pcgOvnuUuoBFWgniTyJdjXhYzeApYqBWzhFbD/UcD0WMDkWTiM3oOeWRXqWQ3YWQ3YWU3SZDVgZzEJC0p4sbGQ9LKWekx8rmEQUeyUZRk3gs1dQsB9p2XbVAouCpWOLtzzQMk1bMF9D5RIZ2wIEwKujZXVSok8+IxVOmYyqDYs0c58npd8NjtI9CUPbNhy+9pU7vy7Ny+/qcjbgpiKDQ8v/KeFfUCzQMP94e7i4qS7QrJXLVuz7Kb9519++OYlixbSxkpMZ3YRUOv5+4oDN24D6l3YTOA7AfB9AOR3mmqhXifwrc+29bXtbGMUzPEKrq5VlHAD9u8aMHzVZDuR5EA37x0cSH8lTeO0MK67S7ewGrmzGlWT90ZyVUU5iyEeDjc8dwN7F0s/w6IXWcSyvuyvE8Ou18+17LLQFsPrPkLSE7U5P1VwvJJWyZtk3AkKImzDc6UryRiJ7K9Bilhcr5coi2ihrYzFZ3i95FPpGotsIrsnqnUiNVRsn0/rtD3ZliDShHkg6Z6dDCzeNVbcOpQ18UYdQzO8sW3N7uLORy7r7N79pS0XfebcxoeZa67q2dgboWk6GV569ZqM3WPnLW7ZrFhNRrdL6b12+trLv/2xRQN7Pr9OufG+zMi2dtUmj596n76Vuxrs0k+Q/TEOkVRtYUHh1eSytyKPvZrA9mrEC07Fe5NN9XG8eUIWwa2OCyfalngSJ5oGQyPiIIl65LCmT8+oBfoz6TzOthelNuFECVo2JU6UtLYkzJHrOz2F5UdapL822hFV01ldqJLCom8F61vH2wN13nhLyPK83mjgZOvzepC3rpCiv14Usfy8Pjp4yXB0QQwXi1px6b7BaHDlxzrP5yWPEgud/EOltpSxh2KKR+InNn18TZ3ZalJIzThDtZbvZT7JfI/qpZZTm5FD3V8mNy7BvL9ED4BZEhIVNLIk34fr3eB9n8b1cH3tcfxRHz+Ki3PNVhmNjHpZaxOT53lMoSKB6jNFM9w05nmvl883shgTxRaMinX4K9aFROi2rj5eNMI1bm3imY7hX5pWHrfbz+1gft89WB9a8HLH8Dkvh0a1dHWfmmJ8SVWBaVzbO5Mmpd9ZXPrtLIhH0iIu+NVeMG6SZFzT8C9LJrt95fESHryb+X0JD9+x4OVSx3DonJdLodFKPrtPNUTEZ6uaEnAVQKqeTCQtcOcIIjUyVaHwdry/oq09gypCCGw81JKoGie46iSRRRZGe8d8UrF+LOrLTdywvH2LV3b2t/1h4a7xTMvFD+++5IHzG8Rwc6g5m4sHYy0bPzZStySIREkql7dNNC3JOred0zyYda7cPPb7UJ3LcPOVS7f1epnLo8HY2uzyq1c2+B1yJhDN0AId7lnf1btrdXO8uL4l3NuRd7tHGnrOTcQnFiy7dlWjQR8u/2njjlDHUGr99mD74Oymzj5a726sS9n7F/qbejEvPQD+yUNg5+TUiPSBvhZUP5c+15ioJq+u5dnByHEGjFiVGLFsM2IpZyQCzog/E6gi9mUC9W4R9OShxuHYYvcIUQ0kqFjNJKqmDdELU/XuRtwYrJpqc5I5AXzNz4kSdcqfJcemejh25iG9rBotrsxQU8++AXhL0iQVW2bJXYMb9o6E3RXeoa3LNg3E1q2eva3ypNaAWTrUs/2T52G5f8up99EYl6XsVJh6RM0CR0ejO6OMQ7PB50VBFK1Cfn60RI2OHKZ3Uz7K/mHpNw3sdgDl40IQ124Fp1HvAbc4RGD40om0JtuPzm3f8u5340YHS2orAN2z6bPmkpXa3XW9p8NGaejqTOPfKnSYmysZV9TUWV9XgF+KPvWz8r1oC8AiRjVRj5HowGgO1+kRMwyub+EVxSsKLK4VK8en6V2TaROltatxetUVV71fkNJFwe2mchm8+gwsbCoVHLKBnbCfI5ICYCDl8xUP5WhlP4j3APRJZQggoAOHe4BlrHL+s7gLwISbF6R0zA8gzQPPikDf1iWhRpeBRQxv4HVRZzgbsICMdmIZDbAq1Kc7u+qtW/euSusFsySbceEKZ2scHGK+cSbYNH7bB/zWQk0RWWzqa0N1zai5KOPtOqdeJGBo1gyCZgwnE7kSg6D5MJ2kIpRJg5ZJY0eTBkaTBj0TZkGPo7GRKpK6fgxhR8TIpYZ8i6UKG5LtU2C0gmdH9FzutQolgYFgrG3t0prXxvL/nhT3Pr0S8XijLquufPPpZIZW6WV3xOWO2A1ma/kJdKnZSAL2DG82oLfK5jMZ8eRP0JWC2cCAIWEwucTyE+W4ZFftAYAp6gWY2qmxam3GTlKbcfbQyhy1oXcPCOJiAhGNlNRajMXqss9ei3EGz7jPnG1lXtyLYCeuQAGCa6+MKxJIPVuCRMySJFy2axwtPrNySc0s1FQ4vV6VvIEA3lsaCOTUXDbJapOENhHAAvDOoRU4Wrui98wCMnXYMwrNDqN3QQWI4NMsHY5hKWzuH+5d3Ngx1DjirqGY2lRiQcsG4W0g2hMAHoVvvPuXYlF+oLR0uJ+MZinNH65CUlq68aOE+4dIe38lnqURHfeiKvQVva1hIFPYswgbUs6wwjsaFmYKl1d1gE72OR1+kR+5c6hj/UCT2Di2dEls7ZVDwTltEC2cpg3OfMLcDOYawxiM+qtWj3qy/anmgXoF1MQIVdWpgPccNU3wblXxjl809Xo6bj+keg2HEgJG7KupWhZbVKrSJfoWPj+kKVqiOYXG4Xp3bKiCMGxLzdXsiPNw5N2vKltjqaaPWsvyNzEyHwEfrm6roP7syN9Qt/PACWA8V80N4/jAKwBHnC9/nkDS11eHTtuGnahswz5Ljvy1s+bIsTMVyApIqEm+h+Yn35+gBZyPO2Sllu0ChLqnEZq0DkenEa2FaHDMQANstppSn9twRnLr6EDJOoxz63Q1NvP35NaZVzr3/Pvunf92aVthzzcvg2v7o97ei0YHLxwIe/suGl1y0UAI/c+l37516YLrDlwG12G47hu68fxCy+Yblw3feF6hZdONKvweKN/HHAX44RjW/koMK9x2lgooVR7OlUJh886uhq9IIItkLtVI1lnjV0Pi6IfGrz46fAU9/1b46myk96Hhq3s2pRb2F2M1NGize2W+bmTZisbzP4XDV3kSvlqcHLh2Qe/6dg/6/ZVP3rREjLREy70V6c3+HkiRwZsurqnvrbOP3PzYFYs+trVbqVvYXH5w5brurfvUOAvA9/MafA+pEh4AHDSmMbOmBVMl+EfEchrHWOqpvEqMNZX1r2uV9ZWK+0plvVAU7PEhY086yOLNi9ykZ7gDx1jEZdgCOnuMpRJiqfTzZEiIxTMsdpAQC+k7L8Qyl1NTsykVqnS2fniMxYD5PWjj64YHB5MYqLktd29OLVq0pF4v++w2n8SfEWcpH6jAFh2pK0StlViLFO+qu6QC7PJf1WCLGirEwRYiS+lHSKyc5N8O7GpFCatGuHMFrBoBWzXKtmIClmvSlpiSKQ/QdbxoSA8nrPbQkH2E0lQaMYPSc57I/jRpKJTmWro0bXWap39WqYhJU0c/QusMer3TH7O7m1o7o6fLxHh/Z8FvDsf8JpZBzPmOgGQwGPS2zEj77LfOlIo3tQ0krYxeEAwWfD7I2KkT9AsAkyEkqjZkdmnf0tGl1y99bClXU5rwtlaSQAitH4dWldNKFkipAvp1MajWJ5DKBEy2WnmCsbIv/An0NimUE7A5aSoatZRUAsbrMz1mok2ZV9qFP0grpHOlXRKjliH8CtcKDDuOqyKhWoCglR9M4JRvTflBjR9TjLdnXilJwh9KlCRKIYmxMFoJwq9I/cEw5zheERbV4gOyffT/o/6AfiG/6cblTWsXNTkEFtcXpPvWdNQP5LzJ4orVY8Vk3fje8dhgZ52dZ8DyFHSGSNtQtr5YZ08Vx1evLCaRZVEJqMTptsWC+AAFb8grR9viiZZUMJLuXdPdet5Qg0m2iyarQ5TcIu9wO5Roky/ZmgpF6rtXqfZr+NQf6UvYf6c6qU8SGq+jpGijhrdGDZ+NGj4bNUHRqNF+IyZ1k9PceCI66DefcA42Yx+JV5XUEUzc2j7p3JEZEtqGoU+UoK2z6DSfKDkH+WbiIvGagvKIRyoGAHv2yNX8+JajEg2kL9GLobqMc/HWov86q4yrEv6pYiD/DqdmZOvv2pc4Yz6bnjNw7Dn+iGgx6OJL9yynLWro6qVKsdxLanCrLExsNggGzuICGN2HY9rMk1WbKgiWlDGJKTaJKTaJs/FJImiTIjF00XuPq7wf1CAY1CAI13eJtAhqZxwEK+IjqPFEEHufBqVxKGnk3ENgwHJzge3aguAqCatS16B1sMSI0J0LZ8+vD56LZp9WxtDWPhfX/jwv++1Ov6Rbdj8xnnibGhZ0ZgebevYu4m1BECeyoWpTXbV6efeOT55PRyoiY/Yvo5sXxtetpq+oPKnWMzB7AY4NyKzmo6OnQNdjNyRIsvnxIAqoNwHk0OBh1662OefkuHb2k1ZHdurNYjsuQiMbmZMiSnEokoIHPREUi6Awvu0Lo1gYhcjTEIqFUNKKrgyjMDnFRrIPhkMK2cx8vGgA8g7jGHpY2ygdxuObcDF3aihs9AwZR+by32m8j2+C2F5p9T/ZWKviB9cTpL0HqTASOfJFRvii6hhqnjw9dxIEXy3IrdGDilNLldPMXkQzdPkIa/bgHY9uC1t+geVwZajTH1UMbJllPqAFJex1BiSeeYg1CCb+5NdwQQWrtwjMWpNsYPQmnoYXw6zHZKJ/azDpGVpvxHhpBV/xZsDLItSs4mUJCNgeAEIHDtLWdaB2fMVHOIRRIoQSQXzWSsKPkj6UIjufO7tQVyfqakTdDUgM2cmGcRJ8EsnRCngHeQifwWDVHuMrKSqw4sfW/iHSDoO9TxwVd4rXi6xYlB2DYn4oPtR5VwNqwJ81YLkvKo7BHQ1XNdCL4KlzxIDR8TMM84mZvr4jAHMVM3PlLBM1pzIQlBT9/UNWMSjir2JN6vcUyRetaEAM+RIZviTR0NZA00CqrPo1gLGfAbom0pvxN3mOpDdNqDaMroo6JsnX1IWcBYs1t9zNLFd+hzE7U4FgvdvEfIemH2PMnrpAMAnvyu9xLI70+CKynnmZpp+jDTJwXVDW0z+n0Uu0QQl7XH6Mad5mncMzfYfBMLtnDutWG28wAtJ5MyDdYACkm3ly/Nasq/KO1guEN+uAN5cCDWSpr6g00AxwkHDGDUu3DJZrXRnkAm7A56u1uJBTk2COyiMHMmBeqcdRDtynm0IdUdRmREZ8YIcRY9pobG6qG4oaJf+QVHUU1QqkbLX6iBy/QlCF9zvUNq/d7+CwaTtgjdX9/4a5QhNvtQIHMQv1SjIYiNqN7C9+zhrtEZ8/LiEDcpXf0SMlGfJHbQJ75EVWkIJef1ymDeX3GiyKiWN4I4+2lT+PT0zhTIoFHUKPWBQzy+gEvrwfjepwTbvRZi1vUmUb2OP7AH6xSq2NF2DRiuWSF9V5kYsEXlwoYWmz0EkD8mBDptOD3B0YsG4UHHILypCwlB2llmoBjz5yLlYaadIFJ4ZrG2lhDAyMMKPCol3BG0ASLdWKJIVQILLxdP5qXXPOE5Jo3T6DyJSf1ouxQCBiM3AIMe/qpEjIF5N05YOixJkAsAVWFpiNdpeFY/RW82yGfkkxcqALZVWOrwcH5OfMISpNnauuVYS1OnB9WYJUBmehTYthwEAb4hJ4oFPuQWuSuK9LtcobsMGOTOAdLd7JuBs3OViCNrgAB7urSz+qAGduY1a1AAf0/891eot+9iW7F9M9uqN8vajgmhyaNUomHj8rX4Ee1psNusWKV+J94YjF4XCL9EXhuAzvdRaHFLK4nB5x9n5e9BL/ykcfoY9yv6ciVJwaIJG92EzUbzLJ/mn6lil5D7dHpd6sXDhBthCbYjOl0xq4Ki2IdVjZs51FYf6MPdtMnn6BQ8aAy+UTdeyC8m+7ab3kc7mCRsQhgTZIXjvY6QK9avsL9NsW0UAjjtdN7cfnEDJ6yUy/whtYmmYF3YPlH5Hc26fpF+mHuP/W9mtfTaLkHiqRfwqtpYxUEH2SsoMe/lTRQhk9iZkXcyiX08dnrHju+Rn9ZdX9m7gC++iJoyfE2RkJF14XZU8uMVOicsjBQBdrfKaEOx3U52dK0K1202Zlw3Qaqbs21R0lasE1Q+rW7XMbpskt/ZASzXUvafiJ1e2xTA9O9IQsnpQ71JFyPWn2NkTXbg6lPOaMHGtLXXBdIB1RmP2x3lzCY1Zc9FMuxZtfmvXl01GjLpRbiAr2iMv0QzlYX/6OL+23HrP46zBeP03/mP4TwAXv/V2AofIkpSB8tooHrZ8yuGfMGAKeGd1lWqQFlo7PIDS7Z0r4o4M6z0xJd9m8gMq89dUU5NN/atl+77avWrxey4Htd57b/Glv57qBc87pX9sVYHdsf2BbDqb9HZfSuvWOje1bBlOzxyKLLiD8hee4DubYQG2v7NFF64uiIaRQBs+Mtt1WnWmyMlOCK5R95egMYIrY2gmY6dz22sr0k3PTn9tbe8ZeY3Vzqb1y2hSgh7DZOkZn4MpXWWFF6BawpBmG47nyy+/DK7l9HzUAWTKM0eqw8OrqeKtTtDqs/LN6k8siuiy63/Iirk3cQM/Qr3BvUn1USd2z7rO6ptGGSSoFDvSniqYWjhNcM5FIVpgpTNO3TtlmspdXt/TDL8bMDD4GCK/VCo0jrpkSNC8IMyXc4WDWNlOCLtXt+3Lt+T7ztnu2Rj9quyf9CqyM1UcKK9o7NxYj8f5z2gLdnm8KAgPMh4w6q0VnjnV09QQ23rWltbDj7nWNo731oo5bZZRNrNPnrB/e0bVwx2DMYpmORKw2o44TZHP5ecklO6z6woX3nLPpcxd3iw53LK7h/gh9BOROVoXL/qgJQ8UZM06jdZOUsx6QWDREZ140obPIogm8V+7orEYC36bqobHZFAU6MAEdnE02kSqLeaGY8FmyK3Mnj9JHeKvHZvNY+fJPdaJXkQP4VJCArHhFHWqsfEa/BiBjGJbn0Ej5QOWefrtyV/4paqzcq2tGLliznapXOZJCGyiBEulb9pOlAa7JcrQHrg8pyEau02c0N4+574bv4+jvox74voR2UowrAfx10BieEfdwACDsa6EsAeHjYnimpD3F7hR8rzLnOGkxQpKcx1l5NRLYekAn+snXy3ULmx2psJPV82azUdILPpvFbua5lypzmX2heawQ1AsmTrB5El49x5n0zmRQpYMf0tPc61SeGiF1Jk1h4TBaDyBKAgbxFlCMSbGKeuyQnMjlCJjOaFFjN6GP2ieqzCXRGFBX8P1mj8cbk7nyB5zoBcyKvN7qtcHSuHd0JpvP6fSYwAGcRZLA0cc4fEqDoENbyl+syAP6nSrGD6Eh/IDwkmguP1v+uNVUkXX9sE4P1aLur0d4mSLlgMmjGfNl6v7PE0fIyuDhQTMCUXZZZesnqtkLX7MBFDmRnUgiLK8+bfVWps39fHYPyB9Jk0+/0qZH5vEj5jfccapLtWn2N7oxw0WbBMJ30VYsPDNOIxNI4bvAHkkDfWXj4ImceEIFf+vZWlb2Yc6n3Iq3wESVM/YMKmC9aZswmd/wotuueC3875EBhKnosBjQrxHiRRc8tfIBZbEz5BZ1zzM/5WW7Wx4WFJOB/r+wOPgBoBdnn2Tw0WSsjoX7/6w+f8ljhyGk2bdos+yx6jiTZCYy6A6QQccBFj3UKgILY34arZnsSdkOo9VgUHQAaqwZdwTTl/s0CjyqAeGMNqfRoLpjkvnQHZMK3jGZaJkjTvq4wSIbErLX5bL+WIwpiKV5C0gbl4UPSB02r91m/LLV53FLYBhZPXYRS6GT+FxpXgq60Cf8Aw0tY6nyOZweI1zP0b9w2XUWt1L+sQ9YtzG/MIi+WaFaNf9Df4/xcm9QVipasRNEzU64bUpvx9r31qngDHf5aXaCnSjaWw9ywZkSd/lpiZeElvU/I+3ibdzw8Q2Tj+DXR79xp61pRVf3ipxdaRrt7h7L2dktmz93UeeR/zNxP7x+t3v70vrGZdvae3bg63Zi0/yAvg7sBbyPcZW2jxFzkUT5QZUKlBSbwfsQZ+yAjf2mPTX7EE9oxoJJB9Yr2Xw4U6q0+sjNhxhLtZsP6eviS85ftEpv8dixAvBIX/c29S/Juj/tTzc6lo8k8hGZne3dsihZ/mOV/H7htrGWRMdwazzv4ssn7fEWWMtaWMs1sBa895BU2E1l+qh2MAmm6nx9EraDXL5M3wwlITVC+5r0psRJkrN3JoRpzanRo1qHiI1X0IZHT2i2qz8j9YEynNfXwEDvUO9Maa5/ZQshKMfd6dp0UBadvo0Q4FCzjTCISw+0bYSqQXsNa3LIot9r1g0LTn+9rwOrSDtAyGv9RqDOmh1sdknxjqgt6HOZFxu4ZyNJU8C9ZDzcHLLSv1EJUtA/4WuKKuWnqoD7lUtmkD7SOlCX7GuKmfTeWFPg3x0yHY02GxnmqIQtXczHLMByHGAZoTor51+DnnNJOnnGP0cK4I3NzGL5elDnl2dK/hr0586C+6ptRCzCcXxs+xFOwuJV4n4EnAUz1rN0nJyQ/rDVaeVnr6hO/DawBq2SC+SwiOOqa+nv0o+CHk5Ti/D8+gUqBFSbphzwaqQSoHNB4095NSbrqzDZ4cpHBzlvlcmIYNHSSB+xRYt+lK5fvntJf2mkQSf67DLoBGe6K5HsqnNykkex+Sx65s+Du0aT8eGdg+j1ikgod7csa/F4ciM59HyNmMB+P/0DNsv9juqmluE1HKbaYW5gdx1siuI9RPMMNHXLkfdD29RuNarGlKpbjZi5bTT5ajwpX91Kw2xgjIrfYQ8oRvou+kZakP1OZxDevMgia8Dt9oOB9iBzJ62zgKx0WXX0F5j7Gc4acOJz7hn6twZBR9M6wYDKZbpyT/8Cu5o0a+Bnn6M7eANH0xzcf5fuBr0KjqdoIbKSYg6hx7h/BXkjU2S36uOS3nQDJw9Sfa96jqgbVw7Cg6JMTtx7lZwiTRaYaFfUNfEI9dBG2WcL+rlRXarJFRRZtrya3cADHVlFFLBZ8YaacgHDfO6HnMvtJS/r1zdTYDdspzaw57DLKR4ktxN8vCRY0u3gZSyhRqm11GZqB7WTuoq6HhGrqnjpigtKq0odV+/r3pfadXnD5aFzt8a26gdHTCNUcYAdEJtabC2lfZdvHRloaRkY2Xr5vhLvW7fR5Ru+7MrlVy649rrF1+UuurTtUs+GTYFN8vgaxxq6s1fXK9RnLJkrr7t005reTKZ3zaZLr7uST2w/P5KgskeyRyS1oBR+pLx4JPfRLwj3kP+RHljOdfz/za+YIGcM/oNTJDIiGmltyeeS2lXRrk7tWvmcP+396dfTP+cd89/HTxu/8n3M0aaWlqb78Ms7+eZ8cwzfldtz8PPv+ebmPD2OX2c9+AF9U7Xt7KNNLblcDDW3tDSj5/CH5Y349R3c+j58x9yfw+fzNufLP8/nm38Db9Bn4WYNHm0vvKDv5LKts4Nw95mmphY6pDUq83BzHHd7uaWpJQM3QKsgMMp7mJ9wFvJ3PgrUMmq5el7bk5QZjVMOqhMdPGgfGNA38k+hhcBWIbSK0lMILSxaWdp8yOPpix5q1d3BSEP4JNQ+/g6apvpmX519ITv7qqbQXzn26jHxTy+AW5w/dvQYJgWbx3yoBF1bo4dKrYzujhIj9eH+RUOpr0jzd5RgEJCfnhfSL2TTL1QVPrh85JccLKnuI2lNJtq0M6kTcxul2rS/9sGcfmAm85OTG5jRWR19XbRvTZ4LeKw2MxihPpfc2B0XV54T7874eQZsdE7Pp9oXRJaWFkV+yUt+u0PdM+yw+yV+9lec5f23OMsHC9nSB/cxuq6NfTHmc4KeZnW66YDLXd8VHlpjVUTWqIiSQ8/Lkik1sHH2VrwLA9cD2NWxZpdVzuthV3A2kAi/VeuNm1HUpOU0TVrO88PrGmmp6AM/3CVWiqFIWVRNRRQtFp21e5Zxhb9aIuWcVncj4+vj8JmzfjyGTya2PmNCmidfc3IkNlxIFqNmn3xu7rAIXK48blL7zzn2tSdGVr36+N/p1bMr9LawyxOy6WenTj8RiF5GNjPXHvtE987+nzOPgJp9H2yBefuXfaAZNgG8m6grSQWQJRajQmkA5BRlM6QOozqwTGRUVzSYIvBP5xlPz535o54YR/L1+SPHckDR6hlfKbIx2yTDpSiUtH66dO2JQHL1RIC5g4F4HbG9+9Dc8tvbHOqR+uphQZvIuXH/6UzdIMk0bzTcWgHEf0kywwuG4+hFfGqcdngQemWl4G2QPDYzt4bur1Tblus/LfjqZY9i4e4u8/hQIe3slX7u41wYdFEX9ZS6k1sIyylMSSlMSSl8/EoKFzulMCWB35gDqz3ka/Ld4GN8OY1CcxqF5rTzV3JabVlOo9DcNJ0/IIcFcyM+WsW5Ms62Y3Ca8Xb3o0ewRVyYO4mlenIatosPQCcn7gVCAfoVWbO5nQDUTPa/47/4gu3hwlz5Mp2cdwSwFtXl0Gl+DaxaMOls6y+/ubf5/i2VI1tu++mdg0pdb/3QpYMpm778zdNPb7nMGZR04b4N3YGGNQ+/86UH38NHuLz1xbH7bt7V2L0wYlWi9GuXPnnb8pV3PHHBZU/fvmzVnd9Rz2smZ2boHpAT4AdRIk9HkJ48J/uBdevheZY8X03NEryIp95n/ptNUDEqpWZtDrqcSVMC/DdUNDgTIXhuTAjTdFdRpBJxf33yXcxp2+QLuAs0TsX7RZA76zp6TCoU5IJHfEW9wZJXhB6m5LuluT4ad+INILWHuJ6ZEGDJIa7ML3lGTITDcZueWVsujrOCEvP5oxZajy5kTa5kwB11yUY980/0Y2hHtwPvB9eZDCf+gDO7nMVnZ75rtPAMAgFr0t9QFlRaFMv3Mn+FNXeBTXQ3sdXSDX22HqX1MHoTTCYFnSgaqIaecKjX3uPAgHCEeroTuX6h91273ZvY1qx4L+j4mXAR5tF8vgIDqYB1D1m6eHTmT3CLj6slYHCR3vbed0vV/kLHz0owAuZVdYg0GWLe32bCqqUPJc9MlZA8ihWRfTLY+0IYUn/F2+hM/khCaR7KuVuyPRvPBq9YA8AIbTLwnCwujPtjyXNFE0gtgF75FVE26xgGTHt7siOWWt9Y+PNpcGR4q+nkNkfI65EWJNKK12NjbyVAZagvw8u/siEt16LG7BP5wzSDMy20YwoffjtN9wAVGT3J/2pu5uO/Fbfm/8rvqD2j9ugxuDkmkvOpQWs3J/+LHEgb/21J3Mrn/1qC1n/XUbTMWY+iZf7Vl1+0ekt/+T9tsZgNpTZft6ZBibVF08sKkT/aGxd1f+1goT9l7/K2rxx46tXWgbwf5VvWLMpFRH+Y+UrYHxnY0p8c6Gy06OsXrkMPRjtTjvLT3sbu8tL0goyr/BVHuleV+ZecepO5iW2iWqmLSdzSRSWn6d6iYHJ8kPX3+Wl/ZBrJRaO0nX431NzUTOMtsa37+Qu1/YP4BR98TYKvfscHJb9EOgglaXsz/W6pmcftJ0vQ4bTzZecF7T/sfFnmJr2nZWiivTR5/eIlN0yVsmuHuzwGlhd4Y6Jvorh4z1hDds1VQz1re1JmcGyZz/nDnrBPWfLJ52/82A8/PSz6wp5oWPZI+mAs0L7j/onz79+aD0QDOpD0IGfI2rmfgJx5mciZMBolPIfp4yTQB8459Wo5J7qAY0m0rWgwuN6zbPW+x+2oHJalGm4mi+u9kmUr532vxO04a77p9FNhmZNDn/reHR8QBEuf+o+bBr6VWv3x0t13bb91fQMdvP2Ht/aruFx089PXjd++o/PkG83bPotxhudngfk1UOsq+SaYmM0QUkjG6R2cbnrXvDX5rm5HzQHz2p++IfSqJDzvlEie6d2SeasOpJ6uhlz/gdNbLfhv/cz+Dq+BlvFfsoH3fPlctINX6zT58gPoER08HwAs8Op6eNEry26rvvxD/CeEcKVb+d940a3S45dB3tXD2gap21XILwA5Z6Yk2lG09pobeoPB3gYza6cKiTxetN2eeCeXk+Pvurf26Xvz78o7Fv1MT4TdiTyuaVeXfiz3yozmlInAshgCvlzinRL0dMffLZG+cv7dkrxDv+hnJb0q6tJ4gNqIGl/RoSDo/jZoVFulKvZgUTqz4B5NZQdznli6s/wggZkNn7LH4hKFTRhmGvwAZriMgdFbhG1eWzB9sWwq/0ZUzDyjF+yJQiy9qKHwEbC0uiSzLIvGLd6Y3RmwqXA99T79JsA1Sq0gNMNJGHyyz2j0Uj4v954kOdkPQludF8w/7LZCMFaJe6+EA2/sByXSal60UfdRZ9w66Det1vI1aJdO3T6tK9+lV/DxOjY9EP57Vivzq1iofEAvuhXZAytZpVfBoGe+H/aH8dxLp95g3mBzVJHaRSKMgYDVNU0rJPdIdxSF1uhf3Rz8w8F/cbJzuw0k0P6mCzXaJ3YpkVHHtPSj0R39a4l06MQ9DpQ6tzfhPpOlpgsrXIBN0g87brYmpOawSzYdP68cmmXe4HgDa20euWRkzafOa2nf8smxzHnJ/61gF212hEQpvGLVmrrrn799aPSu5/cuvGx1u01gble8ot4f93df9Jn159+/o9VhRwFgDIxg3h8sb7H5ebBVjSO3P3vt9S/cNWoPBpWghlvm5yy2ljZUcpC0jeQgadsBylm/LYZFsuEMY4gcoJhTMTxVv80UUyX3mQbQP+KbMD/X2wG7IRtfDpAzJ8PYNwm73OCtoP/CtYnusF3vrELj2XJn5Z55q8oBW9AXK/dUhX7RUlijnYppZ+PA2gRxG1kNYBcvgbz70K1YSyuzMeA5wGyqc2D+rFPvdKpdKsF3beRuAb3wNugFHb1KUudAnXoTPQRzSKm5L3UOfkt0mwvrRO5CNfelziW6DR91C5qPu7Ca+/rog24f8nRsXuJpqvPjP/nE6Ay83uaNeQIppwBAwye86lFmzaXLG3ijxWgSnVZHQOJNVrMU6yrSL9csQKWHO2CeHdQmrW6TPvdAY6OjI/8U3QM+nJG2UQ5KoLcUzZQjtS1ilHzbpCpdqOdqin/KHctiC4cwTG2jM0+x/Rtb/EByGhAYOnfolajbF3OaufJ1Z1DGTp3VEXJ5Igr+CySG8iPoKp1ex7h4kBm4AI6WZv+oPwNd5Vb0fXjK4Kc6o0UylveUDXqLWdBoBhD0MsDBVcGXgvmBN28DZrfsZ3dUzqrF+DJvY/HTyRK7Y+6YWt1ZTqmlXxat5aAtNjdz7E0uioGsYn5YmdjJj/H4OHKYQw7mcBzmkKEuILwZqCNqi4+AK23i9Sk5wBqC8I91baufmxWRP2RfzEz+yJwQntecra+db6VH7bz/phNNHxfN5aAjulkU8Z+l2k44I6zoH8XvDfqDqswma0O7eg2eOsklm9h+dLSKgPsuNXiTsls2czvLV+olT4X+uG2gazqoi0jcpsHemARmOFU0RMxZobEx0iLgdxIVad3a6DAy/sRW/wWiRoDVk11zcqEHH0Qv4mgCcU2spzevzdLOOysX/c2zch12bhuvhJzukMzT5dvYaMrukw1M+QGal0Nud1DmE65SsCHsMuC/FpQzucN1vu3u2JzMuOrkzSYTsKmO2Xfyk9Wnz0VC+JDc2Rb6e4F6jzEUqfDjm8SHI1Hs/WF5Gv1w0sc2TaMfAAv62rYZ651YqzI7allQk8xFY+3n87hPh01L9RxbW02FQ21aFjnzGWaOhJk3I549wYRYPp4aTSJEI17yOVx+vNp9ktcm6cvp1XU0gh+8+8Tll3QLIqFgmDYufXAkMrx0ODL7VO1a9VaXWI6NfXk8tXr1mhT6a82WVpCjZN3YvkYmzb7+NLGvt596gx1gc2Sv3iCGyNOUjQannwrAKz6R1jpp3R6dRlZNplaNbLJVznqgZN2Ot8pZq8L17zqGdqD/+ievvfbQ3u4FNzx57RUH9xUnw8NXr1t3zdJoaClcrx0J04Ebf3T38oGPf//W647ctXzg1mfvXHdvqbu4896xc+6/pGvBrs/AmsjcyZpkbU3Xqj4DrPUioHk/+JTLVY9SdxjkrASL6gYkS8m/cpwp/rZ9q6nGxDpacSCtXBJMEs5kj79dIk3+1lGyOIvJ156AylzUsuXObfdVBGvChczRgVDnOcXI1IJee9Zxzz93DTW76f9ZeeM52fLdtUjU8ab88m3Dg+dLHFe+JNi+VMXRRvZpwFGcKqgVFlOGkJSYprsmKW8TXA5IIYMpjZHg2N6KL6wJcDVzohK3AmtLC1ZBO0eaoM2x3YSbTpVwW1ffTLomSoU+NEqFnPis19OQ+bTOYpSu2TIaqbth2bWHrqniVI63RVqv7rdYyj+tYncIrntHIhvtAXumpy/qjA184ge3XvcDwPDHn7t54d6LN8Qy/XZdnF667r5LANv3rNj42VL3gl33VvH6BcArPn9tq6pFBNp+oFlMSy3TdPdkoosY0lZfWvptV5ez8DbmU1WSVSIFx3I4VlB4iahSOd0l/bYELUOFt0ta27MegXtm7ro2aqBmrudcyS/o7XGfN2wXmDXWWFN/y44KHYCJ7Tn3lnOa/K0jzd7GeFhcL/D/a29aWvzMp3uX59wKDwKMMViMb9UPZD3l0Spd/CDsTyze0Y9jCqIx3FRM/d7jpl+Ndqfd5Ufd2SKR80On3qBPAo0spW5WIbOAlg8mWhItFv803TZJWUDAmYuGQu97/oVcejsIfenxkNKk0ApoAzNhbhJEAOCQv1hDwKTaT/sLpK+5VEj3vlci3RXcX/sTAuYK68+o+7pm0h9mX33Ufq6TXds/vTK/eaRV5DmaBo/D2Lj4vO7GkfZgevGGiQ1L6ls27husH1/YbCGfG3hDXc94PllscDUs2bBpw5IGlBy+fLRB9vpEo2gXbX6bwR/1O+q6EnU92Xh9ftF5/cULh+tEh9tqlFyi4pH0Hr/HHs/7072ZZCo3sEmVkwSORKbE/x9vbwLfRnXtj8+iGS0jaWa0jFZrtRZbtiTvljfJu7xv2eMlTuKsk9gmCTthp2wtW4CW0pY+ePR1hSROcOHxyvv8A5SW9P/oL/B/r48uPArltU9teS2lUGL/770zkmXHCQH6/yNiSaOZO3fuOfec7zn33HMkmYK9JPnjAe81Ad7zZOMBFIDVjgusggOa/7hju2ZXNh7g3edhckSFA/4wJ6JfluIB6PMniW1i9QtvqA1em91tUi28kTXaiXcgH5D/GfB+dEOOIw7DBIgw/FqCNqB/X0N2WRBIvJRkq3sII/hBIEwnNMEpbsqxJMKTWRF+Av4A07UuSe+LTddK/r5x/1e3Tjw8XQeY22oHOMXfPpFIjLd54f79ArdRiT908MHdtRVT919LzGQhytmHJ6fafL62bRuI6RxKhvvoPiRfB333YT3I74VZAFv94YTP4tFYzMC4TGkYS8GUQMkWBtxBhPzGktMYeYyfyv2+IuHqamlGYfLM/QqNJej2FVu1ioUv0wq20OP2m5QkXk4AjKE2+QoKvDqF0iWV8tJryecFhw6V+vro6+SoRicnW8WxmsUPaSXoewN2BVqdUMc0WqwhHteWz+N/TGkatBarLuD3a33zhJDirdqaqeIpKXRhyfyDYQvZJ7LFoCPYykmfDQmDDLdWXrdaalVyldSqq8Y7KN5Ge6F8EStD/oo8o9Baw25PxA6G4t+VuCHocXmNSvLPxP+QKoO3wOkzKMm/4m+SKiMcFT1By6PCaYkPz1JadsUIaT76FjnC6OBRnfqjb0ufFXqHBfFpNaD1fWC8KrBDEp8WErWYHQsTWEpTbqsot4MXpp8nDMesWrR8wGNaTzCoLZ0Kao3uKWO+aWSLVcTsVsACiAsSMQmhSj4lJv+CfKC2VP4tu+No+faX3DYjtAHmepY0FLndQUFDvcUwbykYk9/uDhtIPV6y8KaWMoT9BT6zhvoPVntGoTECbB5kaWbhzSa7VUeRcNf0NRbLwo2oZqzOasV/jv8YrTUAM2XhEbsdH4d+clpvNy0kwNjANZUDaE1FrhNtIYzHdFr7PIEfK7RiULepte4pK22YorMTIfZu4lX4/HAO5H76mEyyS4xA2NRGnwWaGQtzWiUb9LkCZrXiI+LPYAr4nb6AnmLw+xdycgc/TAxIayXALIzj/6ZiaIWCtcF50IZhZADIxyLJ7wEDjidPekzghQGksuOYxoMEpW27Jogk0c7cdpY3ZGcolJoemHdKf0IEp1FBSS7t/IQ7WgTQDdDVswesbhgti//XgldKyUaIWqOWJlWsdsFLYHq23eDgVG6XlxUsDiNx2gurCSmVrElXxJrNNuPZMh/UB+i5kD7okPXBz7Gl4zfnjq/BXkEYZXThPvJG8kdYN7YeexlJM4N3/Tz+/ommsjJHU/s8/osT0M3XNDRPqOYcLRtVlTAJawgrwYWSktokv9H7PNbD9RD1z/XgWA/e07Mh9Nva7jWvC32dL6mkXGtygN74WIavqAAfx8fgkhHCeXwiBj9DIxXhPdB+CbpBQIR3UEi36PE+L4KGa0O/FWu7hTWvi0KfqvMlUSXnWZPwj9S2nPw13+sq27FV/o/NAMubaMnripyu+elgbyRUWrW9Kbx5p9LotjURdXcPf1xeWC0HpGLnOKd9ZylB7MLPWSOYQGpVb5fBHyq2NU03f0yq2LPfckT4WluQqzIS87m0sYCeKKcpdaUBSiZITw+uxuRcp/R/Updjh7AzCHnvnBjaM4//ZS5eM4Q55/EPjodCEyaYIkIFEBeTsk9EMtOdybqBOiLem+ol6nrrejuT75RvT3eiTC+b+jAn6evV99pgNlOyG+ljKUFPhbzRfky2saDDp/wXZ85AgkKJ5pmOZMTpTrbOXUdgvVwvoSVR69uT74ig/U3oBloxdwfShlKdgnsgxS5l7anIbbsfkyw1ORnMBRL35NJIKFZPiro8naRgye3eJM2Kyzvv6tl0VY9PDdMouE1KS7yzrOkqmOPHAlP+MH62cX2to7AUZVDVBRJDCTmD6tpkMcqgCvOt1vesR/lWU+IX+s0lRoupbMdDu4vaq306slpK8nb29fPnqFH8lCDc1emiZF9cz9v5kNtV6JYyr/pR5lUzZzNobQEnytF607OXJ5RKZ2tJyyVryiglo9dleeAE4IHLsJ8hHljXn9oIecAdTAkH/4UIYVOYFnCAgO0gxJMzAnj1a54hhgD/lAGWcPdPMdTeLntmvDNZNFBExOtT9URRfVF9dfQd70i6GlDpRFdfdk/nMj5IyvbbG3INQO7d8l9xeSwRQC2P2zPieCdb5C4isHquHvAFan0k+o4I2u+CNzgpyndA5s1yLrhAirDPQPqVWcXoE0qT1+HwW/Uwq9hy+vtiS/Q/dP0noD++VilnI9PoYTayaa1m1WxkWR6oXRv7NDzw0c9XS2GG+IL6ATWNHZYq5s5hl+0eICFjpGsGYHXKD1JMRWPFAHhdZgpugimOhcuSwwPDRHx7ajsxvH14+8T633RfnZ5A6RMv6auwZvSNaSBVFCdK+1ozqg5J3FdARbnEFkjQS6VtK4Cc51448wYnx2jb2WH3MIFt57YDJkDtX73+NyK4wyXoFjoR3KPRmhHBXUrhbWDOxj5Va0YEt5JEfwVUtfn8AWVE9GNSSJhXyzmRs+0ujneIGsEU3XzDyMg1w5G3oeTnubdrOiyFTrOKUtGkUu8MlTs6t6Vcl7EGhVqnvMxW2lIUbonaXHE1RRi0ukBtTnhk0y/nJ2sGzDNgjpBzjrZIy/RwNLru+rXjcroK16ycrsLg8ul0jDLQc2Ar/qGU26K7YX2Nw1neUVw7VK432PJZR0rcbMpP8QxYp5aWYkXGAA6AuYY7sAEpB9bRAcUzRAGwE5z4L1L62oZKqzFq9PuNUbKhE7KKA2vofLFyWaLgmu7Xm7ttNRHASoUpvZwv+L9r+twvRQakso4o6Xs2cXACBTFKa6sGaEVkHVqCovNFsRLlDa5p7n5dRI3qUavmXPrgGvV/izV9EfdLYkTGAadk5S9lEk6cJ5Vw/sKqeQVGWOFCukCeYZxSq2+1c77wPr0OzF6NtzU8tktlcFmqbXWhPY9Nf2zyYZPDxKpvs4d0Tgfv4M06JalW93YbCwNhSw2tbLrq5DkpiQksAOR6HZDrU9jlUmWVueJic2EMavWEZnQGvM8Nmc2JHXDmMlhbU0IzOzOqoPbCJFimye51Ha5Md2e0LtOWruwtTHO9B/NTaSF4m82odaoC6fMKAMuQCx0ufT4ltTaJmrOLsL1uV0YELbbVZcRsm9TB5Um2EBa+UKp4acwvPp9xNhHfeVLL03XlW+8Zi3R1tIdVMCeXk1cq1LS6Il5maRqM8t+Xpur3V6Y/Ll5/y5i9tqLIoidxJe+xw9+KutNdKO3UdwSUir65PdR6dVvThtrVUtErnidJILhtlcM1582ZvGXslrVFCqVSqVFptJqPy1uP6K06RF2BGbBHsD8ieh85Mv0IpPOJqycmujdug5+mjdPJCIMyyXR7uqfB62pgeTlT7qpbrrv6kfTDmTs7ZrZdnbklfWnv7t6N6fbeJKOJKOJ6SKa6Pgq8PRUH6HMkY+tEjCDn+5I4olxa5aqQNToS4An0V1relxfFPY+k73w4I8I73XJ1Rlx5rzo9SlRT1xeHt0sxIryhbSQjglsiLpHThEnsUi6veK4g7BIDrCguYP7EPOU9L3tJ+3uy4r8AV/4wS/pg69WtTRtq7H+rhqziAKwi6BVouQdwShhxyh3rwxWI99o7Q0qjAyUoA7ynAbwnAN4zPK1iAO+xT2d5b0FcyYWF6b2dJS1mDbARNDqV2RO2dzfgZ1ZwBuGbHLt5ncRH6nP4aGuOM9WSEaxWvCBxZtVQzbZzOfNcLl0LW2fVCq3RYfQUqBn1jpn1uXzoiucAP07KOdI6O30jhTDPeVQrQAZ0r/EZfAYsURFVZTZ1jqQHMskOvxDLJNJFvc5ebRpbYiqUDa3iFGSqCrRYJXOSc5MqI8JrkwMZEV6diGXE3PXWJQ5JZsV7llSfic7epcOK5+DQu8HQN74kCYuXPiHBjgTA0UirGaZcoTiPUwWH8FMP/eTSMZkGNA10wD7sYUSDiooauCT9wdwml6sVioFj+0prYFKqvs7WKSNKi50y7+qe6AhlRjprWjN96cbe0nQu12pO6kPgfrpCWm6AJJHqLM+BJnahNuwibGQklBFBMwDsiXkNWZP5gj7xMWm0P73Al06naYkKJqWQs84QUT6tnAc238YL5w391MI9m9Mb0U2VAnPnfskun7v11m1HtkP5PTMy0tS3Hurwbfdvq0RyvEnbtA28ZiIw51qB+8qDM0fSd2eu69i+fiZzZXpP71hvX9piT/QGeuMw67m9m+/ozFBZ8Q1daecT3ueKbteR9HV3Z0TY+JUzGXF58/a4lLsV3oHqzIhUTl7LN8mT1ucI54811P9uUtpLLKwilDvv6t54dY83P2ls01VtgCFgiVsECkprPpNgPqKwriaIL8LEBxJZo/6sEhnigw/Jk4CnjNhaKbrtaDv2DLEf02BuIAfWDnkgN5mr4yVD6b5MQ6enJFPNUtXpYK8NTf4zp7lMlkfeKP/5u2fe+AlC30Pphr6MCM6vLsmIbCp7BZzlZ+ynI+XJ5VkkZIqTF0G4/Do1BdD3aSZPqoWQqyBk0WgsoQJXSFAbLkCFzt1tQkmhQ0MrCEAK3h5wttcRSrtN8bIzCFsIOp0Bm1ptC/yt7ELjKelPlVrDcFbe41SqlEA+O6yYPKbUu2hMr8aOoZk6OFh6ORzJuZKxEhFAq+mTmhLwSsDsfceuHi1Fmq+1MXF5mqWo1oOZbZ2j6Q2Zro5STyLTmq7ozQ53TvMB0Xo6O+hZT8lP0MyUhG7KD5pKgba2HcyIsLWuDRkRtteayIi5FpfpQnCh/fRFU+UCBFKsohXPpRr1rtqSTzULohqaVwt7P24WubOTqMiGlGUHIGqpHxCVIjQ6pcEWdLTXA6LaL5qo55swunPU6PloDmxfaR7txB5A82i9PI/KgIDe6fPt3FYOqWxNtzTFTbu3QUKnJzL9neVNmXS6tjcCU2HaBiT5Wy4TGFUNgDSGMVhgbr0AKeuQLgfETfdPZETQQropI8I2bBGUHtM2IEvY8ixRpVIC56Frdn1aSkbyWWeerWnXgKmo0MlQJKGgNbTaVuQuKC1gP8tM/PCj0YMjUXCRmuE4zuDglGqNsbSri2z4hPNy4T55Xt6FPY/m5Q03jH9hAs7BvT5ArWlArSHwpTw6DEnluWu8eby5/ND03sGKe76Qvj1zVcfE8N7MIZY6lJ7q3dDbA0b7qdqBaLp4ye6RJSKcpDLxTmfxKaRfHkhFbV51e0aErR7ai6Sk1G4tbBhoTNi0rTjfwpGFJ5yvq5OUOg+h+FVDPz/NdD532p7VwelnLSm0IUrqlLwNUBJNP8gMQlhiBpSRlrV47QWlLvYTzHBZTa7kiX9bnc4f9aazrMIaWMgqtJIGvFJFDn7i6Z61V6g3AFaelurLz7W1xZrS/4J/gK3BzEQQo7FCgLpie2PKeUI8ycfAa41/nhhOOW3jG9bUZrZ3ptdkxtP9vU3p4l66UOvq1XZhHdnV3FwBpxzAQvDq3fI38hhle21GBM2Mr8mI5zZkXWopW91pefCr5InO2bf4Z8LQ5BAkFPRAW302q0+AHujv4zNajcqI/NwsvXBzlpyESsnEq+LCxyPpqpCMpKnZ8xbPUK/q4v7kkDpLU5UTyIEHsP+Q1m1vJsQTd01M1O9tgGg6HYkIAeQRqxfr73sGUPkmjIGYWrhCqAevtAYSOIAN96ZvYqjbuw53uDOXdO5N78xs6GiIpTPD6Zbeqt5AOle+ZElty6VM8vE0IPZyRC2FPIfkpi9xZ0TY+IadGRE2P5zOiMtuIBlOOS1+oeonnxosr67S84D6CnZTOZfKqdyc1eqAIbQxiSEuGi2vkAISQq8KCSyZRej4GrgcApjRrNHrATNOa1cvzvLpPBjL5AFgpZVI/XyFXhCPkY8BuTEoxV3Pud3+Dljt5NigzQ+ViylREevpMGaSnX7JuWFLZ2tOLeHpMzkpYO7pSBozIjg768xA51tzRvMye/nTmsfkY59h9iI72PYZ5mauFg2Uub8E8/My7GtSfNHISDzmdjNo5E5sicUa9iEvxWUTcTiUBR2phkvAUO7onEhvzvR2xP0NmY50dW/emC5NwNzASi4KMLy8jJg9l3TsAEMMW+ndnBFhOx0NGTGvJevymfZJhvzTzy3ql9kJREoTyPwZJxAgWTjPxLX9HWfIKk5FiZ5/UHwHrTnch5Bxqhslgp/y+7HKqSltx4YKWEPruMBp+yHyMU/0pdIV6bo6oTTj7OzGtBkhTaOM5uUSME4mJZ0J6HgKktGQ3aFwdAI1YBdzLThLMyJsQ9BmRNSKVSag1ExkebzQKqRZCtlcIs7HLgnie84pjdi5rzvQ4dIqSZJWUSoTrKRY4WHxB6RiCwbV2yqdijKwv6lOCwGnWQlOUqg5V1FM6NyeKiCj5ymeKA1/fq3F8yemN+RnsZfn2R/o34B5drcUtTPX1GTvhzUnT4RGR3WiHtqr9gH7FTfCSVas26ezg1foWqwsEroiLaYPHCjbkVnb2Z9OZ2o6bnToQ5mytLfX1Pu5paT+iGQ5gzUpeZLy1nHPdSUVyi2v3ZERYds1QN2h1stCGVFqX/m5/CIAiJw5Aza790rxCe3V1aj8yYhP/0bNuQG5OranXBdCt7BGZqjNBablspKa+JHCTlg80w8TbtNqWmkqQD8ADsmm04crxJSBextxiAlwCL28MMGFZ+vwquyyfnzsc+uL9Hr5MLgAHd52gfIGqJbMfeTD5I+wRqDdPofivcpdg5BbML0e64DVYHThAmy4tqu8adCl8DfP4+Sx0m5g1ZAn/L3W31G5kC5LQrKS3jiVC99K6fKuLIWXzoml3X54cUot+nsp6++yJfLkFR/JEgqsYuE04hddJ+bhGvHrYtm2kWqTCtqt0LHXtbstNdniKeru7Axly/MWdbZ3FmXXBB9vvaYtVzgGVukJ7PvSlhLGYNaxnEkLV26MNqO9cap3qihRyPbd+MTWA0/fuKKKzPuoikyy/YbtDTD7Z16NOPKf8/YaotpvXdnab2ivYdenK/u2VKhFqrl6K6Dlg1QM68LWYpNSXc3vY93EzLHB8CgsgLjO1QQrz0HKIscyAyi7rcnlb+uaGIF1Hjf2RbsSKyn7WjkAMTCjQx5xz7zBSRvVmVwDfbCFkyJswp9YlcAvlEeyDX0cjc8J3F6qUIHnlUmk8j6Td1Tu+uqusvGBMouSIBQUMFCL2re3JUcbXb72ju7gxss6XdnZZ4q0xByJxrZQVmCf/WFJfV1xpL6+mGiDf+E3iQF4E8/qTXreARjAghhga6C6kK/fcWsfUZGrefFm3URrIV+UjBMHs8dyxRez/zAc1a4cQnniUYz7US1UlSdtNiy4rMSkPNIwCwL6aXkxyYsoJYkPuVKrl49Ej3/hqpHSXgH8V9QsFsGuRBIhjClhRVCnwBtoI1yynSsKO4sccO1WYywCL62vQyuXNYIbpPlEAv2BS3rvnqqA60bgwiJ45QkRXGmULhWXLrXK18K4HfhPdoewefp89Q2I+K9gvp4DWaf+Pg7l77kkS9h9vIF8moc5edIf/TXngH+kXeOIoEw9aUKZ3Wa2MAmOSnsopNq0MJaySY6lHMeyMZY/R8eT8vFBdBzVRULHW6Xj2Ato7oPj1D5qGrsX+5O0M60Wfx0Ap1H8L1gzNoP/aq6wyHjVzXAm1rE2dl/zVLORZY3NU4q+67G+q9LuzKGO2tE9HT2/Gx4c3jI8M0xGh6PD6yteCu7pXv9OR9/NbMaWvg3yjVoqu5MfZsXByJoEAslnsvkKDNJSPfcLuFVMCjOvvCp9CFil0o2Ge34nYsPcsGeY1Ev32lPxkgju1rH+HRHcz8ZmRFtafRtiR7VcuGd5vFWEl+I080vSrxpVRazcQWNextErd9zkxeadR2lT+wiFUusOI5TlukqqBHSlLdpSFG6N2/0FKjgT1L6q7vwyShcuwlQ6uLfJFjEIlvjojWuGr15TDIAdqieUr7Z5gWcYdnlFISnqqqyjKNXt9LhWqb9Ud+HqTXWT7UGatqaDLdNDy0K98lS3VL9J8TeAxbdjR1AGo+Hm5vLtFRCP2/qdwXKs3Adeug3929Pj43RFsD+zIV0DMbUm3VfS60wLGbpTRnYQ20HIhcekNXiU3I/Lpd5KsXITG/oz4oa01IpOlJqhhYxId2YBHIRwsCU4g1eAL/xCFtWFg/GyhCfrAObq8rXCuuQIfEfiCFm9JCHuH2VV5UIkr+TT+etDkU8tlS1HUMrAnKfIeT709vLnLSAlyQ9AF/IPVMwQBNMdyoMR4qtZepGvK74LJj/yIxyLNXNQH0dcrggLpYCWrIo0p7lIpr4qDWX+8UCfWqr+dBrMbTyGloeg/kU00YFTqyIZsT5VlQ6YUJk9dD4q/YTW5ZAHUTB/mnH+J5eQDXJdiF3kWDrsHz34KUZM4uNXFP8OROPj8rgAe+WvxyL9G9Bamq5F5wQvrCqyButPN6fr6z3peJpIb9BHMlVpA5RGgb7RvPJjkJtPjUlGyiloUuZiTeWhs0nNYGkuTTBkumqDHg4kGEaDPIzK0WXFySBTczCccDWrRDgnInS1EV1KasGvJr0Ur6h4yUJMuhaa8wacIJWsK7z6kOM/yKp0FHFq0P+mujNncW4u8HJ6jTzqecQAiEan052PHDieTeO3sHg+maPcAmTOF7CfIFptPdgKaTV+Pax8NtdyqIWzQ6IFgzcEh1qqgoIQrGoZorBd41ftv2r/Lk3m1s7r0wfTrSH7eGYX3FOgOLahDy51nWjo8/RyaSmEPCPZmkk55QqUSnJW0iVTM0tLO2r4Vk1GzDW9azwj7kpv6ETE3NDXANs/Kco3kCLII5KpmZTTs6zIzvIJhNRFT6k8BshZpcotCgrYh2ZkH7qBFGOAVQjeDF7J4izJo6eS94ZW4Q8V5/1Y7sDPQEs10OyD2/7YfA/DRQu6i5zN+eyDRCsyR2WZSI8gmfiOJBMpIstPdDOY+3ukuuTH3E0DSBTuKd+j3zM2tkdPOvqhf7ClDFbNPhZwjEDdY9nel+5tSpelIxFPbbyWqB3AHJlAWgGFgFkGQ7IISEq1CMuzkcWIeVA+ye2oKZe41BZWy9UCgVAbGMACjowYSJsVSA6Ys1hnSQrk/E2fnPoXIZLxqXwS8+7zyNwlEhOtBRbkW4S5cmJ5bLMkVsjoefxHFyLi+WV6vgMK0BfVhUIYuFvGwN/Hlo7HcseHsafQ+m0b8TyRohxYKVYnZec6pjTXzePr5jDoSYS53gvYwP0ej8N8jyeKx6OpKBGNahz3h2dr7tMcJA/IlWhRwlReSsyV53gIeAL3i+DiqPkeEYty0T9GSS0Jrg877hfDs5qa+0TUhlyRVt4mtpSBCu7QW313WDDndlDm7QcjUg6X1x4YqyvpqXaHe8TWNTp3RTDQUOpS6Qz6+u2NbWMJ+y3D4fqgobykJFlIvKnVMrp4oEgoSRZH20sFv6PYqTOYeb/TaHJZC6r7YtdpBY8QChWGwFiJYKy+QhuxIFaDjaKx0rjjz+DrYdIL/PYUjxndGn3Jk75Z2z79gYqjcsp0OYgPpYVAgwLP8pU8KUrnURVHc/nTs1F6eeHY9ApDXE7VLQdtmaUIA+IrcL+CszxaanX4OEFP0RwsAsNR5RsrUptq7V/QucsLAx2xcGeRv9zNke93zA5GNILf2qDVQccM6YR1QQiYZP2l0kBscE9boK3KU1T9bLTUXdmK5APkEytlw+LYsJxTMABrBLEa84MFvi+ys+SXSsIPKw/C3f9wQ0EugWBKKDA/KBawvi+K7GwJ+SWxRBl+WFQeXJY6EOVRzNE0b1M/jQgrPTNhBYaFb1P9LbdHenY1mSLhoIWB1UU0SqUmnPR29vZ0R5qDjFIJdHWlzqDTWL0PfH7gQE8hzfC8Rm/QMyaDRuG1bJncsrnAr+al+IU0eK4raR4rxKqkHafH1LaqZ/AN4MdS/LYUx7v32dRk+ElhtvzL2jx+T0i737MUhScJ4SdFYVZb/mVRm8/Ucr0NRMjGZVsZBMvSPvh85xlg5CttXl5g6dhkQ8vmhN3TPJEsGw5LpX04+tZwZ7gQ6CmtqzxY2BUlfi1RsTlWFhvY3dBxYCASDOLRbJmNhZFo1FPZ6i/sqPJGquAzd4Jn3g/mfACLYlcjD0gUyNfPzTl43hGcx9enLJjDeESvV0fv8cDNHtaiez2z6vutueJPs7lU17llgpRbbzwigmsUUTDVFbiDBNd5iu4VPbNW9f2idakKFJzj+VnmcttABPMyNlja50HstxsX7jEUtZQFk+VejUal90XKajz33x/q3tvWAUTq5xTtbf7KQiOhwOy2UGOxwABLwu606bVq6t77O2b7i8Md49V8R48lXOmS/IGFxI/xp2knVo2tQ356gwHTC/P4hhRfHPSpHojv9z0oPFg87Tygn0ZYKCMtj7xbfkpyqpviqgfE+P5i34NisQD+SWciULOs2kgWxgirrRdWL/nL8acJBU3SEQvUHIe0eh1zGa13mMyA3P0MkFL9lrLuckuZWU0R1P/RGzSETusoLqi1OgusC0lAfAXkAPxfrQVOa3XNcJVdpVbpTBiJFePvE1Ng3jZgvdhmKef2D7AhvA0LYwZ8GJZ9wEeeKouAV8DROI+PHFNifVCkObA1+LpUOKA4kpgODx1JmQfNhDl9DxtVktUemC7bk7qnetazHl9/T8qDe+YXn5tTMWnPpVgyMpaZlbgEKPrMa2OZhLwR9czrKCWtlK8R7TRPlSUUR0RwA/PQEREzc+AWWm36HhHd5VfoLtWpe0R4H8BUHlxH5t3Iikq3Sjw1Bm4V4V4Yi2RrdIOxzkZoBENoX5Ebl0qESNOvugZVjKrJejMECyoJE8wpE5i5NRiTtiQhETulU/cY9N6mdVXuWoNGF/TcF+2tdPq7pnvSO5pdJSGnx28XbL6m9RXOmPkkwzxbV+MocujqKp0Rhy5aFfuc39rTFqnzs4r/tAnGiDWaLrfrtBoLZ7ASNGEO1vrCrZUFAKZ7ws0uXczur7cIiUgsXeGgKevX4jV8QcgUr+QKChf2uICd4ggJfg9r9aBcirD2DNBLsmw+GjZACjoxBrAzizn5sEV/NDLr25ctzJKvkaREkGFLRH9UzJ0jLYEv10VABwWXxwmvDCkmDis5h8kI1E5NrT9dREk6iM7qouimeN1QuUD8OsettenOWOnC/dnv+VqoOFzYNJIAsmoSzFOC+htmxrySt/YHmID/DKY1B48IA2rtczZuBj3XL5ZyStnc87j9pGhLoZ/A49h/guqGndP3mjzX9XsUCyvnSD0221lK54tHvb5o3LvUZ8JKq2BdDhX9VLHLVVTsdmHE4r/j7+Na0EcfkKc9cnY+/GfHirQYVCQWrAT0JVgwY/oSdSmUoKifp6SOBkvmYR1SMZgqmKFMXxIpxNdyd5eKmVdLnrjq1TuOY4bSdLUQFUD/GBWtZs18oFDJOozwYbS+WMzrj8a8xEvx/moXrVRqjZzTQlJkaYKoPOdpsvw0CfipEtuIasIwWBl+B8wxCIZcAI92AqBFDT4PMw36GCo849y3VIlLYiwp1yBamcg/Q66XugzikKswVE0u9IXFjS6cmFQanILg5NXUT1dy1ZxCYwDUchiUav1jP2ZUeexVuvB/VmEt33/QGpqEz6wyGZ5c+J2BzT4z9ifwzHnrQ+vnNNw+ufidtD60L1f57lxO+tPKni31ZOnuWPZe5G+B/u3A9qP5Wu0HSvdYtIGH7OLEOoAGNmn0R5tnPUcTsw3VReUzRQcseSMsp0+LvZEA/8NBtjSD2ds8m/AcFZdfkB3wlfnUzp3LK79DvipAu/qFXCTLb8GjIZ6qrPK0hmnWbjQ7WGV5la8lN9ltfr+lfLysa63VURGLWev6y0znn/ArvxNWLfivpSJaE3MGbUxh43Btjh+vAuNVImdhK+SX5Jsec+qfDM0WWjwzllwdtKSchg0Njj6kf1LMO0MK7/u48Vh6fijZroJEhWXeqmv9neHsMNj8Xlv5lor64bJlUq0LPtSRcx5Kfhwg09oB/vo6eB4jQGByLmoTfhvMlQcQp1pje4Cd9X8xV9Usm4uatT0AIDTl/+K5Nc3OlyGvmvh60cAl6YGZLl+o91B/9/6uwOfZQGO0uDFsgu/9a8n3W2eGS0O9+zpbp4dKinr2dYU7q1zOys6S4o7KgnGpvyL+V+IroL/Q7tkqeQfiGkgCM7J7TJgZGj2aeMytoBwz3KGc6QOXkjP5po8g2T1Lp+ZbP/Ds/GcKrZAMOXqca/0kxxvtJcVhS5YNKb3A+ewVkw1L1k+6NNwRLqyA1k/n7EBEbSwwLZyl1FJ9QiIDpykgU1k8NrAXWT+RymdLo9D6ATYCeP4r5edHefOOFTA1ko0Qw29NGY1MTahAoffPFD9pna38sv4gdUgyE5Jo027OTBCy51mLnxSts/rKL4voXMlSSC7fipsNf1qx0C6YlStNBUnggIm4oSq1sdbubd7SZCstiTppVuC9NslY8OoZYAlDY4HNPjOuAqaebC8gW1Aagu8stxbk+Ye/gnwEHShvhc+OsdBM0No1p0KzPtbsmjEfwGTRhMfePSVlldCFNKfEpd+tsiRa4eNbZdKh8gv4K8Dco1QMUGYswFZCvoSxFgf9Rr1XUALr5Ke8Va+kaIqxhgsW/mn5rOt0hy0qhYrWSzmjWojn8Qx4jqRU1e77WAJfc8JT4inR2ubxtakCTFt8z6/K/lhGlFXfa0tQgVnNPc/x/8YTvHAvdTA/r93Y8sR2qUBZ8T2ilEo/UH2viK7lNQCy8hwP5CZPCffKXI72wkvp7caWq/jsalt1VWXuq2KZJQzGJFOY3FjlqY+6tTSs4qkpCFcHSpuKm7qSRZ7EULmrImRnKFgYjRYKY+5yYIp0J4vJyyItpVaGZbUWs86opTgD6ws5vRZLOFUVaogIaq1OA37htZSO0xXZXX6rEGiC4+UH4/UE9XWsXLKRjmN+dwjSnTOyjHs69KCNedA4HfmSUpJUp1Eg4Kl3n38V2f1m97Qx9KBoM6aMzIOicVoZ+ZJs9icjdu50dq8SMvhWWkPLLCbo2YHH8CdojeDyslvW9DMMo+2jZWv4DvCNucNTbA/SClhhkxOsAAQpRsfxILSGrqFUlEIB/lyDbKXfl5WzCsYg8/XzxGHKBFCblD9d7ZcmdQHUK7xfTRbNWGY8T+bM/lwaFSmVmnyC1vNknsGfgzfL7f28SArkqVoqhnfY5jdYdFR8qqJ+qEygYY1XG0fXJLzpoqzSyRn45UiJ4L20NIXphR92dsVKcTH7HTyTm3gZ2HsmLCTnwDN4ARS+dc7oVXkBytiUYpQer1dnn9EdwGYkZYnbYnYrtORzOfByv0uqUg6AhxVpl8rgZaWSlOaMcJscrIpUPE1qTD6n02/WkM9QlJpzmgSngSbvJchbCRXnoEywPBGrW9CrYNSeilHh/6vltSqKQE8zYTTiX1eqaBI8RwnxMvl/gedoleqmP+XxlgmxmKkUPEyK8ZoM9SaVsrHRlIQeSl5pqp6JNZpIR3jGcSD7ZFLS4Vw6PJQCL5sPL1sfhl153bIasSseOnT+58/7SB6GNXpJxWOkyui1O7xmNbEfJ6ZItQl+M2nIf1CQSt5usjh5JXEFQVyKw8KyZpueJq8jiEtwFS8NE8Pq84ZpSqtd+PLSoOk5JjdoWi3+dYkBVPTCGCN/g/wdBrhpLaq1dUBCGT58DrNihUBnq6NW8MIsjHYev3NOYGKMZh5/CliLHj9TNONnqIIZPr+srC32fB6T5Kx4hPDzz88vMStIsiuGy/VjKmuMoaA0bG5chvgsTgxSOOexW11GFXH5NaQaIH27h6O/+yiNsx67rYBXkQcPkCrWYba7WYL+GvE7tVapIMCE/vGPURlIFaPGtQsqHThIK6ln/0UB/V5KnfpvaI678feJHWAMvNl8chh+8rhKpbHM47ed8AoetWCax+9IaTWCc8asZmfUl5CXyiByeXJISdJr8s6SgSSqo4hmeRLPqw+Zl/2vn4wUWwpYXNH3uhLXu+xWYMkojhC3EDRfYLW6WJwiWB2jUOk0RwmBNWkVhFLLLBwi8M8rNWBSMUYOk/XXK/ifKT2Y24Nybjz830+6TOCF+ebx/0gxai//Jds063+IugSoq+fA/8vS4qX0Xhv/JRGcQfkfEilUwPk58H9e9XkpI55xqRo70MdwDiAB/GeYwX7hdtYEE4tn3mT0CO9OcLyG/e0HKOmsijXplILZqmFZjsF77Q49+G6w2IxO08IcpTNhuVqVP6WuBPBRwBpQNLpOkzJfS/2SIqjrOEEqWTmGx+ynEYxgqWmK4EjwU0rIFq8EahRlHZOGmMWzCRiVuIvmLD6r068nVCdUOt5hEuwMqfw8tZbRqxRKHa/+bw2YRrSGY55CfVF48D9RP0V9Qf6FFCv35Q8UvKWwfXlvWNibaylS7s/2j+1PtRrupSjw6xWaH6k5k8MsODSU8i7quwwQmCqdQf1LmI8A9ud7qD+UnjDQX0L9qcuNDXXdADfBEZwwhCVfm4X1PKXeaKnrWM7NEQUk/MmafA30Q6rsuUpP+hizvdDm8ukp9ZsaXigwW+wahfpu+oBOryLVeoPmjIZRkhTDMXcv0amHimEMppVqisLqCPvmaDUJc0b84rRkFs+pyZRWosvp3LqN7JjAe0oStcWRRG1k4YTi32qLi6rBv4WjcttDK9ue/URtD5XU10Xgv4UnFKfl6D6pbUDTHurm5W1fhtrevqLt7R/fbypQEymqgf0+JdEH76E3Lm/7IGp7aEXbQxfR9geg3ZqaSPHCLzEC1yz+BX+dGge0L8ICKJKICjj6OLi17edwC/hJKpBC36FD6+c/yTcWSFmwmo0rDEL8WSWsweg0KHlcZfY7HX6zSq+2hd3uIqtabS1yu8M2NX4oG31HPq01aCkaKOW/JbwRB8M4Il5vqY1hbKUST2QWM/gTignUx1pJqwjEdsyDmYnESYYrBj3ejYHucqeylutJeDDlgHmB7fD4MudP5fm6fb+ShVOFo3GeNhY6HT6jUq0WCgucQYtabQk6CwoFNV4Fs3OR4A+xqOU0FMWw2o88BSErw1hDBQVhm0ZjC4M+R8jLiFeoyzEHsN/8yNvPhCwVnViyApVqPcGEUvCrNVlhP50tt5ydOEBp5TaCLh0mlo4Sr9A6C3erQmewGjgzQ96ksfhtFr/ALDyU94OgwRXoF6tPYKiQuyJaaj0Ni1+QKq0a56+1e3ia5j328/2A1nAj5BnwHK8CQHUbNgafa+GXxCvYL9FzBXLPVYtxZ8rzHqwWA6inXHqywP/HT/YF2H/byyqNVOEDNyx7sNV+QDp6sZI4rngV8JQF4XCOwqRKk+CDFQWFWOS+yXvilM+RjKnAbPXwChL/I1CQTrPNy5PUt2BCZRpaMgMotTLgZThu7UQbESVOG5QYzMUJhRsOZlpGQRCHMRYLSrmilcz3cSemwFBZLXhzBTOPO4+KCtCF3FqVNIlhnlgFYTR+lDQaDEbyX9WsmiKqg35/MOBXw0Tai4uLfyE2gvZ/C2j1MCaCZ/zBwnOEg7oMc0tS44Tth6z9RXi3WAbhCtb2Q5FV2F+U7pd3x6zx4M1FwiDaOFj9IqYVDAxjELQ4RjMqBat/9FH4vvCR1wE98XQEZqIF6pD3OD9soFkLykG58Bx+Mq8f3A9t7Iv0Uj9s3A9FG82+KNK5flAmud4ZWoPnl7ABDHE+yRgs2kU9C1OMP/qo9I4tai0G5kOTg1M6vLyFpalTTg9v4Wgl7zCCPty0yOIvKOYwPxaXPPoc/ghGY3bwF+gFgjxmdjMYDDd697U3UIb9o+C7xAg4DQbBYBGyxQWiJOyLDCbxf+3t7u1S6FxWg83IkCUtpYI12lJMALhtBvhLofjCowv/9MTRhW//o4bXUBAtrvnOE8dHx+ae/PYaYE2TlEbaw3Ml6N/TqH/lkoR349ccM7PYM4QBM2AU+MLaNaiDoHuc1ENwwJqLX8oVTKw2VFUSWdBrcZH405aSlhKCMdgMdpcOV3R3pXsVJFtgATaDiihuiVrxN0aPP/Ed0B2aoEAvH8PXHX0C3/CoWq+hSAXo8LefnEN9fHLRg7+leBzM/SqJf3mAaF8+qRKeYWzPSnwFxk8yxTWM8IzIKGzP5jEXJRUayZUVMUsFKaCCekvP/Frw+YRfA7QHpKuavukmRv+4y1ngobQ+B60XONaip/+2HeU92gn68RDqR7U0Vg785RRA6AbtMxYm15FT0nKfxqJ9RrQomNU6AvuRq8KFkgDiD/lMbzE6HXPjjTDCVwH+vGXyPeopcLq8DsXDtN7CcoKedqD8yjcvKgCOe8dAYxQ2Br5fCb7/Bn2n0fcfLBaA+XcGzMd/RN83LRaAeQC/Pw5kKY59lXiYXE/dCiuVI9Sld4XdoZhFyXK0hvFDdgRWIcLQK36wZkv04AKt1OMx3CjQqKi6koaVPJJ4KFhd04S7cTII1b+SrKkWLC6cxckuPWGxFGhfdZKeaNRDOs9oXRYLrn/3XT1usbi0Z7LHX9UWWCyE/l3yG7Q/FDaov7zwIctxLE5/WW0Ih/z03j1KfyhkUD+EUxz4b+FvD4HjQb9yD9TXly5WkZ+nmrEJ7JBUa/T4AUq1B4a7xndW1W75F/yvgJ3W4h9gtVgA/zDlUgm1HSpVR62gwOI9jh6HZ/BngQM71yp0jR2e3+gAOaF1LMW2A7Iu1d/jYOVR9Ad5OtGljYM/E7MX6zy/EXWQ6PB6KUw9O1lyW+lXVnlA9TLQ/I7i58aGSC5QuKyrhCu1URyt86IjuKUJJz9vK00Gg6GqiRv7Kze2lUL7EBaZ1Ica1jWG2uIOU0lH+fqGLa2FtmgqFArH1l2WDnXWF+tpBQmL96ld5V3lkfogby5pl877x+H1a2zFpqZ6U3EqAj8l64hg0WBHo6VwtK5jX0/QaHPoGF5gYVlEGEpeWB3wV0YCJr+ttmssWTTQ0WQObmlp3NYR0BotWg1v5VBIut1iLYxZAjUlIXhmeryrfa3XrzExzqlaf3VJkPepzVrnTkDLO8gdxEPUoXx86Ah2cgDIJJG+P0k5Uug7xIc5JCPhw+z6wIojgpm4EWgIg8HK0haNyWuxek1qfOFzy47Fg+QtWYCI/9+5jRply49xHOS3icWMokpRsbwOUAeqA9SB6gAJx9hR/zwuHKUmzq0DJMyJ7CisAyQcE8HvF10HqKrhqmcO3/DUpTXw/fr5S2uOFfZePtJ3YCBc2HvZSN/BgTBh3PfiFzcN3/fiIRG+3/vitesfnEk17L13/foHZsH7fdDfufghQSvCmFeySo9amHnCfhzjtQAJtBx3bgbQPJk8exrVcYLrgdqUE/4yJ6KfoPsP2V5Le8eAPJA4tyYgr6EBy9nssQgeM/MhjP+ECfDxYoWWBxrLbVDa1NDDo2Q05MYjDNRjvI3X0j8gKAKHKBfK261AQ94GxrcJOyjJW4HYfbIiAF5YYp64aY7xeBKOeTyRUtfyAklHR7nEPF53lB5DefKluRtb5hWYA1dE0SWMmL2GhhcdE8FVKGm+NGVjS5nzJVLAp1qRsJ2uyGVzRcVIbqM0rPpsQicA41vN6nBz56YKo7Wsp6Jpe3ecgWiFpFR8/fpLWtbetDlmbzuw4XdEmYrVUGmDw6BW8i6r2WMzqn/bsGWw3RtKRe2ekIfmnAJQQjqu0GcN9U53VG7dfWnHD9RSHr6hhQXyCjA+m7C7pPGpILpSusG14cGW8OBguIWEdWx2P4XpjY3GRmvtPG5NaXrWRhd9Pqpn1DqP245Sk1K1tlhG2j0FBd2ZbNCqIYHG7CS6ugddrhPX+qKLImoA1rGxAdadlOu3xSJLsm61nXZVqNzPktKTjqw2nkqziySvqL/kW9PtB9bXapUADdBqmqkcnm5v2dbmKxm5ovdKLatWUCqWmWnZ3RWyVw1W1W/tLtcALQ4kn8pcv3ZfctOtm0o9TZvrkvtHYoeH7tjVILjdjM7sEow2lvYGPb6mdRXVG5I+JWc3G20c7U9urC7qqnb7i/wU5xBYgdebAn5LdM2hjsbdw7Vagiof3o/sQt+iRlGuCGLFWFReI4t6uXmCngspFFjpPEE9JUQ47+aoIzSPW05wY5otijFMTiKAig6cRrkD4Lx6SjqRg2eeFOVTrXKWAEMiWyUtqwka8Rw/ZlNmIBjjx72KcqPhZVhYxuo1Ks/OMwYdDdPY4H+lTN5St7/MpX+ZFRZ2EQul+KudvsBrwDKhKJVW+RpgMYvJ7XRyZLMaGhIqVv3RnX4y8NGCtJ8MQ3XBmjBR4rEa/P85ES4Pl2sd80TnMUzrmcex43V1VPU8Xn+sZJOwxFa5GmFLVZHq4NknRHB6CTx/TizZRAn5bLSsfu+5O7NyEbFL5aRgdSDJD0nuab/muzsTO4aqTBoKbq0KtEx1J/cOlPp6Ll/njoUKjU6ru4BwqfUMZTIuNHjThdP/sLvixN5Hp2tZs9UU8nI2Tm11Wjxtu7uSY00uklLYAwTn8aiMTmNheOF+BVk9eavkGzi8mCF/RnmwcqwD24kkaFHjPNE2p7XbtRXzRPtTmDa6WFtLFYIHPmbc2DKPm7NaYGlYsvGE6lowqcDJRnj2nGjcSMHzl9RCXiE1eVAUKzeYK1ekIpa1Bfmzqv3fmB2+eiwZ5I2xgSse3x/qbY7xKpzWqjXBRH/F+C3rIqS9pX9DfM+9m0NPWms3tQR6O5N2b2oi1bylyYU/svYrl3eFu8XbHxsf+dZX79jZoNYb+AK7AYB4Pafvu+6fRlmXlU1M3bGlcaLFr7O4Ddd9b09p2eCU5MetWtSQhwH/uLG2bI2TXcdp2sLPE93HMQvFz+MNx+2bmC1yKaic+/kYZYe/zYnox6VqULBiSa5GuzQbJFYgD5OUml4oo/VWv8Mb5HAaf+fs/dBeNRmIP+jNDE2+Ziiw2/V/Ow2Fh1Jv1Cm6NUanIRSgDU64l3kboOlPKS/Q5lVYu1RP/J+xKGHDTFiYsKU0LtaPPNCa6meINvB0KaItpdVU1FORs7aNrWdz5M2rP5BXXYcFJ9oiZ0XbRqr1bB5pEyuUfo2EA3PCEJZYD8qJ4AHWg0XWQ3pSigInf9p4yeN7tn1ttrGob19Hw1jKWzb1pR1b7xqLepvH6ztnesI/O7Bn7wFHYn3j1P6Iv31ne3JL0v25m6+9Be9de+Om0qKhywcad6zr8bnbB0erWy/bVBEb2tdUPbEm7fZ3r50gJtdMbl0bam1MuCquO/v1aE+qyetpbOkqmdyzB9ZtAbJhHuifONaCTaE5UFAG5wDc7F0P5sDJUGrB51NWwylQAhWO+agyXzLI0fNoBvhSC0CtKKFYADOgZFRpRTNAOblyBihWioWa5Zv0V0SFkPOmspGrvjVTNNhWZtQoaK1KHW4aqZq8c1MpYW/uXRffd2RTqFJ8/MAVj2wNP+FrnUw1jzc4bXWbW3o/j7888p2v3bmjQcMZjQUOGP/DGbmew4+PsgWCrm7HnUPrHr6sY9M/vHnwuifEWHxgqrJ+sjUg+w7TgJdeXIkN2xE2bEfY0CJhQ8uq2NCSxYaWT4QNyRfLxO8evv6b24vi+757+LpvThU9aW3cPdS9q7nA2oDeXYRBlLHhvhcgNvzh4Q0PTifr9ty3QX4Hc/Z7YDJ8TVEEtNuQNGeLCHuK5V08A16Y1Wjwby4Cc9OURVo/BzAxu4UTFVUyGlLgFBqeswSs7D8/vRJUVXhXgY3I50N+jdbolGdHlVqGpoFawvXLMKTBarB6DPRvVXo11QZ3s8Lq4cAUURO/Q2DSwlt5hn4uCyY/ulqNSruCZ7sEPNvDgC51UnQPxJR7T8b84IVVzRNXzDFCjAYESBwvHuWq8tCkPK3zoCQ4sRieeUIEp9JVy0Bkfgbi5QgyeE7FnyUA+TAFpNXZKr2ZVZIaVotbuzeVcZPbGrf1lOsoRk1phOSmA8mNN28ssbUd3JQhKgH+WQkek5ODHYV9mzxhr4p3Gu1eodBvC/eILTVTe2TgiGM7AW68F4zBhixuLCO6U7r+kWB/KtjfH0yReqDb9wDcWM/X80I1wo1dIyWLHg/VNSpcNG5EV3dVS7hxxFOyKKIGliv88+HG6k8JG+9tOvitvc2zG+pYFU3qdeqqkem2lu1tvsjIFX1XgfGCdZbVswg0Vg5V1U32lmtQqXpKqa9bc6B1062bAWjcVN86PVh604a7d9aYXS5WbyowFzrcQbevaW1F9cYlyOhLbawpSle7fQAysg6Btxi0+sJCxxJkVFYO7ZXkgQfowf+SMeP4Ema0yJgRfw9gRo13c8gRhbNfAZEg0IgVq0JGdB4HTzwhSmcC9VjxiREj+V8mw70qIywDbVCffZkB5hfcr45nFCZPqdsbd7P3csLCI/hCA/78CsTosphcdquO7FXCRDQqveqj22TECOfYFNALDyDMeOVyzAjtkfQJYI8YrdXP4PVYCVYH4CCwJko2rTBHOMl0y8OOc+AiBBqPib46oCSeEtF151oh+dbbKiYI0KTnBZAPdFx3VGwQ11RxMLhGxSg1xZ27060zQ9HQ0NXrGjcEEYBshDabybBQ4O+KTz8+nTi26+vTdQabVafj7bzBwatsLpu7ZVd300TSrV0OICmiavJ2xA97gX54FuDHSiyNvSBnTVl8LmVhib4t3XjkUBLfkcRbk3hlEi9M4sl5ojVl0jqd2iur8D1VeE8VXleFR6pwILNaT85guAcM+/zir46zeB94f+cp0AwW1+La+cUPUxrwRVu3GI/D8nAQjLadA0YjY2cikbGxN8bgfwiXok+A3cYiQDnH6xZFcLkxmIWnbRcBT+mLgafPAtU7O3T1aGOAM0QHLnt8f6A3VaIHRhyuZNRMsLqvAuZ4I+3NfevKdt+9Mfg9SzUAqN3tAKAmx5Op8aYC/NG1X7tiOUBlDYyONeoRROX1vdd9U4aot22pm2gphBD1+u/tLo0PTYFB2wbm5ROo7vEyfGoG+HTnccxMGSA+ta6KT60GhE+tF8SnuUUU8gkET6MUaym0+4I8QeO/PXuf0QjA6f+eB5yGC4MSNAXYdBjwy9MIm9ZgnfhjUl+rF/84x/J4b/U8+KDV4b1V8/KRquyRyuyRyuyRCvDhOI/3oXfAL13zi8+dhGzXhcez56APLCd/kI/86jiD98XnARK2mcIcPBjm4DnyZw/4NTxPWFN2iJPBgON9JvQHIuZadE7t/OK/pcwFeF8tulA+CC+sfZpoxbDFM8ch4y4x8nPHTfI7J7/rpPc5cA3WAjqX0sA2WuKg0ZZsp1uynW6RO90Cpw+vSYGPmqpGqhTA9fZlcD3yRgT+dwb9lb9IyWEiCMHD79JfOCOwiPwfLOneSNlKEahv/6SgPhvqeC6qf7ph9vG927+6vy7cs7+9YRSg+m0I1ZfArY+d0z2hfy+oHakSpwGub5gSi33tO9uSE43um2+67ka8d82Nm6LFw5f3ybh+aLS67bINANfvT1aMr+nyIFw/UdwWt0Fk35BwVx4++w/RnuZGr7sJIfu9SD4NAxn+OML2bZL3bTm2b50LQCEO5EFKXZwCyEBZnA/w80T4EsiHErwYXaIVPSmIBsBFy3F+nvxeHernhwkrzoG/j5viQ1d9E2D9lphJBbCiSlOcHCqbvGNDCVF1ZIt438ZQ+Z7HLhm6ZjQV4p/wtWxJNo/WO23A5A12tzbiL6/5toT2TSavCYBJFWdgu6/9x1F3vH7nncPrvnxpBzCybv96B0D78djA9sqGra0BRnBJ+n0nmJ+vr8T7NQjv1yC8r5dqwutXrQmvz9aE13+imvDk64lLvjW971Gxqm7mWzPw/Xvhzq11bVOtvlDn1nr4Tliv/8ndvc03/fjO639yV2/qppePHPzKlnDdngdGwXtR/Z4HgAy0LX6Iv64IYV65TjP0BRuPe5EvuPm4U6ogfPYFKPwgHY9poSu4eU50yrWDIy+s7glOZhEH/rrG5LFa3GbVrzmzliIVGtUHjNHiMFjdvNKKQv0gkNhyvYbQFVh4C69VfFmploL+QP9GgQCMKMqxBmw6i9knl/zAN2T9wJUnKwQ6ugM6gauO0lKxVDATz+sErkypRekK6AKuAuhdrptqSKzqAoaPcyEXsAA6qdKpzt6qN+toSmPQ/bRtQ4XJUtoarViTjKhpWF1NoeKr+yer1l0zXGRvPrj5G/jrBr6DtxvUNMCPZpfNonulbXpTr9dXX2J1+OxK3mnSmXgd5yowl/RsT1RuP3Db+n8IgTHZCPgtgDD8jVkMX3sOhk+lhCyI/wAA+Dch/t4hfCBx4IXRe8omw/cPIHR/E0H3HZTwQZY9l+N2/DPj9kCd+NBkzXhXGQuUv5ZhilvGGus2Nrg8bbs7LoFmnkKjU4mV65M+Y3FLrGJDeylMhQQHlKsBA9p/2VCRq6q3tGFLSyFenL50uJSz2GGKHZPHBuCYPdYSLm6P2mi9zWSw6Sl7vL3IU1NktfvslN5mZM2cjnU5Tf7WrU3la1tLNSRV3LIRzevg4kfkzYpCAFXjsq837mXn8cW5EEVhsXn8mylWCDni7ytKvRyn8U5ppCLDMUMCYvdlwD3FAdQef1/MO9WaPReA9+xezgsjdxeBoPvNBvYrSpNbgBkZFkqAsUhBOxe/jTa5Iy5f1KX7CphQ9MLXiIUv4nvweq/vjWz40BsUV2A1OK0WPTHE6DVo5p29TMnZiMGzv5Lw++TiH0grwEQtUkUPuHfg8Rx+r5Pwe+08zqW0JU1vAcYo2W7N46nzQHd0ASd6mt4S0SWUdRkvLUn9VVB78Fy3L5yXcvEt0tp+4KF18XWtpTpagWSGJpQYrGjZknLfeYs97HdzFpPdjv8PTKSlUGvVC7M6i73AMHr3tip83fqbR2MMb9IwvN3IWfRKXuA9tQOlWzaRFGl14993OlTItWBUL/wPTuJ4ZGAG8cX+xd+Tu4BMKgf6UZT8v0AtmrL+X1PKiGmr345GjZTbnSp837gj9RdZ8Mspg1e4gC3R6rdF+XRj4fuicQeV+ktOF8jXXLQTOLgMZO8q33bXaNfsSJ2f4yMdu++acDXXRTgVQWtUGm9ZS3H/dKefMNe0doc2XDsc+tbkzoLG+kqzq2aosrK/3Iqv6b1posab3DRzS3fnF26YGYkrGZazWWHovkarqZs83KYVeE1s+ODg6E41L+i33Tzk89X3S7wUW/yQ1C/H180yvm6E+JoHkve4dTuzaxV8DX8D+Br+uBq+rlyOr/UwOdfCIYVe8Nu8IZ7C//Hs+zxv4Ii7tTxDkT8zOG0W7UffZVCwFMeQu4OFhXClR8pj2QPouRvQE+Lrnmyd9ThBIN8vkef7rX2GgBm6W2Bpek1tS2NVPExTkVdtOzpflQmc3Qi10gFsyp5ti7wq2nZQna/m6LtiO9T5vcCS7s8HjDKNd1fv+uLWrfdujbtTE80AHNpKR++Y2HTT+oi1cqQ+BabCj7dsL++OW0zxgfqt6z22mk0tLWvLAIRb19i6scqMM817usOB9i0N0cF0ym1LpHpKard1RwIto7WR7pZ6p7OhYwD/fbLPHKh0u8pLSmylmxe4YG1Z3F5QU1np9NSGLc6SKkzGjr8ne8FYVmIdUtaxo25gpxrnMI7DknBuGIrMZnvde9GWtwsLldEd9veVK6VHnmtYAOdG694TC1veFtHpSvv7onI1yaFYKTmWu4bz8CLa5k726kOtu+/bXtzfFNLTNIyYoNTBRF+8Z193gBBqW7oCG68bCcW33L2lY3qkIcB/05UYLK/sq7RtnXI1NlQSieTnbjy0oUrLcYyGNejMdr1Cx+tqtlzXqQMTIjp8sCN9w9aEu2H97K3VWz837PfX90fGdmhYAYzRIBijATBGML6hKRtbWg2Gz0OYU2qt431+R+CvK6BiSss73hf5HVTgr6ugRMV5UeJA8eiRPe371zQG+aLNR/buumdT0Xft1UPVycGYwVE1VJMcivKE4aof3T0AjOor7lt39Ut3D3Tf8aPbDzyyLdok3r8evJc2ivej+fx5MFlKAFaMYgNZ37DhKRfPY1bGCOzh1En/VBH/noy+YPzAKaQAYQiBMeWHZ6Q0IjiH5t/L4a28UAJvDjCc1zNcQqkZ+uzTFANTXDPUL9/kzVoFlGW4igI2v8HqMtA/UIJfmw02VqlkbQaDjVMSf7lBjbNuCy+wDPUoqSDhVnDlRweA4kPxplPguSoV5RxNvqeG37cCfBVVVIDvf1FDnq4Dckw8d80Xz/rvHkM4IPq+InJxOCAKcEDkM+AAyYMnGtnr1Uavxeo2KheSDAczZqhp/Gra4Cpxw/yr1+vMC/PEwjfwzXix1/uKUqrHqHyFYp1WU4FV0BJbGV5Si2d3e4ies6+iOLc/kKX5+r8e6P/iyuJKqP9rJf1fh/R/tOlNn4+Kbre+93H6P1on6X9f05siuoSyvnfR+n+1dV8JAEh+u9L6fQ9NNkx0FDMwIQ6sd+lr2NxcN9ZS6GrZkXaXFfkhBLASsMwCSji7MGpvC4/fPRHH16y7eXNMbzKptbzdxAo6pQkotsqh2lhH3KZQkIIHnwcQAIAD3mFQL/yeICKDM5AfJuX5C/U/yo90NAL0PzkHfXRA/2MpFtPWvhWNUsH3gO5/O6saztH7xmjtW0DvU8bge0jnv72kEy7Gq7Zsj3BuvpeO37Wle2a41styodZdd08G2muCWprCAXMolZ6qzpL+/Z0esviWdZuv6vU8Zirtrm4/UOyoHqqq6S8T8DXdN0wm/MnNszd2td5+4yVrK1RaltHojFqjnaUZHZPYel3aVhxbe3Aw2lXpDNm23jJcGGjok/T9OJgnzcvXe1Pyem+TvN5bddy+qr63S/refkF9n7fe2wweh1o4QOmAwveFOBp/7Oy7sBQuryce1PGanMr/NgMMTEnla4wOQ1bpk9gQoGEfoKEfK8Oaszq/GF/EDFghoKDGqXM7DeClKn+GIMEVDQSZ4lXlDTWx4kKaDL1q2ZF8jfwYnZ892xJ6VbTsIJOvieQKnU+vqvLpC6/79r3wg413bil3N401VQ9WOSLrbxnddN1waM++pvGk+8VN42ObzdGe6nXrPI7adfVVvWXWPdN79+Dmux/0tmxvjQ91Njqsiebekvpt6eJg22jVupvjzoa2fvydZF9fylURi1iCWxfM/kR53G6Jldf7eoYGZZ3VJPP8OsknBFjdcEyPNUKO14da3vL5lLVvl+ywvq3MZ/g3ziRkbve1vIWWeWvfFkt2KK1vZxX5xS/wKlYu8DZxRe17j2wt6qoPcmqCZpRKb01P2dAlaT9uqkx2F09c2+ctHfvCZPfMmhqf/p8cYLxq+8vMxlhPbcc0kWi544aD68rVek5nKzDZWMAnurrJ69ohpI2uOdDRdT2aC9M3lW0DGjzQ0B8u7apw+rFc/B/lhRAR65a4x0zEwE9uInYM09jncc0xFlan1Ryl1sma/NQbUiQMC3+dE9kRGCGiOSaCE87n9TGfGwKYPPzsNVefuLS28fA/X3sNeD9WPHCwe8Pl3d6iwQM96y/v8RLX3//n70ys++b7X//i+09MrPvW+49o7/7R9fV9tz07K79nYwApC+bFKqS56iX4lNrCM1rGOUythVtxTqM6GXA1T8uk0EG0H+fvEvqnVSs6jjCk1mUxoNA/YHHhMCUylov9A2PbhF2V9flsXvL5XPcUw9cmJLdPFLl9RqDbJ3yUXpPv9lm5ZvuUdBF0/kRl588Icv6Ej4ngynznz2oLuMaLCAGEK7i12RDADzfsruGdwI6q25KOacBTUwSt5uvW7W8a//xYVOi8ad9pIgYXcbsNTqNaybkEk8ti0eGa0Xsv3xqJ9NX5fCGvii8w6y28ngsU2qtGr2xvuvru782+pjY4svm+ySvAOOWt5Vae4wfalLeWy6C13D9Bf86IAL7KrHmxa7mMtJb7J+QQGoFruUyOef/ePqErErPfnm2eWZ/gVRSp0zOVg/s7sgGAV2TXcqdzAYCT3RU62SdkrFo/3bz5tqUAQHzP0O07600uj15ncgl+h3tl/B+r9KU21MD4P1+RF26311kMrMFb6IitOdjZuHsowRBU+Zps/N+HCgVlQlhwxxIW1GWx4N+OC2gdFwy1jPGGNWvPCwePS2u5TIoR885eDRHmZfA8bxSgwmT4kcqE1nRVZ9/ORQH+iDJ5oy5/mVv/I6MRRgFuxr+BXx92L/wyWzwe99JcgcXodjp44j2VTi0FAv6Hl3jtbI/MZ3soPcCEl2Z9QqdymLA85xMqSamjTX+CAG/Iupy5zgML0TVaAAv/hGDhEFzPXc5RnxgZ0kueIRQRmNwzENPDLS9AtmjCrVOdF4gJ5N2egBVGBeKP7n10OsFZLIzW6DRxNk5lcVp9rXu6m8Yb3QoUGMh6PWoDWtd9gCBwvGrrrcBukOMCDTT5lhz/9iF5GIxbHh5aK+OhKoiHgEVUetw+xKxdBQ/B3wAegj/+XeLfFKcMBQ6b/m8/0XJw6xhcYlQbncZgEC4ygr7L8W+g779BfD66+D/kPJAtML5rrbRTBC76/Lkk9b9Qh48AUqmPKpdTGGp5A1qq/7PoS/0vUvYjcJFHfUxUrkbU/x/juYinR77zyJ07GxjObCiwmx0cjeK5vjHKOWE81x3DKJ7r0TcPXPukFM/VMNlaWCrlV08Tp4ifUb8xKAG2xcgvo2N+4sf4IerX4Jg3d6yHeIXYic7z5Y41g2s3omP+3LEA8WPiBPVLcKwwd6wdnLfm/63sS8DcKO58u6vVUqu71YfUklqt+75G1+gYjUYzI43mHs947PEx9tj4PrCFHcDYmMOOwZCQhCO7Sx4h+b58b2OIw2GvLzCw4QizVxznhWwS2GT3JXt8L+/tCxuSl/02YbH8qrslzQGYLAO0urpaqvrXv+r/q39V/f74T2BasJ02B9OeVN4NtdM64btblXzhRb87D55Q8kXaaYMw7aSSFm2nrcIY+H0jMC3WTluPHQNHNe/AtI522lYwju7QfgqmJdppszBtk5KWVNOUfW5R8BOwQln3avM7XVD4nc7L/E5vskf9b+L3fIjf6c06exT3v1mHj1q4J/gJq13gJ+HV965be/d0KLJKvq4M/7GUGuzoHIqZ7OnBeOdg3Pjnm/5kX3d+z+NbNj6+r1TY8/iumYM1Z3h0bxVeHaHRveocxX89jd4BxlpnHyDuQc9cVGDPZdR0wXEnfnfz7IMKfZpnH0wX68qj9tkH/EYrXncQRrtM2aJ7nDGS8qxc9zJGsRZOsBk0l3V6HINIQAcOTesAKW80N5D4QVQDUPncm1LGiesFsAfKtaAiy5egVH97KeFNQKx2GQxUSL31nchROvcmdhfSjAGq4hxFvoaI9Z06fIzl3qzDDGIrtifeOmXZXs362O1oFrCHZhoxSnadEgbyy529PrLSE+xJeOQY95jWGOsZjfRv6XMbkuvH9qFTNPuo06WBqJmzmHjqS+mpSkFMlQWLoGWtnMVutJkZT3Eq4R9au3dwV5OXtAp1ZwOs41RrDSuB/qBiGB4LDBcDw8OBIsbYLqP/ryIhzHisYpFGY2e/7/q5C7hcePqN6lHLt5tqJXNivhvv/og1LPu4K3a2jrg4F7Bg8LVq+o169Shu+XZb7ZocrYsiXmoXMRAugyuFRSsRbawiU3NhYEN85e3DqRVdHhl/kLTW01mLrlgtZkbTo/I5YPkw1tDMbLk30J/xQjAM4Hy0o2c01Le51zk1GRnKOczF2bKH5nkdxVqNFodR4MtdzpSHk48gMgKtHehJFkxWk+g0GA162iowjtxIfHQnBzBnpqLEDE+DS2BwmX8KfbaFSe6T/VNi8o0mxLiTvPtG/imRS75RX5R1GRr5w3aYYVlwiTYcJjilI2gbz0NUAXuCTos6YcsGbI6IjT5MMY3/Bd7/wCo5vtxi9vmyBtaPtZkFEn1Rq9MqxzIbEQ/6lcYDqt4MQb1ZA/rh3GBTa3/Zidb6FPpWhUUY36vyiYS3E0fENxaUZBmRlanke1U+iZAovF1PHMHFNxYrRTz9X9tBZm7yNq9JzNw+7K/mQ7RGg8ksiDpbtD8VriZFIT6SDeUkI2uyoLdroU4whsZPTUlxeO+QL1PZXvMTDE+SjJmFdlnHGhnWV4h40m6GMFrQSatAMFbG6bkIUHfPWnncnYMyeBL2nSRSUTHouXDXZfTPLpKiSKYuo2crVoREclwOvJdDc2diMdz3On+0/NoiaWy+dZknKpY7U4cZed/rdf4oXn7tY+TRGio0n+yJAk8Gxuujaw5U7LQrt/JTE9ZUzEMT8shH2AJpZ3FlVkQ9G3uGt5SlRxlPLpSYdJkCXcFw3scmu7aMRLp2fHY6vWvb2moQJ2jaYubNBpwgdMHq+ozgDFQ29PryfpMoDG0sWC1wYijrRifsB1uhbrhVhhOZN+Y36noT+tuKHjFjxrelI9Tdy9FWRY9JxrfryqMbrTU1z4KDrRhGaBo/xwwml9nhYTE02XjYQGNaUov+imSgmmsYs9FIXftvhF4LB38DAQ65HXD4J3CDtbneFAVPwPZzIx1IGTmuWs4Q+jzCIR70+QopUU6Jg39E4hX0HHyjCz1XcRDxTgzxc37wnh/1P2c+ypbcJXC9hJaew+R23Xyr/N/Hnj+AL5v9z9XNR7HSc3Ws3bbNLaNtruClTih0kROqsMQHBZ742iMD+yciG2aDXSHBN7hncHBHv2vF2NrNz/T1V/pYb2fwkM0U7o0E8z5ubHLFGLr/FpnYeWRHlI+mit6OibxLygzF+rcFotvQWrIjHbX4PS6u2PiWLez3mUyeQNiay6TUNaVBKK+TUF4yFt3Z2o8E9V1eU+qBHyqWMFtxV8D1Clo5Ix86eL3jqPiabqm6L1pVMvkqZ9QDB6/XO47qxNfqug9pu2bZ9HU5Mk1ii+knT9Lu3PTBCVdX0guhNqBorS1aDMLJv4RxoUTWObytbA+OHZC7g/QYEIL5QDDvZxlvLhRf8Xfp3VvXVgNwPkuSNEv5LBRNBivrOvW8gfBX12e7to5Eizs+W6puLNos4azDm/ObrM35/+3gSfQ5qEfqOU6H5jJ6f0Uv0A5ROEtoaCSVvXrtalYJR6GSOom0cLZOVOAjMZWVrsavZhdGdDUMwQJDnUpSCP8HnuSpK06v13WFYhnquy6v13mF5h5zSm+RFEW+JTkl5/dk6u7vOWFbrb/+z+Ao2osYEDuSU+YNJMLozOQZjfF5EUm9+2M5OoZyirdCacgzdY0oGp+vi/KJae4vP8Q/YeGX3IGjcOA0UazBgL5rYBZ/RnVOSXLanM7G+/IHyS7vdd/aOIvuAD9q8RvI/AvHFP6FT8vdEH32gtlNnUT65xcIGM7LCWL/vMp1BXXd2iT3WkbAsLWnVC5qUEo0s2ZWD/x5P28M5LwoYbDyRhuNgRcPv3/f/f95VA5lAeCMse/YifsHB0+eON4P5HD2BKW03yws3yalfLkW/8IxhX8BDgUy/8KnL7ASqRZQJmBQ8PN5OUUtYXCBgSHX1QdbLLSYgWGT0Z/3YXrWwlhECuvp7u4BgBZNvIXRor58wPTtwftPHOuDZQNyrI27fn/yvvcPy0E3IDwB/cdPnIRtWbz+a7ALfGkB31eMAuIiORtqO8sed8Nx6Cx+H+xkcOiBHeyNH77RxPdn6+xx3H+2Dh/+obvZwC7f8P7Rsb0Dbu/g/rGV+yvSFzivfKzcy5lgPSJZtwEdmTy2oTO5/t7psXs25gpzd40V15ecjuJMcXAub3b1zCgyzVx/H70f/BHE98UWvj9bIRWA/4HjOH5iCbqvkDK8/6CuPLjRueYFbH8/wdvNMt+IjO01KIQsr2j0BjNntrE4LxNyApkr7HdTOkwv8DCd1BxAAYpCJVCxfRkOaBKUaQFZ08L2P3xBxvYJGdxrKpyes6LWs5HjBjc03mexT8vy7VQEvJjhDKL8s3WYCcudrcM8bZQf/K+gfMlANnbQrEwRQlEPBDtdhkLSlw9LOg2BYzgTzlf9ULp2PjrWtQV1Moa8wwZRvok1G1n9Xf5cssMW7oSzaAhTeUHgBCNt7xyMevtrk4lpl1zXBNQfDtZ1lcrIIGP8CxXD6GRgtBQYHQ2UMJmP9EcVD0Ln81EujaafqbmjaPS0m2UFtxuvHXcLqPBsU8UUDJri3r0V/tvyJi3btQa/pZZ+pu6Onq63vgEXnm2pofoFy44IaG7goSwsFd6CfxJifi4yurvP158Lslq9nnDEyjF/xs0aw30dAzpSpWatjoznup25qFOrgRMDFMPJQKEWKq7uspv8WVekN2p5KTGec+oZnrNJdiPLM5zNy1sDkgGnBYY1UZpswp/iTKyGNjEUSxOkiTfY4r1BZ2fUSWikiBLjQrj+PugFDyvYf+cC9n+whf2PV4yWsN2dRJPPNDH9MfLEAvy/9SPXp5+pL8r7B+J/0yL8j8n4v5emJppE+brGP8muRlSj0/4SY6x+0RG2kROk4Zfgr/7msuS4VfbcyrSOt2rgCMVZjByJ7tPoVPrexiErOtT4gYrvfg1M4DNIUd1Z8hKSQY9fCnQEOmj7ZahZIkLLfeYbcLLHQf04E73XbUEtz7SHKBkJ3LpsHuDKfaMO80dTZ+rRe3HLM+0x64ZnkUNLpgGWJbMAU3Ti5kqsmnTAYQDXavXWUCnhzoUso2PJbivPmgR0DWWg6cbvTSmuvLnqeys3U3LrDQbSKkL0r6VZ2mCPOTtzBCugkokXnU7751HUlh5VsVAayiAB+5SMHNX9NcGsPNUjLRYSNvezUAqk3JWejkRwzoN6vgEH6iJa/OZHSaGNhyLpp+swP+v5hjxyF7/5MVJoL8N9JPoPLQb/Cd/AlvLg1l6na+yuOSEectKya16JWS1lajET6p5K9K7OWj+fKrurDtaVcDjjduZHiZn+YHz60NjkA9u7cR1F8Rwn0BqdTuvKDYWMgjs/nsl3m9jO8ZTV6InLOuGD+s9CnVjYY4b+bRPz/7hCI2acM6LGM+K9lKz0UN2X4H5cNJ6pK8+W4H6sxcK1aIsZ/BFA4P+BUSb5ZB0HNCje+CuZtAe9JPMaghmDwBvJBi2bAI2eJtDrktMlYpQZ4v0gbLNO2GbyWnOtxVEaQ08iAhJAT8r7y7zq/rLOV9Bn5bVm9LmKkUx04VwYDT9lO+6uotWnFzXgx2B8+IIt/FTddhyvPr2oBbuXNeDHonyZAH/J1rIC6PQM7Bwc2FbxmENFvyvtM9p7bqpV54rSaHlo5qvJcimTLwtBO8dzvqzPGnHzekdnZCD/XGSo02GJV2KOdCzEse5w0unrTzvFeMmfm3K6V6MafyzqdydspNlmb3zH5JIkhhbtbiPvsjJxRc/9UGYeKLMY1HN1jmuLX0afu4jQNJKX9dzqdcPJz9MOBy6r++mQYixOL1fzxajfUXq6DrOH0qfrIWgYTi/X8g+FoVh+6OBDrPMe9+ids45czEHDOape9Kc8iWrMBDyTHb0zWauvurW/tqXX8QXOHXdIMSdL2SIuVw29afzkrpKOog0847GRFAl1O2wUnPnRWFJV/+6u8ZTAe+KSPeo08KoPugjuBLtwp1GngZMiqO9yWgacQO/HbTAt3U4rg88AScmXaacl4LucktbZThPACdCLCzAt207rhPlMOAPTcu20NExLKO/m22k++C6r5Cu004IwX6eSr6ud5odpHiWtqKYh6PWJ63+PHcDziLmFz0zXX1cO7piaJ3tMBPxwiUMnCYUeD5Xps+JLSPLarGMt8k+dD2cEh2CxUxiBncQZs91sttMYQej1OoyQqcD1BKXFdIxAKeUauf73uAPPc2EoDwl8Bl5r6F45WpwmC34mD7MIjmy6/k+4T1NR9uj1QgSzC3lY7bcI+nWERCj0qRfMJPzzrK6S6FOyOwqmj8Je/XXEguTQr1d4z/pTk9tO1W7uPmVPneKCu2Ft+uff/SGckqpRw/6x3YlbPViaXH+qPlmrbTtVr91s7z5VtweDqVN15V0Rvhzn5EhinBJKDP+QEPBPgNifBMHROa0sRavTAKU4rWXNTihRA9Bd+3PvwK7axM4eUd4/MrajV3rE6O2QPEkHw8Nx25+AY/uIt7aztmJHWfTA69jOsv0xHmbxJhwM5+5w+hMOGhCkDtPRPKkxy7vRtTSv/93AntFQbGx3eWDvaDgyvre/MBRhLB21jsxAlBeTlQZX2bs4w55KYSjMLsogt6UDXAU/xP+PUYtMKG37CPg++Br+L/B+hYK3N4K/AC/g7yHZZgxcRAzJ8dw4w8rMlszPMpg9Y89EvfPGy+DBC9F54lBzm7Yc0hpNvauGdjOxGXfmaxnMoOY2eufrcv5LRHS+Thxq7dJWA1KrM1jdYm+BTIOmTq/DrZAGyh7ULiXqCHgBQqNY/3TH1KfnsrnN901VD8U4PUPpJUpaU05Nl7yf2uXsSgVpzqynaGyNx0nrrFY+u/OPt2z/Sr3b52d8gsfF6ThPcHTf0Ocf1Bs4HUlbVFm8BX6tyGISad3PKvdTimwegbKr4v8CZ+oqLzxukFnGaUGPCPi8wcBr5sXL4IFzvMIK33SiznPXFJnQBny+DvOImvl6K5fY378k4pnZ2ya3XwyXQJXkG79GrnMGA3fdFQ7B0R/dyZP4aaf75xav09d4hzGZGPCmW3CqY99GMA/+AX8Plntlsx5XwVWlzadb96io3K9S7nHwHbRXuV/dfP5dcBn/V3g/05ZDVblf07z/H9jPFA69tcr9w/D7/7dyv675+3+N2fF/g/frm/mvgGOKHGcVW7URbMfuxH8F58lZZIvCT9rh8AlwGv85aL5I9PMv+Docbnw+DHXmopWdd8tK9t3m6UM4GMwbFTK5F2GmMBSqnK2it7orbna+7lbUS+K+2z5YuKzXmlTvXZhB2xHloMyhVbfCWcoXhPR0T3m602xKryyXV3Waf2lmqPzQVMCzqnj+m8m5z2785vObuoZMBl6PaTaVd0/EEpO7unr3yNfdjbsCoimQ93LW78xvfmJf6XuvfutAPEhoCUaQ1w2hDI4qMtig6NIw7GclKIMhNdbPSxDEzF4KZAIZg3QZ/UzFgBjYLJu1dp8rS3hU7mzWZvAUdbuOuvNEDb/7rsqGLWePdp+rN1+4hFvbIVTUfTqLt5qEFAeN0tew5upNeAHnKB2w1f9UfyaUTik2tqunvNnBGPWYlZJoyh1OO3tGraGsPTDaEwgObCzY88kARRIW2koJfYlC3hrudATGS0HsQveGXrddpsGx8DVep+NYsicnhV0SzYfyE4XcdMFBsCaStAiDDE458yEp5LbBZ4VxKDsNlN1qRXYb1TVYKLszir7OKbKU4PO/xn+BuNUzeefdegn2sPMCxsgdDVNDkMixpqGgXoK5Fz8Sl3G1hxeo2u1tU4H+hc4btbqMFPYfhJb2eQSR1WN/8yamYyWr3UnhOvCvJlpe+gOvCSKNyZ+uXQQTJENgGC2aVQxwRZPCfwHLvEkpszwOH4Rl9qqxiy6YCS8CG/48nBzDkl1CCDOmUcqoUYovhyxIXb12VQlP8BJ8e1kWcSE6QWvwaFfE3XLHyDX5nDsU8vyA1FEel1ni9Jo9qfQOjZ4VTR4fnDFrQOOfWb2eRZ3oabNokDnniP95x23/QBgIDayJRV1TmobjwV44DnqRSZWJnLEZ4R/iIpzMvAWW6KLBNa+5TV1s7ZT9lyrhiUw97LQw83U5zwsGjWu+rrmt6YvpXHBlqlzzC5MJlWpe8cDsNRgbJasDyHvkphuvmmnajD5rdRi4xjl0s9GAMU6PzenQs7zAoB/4nR7JJnlMXrGBO+Rxx4iGwWbNpxT/nHKWFFy5UGdx/yvgClKHo+APkH6Fe/QTnW+bPSO3rpo+MOR2D9+6evrgkPtuc0e1I1sNQWs7AK9BBlzd8pWDvcX6V3ds/crBcnH/V/dvOj7tz6w7PDx3fDqQWXdElmMXWgBFTR1xIdaLBqsdo9SCYEpBOlNZuSQtd668yV8rf+hXg28pfgNQNFCNYZJlqDMvWjiSvkJINq/lS5QB3WETBJtkBlv30oLbatYdw3GSvFYyK+0XRLvBhOYIkkLcFzjMZ1Lk4MMSi38+FZf5MRZ+f4lzTF77aIViU51jYMLANGy8iRFO5Yej/PiEvzfj15t1jD5SGolAYO8WshuHH0bvtaN10W52u/zGp/LrRnrs3RNmm7nTJNI6s5n1da+Ih6c27q89pJQzhHrBGNSQMaR8PlPuUIo56IN9+0rFVGd9bl/Kt8V30If7fHiZxYVWM76lSE9e6Y53y3rVZhWXfZPt5epQm1122eaoZt0sra11YCwxc3g8OlIM6kjcSPiyw4mbtu+7YwZOtqnp2FDWwfnyodBANkBQeljfaGk0euddto7+YGZlwQnE4lwlYDAJOkJwJEyiabo6MmWSRJMl3OWTEj7BYrMYJasFjpkCs2dbuJYPEEDjzQ7J+upCE2BGczPiQDxI4IJkpDxy1fV1zGmhKJ1Fd1luqdQiZxMqLCxMqM3WtaAtmB/zghnbtMvplBqvUyyhRw1EKJaITtt+ChooAiyJU/IE/ZTR6w7w6E95A8dc+wB9vVFRYoagHjCi2QwtdvRcyg7LcameSuHBuNIoQdy8WPipJqpZIviFjQJLvUHQ0LR9QSOJNUfGk6NZt5bQ6Ui9I1lL3XRg16Fg2W3kzEb0AZutcVksOccOjAVBdmD3cJBiWA0uOngLy7Or5las1Btt6JRgzmT+EQBf73ooQxvs8+tgn4/DWUn0XDijlDwcxnm3UnIe717a+5eWXPUBtwHpDddv1/lHbplYc6Bio13Z6YPj5UnKoNNTWkswH+ifLUpY4JaBoS3dttv5UE+8e5PfAkeMRH/ECLq7d0zES3sfXZvdv2t2IGTUEbzZwRMkkV61v8cSDFZm+4I9MYvLurI+4HCl+9Ux2I7GwBrNdsSKmM9jggFW5nxdaGqEqvRwyFRM2hJuDQtYoycbV3SegFWigAYda2xnacaAvm/iNSnJJ1zby9M4yejBsw5RtAvqeT8B9YFNUIZ2JILkkFhFb9OHwx0dWEuGWGdr5Gi3flZBX+34BgtEvR+5UtoMxSq7CDZ96U8eenznzg3rvLU9w0Pb+53rNuze+cj45NQoH+rteFic3bp+au2m2TVAd/Dwnj0T+xLhXYMdE0W3s3M4UtsdS+5C53L9fQUxFgyYKo1zxclocLqrtzaAKLoQVHQhivQg6fOivVtRBrsdD6aqpFKDIPhbOJc1LdIIFaF3t1QitFiXP+zvWLrKuc616rHbMisFIw27qy3cFarO9diBf1dtdHvJ5hupT6w9UJEOo2ywVkhWwjwX7Et2bwS/nPrvJ9ewcEAQJRNJkenpm7sFb6Aym+9S9OSRWmn3ioQr3ecN9MStHrlefchZiFv2KXbNA+1aszIseAdWxt+szI8RdWnpE41b2N6zpTYwV5Kkns2DA5tL0h6ZsDhWcBuMga5gvOCmgGHliU2dqQ0nZlbeJ1/v27Bi34ArMrqjtOJm+bpdPtuCvAx02C5o2+znaOtl8Pb5RfbtR/II3Q/tW/AT7BuEH40v6mla/9gTRoOOOq21Ck7jPQT1czNvFOCI8Pt1lFEUjNq9Gg1BXDtvVPvGSuRbwIrdgiSR8EUWWL1G9Xe94J3zetCh3oBmIeJZ2c4FhT/QzFktjf0MS/EPdXT7mN4+VzbiJHgtpfOle7yF6byNi4+XDqO9ll/EOElysA8lRsoZS6qXN/NRXtBrjTxtT1cC3srYbPdtzbI+CyzYfqSGZM9XJB/UyBfqkoSnSrFXlXKWlEYU5O7N4pflVszGlUIvUsobmLbCR1s2JUYisASHtvf5elIuLYGzOke8FJxaNbttUM8ayOrwrMHR4XF3xeFDAlbQny57d+6e7F+9GT2SnCg4KZbHdbw1yJm4gUJPlbUIXK3bEnJwRrORtRhNhNbEU+tXDswygJiFOppELoEubIdiy0KyLZPHjhdbpuxl8Daik1uk/8bWzLTYmmVBl2WNVbKbGz+lGB3xO8ITjnjXWK6g//Yr9HDoIYIkiYdYh83FoJ9jKAiUZtB7GieVfQDIM0DANiFpJHUuKSmDQDKJB6KqxAOwLB+W+EdYtBsZtEKnrL5CcHhHb7gnJuE6LaMTQ8Xw1NzMNndWZBkji9bM5sZ7Qlo8ehf6aNfaHpfeQGO4yeqhGbq2or+qY80oVPNo7GVwc3NfB+znXtjPo0g3kjwXTCglDwZx1rmkx+eX9PgPGTTw8QZtyZKE19kz1zc8VzCL1UOb0zWC1BF63OSKu/LjSSvqmuvqnkqbt/aMplY4jcFCIJj3sugfpWZ6A+l1h0cqD94yxGm1LG9ldXpdZHBDxuh2FcayvaOScWBDlyhGc2pfHUHOAzd2EyIg4nmMp76llJ1vq8MSUxaSDVnLjrl1ROO6VnKFGQLlG6ehGqGnOAbLWRz8tb9jSJ4Bxbhg4WX7VYF9LATlZkMCcptX9Hqr3x+JYFxLbhyUG4Ykm6NTW27LjdhCBHphyTLAUgsWOnbXbffMrPmiHbZp96q8+MW1M0d6K/195bE7hLGVo9WRibFh9OZN29et7VsfqtaD/UlJjJV8t1RDa1FPRy7XEe3x5Br/N9Xvd1dT2WJXq+2fb7d96py9a8F0vdq0XO+olut8nflorf0E07X4vHcBeG21O2+KVXmGJPRaszfpLqxIW4FzXaG8KmN29mzsG95UMO+gPcWOUN7LlCbSEyBcffCWYQOhgwMzB9FLZGB9mre78mMdyZk+qBNHium1laAtkrNDHVDbHrl+RPMb2Co0wp+jwSvgL2E9aPA6Ipspc17uSYpjUCNPSUPrt+7KPfSnNl7CWI+dV3zjp/GHNRz+G4RCmHNaCkrkXF2LKBVurjFCZcliv2XgP//5fYcD/43Z4bRmcsq7L+seBWndv8NmJ+TQUPJkC/OavcPg8LXP6f59N4L8f9e0LlUAAHicY2BkYGBgc+pPloq4H89v85VBnoMBBJ4YVmvA6P/e/4o5Stm/ArkcDEwgUQBOowwBAAB4nGNgZGBg//pvMgMDx9X/3r/5OEoZgCLIQIgFAKG/BlMAAAB4nO2YfUheVRzHv/ec8zxWRK9CrIam9gxtvdhKHbVkbY9vPdVUaM5nznxJLdJaLVcMGuvFaCyFgTCctGXEGPYkWxBJjWJ/7I8wVv+YiwiLsY0Npf5oo5jx9L338fHtPuolbQb9PvDlnHvO7/c75957uOf+jhpBEET1Ata3gK8fxaoFbdQOPYZCBdyptqFAGezTt8Ay16GY6qNeopqobKqBeo6qp8ptqQC+oIoZo9p8gAwTRsQEUWtGENHnqAgivmuxmXEjqh1JJottVYj4h9i+knqMsTLos8mxLdJncL0vA71mN9KTUvEwr1P0l3hIj0X/1IOoMvejS9chzLKGY25RLyKgTyDHbreG0Gadjw7qD516l/9pdNntJs+xt+s1aoD+aShTfUjjdac+gHQ+ixz9CrL0+0jXWahUF7FcnUOHDqFDHWYZRFhvRod1iBqAT/3Mdl6bFva1op0Kq1Ns60aFqoDRyagwBUhXu/msuwBzHI18Vv8pzBgiixFHb8XyxYhj46tD/bTYXA+LFdsrzlr7HTd4sp1iZwx69ABabM20Mw3omea3a/p1wti00aXoMW+g2RXv1Ul/a2TuWOy/MV5X+eOxv475cB1P81W/YZVd+v0cd29MrrF70Ti1nPc+TsRimKNo1KMznsMGlNhy+VROX1OmHQe9jOX4/oU0fz7yXO3fIFe/6X6v+lkEbcXrnsbgd2iizm/RzP6kFxD2/0RZ7r55Y1/GFv9+BK4aRMB8hIC/e7y+BgEv/v7t3uzi8Wx7/9UcY717DLvPjE62JWW6Y5sHUONlvERY36PLiZGCd6wL0cFZ7S7H1oP9DZ/Nxv7G/5M52HvBzDZfn7ttYpyz3DdakTZfXNvGdzPSkkJcjz/Mb+/Fxiv2Hja1jKMiCKozaFZPOGWx6keRdRx3qH3c+8+j2apHrdUSPcXrZqsazWYjbc86KnD86GNdYpmNddZpZNg+qg2p+lfcpXYiU72NVJWHdYnmpDZSrVTnYt3l0mCddNZtrDy51LMRBEHgd7XbumbWvhqMeonB/66Vico5xx1GqquNeSTztUu25vR9GV9RE/u2Wou3qB3qURyhmuL56Uw75n0HptS3J7yXHOyZb+5XCtOJp5h3ZugR1FFl5knmmUMsc7FTf8LcNZc5cC5zW3fOfXuinNus57NpxzL9Oqr0NlQyT1qhn0Gt/gzP6xLcqz9FSB9DuT6IUqqdaqDqqAepJqqWqqbKbBvX/DITz4//SsXWH9z3jyCkPsYj6kcE1CH+Gwwzv9+LVeoXtg/z3+JC7P9JfYcK6xhqqE0L8VXvYbV1EfepcqxRJbibayNZFdKnDNlqNfPsCsZ6nLG92h2Nhry8N1/T3Pmn77XJPEAQhH+XiXM5P8Lxszn1rvfzOae0z+h2oTB+TqdO41b7rM6Jv4fx+1G61PcpCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgCIIgXHnUVtxE5VEBagWVQmVSy6jbqGS7vqAxGpFPVVMbxnUPVUYFqSJqrV2f6hM9vLD7EgRBEARBEARBEIT/F9HPl3oGgiB45W+9a02ceJztwXFMUgkcAGD0PCTzyMjI84zjjCNTUs7z3nXFEXGecc7rOs7riOvIFIkIOTQyK86QEB9kSoJPRDTH2O3Wbq7dbo651m6s3W6Mueaca601xxpzrjl2a8w1x+6ByBK8zrvr/mj3+z4CgcCK5xIshLm0qjRd2o9p99JJ6f5XsAzhq3IiP5OaScv0Z06TXKTwBtEGd5ZwI32jJxvJnnytmpxDlpIfbFJsupNj3Fy++RZFsCVrSyS3ZWv2VjOVRf1hG3EbkkfKm3hdlk/Nn3lDWaDdTtlup1XQHr5ZTGfSfW8pCvML/TuOMLiMu29rmLyd/J2BIlGRb1fxrvFiUvGFEmKJrsTDymK1s7y7Bbt9pfRSYxmrTFv2kF3HtrO/f+dJ+c8v5rvKdQytZ4U7/uY/fus9ZI2z0YgMeYSEVr7Pix9Lvke8x/OBIHEiNpR0KXrvYfz03ul91HjLPgsnj2PjjCZGOJEPs9bYgg9zDcv3F+2vSDTEB9bK4/HurTwgO3BnJZ/N5+AFqT9ixLJXVpZ/zK2q+bMHaQLqJ5JqevVSDbPmbupPfakPOQ85Pxs/PPr5lFC9/AtRLSP6S15i6HmPMPHhr6pX9eFnVg0858LKo7RV54+Gk4v1X4uOaY7pkn8jXVc1XrtcQpFYJEvHW48v1ilPSE7462n1xgZCA9IwKUWkPY3kxp7G32Vm2dOT0pO/yRXyx6eEp8afuaSoVJj/4x5F8HTuaT6E/7pt1YXUSiFejL+dciFxsamoiZ1U0zQerSKqRCqnalY1pwqpFr8lxCqj1cJnul/E5vTm2uZHLaNnqGdcGkTTfZZx9qfWnNb2c4RzE23sNu954/n7FykXb2hJWpE28B3WntPuuoRcMuvYOm8HrcPc0dfh0OfoXZdLLxsMBQZ3Z0ansDNoHO3K7xrrGkez0VzUgbrRMdSDelE/OoPOovPoEzRiIuEppgIT06QzTZkrzfNX6q4EulXd3qviq8EeNr6159deaq+69xcLYpm7Jrk22yfvm7DWWh9Yg9aQ9aktw0a25dkKbSwbYuPZ9GtM0i+HL2V1f1t/uD+CETExVo8psBbsAqbHzFgf5sBc2I0BxgBrwDvgG5iyM+wsvNkehBBCCCGEEEIIIYQQQggh/P8eLB1UDN52cB0Gx+xQzZB+KOgU/kWn8/4we9g9PD9SNXJzJHC98vpY7GTsYwghhBBCCCGEEP6NEQjhy/IPbrM6wAAAAQAAG4UAoQAQAJcABQACABAALwCHAAASQQGkAAMAAXictVm9cxvHFV+JtGXKkibjiScuEmeLxCIdDCjLM/KMVEEgSMIGAc4BJK3Ks7hbACsd7m7ugzBcpE2fJmXSOv9Bmkyq/AFxJkWKtPkPUqTK773dOxxAUqN4ElE4vH339n2/tx8QQnx4KxK3BP+7tXP7hw6+Je5sNR18G/Chg7fEe1u5g7eB/42D3xL3tv7g4LeB/5uD74hn2+cOfke8v/1HB++IH2z/y8F3b53e+dbB74pf7HgOvife3/m9g+/fufejvzv4gfj5Tz+FJre2d6Dce6wVwbfEg60PHXwb8BMHb4mfbfUdvA38rxz8lvhg67cOfhv4Pzv4jrjc+oeD3xEfb//awTtCbv/VwXdv/+6tOw5+V5y/828H3xMf7/zSwfcffLDzJwc/EJ9/+E/xrZDisXiEzyeAToQRvkhFLDJ8JiIHrg0oFQk/FTAGUCSaeNMSIf6k8ICbihneZTzS+NagvsQzAOV9cVccAx4Dp8UCNAPw0+AyEkuGpOiB9xKcC5YZApqyLhKfGDRLzC2lyErrR+JTQB9Vo89EgzVQ4JCAVkKughzi4YtXjvZzjGbA0tsCGmaVRSPgDVsR3qjPhD0hxXOMx3hDWMV+WLfR8omdpZKlFHjrs72lfxeYmzKmAFXAfpPAzxh3IrrQibxjeF7Enn3G8zVTaDGHTPJzwE/pNCppJeMzjqqBLmX8VnbQ+xxaGMzM4AXxrXz86PEn8sT4aZzFk1y24zSJU5WbOGrKVhhKz0xneSY9nen0UgfN+3eP9TjVCzlIdDRaJlr21DIuchnGU+NLP06WKU2RxPrRp/Ij+vqsIT0VJjN5rCI/9l8B+3k8i+RxEWQkaDQzmQzrfCZxKp+bcWh8FUonETQxhMosLlJfS9J3oVItiyjQqcxnWp50R7JnfB1l+pnMtJZ6PtZBoAMZWqwMdOanJiH7WEagc2XCDK5oc2QNR9VgqEIzTgFQjk8RsZCjJzw9LUIF4Gr9POUKWuNSOfaprBjeJOicEyKrgvYEAXqMpzjXaUb6Pmk+fnLz9HV8mZOKM4yqOeD8IRteca5O1nLvai+Y8rhAHpXUVFlzjKnKDGdas5JPwVEyT1Wg5yp9JeOJDUiVWNM0LhJC+/E8UZHR5PM370Hi2hQVqJYCHHZBmYk9l+FSHDHPGLNFr/B3VbaHQMujNI7z1zlqjim2LG0RKy4s6VqcYSdMgJ1zAS0xWgDKuflkUGQMOGQFrOuoyA2eU9ceLNecA2FlRlzGPhsbufhTc+qyKybAkAsKbhsZ89WuARkuZNsAMm6FGYfXtmlqU4nDl1LmnMQ5twarZQTMnKVanhm3h5UGJDFhW2w4ymBY3UNuldT+Zq5dk1Y2QXzW37DFedXMrc+sFNu8ImeXTbAxU640rltEXvua51mrX2HcvFJwD5nbnDks2Q+FW5zq/i7TPnLtO+X0yV2Us6oxa461dEVgrbE6Th0NVes3jnsOK2yELqsoKc4RKrr5ml1lsvvQRLF838nfLKl5jOaGnqeiDB0tNRM5UXMTLuXC5DOZFeM81BK1FQUmmqJBgjTXc8yMApRaGqF3NGU3lxOt8iLVmUw1OqrJIcPPGjKbKzR5XyWAacq8CHOTgGVUzHUKykznzCCTSRqj7qjswD0M44WcodFLg3L2c2kimVPfh2aYgn4bQRbKfWymzNgKyvXXOSabV7pZNsSHmZyraCn9AuuL1Zs6R4SGnyrYkpqMurtWc4kGAjHgOAUmM9+API9h0CWZpCQWg7mVRW3Cn6kUiukUHqXky7kgnop9/AW8R6BEn1/pQE3X5/YBLznxpxwg2mMsgVVIAbtXELM8T7Kn+/tB7GfNedmgmuhw+/kyiaepSmbLfTXGsrbSwWoQct+itJtwSdmys5KZL9iGha+ySRwhAGB5fbfMODkTLgG7Jyj5UXG8YE1tQSw5ke0+Ia/2PiV1mb6+azGUjA3up0SXuD1SvZ0kXCyRS2PLRbuxcq1Dc+IbttxqN2Y9ygLc3L/kboZtCekVzKSyofFGa5htXgH7OndN0u5WrdxGJWfTAlvsC/aTz63tOp8tnKWG950h7zDtPviq72mObYC7oN9b289dz93q8H19W98t2kVIumUk58j5a+1804JV897U61ktB8gSa4td1MpVO60WyICXiIiXCnWjpTb31FpW2QYbu6e1ysIF15HdrQfcbo3baVs+RBlyy745R+2ZJnKRWXEvK8TUFr8ZLy/G+dmecegzcp4mO8rFsPT0emY3ODqK4aDaCmzu/DerYXejZ2g+uSx48TOcARRZBRx5aQqK8t2+4/nVxmliz1XwqmOsFq5Sm//mvPaG5yP54w0evZKH/EmV0S+Bs7EqM8cupKE7V60y/HVnvjIzbz73ldE7rSooq226bdxtNmgnz/b/yMW/wXan7kxW7oztMj51sS7z2eZX4jZ2VkLM20TFtpbZosTq7LvZ1/4P8ai8pNh28p1xPT9wNeu7rWHEutZPkoY3jxnnp9Px5vgCHq6ffhHxvZqPgtqGtl4Tb8xPrDbhJfX1Xa6x0eVK32/ODnkTazbsLvVa3UysKme1IpUxbIjyMEGHhnKsaxmS8HEh5Hyb1VZaq/WYddFuxSqqWNb7iY3hvot4xpUSVjqUtb2eS2/u1fpKb62srzjrOb3yxIL9OP+ecSxXhYIPQ9YzuqZBwE+SufLLS1D4tTUkf01PtitAwBaUK9/TK93c7u8uGb7uPiri9aJccepHinLNuK6vrM/KuF/YeI2d7devv+qGqKaVBzLO1Ii520q6elj7vllQX+uORYcpBuIQowusnh5jusBJdFMPb84xOgD2AJiHoBi69w85Yhe8Jh2D7ozXO8vDw7OP8QvudYdC8phGX4C+D140tyO+ZBkdcBsypce8T4Dt4bvj6GhGG5gzjAk+4m5o5fUxy96wdd36aDUdAS8rC9e16rLEUrMTjDzwP3ZvW+DdZX6kP8k/ZLhf6XnoNG2xj4gz8WxDox6PCHuG71PQDVl+i2222vbZhkO8t7Z0WAOS3HS2Wjryz7l7QzEi/Xr4W1nVYh8cszYr/7XxfQrNif8R3o54pRhg5gFbOmTvdZzPyNoej1ZW2Ui12RryKvngAPAJPkeV7zx+Wl28Grd1313w+xWVta/lnm323IBHNhptHo04VvS24WLpsR2bUi84EztM1WKLh1WGHHL2Wu3L7LQyBjVNrDyKbV2XMqvla2rEcinfn7lIX/ULeb3FPiG9hpXkmzjb+qzdjWVFkoRGB5KOjU35Ii5wuF7KItM4VJuM0XRm9lOtct2QgcmSUC3t2T9JDd76INH4Vjjx63Ru8hzsxks+lJe3qDhVz3G6T0tgQhIaVy/9kjQOCj9v0M3FJeY2aE4pAEf5xcz4s5pmCwg1kR8WgQ5W2sdRuJS7Zs/e5tbIweF12trLXxNNZaqzPDW+vbsoBfCVRcnrGXtg10BKrud0v5jSJUsQL6IwVsG695R1lU7JnBii8CzypMhloMlMopnpMFn3aFO2oqUjp4AYvlKZmbHJ+V79/t0RlJ7EdLVCSjtnN+RYZdA2jqor7jIMu+6iQEfNhXllEh0Y1YzT6T6N9kH5lbsM30OAOTH4woTYXH97f92t+18cRY8oviNHv4xhFTlHX+owTqzD1+/3yZlrN/xk3ikFKOOrbNgON2jMm6YK3gkacpJqzffDM5VOYTX5Gf5CVMFAxuNcmYjcovg3hjLX3twOUkllWewbRTkSxH4xR1SU/SnAhPDNLnFcs1cO3Y8M3+2xRgFfntlIXEvH13KErqVcw6UcaV++Dg1y1comXqn9lQUSuJDIwgZd/ZkJfWt2SFLAoGzGRQvW44IKOCOkyxNYuA/DM003enFi7AXcjaraoodIWzjO06zEYhbPX2MjlUKRRlBGM4MgllnMurzUfl6m2CqTUQCB4eJ7Wqa5GseXuvZrURTnVDj29s+4Yra54l5lM7pAHOu1+lU1U1NSIMuRTgZBqq4qX+cCW3XHHTkcHI4uWl5Hdofy1Bucdw86B/Jha4jxw4a86I6OB2cjCQqv1R+9kIND2eq/kF90+wcN2fny1OsMh3Lgye7Jaa/bAa7bb/fODrr9I/kc8/qDkex1UY9gOhpIEuhYdTtDYnbS8drHGLaed3vd0YuGPOyO+sTzEExb8rTljbrts17Lk6dn3ulg2IH4A7Dtd/uHHqR0Tjr9URNSgZOdcwzk8LjV67Go1hm091i/9uD0hdc9Oh7J40HvoAPk8w40az3vdawoGNXutbonDXnQOmkddXjWAFw8JnPaXRx3GAV5Lfxvj7qDPpnRHvRHHoYNWOmNqqkX3WGnIVted0gOOfQGYE/uxIwBM8G8fsdyIVfLtYiAhMZnw85Kl4NOqwdeQ5pcJ0Y8/5eXvW92wSv+A4ZwQWsAeJxs1lO4HIkbNfou267asZ3d7ti2bdu2bdt2ZmLbtm3bOd/5zvz73RcnF1PvzazVeZ6sX5UP9f3fP3943zDf/88fb+j/+Q/iQ32Yj/ZxPt4n+iSf7FN8qk/z6T7DZ/osn+1zfK7P8yX4kvmS+1L60vrS+dL7Mvgy+jL5Mvuy+rL5svty+HL6En1+X8AX8oV9EV/UF/Pl8uXx5fUV8hXxFfUV8xX3lfCV9JXylfaV8ZX1lfOV91XwVfRV8lX2VfFV9VXzVffV8NX01fLV9tXx1UVQBENwhEBIhEJohEFYhEN4REBEREJkREFUREN0xEBMxEJsxEFcxEMSkGRIciQFkhJJhaRG0iBpkXRIeiQDkhHJhGRGsiBZkWxIdiQHkhNJRPxIAAkiISSMRJAoEkNyIbmRPEheJB+SHymAFEQKIYWRIkhRpBhSHCmBlERKIaWRMkhZpBxSHqmAVEQqIZWRKkhVpBpSHamB1ERqIbWROkhdpB5SH2mANEQaIY2RJkhTpBnSHGmBtERaIa2RNkhbpB3SHumAdEQ6IZ2RLkhXpBvSHemB9ER6Ib2RPkhfpB/SHxmADEQGIYORIchQZBgyHBmBjERGIaORMchYZBwyHpmATEQmIZORKchUZBoyHZmBzERmIbOROchcZB4yH1mALEQWIYuRJchSZBmyHFmBrERWIauRNchaZB2yHtmAbEQ2IZuRf5B/kS3IVmQbsh3ZgexEdiG7kT3IXmQfsh85gBxEDiGHkSPIUeQYchw5gZxETiGnkTPIWeQcch65gFxELiGXkSvIVeQach25gdxEbiG3kTvIXeQech95gDxEHiGPkSfIU+QZ8hx5gbxEXiGvkTfIW+Qd8h75gHxEPiGfkS/IV+Qb8h35gfxEfiG/kT/IX9SHIiiKYiiOEiiJUiiNMiiLciiPCqiISqiMKqiKaqiOGqiJWqiNOqiLemgCmgxNjqZAU6Kp0NRoGjQtmg5Nj2ZAM6KZ0MxoFjQrmg3NjuZAc6KJqB8NoEE0hIbRCBpFY2guNDeaB82L5kPzowXQgmghtDBaBC2KFkOLoyXQkmgptDRaBi2LlkPLoxXQimgltDJaBa2KVkOrozXQmmgttDZaB62L1kProw3QhmgjtDHaBG2KNkOboy3QlmgrtDXaBm2LtkPbox3QjmgntDPaBe2KdkO7oz3QnmgvtDfaB+2L9kP7owPQgeggdDA6BB2KDkOHoyPQkegodDQ6Bh2LjkPHoxPQiegkdDI6BZ2KTkOnozPQmegsdDY6B52LzkPnowvQhegidDG6BF2KLkOXoyvQlegqdDW6Bl2LrkPXoxvQjegmdDP6D/ovugXdim5Dt6M70J3oLnQ3ugfdi+5D96MH0IPoIfQwegQ9ih5Dj6Mn0JPoKfQ0egY9i55Dz6MX0IvoJfQyegW9il5Dr6M30JvoLfQ2ege9i95D76MP0IfoI/Qx+gR9ij5Dn6Mv0JfoK/Q1+gZ9i75D36Mf0I/oJ/Qz+gX9in5Dv6M/0J/oL/Q3+gf9i/kwBEMxDMMxAiMxCqMxBmMxDuMxARMxCZMxBVMxDdMxAzMxC7MxB3MxD0vAkmHJsRRYSiwVlhpLg6XF0mHpsQxYRiwTlhnLgmXFsmHZsRxYTiwR82MBLIiFsDAWwaJYDMuF5cbyYHmxfFh+rABWECuEFcaKYEWxYlhxrARWEiuFlcbKYGWxclh5rAJWEauEVcaqYFWxalh1rAZWE6uF1cbqYHWxelh9rAHWEGuENcaaYE2xZlhzrAXWEmuFtcbaYG2xdlh7rAPWEeuEdca6YF2xblh3rAfWE+uF9cb6YH2xflh/bAA2EBuEDcaGYEOxYdhwbAQ2EhuFjcbGYGOxcdh4bAI2EZuETcamYFOxadh0bAY2E5uFzcbmYHOxedh8bAG2EFuELcaWYEuxZdhybAW2EluFrcbWYGuxddh6bAO2EduEbcb+wf7FtmBbsW3YdmwHthPbhe3G9mB7sX3YfuwAdhA7hB3GjmBHsWPYcewEdhI7hZ3GzmBnsXPYeewCdhG7hF3GrmBXsWvYdewGdhO7hd3G7mB3sXvYfewB9hB7hD3GnmBPsWfYc+wF9hJ7hb3G3mBvsXfYe+wD9hH7hH3GvmBfsW/Yd+wH9hP7hf3G/mB/cR+O4CiO4ThO4CRO4TTO4CzO4Twu4CIu4TKu4Cqu4Tpu4CZu4Tbu4C7u4Ql4Mjw5ngJPiafCU+Np8LR4Ojw9ngHPiGfCM+NZ8Kx4Njw7ngPPiSfifjyAB/EQHsYjeBSP4bnw3HgePC+eD8+PF8AL4oXwwngRvCheDC+Ol8BL4qXw0ngZvCxeDi+PV8Ar4pXwyngVvCpeDa+O18Br4rXw2ngdvC5eD6+PN8Ab4o3wxngTvCneDG+Ot8Bb4q3w1ngbvC3eDm+Pd8A74p3wzngXvCveDe+O98B74r3w3ngfvC/eD++PD8AH4oPwwfgQfCg+DB+Oj8BH4qPw0fgYfCw+Dh+PT8An4pPwyfgUfCo+DZ+Oz8Bn4rPw2fgcfC4+D5+PL8AX4ovwxfgSfCm+DF+Or8BX4qvw1fgafC2+Dl+Pb8A34pvwzfg/+L/4Fnwrvg3fju/Ad+K78N34Hnwvvg/fjx/AD+KH8MP4Efwofgw/jp/AT+Kn8NP4Gfwsfg4/j1/AL+KX8Mv4Ffwqfg2/jt/Ab+K38Nv4Hfwufg+/jz/AH+KP8Mf4E/wp/gx/jr/AX+Kv8Nf4G/wt/g5/j3/AP+Kf8M/4F/wr/g3/jv/Af+K/8N/4H/wv4SMQAiUwAicIgiQogiYYgiU4gicEQiQkQiYUQiU0QicMwiQswiYcwiU8IoFIRiQnUhApiVREaiINkZZIR6QnMhAZiUxEZiILkZXIRmQnchA5iUTCTwSIIBEiwkSEiBIxIheRm8hD5CXyEfmJAkRBohBRmChCFCWKEcWJEkRJohRRmihDlCXKEeWJCkRFohJRmahCVCWqEdWJGkRNohZRm6hD1CXqEfWJBkRDohHRmGhCNCWaEc2JFkRLohXRmmhDtCXaEe2JDkRHohPRmehCdCW6Ed2JHkRPohfRm+hD9CX6Ef2JAcRAYhAxmBhCDCWGEcOJEcRIYhQxmhhDjCXGEeOJCcREYhIxmZhCTCWmEdOJGcRMYhYxm5hDzCXmEfOJBcRCYhGxmFhCLCWWEcuJFcRKYhWxmlhDrCXWEeuJDcRGYhOxmfiH+JfYQmwlthHbiR3ETmIXsZvYQ+wl9hH7iQPEQeIQcZg4QhwljhHHiRPESeIUcZo4Q5wlzhHniQvEReIScZm4QlwlrhHXiRvETeIWcZu4Q9wl7hH3iQfEQ+IR8Zh4QjwlnhHPiRfES+IV8Zp4Q7wl3hHviQ/ER+IT8Zn4QnwlvhHfiR/ET+IX8Zv4Q/wlfSRCoiRG4iRBkiRF0iRDsiRH8qRAiqREyqRCqqRG6qRBmqRF2qRDuqRHJpDJyORkCjIlmYpMTaYh05LpyPRkBjIjmYnMTGYhs5LZyOxkDjInmUj6yQAZJENkmIyQUTJG5iJzk3nIvGQ+Mj9ZgCxIFiILk0XIomQxsjhZgixJliJLk2XIsmQ5sjxZgaxIViIrk1XIqmQ1sjpZg6xJ1iJrk3XIumQ9sj7ZgGxINiIbk03IpmQzsjnZgmxJtiJbk23ItmQ7sj3ZgexIdiI7k13IrmQ3sjvZg+xJ9iJ7k33IvmQ/sj85gBxIDiIHk0PIoeQwcjg5ghxJjiJHk2PIseQ4cjw5gZxITiInk1PIqeQ0cjo5g5xJziJnk3PIueQ8cj65gFxILiIXk0vIpeQycjm5glxJriJXk2vIteQ6cj25gdxIbiI3k/+Q/5JbyK3kNnI7uYPcSe4id5N7yL3kPnI/eYA8SB4iD5NHyKPkMfI4eYI8SZ4iT5NnyLPkOfI8eYG8SF4iL5NXyKvkNfI6eYO8Sd4ib5N3yLvkPfI++YB8SD4iH5NPyKfkM/I5+YJ8Sb4iX5NvyLfkO/I9+YH8SH4iP5NfyK/kN/I7+YP8Sf4if5N/yL+Uj0IolMIonCIokqIommIoluIonhIokZIomVIoldIonTIok7Iom3Iol/KoBCoZlZxKQaWkUlGpqTRUWiodlZ7KQGWkMlGZqSxUVioblZ3KQeWkEik/FaCCVIgKUxEqSsWoXFRuKg+Vl8pH5acKUAWpQlRhqghVlCpGFadKUCWpUlRpqgxVlipHlacqUBWpSlRlqgpVlapGVadqUDWpWlRtqg5Vl6pH1acaUA2pRlRjqgnVlGpGNadaUC2pVlRrqg3VlmpHtac6UB2pTlRnqgvVlepGdad6UD2pXlRvqg/Vl+pH9acGUAOpQdRgagg1lBpGDadGUCOpUdRoagw1lhpHjacmUBOpSdRkago1lZpGTadmUDOpWdRsag41l5pHzacWUAupRdRiagm1lFpGLadWUCupVdRqag21llpHrac2UBupTdRm6h/qX2oLtZXaRm2ndlA7qV3UbmoPtZfaR+2nDlAHqUPUYeoIdZQ6Rh2nTlAnqVPUaeoMdZY6R52nLlAXqUvUZeoKdZW6Rl2nblA3qVvUbeoOdZe6R92nHlAPqUfUY+oJ9ZR6Rj2nXlAvqVfUa+oN9ZZ6R72nPlAfqU/UZ+oL9ZX6Rn2nflA/qV/Ub+oP9Zf20QiN0hiN0wRN0hRN0wzN0hzN0wIt0hIt0wqt0hqt0wZt0hZt0w7t0h6dQCejk9Mp6JR0Kjo1nYZOS6ej09MZ6Ix0JjoznYXOSmejs9M56Jx0Iu2nA3SQDtFhOkJH6Ridi85N56Hz0vno/HQBuiBdiC5MF6GL0sXo4nQJuiRdii5Nl6HL0uXo8nQFuiJdia5MV6Gr0tXo6nQNuiZdi65N16Hr0vXo+nQDuiHdiG5MN6Gb0s3o5nQLuiXdim5Nt6Hb0u3o9nQHuiPdie5Md6G70t3o7nQPuifdi+5N96H70v3o/vQAeiA9iB5MD6GH0sPo4fQIeiQ9ih5Nj6HH0uPo8fQEeiI9iZ5MT6Gn0tPo6fQMeiY9i55Nz6Hn0vPo+fQCeiG9iF5ML6GX0svo5fQKeiW9il5Nr6HX0uvo9fQGeiO9id5M/0P/S2+ht9Lb6O30DnonvYveTe+h99L76P30AfogfYg+TB+hj9LH6OP0CfokfYo+TZ+hz9Ln6PP0BfoifYm+TF+hr9LX6Ov0DfomfYu+Td+h79L36Pv0A/oh/Yh+TD+hn9LP6Of0C/ol/Yp+Tb+h39Lv6Pf0B/oj/Yn+TH+hv9Lf6O/0D/on/Yv+Tf+h/zI+BmFQBmNwhmBIhmJohmFYhmN4RmBERmJkRmFURmN0xmBMxmJsxmFcxmMSmGRMciYFk5JJxaRm0jBpmXRMeiYDk5HJxGRmsjBZmWxMdiYHk5NJZPxMgAkyISbMRJgoE2NyMbmZPExeJh+TnynAFGQKMYWZIkxRphhTnCnBlGRKMaWZMkxZphxTnqnAVGQqMZWZKkxVphpTnanB1GRqMbWZOkxdph5Tn2nANGQaMY2ZJkxTphnTnGnBtGRaMa2ZNkxbph3TnunAdGQ6MZ2ZLkxXphvTnenB9GR6Mb2ZPkxfph/TnxnADGQGMYOZIcxQZhgznBnBjGRGMaOZMcxYZhwznpnATGQmMZOZKcxUZhoznZnBzGRmMbOZOcxcZh4zn1nALGQWMYuZJcxSZhmznFnBrGRWMauZNcxaZh2zntnAbGQ2MZuZf5h/mS3MVmYbs53ZwexkdjG7mT3MXmYfs585wBxkDjGHmSPMUeYYc5w5wZxkTjGnmTPMWeYcc565wFxkLjGXmSvMVeYac525wdxkbjG3mTvMXeYec595wDxkHjGPmSfMU+YZ85x5wbxkXjGvmTfMW+Yd8575wHxkPjGfmS/MV+Yb8535wfxkfjG/mT/MX9bHIizKYizOEizJUizNMizLcizPCqzISqzMKqzKaqzOGqzJWqzNOqzLemwCm4xNzqZgU7Kp2NRsGjYtm45Nz2ZgM7KZ2MxsFjYrm43NzuZgc7KJrJ8NsEE2xIbZCBtlY2wuNjebh83L5mPzswXYgmwhtjBbhC3KFmOLsyXYkmwptjRbhi3LlmPLsxXYimwltjJbha3KVmOrszXYmmwttjZbh63L1mPrsw3YhmwjtjHbhG3KNmObsy3YlmwrtjXbhm3LtmPbsx3YjmwntjPbhe3KdmO7sz3Ynmwvtjfbh+3L9mP7swPYgewgdjA7hB3KDmOHsyPYkewodjQ7hh3LjmPHsxPYiewkdjI7hZ3KTmOnszPYmewsdjY7h53LzmPnswvYhewidjG7hF3KLmOXsyvYlewqdjW7hl3LrmPXsxvYjewmdjP7D/svu4Xdym5jt7M72J3sLnY3u4fdy+5j97MH2IPsIfYwe4Q9yh5jj7Mn2JPsKfY0e4Y9y55jz7MX2IvsJfYye4W9yl5jr7M32JvsLfY2e4e9y95j77MP2IfsI/Yx+4R9yj5jn7Mv2JfsK/Y1+4Z9y75j37Mf2I/sJ/Yz+4X9yn5jv7M/2J/sL/Y3+4f9y/k4hEM5jMM5giM5iqM5hmM5juM5gRM5iZM5hVM5jdM5gzM5i7M5h3M5j0vgknHJuRRcSi4Vl5pLw6Xl0nHpuQxcRi4Tl5nLwmXlsnHZuRxcTi6R83MBLsiFuDAX4aJcjMvF5ebycHm5fFx+rgBXkCvEFeaKcEW5YlxxrgRXkivFlebKcGW5clx5rgJXkavEVeaqcFW5alx1rgZXk6vF1ebqcHW5elx9rgHXkGvENeaacE25ZlxzrgXXkmvFtebacG25dlx7rgPXkevEdea6cF25blx3rgfXk+vF9eb6cH25flx/bgA3kBvEDeaGcEO5YdxwbgQ3khvFjebGcGO5cdx4bgI3kZvETeamcFO5adx0bgY3k5vFzebmcHO5edx8bgG3kFvELeaWcEu5ZdxybgW3klvFrebWcGu5ddx6bgO3kdvEbeb+4f7ltnBbuW3cdm4Ht5Pbxe3m9nB7uX3cfu4Ad5A7xB3mjnBHuWPcce4Ed5I7xZ3mznBnuXPcee4Cd5G7xF3mrnBXuWvcde4Gd5O7xd3m7nB3uXvcfe4B95B7xD3mnnBPuWfcc+4F95J7xb3m3nBvuXfce+4D95H7xH3mvnBfuW/cd+4H95P7xf3m/nB/eR+P8CiP8ThP8CRP8TTP8CzP8Twv8CIv8TKv8Cqv8Tpv8CZv8Tbv8C7v8Ql8Mj45n4JPyafiU/Np+LR8Oj49n4HPyGfiM/NZ+Kx8Nj47n4PPySfyfj7AB/kQH+YjfJSP8bn43HwePi+fj8/PF+AL8oX4wnwRvihfjC/Ol+BL8qX40nwZvixfji/PV+Ar8pX4ynwVvipfja/O1+Br8rX42nwdvi5fj6/PN+Ab8o34xnwTvinfjG/Ot+Bb8q341nwbvi3fjm/Pd+A78p34znwXvivfje/O9+B78r343nwfvi/fj+/PD+AH8oP4wfwQfig/jB/Oj+BH8qP40fwYfiw/jh/PT+An8pP4yfwUfio/jZ/Oz+Bn8rP42fwcfi4/j5/PL+AX8ov4xfwSfim/jF/Or+BX8qv41fwafi2/jl/Pb+A38pv4zfw//L/8Fn4rv43fzu/gd/K7+N38Hn4vv4/fzx/gD/KH+MP8Ef4of4w/zp/gT/Kn+NP8Gf4sf44/z1/gL/KX+Mv8Ff4qf42/zt/gb/K3+Nv8Hf4uf4+/zz/gH/KP+Mf8E/4p/4x/zr/gX/Kv+Nf8G/4t/45/z3/gP/Kf+M/8F/4r/43/zv/gf/K/+N/8H/6v4BMQARUwARcIgRQogRYYgRU4gRcEQRQkQRYUQRU0QRcMwRQswRYcwRU8IUFIJiQXUggphVRCaiGNkFZIJ6QXMggZhUxCZiGLkFXIJmQXcgg5hUTBLwSEoBASwkJEiAoxIZeQW8gj5BXyCfmFAkJBoZBQWCgiFBWKCcWFEkJJoZRQWigjlBXKCeWFCkJFoZJQWagiVBWqCdWFGkJNoZZQW6gj1BXqCfWFBkJDoZHQWGgiNBWaCc2FFkJLoZXQWmgjtBXaCe2FDkJHoZPQWegidBW6Cd2FHkJPoZfQW+gj9BX6Cf2FAcJAYZAwWBgiDBWGCcOFEcJIYZQwWhgjjBXGCeOFCcJEYZIwWZgiTBWmCdOFGcJMYZYwW5gjzBXmCfOFBcJCYZGwWFgiLBWWCcuFFcJKYZWwWlgjrBXWCeuFDcJGYZOwWfhH+FfYImwVtgnbhR3CTmGXsFvYI+wV9gn7hQPCQeGQcFg4IhwVjgnHhRPCSeGUcFo4I5wVzgnnhQvCReGScFm4IlwVrgnXhRvCTeGWcFu4I9wV7gn3hQfCQ+GR8Fh4IjwVngnPhRfCS+GV8Fp4I7wV3gnvhQ/CR+GT8Fn4InwVvgnfhR/CT+GX8Fv4I/wVfSIioiIm4iIhkiIl0iIjsiIn8qIgiqIkyqIiqqIm6qIhmqIl2qIjuqInJojJxORiCjGlmEpMLaYR04rpxPRiBjGjmEnMLGYRs4rZxOxiDjGnmCj6xYAYFENiWIyIUTEm5hJzi3nEvGI+Mb9YQCwoFhILi0XEomIxsbhYQiwplhJLi2XEsmI5sbxYQawoVhIri1XEqmI1sbpYQ6wp1hJri3XEumI9sb7YQGwoNhIbi03EpmIzsbnYQmwpthJbi23EtmI7sb3YQewodhI7i13ErmI3sbvYQ+wp9hJ7i33EvmI/sb84QBwoDhIHi0PEoeIwcbg4QhwpjhJHi2PEseI4cbw4QZwoThIni1PEqeI0cbo4Q5wpzhJni3PEueI8cb64QFwoLhIXi0vEpeIycbm4QlwprhJXi2vEteI6cb24QdwobhI3i/+I/4pbxK3iNnG7uEPcKe4Sd4t7xL3iPnG/eEA8KB4SD4tHxKPiMfG4eEI8KZ4ST4tnxLPiOfG8eEG8KF4SL4tXxKviNfG6eEO8Kd4Sb4t3xLviPfG++EB8KD4SH4tPxKfiM/G5+EJ8Kb4SX4tvxLfiO/G9+EH8KH4SP4tfxK/iN/G7+EP8Kf4Sf4t/xL+ST0IkVMIkXCIkUqIkWmIkVuIkXhIkUZIkWVIkVdIkXTIkU7IkW3IkV/KkBCmZlFxKIaWUUkmppTRSWimdlF7KIGWUMkmZpSxSVimblF3KIeWUEiW/FJCCUkgKSxEpKsWkXFJuKY+UV8on5ZcKSAWlQlJhqYhUVComFZdKSCWlUlJpqYxUVionlZcqSBWlSlJlqYpUVaomVZdqSDWlWlJtqY5UV6on1ZcaSA2lRlJjqYnUVGomNZdaSC2lVlJrqY3UVmontZc6SB2lTlJnqYvUVeomdZd6SD2lXlJvqY/UV+on9ZcGSAOlQdJgaYg0VBomDZdGSCOlUdJoaYw0VhonjZcmSBOlSdJkaYo0VZomTZdmSDOlWdJsaY40V5onzZcWSAulRdJiaYm0VFomLZdWSCulVdJqaY20VlonrZc2SBulTdJm6R/pX2mLtFXaJm2Xdkg7pV3SbmmPtFfaJ+2XDkgHpUPSYemIdFQ6Jh2XTkgnpVPSaemMdFY6J52XLkgXpUvSZemKdFW6Jl2Xbkg3pVvSbemOdFe6J92XHkgPpUfSY+mJ9FR6Jj2XXkgvpVfSa+mN9FZ6J72XPkgfpU/SZ+mL9FX6Jn2Xfkg/pV/Sb+mP9Ff2yYiMypiMy4RMypRMy4zMypzMy4IsypIsy4qsypqsy4ZsypZsy47syp6cICeTk8sp5JRyKjm1nEZOK6eT08sZ5IxyJjmznEXOKmeTs8s55JxyouyXA3JQDslhOSJH5ZicS84t55Hzyvnk/HIBuaBcSC4sF5GLysXk4nIJuaRcSi4tl5HLyuXk8nIFuaJcSa4sV5GrytXk6nINuaZcS64t15HryvXk+nIDuaHcSG4sN5Gbys3k5nILuaXcSm4tt5Hbyu3k9nIHuaPcSe4sd5G7yt3k7nIPuafcS+4t95H7yv3k/vIAeaA8SB4sD5GHysPk4fIIeaQ8Sh4tj5HHyuPk8fIEeaI8SZ4sT5GnytPk6fIMeaY8S54tz5HnyvPk+fICeaG8SF4sL5GXysvk5fIKeaW8Sl4tr5HXyuvk9fIGeaO8Sd4s/yP/K2+Rt8rb5O3yDnmnvEveLe+R98r75P3yAfmgfEg+LB+Rj8rH5OPyCfmkfEo+LZ+Rz8rn5PPyBfmifEm+LF+Rr8rX5OvyDfmmfEu+Ld+R78r35PvyA/mh/Eh+LD+Rn8rP5OfyC/ml/Ep+Lb+R38rv5PfyB/mj/En+LH+Rv8rf5O/yD/mn/Ev+Lf+R/yo+BVFQBVNwhVBIhVJohVFYhVN4RVBERVJkRVFURVN0xVBMxVJsxVFcxVMSlGRKciWFklJJpaRW0ihplXRKeiWDklHJpGRWsihZlWxKdiWHklNJVPxKQAkqISWsRJSoElNyKbmVPEpeJZ+SXymgFFQKKYWVIkpRpZhSXCmhlFRKKaWVMkpZpZxSXqmgVFQqKZWVKkpVpZpSXamh1FRqKbWVOkpdpZ5SX2mgNFQaKY2VJkpTpZnSXGmhtFRaKa2VNkpbpZ3SXumgdFQ6KZ2VLkpXpZvSXemh9FR6Kb2VPkpfpZ/SXxmgDFQGKYOVIcpQZZgyXBmhjFRGKaOVMcpYZZwyXpmgTFQmKZOVKcpUZZoyXZmhzFRmKbOVOcpcZZ4yX1mgLFQWKYuVJcpSZZmyXFmhrFRWKauVNcpaZZ2yXtmgbFQ2KZuVf5R/lS3KVmWbsl3ZoexUdim7lT3KXmWfsl85oBxUDimHlSPKUeWYclw5oZxUTimnlTPKWeWccl65oFxULimXlSvKVeWacl25odxUbim3lTvKXeWecl95oDxUHimPlSfKU+WZ8lx5obxUXimvlTfKW+Wd8l75oHxUPimflS/KV+Wb8l35ofxUfim/lT/KX9WnIiqqYiquEiqpUiqtMiqrciqvCqqoSqqsKqqqaqquGqqpWqqtOqqremqCmkxNrqZQU6qp1NRqGjWtmk5Nr2ZQM6qZ1MxqFjWrmk3NruZQc6qJql8NqEE1pIbViBpVY2ouNbeaR82r5lPzqwXUgmohtbBaRC2qFlOLqyXUkmoptbRaRi2rllPLqxXUimoltbJaRa2qVlOrqzXUmmottbZaR62r1lPrqw3UhmojtbHaRG2qNlObqy3UlmortbXaRm2rtlPbqx3UjmontbPaRe2qdlO7qz3UnmovtbfaR+2r9lP7qwPUgeogdbA6RB2qDlOHqyPUkeoodbQ6Rh2rjlPHqxPUieokdbI6RZ2qTlOnqzPUmeosdbY6R52rzlPnqwvUheoidbG6RF2qLlOXqyvUleoqdbW6Rl2rrlPXqxvUjeomdbP6j/qvukXdqm5Tt6s71J3qLnW3ukfdq+5T96sH1IPqIfWwekQ9qh5Tj6sn1JPqKfW0ekY9q55Tz6sX1IvqJfWyekW9ql5Tr6s31JvqLfW2eke9q95T76sP1IfqI/Wx+kR9qj5Tn6sv1JfqK/W1+kZ9q75T36sf1I/qJ/Wz+kX9qn5Tv6s/1J/qL/W3+kf9q/k0REM1TMM1QiM1SqM1RmM1TuM1QRM1SZM1RVM1TdM1QzM1S7M1R3M1T0vQkmnJtRRaSi2VllpLo6XV0mnptQxaRi2TllnLomXVsmnZtRxaTi1R82sBLaiFtLAW0aJaTMul5dbyaHm1fFp+rYBWUCukFdaKaEW1YlpxrYRWUiulldbKaGW1clp5rYJWUaukVdaqaFW1alp1rYZWU6ul1dbqaHW1elp9rYHWUGukNdaaaE21ZlpzrYXWUmultdbaaG21dlp7rYPWUeukdda6aF21blp3rYfWU+ul9db6aH21flp/bYA2UBukDdaGaEO1YdpwbYQ2UhuljdbGaGO1cdp4bYI2UZukTdamaFO1adp0bYY2U5ulzdbmaHO1edp8bYG2UFukLdaWaEu1ZdpybYW2UlulrdbWaGu1ddp6bYO2Udukbdb+0f7VtmhbtW3adm2HtlPbpe3W9mh7tX3afu2AdlA7pB3WjmhHtWPace2EdlI7pZ3WzmhntXPaee2CdlG7pF3WrmhXtWvade2GdlO7pd3W7mh3tXvafe2B9lB7pD3WnmhPtWfac+2F9lJ7pb3W3mhvtXfae+2D9lH7pH3WvmhftW/ad+2H9lP7pf3W/mh/dZ+O6KiO6bhO6KRO6bTO6KzO6bwu6KIu6bKu6Kqu6bpu6KZu6bbu6K7u6Ql6Mj25nkJPqafSU+tp9LR6Oj29nkHPqGfSM+tZ9Kx6Nj27nkPPqSfqfj2gB/WQHtYjelSP6bn03HoePa+eT8+vF9AL6oX0wnoRvaheTC+ul9BL6qX00noZvaxeTi+vV9Ar6pX0ynoVvapeTa+u19Br6rX02nodva5eT6+vN9Ab6o30xnoTvaneTG+ut9Bb6q301nobva3eTm+vd9A76p30znoXvaveTe+u99B76r303nofva/eT++vD9AH6oP0wfoQfag+TB+uj9BH6qP00foYfaw+Th+vT9An6pP0yfoUfao+TZ+uz9Bn6rP02focfa4+T5+vL9AX6ov0xfoSfam+TF+ur9BX6qv01foafa2+Tl+vb9A36pv0zfo/+r/6Fn2rvk3fru/Qd+q79N36Hn2vvk/frx/QD+qH9MP6Ef2ofkw/rp/QT+qn9NP6Gf2sfk4/r1/QL+qX9Mv6Ff2qfk2/rt/Qb+q39Nv6Hf2ufk+/rz/QH+qP9Mf6E/2p/kx/rr/QX+qv9Nf6G/2t/k5/r3/QP+qf9M/6F/2r/k3/rv/Qf+q/9N/6H/2v4TMQAzUwAzcIgzQogzYYgzU4gzcEQzQkQzYUQzU0QzcMwzQswzYcwzU8I8FIZiQ3UhgpjVRGaiONkdZIZ6Q3MhgZjUxGZiOLkdXIZmQ3chg5jUTDbwSMoBEywkbEiBoxI5eR28hj5DXyGfmNAkZBo5BR2ChiFDWKGcWNEkZJo5RR2ihjlDXKGeWNCkZFo5JR2ahiVDWqGdWNGkZNo5ZR26hj1DXqGfWNBkZDo5HR2GhiNDWaGc2NFkZLo5XR2mhjtDXaGe2NDkZHo5PR2ehidDW6Gd2NHkZPo5fR2+hj9DX6Gf2NAcZAY5Ax2BhiDDWGGcONEcZIY5Qx2hhjjDXGGeONCcZEY5Ix2ZhiTDWmGdONGcZMY5Yx25hjzDXmGfONBcZCY5Gx2FhiLDWWGcuNFcZKY5Wx2lhjrDXWGeuNDcZGY5Ox2fjH+NfYYmw1thnbjR3GTmOXsdvYY+w19hn7jQPGQeOQcdg4Yhw1jhnHjRPGSeOUcdo4Y5w1zhnnjQvGReOScdm4Ylw1rhnXjRvGTeOWcdu4Y9w17hn3jQfGQ+OR8dh4Yjw1nhnPjRfGS+OV8dp4Y7w13hnvjQ/GR+OT8dn4Ynw1vhnfjR/GT+OX8dv4Y/w1fSZioiZm4iZhkiZl0iZjsiZn8qZgiqZkyqZiqqZm6qZhmqZl2qZjuqZnJpjJzORmCjOlmcpMbaYx05rpzPRmBjOjmcnMbGYxs5rZzOxmDjOnmWj6zYAZNENm2IyYUTNm5jJzm3nMvGY+M79ZwCxoFjILm0XMomYxs7hZwixpljJLm2XMsmY5s7xZwaxoVjIrm1XMqmY1s7pZw6xp1jJrm3XMumY9s77ZwGxoNjIbm03MpmYzs7nZwmxptjJbm23MtmY7s73ZwexodjI7m13MrmY3s7vZw+xp9jJ7m33MvmY/s785wBxoDjIHm0PMoeYwc7g5whxpjjJHm2PMseY4c7w5wZxoTjInm1PMqeY0c7o5w5xpzjJnm3PMueY8c765wFxoLjIXm0vMpeYyc7m5wlxprjJXm2vMteY6c725wdxobjI3m/+Y/5pbzK3mNnO7ucPcae4yd5t7zL3mPnO/ecA8aB4yD5tHzKPmMfO4ecI8aZ4yT5tnzLPmOfO8ecG8aF4yL5tXzKvmNfO6ecO8ad4yb5t3zLvmPfO++cB8aD4yH5tPzKfmM/O5+cJ8ab4yX5tvzLfmO/O9+cH8aH4yP5tfzK/mN/O7+cP8af4yf5t/zL+Wz0Is1MIs3CIs0qIs2mIs1uIs3hIs0ZIs2VIs1dIs3TIs07Is23Is1/KsBCuZldxKYaW0UlmprTRWWiudld7KYGW0MlmZrSxWViubld3KYeW0Ei2/FbCCVsgKWxErasWsXFZuK4+V18pn5bcKWAWtQlZhq4hV1CpmFbdKWCWtUlZpq4xV1ipnlbcqWBWtSlZlq4pV1apmVbdqWDWtWlZtq45V16pn1bcaWA2tRlZjq4nV1GpmNbdaWC2tVlZrq43V1mpntbc6WB2tTlZnq4vV1epmdbd6WD2tXlZvq4/V1+pn9bcGWAOtQdZga4g11BpmDbdGWCOtUdZoa4w11hpnjbcmWBOtSdZka4o11ZpmTbdmWDOtWdZsa44115pnzbcWWAutRdZia4m11FpmLbdWWCutVdZqa4211lpnrbc2WButTdZm6x/rX2uLtdXaZm23dlg7rV3WbmuPtdfaZ+23DlgHrUPWYeuIddQ6Zh23TlgnrVPWaeuMddY6Z523LlgXrUvWZeuKddW6Zl23blg3rVvWbeuOdde6Z923HlgPrUfWY+uJ9dR6Zj23XlgvrVfWa+uN9dZ6Z723PlgfrU/WZ+uL9dX6Zn23flg/rV/Wb+uP9df22YiN2piN24RN2pRN24zN2pzN24It2pIt24qt2pqt24Zt2pZt247t2p6dYCezk9sp7JR2Kju1ncZOa6ez09sZ7Ix2JjuzncXOamezs9s57Jx2ou23A3bQDtlhO2JH7Zidy85t57Hz2vns/HYBu6BdyC5sF7GL2sXs4nYJu6Rdyi5tl7HL2uXs8nYFu6Jdya5sV7Gr2tXs6nYNu6Zdy65t17Hr2vXs+nYDu6HdyG5sN7Gb2s3s5nYLu6Xdym5tt7Hb2u3s9nYHu6Pdye5sd7G72t3s7nYPu6fdy+5t97H72v3s/vYAe6A9yB5sD7GH2sPs4fYIe6Q9yh5tj7HH2uPs8fYEe6I9yZ5sT7Gn2tPs6fYMe6Y9y55tz7Hn2vPs+fYCe6G9yF5sL7GX2svs5fYKe6W9yl5tr7HX2uvs9fYGe6O9yd5s/2P/a2+xt9rb7O32Dnunvcvebe+x99r77P32Afugfcg+bB+xj9rH7OP2Cfukfco+bZ+xz9rn7PP2Bfuifcm+bF+xr9rX7Ov2Dfumfcu+bd+x79r37Pv2A/uh/ch+bD+xn9rP7Of2C/ul/cp+bb+x39rv7Pf2B/uj/cn+bH+xv9rf7O/2D/un/cv+bf+x/zo+B3FQB3Nwh3BIh3Joh3FYh3N4R3BER3JkR3FUR3N0x3BMx3Jsx3Fcx3MSnGROcieFk9JJ5aR20jhpnXROeieDk9HJ5GR2sjhZnWxOdieHk9NJdPxOwAk6ISfsRJyoE3NyObmdPE5eJ5+T3yngFHQKOYWdIk5Rp5hT3CnhlHRKOaWdMk5Zp5xT3qngVHQqOZWdKk5Vp5pT3anh1HRqObWdOk5dp55T32ngNHQaOY2dJk5Tp5nT3GnhtHRaOa2dNk5bp53T3ungdHQ6OZ2dLk5Xp5vT3enh9HR6Ob2dPk5fp5/T3xngDHQGOYOdIc5QZ5gz3BnhjHRGOaOdMc5YZ5wz3pngTHQmOZOdKc5UZ5oz3ZnhzHRmObOdOc5cZ54z31ngLHQWOYudJc5SZ5mz3FnhrHRWOaudNc5aZ52z3tngbHQ2OZudf5x/nS3OVmebs93Z4ex0djm7nT3OXmefs9854Bx0DjmHnSPOUeeYc9w54Zx0TjmnnTPOWeecc9654Fx0LjmXnSvOVeeac9254dx0bjm3nTvOXeeec9954Dx0HjmPnSfOU+eZ89x54bx0XjmvnTfOW+ed89754Hx0PjmfnS/OV+eb89354fx0fjm/nT/OX9fnIi7qYi7uEi7pUi7tMi7rci7vCq7oSq7sKq7qaq7uGq7pWq7tOq7rem6Cm8xN7qZwU7qp3NRuGjetm85N72ZwM7qZ3MxuFjerm83N7uZwc7qJrt8NuEE35IbdiBt1Y24uN7ebx83r5nPzuwXcgm4ht7BbxC3qFnOLuyXckm4pt7Rbxi3rlnPLuxXcim4lt7Jbxa3qVnOruzXcmm4tt7Zbx63r1nPruw3chm4jt7HbxG3qNnObuy3clm4rt7Xbxm3rtnPbux3cjm4nt7Pbxe3qdnO7uz3cnm4vt7fbx+3r9nP7uwPcge4gd7A7xB3qDnOHuyPcke4od7Q7xh3rjnPHuxPcie4kd7I7xZ3qTnOnuzPcme4sd7Y7x53rznPnuwvche4id7G7xF3qLnOXuyvcle4qd7W7xl3rrnPXuxvcje4md7P7j/uvu8Xd6m5zt7s73J3uLne3u8fd6+5z97sH3IPuIfewe8Q96h5zj7sn3JPuKfe0e8Y9655zz7sX3IvuJfeye8W96l5zr7s33JvuLfe2e8e9695z77sP3IfuI/ex+8R96j5zn7sv3JfuK/e1+8Z9675z37sf3I/uJ/ez+8X96n5zv7s/3J/uL/e3+8f96/k8xEM9zMM9wiM9yqM9xmM9zuM9wRM9yZM9xVM9zdM9wzM9y7M9x3M9z0vwknnJvRReSi+Vl9pL46X10nnpvQxeRi+Tl9nL4mX1snnZvRxeTi/R83sBL+iFvLAX8aJezMvl5fbyeHm9fF5+r4BX0CvkFfaKeEW9Yl5xr4RX0ivllfbKeGW9cl55r4JX0avkVfaqeFW9al51r4ZX06vl1fbqeHW9el59r4HX0GvkNfaaeE29Zl5zr4XX0mvltfbaeG29dl57r4PX0evkdfa6eF29bl53r4fX0+vl9fb6eH29fl5/b4A30BvkDfaGeEO9Yd5wb4Q30hvljfbGeGO9cd54b4I30ZvkTfameFO9ad50b4Y305vlzfbmeHO9ed58b4G30FvkLfaWeEu9Zd5yb4W30lvlrfbWeGu9dd56b4O30dvkbfb+8f71tnhbvW3edm+Ht9Pb5e329nh7vX3efu+Ad9A75B32jnhHvWPece+Ed9I75Z32znhnvXPeee+Cd9G75F32rnhXvWvede+Gd9O75d327nh3vXvefe+B99B75D32nnhPvWfec++F99J75b323nhvvXfee++D99H75H32vnhfvW/ed++H99P75f32/nh/E3wJSAKagCXgCUQCmUAl0AlMApvAJfAJQoKYICXICUqCmqAl6AlGgplgJdgJToKb4CUkJCRLSJ6QIiFlQqqE1AlpEtImpEtIn5AhIWNCpoTMCVkSsiZkS8iekCMhZ0Jigj8hkBBMCCWEEyIJ0YRYQq6E3FTXdi0Ti/gL//cs+v89Azn/eyb+9wz89wz+9wz99wz/94z894z+94z99yz43/O//MD/8ov9f8/gfz3B/3qC/v/7LFasyP/79OfM+X9z/KHChelyDds2Lds0e87/HYn/O/z/O0L/O8L/OyL/O6L/O2LM//73nPErMX7541cgfgXjVyh+heNXPM8fz/PH8/zxPH88zx9P8cdT/JH4Fc8LxPMC8bxAPC8QzwvEf18gnhyIJwfiycF4XjCeF4znBeN5wXheMJ4XjOcFo/Er/ktD8eRQPDkUTw7Fk0Px5FA8ORRPDsV/aSieHI7nheMp4XhKOJ4SjqeE4ymR+K+KxFMi8V8ViedF4nmReEoEUuJ/30j8V0XjydF4cjSeHI0nR+PJ0fgvjcY7ovHkaDw5Fs+LxfNi8bxYPCUWT4nFf2ksnheLsfF/44lw+uEMwBmCMwxnBM4onJCbmBNOqEiEikSoSAzCCbmJkJsIuX7I9UOuH8L8EOaHn+6Hn+6HXD/kBiA3ALkB+L0BqAhARQAqAlARgL9FANoC0BaEtiC0BaEtCG1BaAtCWxDagtAWhLYgtIWgLQRtIWgLQVsI2kLQFoK2ELSFoC0EbWFoC0NbGNrC0BaGtjC0haEtDG1haAtDWwTaItAWgbYItEWgLQJtEWiLQFsE2iLQFoW2KLRFoS0KbVFoi0JbFNqi0BaFtii0xaAtBm0xaItBWwzaYtAWg7YYtMWgDST4P29SOBPh9MMZgDMIZwjOMJwROKNwQhv44Acf/OCDH3zwgw/+RGhLhDZQww9q+EENP6jhBzX8fmgDQPwAiB8A8QMgfj+0gSV+sMQPlvjBEj9Y4gdL/GCJHyzxgyV+sMQPlvjBEj9Y4gdL/GCJHyzxgyV+sMQPlvjBEj9Y4gdL/GCJHyzxgyV+sMQPlvjBEj9Y4gdL/ACIHwDxAyB+AMQPgPgBED8A4gdA/ACIHwDxAyB+AMQPVPiBCj9Q4Qcq/ECFH6jwAxV+oMIPVPjBBz/44Acf/ICCH1DwAwp+QMEPKPgBBT+g4AcU/ICCHyTwgwR+kCAAEgRAggBIEAAJAiBBACQIgAQBkCAAEgRAggBIEAAJAiBBACQIgAQBkCAAEgRAggBIEAAJAiBBACQIgAQBkCAAEgRAggBIEAAJAiBBACQIgAQBkCAAEgRAggBIEAAJAjD/AMw/APMPwPwDMP8AzD8A8w/A/AMw/wBsPgCbD8DQAzD0AAw9AEMPwNADMPQADD0AQw+EklTA3wI2H4ChB2DoAVh3ANYdgEkHYNIBmHQAvgkC8E0QgEkHYNIBmHQAJh2ASQdg0gF45Qdg0gGYdAAmHYBXfgDWHYB1B2DdAVh3ANYdgHUHYNIB2HEAdhyAHQdhvEEYbxDGG4TxBmG8QRhvEMYbhPEGYbxBWGwQFhuExQZhsUFYbBAWG4TFBmGxQVhsEBYbhMUGYbFBWGwQFhuExQZhsUFYbBAWG4TFBmGxQVhsEBYbhMUGYbFBWGwQ3t1BWGwQFhuExQZhsUFYbBAWG4TFBmGxQXhhB2G8QVhsEBYbhMUGYbFB2GYwlCQBfi9sMwgv4SBsMwjbDMJLOAgzDcJMg/ASDsJig7DYICw2CIsNwmKD8GoOwqs5CDsOwo6DsOMg7DgIOw7CjoPwag7CpIMw6SBMOgiTDsKkgzDpIEw6CJMOwqSDMOkgTDoIL+wgrDsIL+wgfMUHYfNB2HwQNh+Cd3cI5h+C+Ydg/iGYfwjmH4L5h2D+IZh/COYfgnd3CCQIgQQhkCAEEoRAghBIEAIJQiBBCCQIgQQhkCAEEoRAghBIEAIJQiBBCCQIgQQhkCAEEoRAghBIEAIJQiBBCCQIgQQheI2HAIUQoBACFEKAQghQCAEKIUAhBCiEAIUQoBCCN3oIvuJDQEUIqAgBFSGgIgQv9xC83EMASAgACQEgIQAkBC/3EFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCD1HwIQo+RMGHKPgQBR+i4EMUfIiCD1HwIQo+RMGHKPgQBR+i4EMUfIiCD1HwIQo+RAGFKKAQBRSigEIUUIiCBFGQIAoSREGCKEgQBQmiIEEU5h+F+Udh/lEYehSGHoWhR2HoMRh6DIYeg6HHYOgxGHoMhh6Docdg6DEYegyGHoOhx2DoMRh6DIYeg6HHYOgxGHoMhh6Docdg6DEYegyGHoOhx2DoMRh6DIYeg6HHYOgxGHoMhh6Docdg6DEYegyGHoOhx2DoMRh6DIYeg6HHYOgxGHoMhh6Docdg6DEYegyGHoOhx2DoMRh6DIYeg6HHYOgxGHoMPhpi8NEQg4+GGHw0xACFGKAQAxRigEIMUIgBCjFAIQYoxACFGKAQAxRigEIMUIgBCjFAIQYoxACFGKAQAxRi8NEQAx9i4EMMfIiBDzHwIQYfDTGgIgZUxICKGFARAypiQEUMqIjBR0MM1IiBGjFQIwYfDTH4aIiBJTGwJAaWxGIx7r8zMWfOnEnuxCS3P8kdgDsxmOQOJbnDSe5Ikjua5E7S60/S60/S60/S60/S60/S60/S60/S60/S60/S60/SG0jSG0jSG0jSG0jSG0jSG0jSG0jSG0jSG0jSG0jSG0zSG0zSG0zSG0zSG0zSG0zSG0zSG0zSG0zSG0zSG0rSG0rSG0rSG0rSG0rSG0rSG0rSG0rSG0rSG0rSG07SG07SG07SG07SG07SG07SG07SG07SG07SG07SG0nSG0nSG0nSG0nSG0nSG0nSG0nSG0nSG0nSG0nSG83JNG/Ts0OL/3P541cgfgXjVzh+ReJX9H9XLJ4SS4xf8bxYPC8Wz4uF4lc8ORZPjkFy7L/r/8w5fiXGL3/8CsSvYPwKxa9w/IrEr2j8inckxjsS4x2J8Y7EeEdivCMx3pEY70iMdyTGOxLjHf54hz/e4Y93+OMd/niHP97hj3f44x3+eIc/3hGIdwTiHYF4RyDeEYh3BOIdgXhHIN4RiHcE4h3BeEcw3hGMdwTjHcF4RzDeEYx3BOMdwXhHMN4RineE4h2heEco3hGKd4TiHaF4RyjeEYp3hOId4XhHON4RjneE4x3heEc43hGOd4TjHeF4RzjeEYl3ROIdkXhHJN4RiXdE4h2ReEck3vH/FHHHxhIcORAFXboPFKpn/XeMVJintbQ1yotVMvBsPBtK/vtsaPpP03+a/vtsqPtP3X/q/vts6PxP5386/9P5n87/dP6n8z+d/+n8T+ej89H56Hx0PjofnY/OR+ej89H56Hx0PjofnY/OR+ej89H56Hx0PjofnY/OR+ej89H56Hx0PjofnY/OR+ej89H56Hx0PjofnY/OR+ej89H56Hx0PjofnY/OR+ej89H56Hx0PjofnY/OR+ej89H56Hx0PjofnY/OR+ej89H56Hx0PjofnY/OR+ej89H56Hx0PjofnY/OR+ej89H56Hx0PjofnY/OR+ej81H3qHvUPeoedY+6R92j7vn9/5f/+/pV96p71b3qXnWvulfdq+5V96p71b3qXnWvulfdq+5V96p71b3qXnWvulfdq+5V96p71b3qXnWvulfdq+5V96p71b3qXnWvulfdq+5V96p71b3qXnWvulfdq+5V96p71b3qXnWvulfdq+5V96p71b3qXnWvulfdq+5V96p71b3qXnWvulfdq+5V96p71b3qXnWvulfdq+5V96p71b3qXnWvulfdq+5V9/oXX52vzlfnq/PV+ep8db46X52vzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/npvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6vzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/NP5p/NP55/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn899/nc///uv839ef13itV7zOq17P6/Oy8Wfjz8afjT8bfzb+bPzZ+LPxZ+PPxtgYG2NjbIyNsTE2xsbYGBtrY22sjbWxNtbG2lgba2NtxEZsxEZsxEZsxEZsxEZsnI2zcTbOxtk4G2fjbJyNs1EbtVEbtVEbtVEbtVEbtfFsPBvPxrPxbDwbz8az8Ww8G5+Nz8Zn47Px2fhsfDY+G5+Nz8bPxs/Gz8bPxs/Gz8bPxs/Gz4bOKbih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCG/ZtiLeh24ZGGwZtiLIhyoYoG6JsiLIhyoYoG6JsiLIhyoYoG6JsiLIhyoYoG6JsiLIhyoYoG6JsiLIhyoYoG6JsiLIhyoYoG6JsiLIhyoYoG6JsiLIhyoYoG6JsiLIhyoYo+/dlQzNs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5Stu2rLlq27akuZrbtq667akmfrrtq6q7buqq27auuu2rqrtu6qrbtqS7Ktu2rLtK27auuu2rqrtu6qrbtqS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbfs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy76FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr7FXbVQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXNyCCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysM9Hu7xcI+Hezzc4+EeD/d4uMfDPR7u8XCPh3s83OPhHg/3eLjHwz0e7vFwj4d7PNzj4R4P93i4x8M9Hu7xcI+Hezzc4+EeD/d4uMfDPR7u8XCPh3s83OPhHg/3eLjHwz0e7t/X3z8C756SAAAAeJzVlgd3VOXahvczAwiZhEkwk0ICGwsohmqBEVGGFkroZEMSIAhEek0RKYGAAjYEe1dUrGMJG1REmg3sqICCWLB3QcVe8t3D7f2tc9b5AS4jV65r10xYvK/PukbB7sMDzwd2OFHHDez82+860cDbjhfYD78F7/vbb8J74T3wbvgN+HV4G7wV3gJvdjynXuCAczooBMH/rzKwFuwB9Z1peJM5ITxvTnrgaacXKAOV4BpQH/duxbW1eKM5LQIXbWiUZf1bbAxcqFiqWKKoUSxWLFJUKxYqFijmK+YpLlDMVZyvqFJUKioUcxSzFbMUMxUzFNMV0xRTFVMUkxWTFBMV5ynKFBMU4xXjFOcqxipKFWMUoxWjFCWKYkWRYqRihMJTFCqGK4YphiqGKAYrBikGKgYoChT9Ff0UfRV9FPmK3opeip6KHoruipiim+IcxdmKroqzFF0UZyqiis6KToozFKcrTlOcquio6KBor2inaKtoo8hTnKJorThZcZKilaKl4kTFCYrjFccpWihcRXNFM0WuIkfRVJGtyFJkKjIUEUW64lhFE0WaIlURVjRWpCiSFSFFkqKRoqHiGEUDRX1FPUVQEVCYwvk7rE7xl+JPxR+K3xW/KX5V/KL4WfGT4kfFEcUPiu8V3ykOKw4pvlV8o/ha8ZXiS8UXis8Vnyk+VXyi+FjxkeJDxQeKg4r3Fe8p3lW8ozigeFuxX7FP8ZbiTcVexR7FbsUbitcVryl2KV5VvKJ4WfGS4kXFC4rnFTsVOxTPKZ5VPKN4WvGUYrtim2KrYotis+JJxSbFE4qNiscVjykeVWxQrFf4inWKWsUjiocVDykeVMQVDyjuV9ynuFdxj+JuxVrFXYo7FXco1ihuV9ymuFVxi+JmxU2KGxU3KK5XXKe4VnGN4mrFVYorFasVqxRXKFYqLldcprhUcYniYsUKxXLFMoXGHtPYYxp7TGOPaewxjT2mscc09pjGHtPYYxp7TGOPaewxjT2mscc09pjGHtPYY+UKzT+m+cc0/5jmH9P8Y5p/TPOPaf4xzT+m+cc0/5jmH9P8Y5p/TPOPaf4xzT+m+cc0/5jmH9P8Y5p/TPOPaf4xzT+m+cc0/5jmH9P8Y5p/TPOPaf4xjT2mscc09pimHdO0Y5p2TNOOadoxTTumacc07ZimHeu5PhEbAxf5zc9xMTP7zSPQUh4t8Zt3gWp4tJha5DdPhqp5tJBaQM2n5vnNukMX+M16QnOp86kqXqvkUQVVzpNz/GY9oNnULGomb5lBTaem+bm9oanUFGoyNYma6Of2gs7jURk1gRpPjaPOpcZSpXxuDI9GU6OoEqqYKqJGUiMojyqkhlPDqKHUEGowNYgaSA2gCqj+fk4/qB/V18/pD/Wh8v2cAqi3nzMA6kX1pHrwWnc+F6O68blzqLOprrzzLKoLHz+TilKdqU7UGXzZ6dRpfMupVEeqA1/WnmrH59pSbag86hSqNXUydRJf3YpqyXeeSJ1AHc9XH0e14HMu1ZxqRuVSOVRTv+kgKJvK8psOhjKpDJ6MUOk8eSzVhErjtVQqzJONqRQqmddCVBLViNcaUsdQDfzsIVB9P3soVI8K8mSAR0Y5R2V11F9Hb7E/efQH9Tv1G6/9yqNfqJ+pn6gf/axC6IifNRz6gUffU99Rh3ntEI++pb6hvua1r6gvefIL6nPqM+pT3vIJjz7m0Uc8+pD6gDrIa+9T7/Hku9Q71AHqbd6yn0f7qLf8zJHQm37mCGgvtYcnd1NvUK9Tr/GWXdSrPPkK9TL1EvUib3mBep4nd1I7qOeoZ6lneOfTPHqK2k5t47Wt1Bae3Ew9SW2inqA28s7HefQY9Si1gVrvZ3SDfD9jFLSOqqUeoR6mHqIepOLUA34G9mu7n2+5j7qX1+6h7qbWUndRd1J3UGuo2/my2/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')format("woff");}.ff4{font-family:ff4;line-height:1.364258;font-style:normal;font-weight:normal;visibility:visible;}
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class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">  </div><div class="t m0 x1 h2 y3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0">SPRAWOZDANIE ZA<span class="_ _0"></span>RZĄDU<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x3 h3 y5 ff1 fs1 fc0 sc0 ls0 ws0"> <span class="ff2">Z DZIAŁALNOŚCI TESGAS S.<span class="_ _0"></span>A.</span> </div><div class="t m0 x4 h3 y6 ff1 fs1 fc0 sc0 ls0 ws0">ORAZ  </div><div class="t m0 x5 h3 y7 ff2 fs1 fc0 sc0 ls0 ws0">GRUPY KAPITAŁOWEJ TESG<span class="_ _0"></span>AS <span class="ff1"> </span></div><div class="t m0 x6 h3 y8 ff1 fs1 fc0 sc0 ls0 ws0"> ZA OKRES </div><div class="t m0 x7 h3 y9 ff1 fs1 fc0 sc0 ls0 ws0">OD 1 STYCZNIA <span class="_ _0"></span>2024 ROKU DO 31 GRUD<span class="_ _0"></span>NIA 2024 ROK<span class="_ _0"></span>U </div><div class="t m0 x1 h2 ya ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yb ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yd ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yf ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y10 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y11 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y12 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y13 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y16 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y18 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y19 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y20 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y21 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y22 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y23 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y24 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y25 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y26 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y27 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y28 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y29 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y2a ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y2b ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y2c ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y2d ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y2e ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y2f ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y30 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y31 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y32 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y33 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y34 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y35 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y36 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y37 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y38 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h5 y39 ff2 fs2 fc0 sc0 ls0 ws0">DĄBROWA, DNIA <span class="_ _1"></span><span class="ff1 ls1">25 <span class="ls0">KWIETNIA </span>202<span class="ls0">5 ROKU<span class="ff3 fs0"> </span></span></span></div><div class="t m0 x1 h4 y3a ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y3b w3 h6"><div class="t m0 x9 h7 y3c ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y3d w3 h8"><div class="t m0 xa h7 y3e ff4 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona 2 <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h2 y47 ff1 fs0 fc0 sc0 ls0 ws0">SPIS <span class="ff2">TREŚCI</span> </div><div class="t m0 x1 hd y48 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 he y49 ff2 fs0 fc0 sc0 ls0 ws0">Rozdział I: Podstawowe dane o TESGAS S.A. i Grupi<span class="_ _1"></span>e Kapitałowej TESGAS<span class="_ _0"></span><span class="ff3"> <span class="_ _2"></span><span class="ls4">_____________________________________<span class="ls0"> <span class="_ _3"> </span>5<span class="fs4"> </span></span></span></span></div><div class="t m0 x12 he y4a ff6 fs0 fc0 sc0 ls3 ws0">1.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Powstanie i przedmiot działalności TESGAS S.A. i G<span class="_ _1"></span>rupy Kapitałowej TESGAS<span class="ff6"> <span class="ls4">________________________________</span>_ <span class="_ _3"> </span>5<span class="ff3 fs4"> </span></span></span></span></div><div class="t m0 x12 he y4b ff6 fs0 fc0 sc0 ls3 ws0">2.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Zmiany w podstawowych zasadach zarządzania Spółką dominując<span class="_ _1"></span>ą i Grupą Kapitałową<span class="_ _0"></span><span class="ff6"> <span class="_ _5"> </span><span class="ls4">_______________________</span> <span class="_ _3"> </span>6<span class="ff3 fs4"> </span></span></span></span></div><div class="t m0 x12 he y4c ff6 fs0 fc0 sc0 ls3 ws0">3.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Informacja o powiązaniach organizacyjnych lub kapitałowych Emitenta z innymi podmiotami<span class="ff6"> <span class="_ _6"></span><span class="ls4">___________________<span class="ls0"> <span class="_ _3"> </span>6<span class="ff3 fs4"> </span></span></span></span></span></span></div><div class="t m0 x12 he y4d ff6 fs0 fc0 sc0 ls3 ws0">4.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Zmiany zaangażowania kapitałowego w Grupie Kapitałowej TESGAS<span class="ff6"> <span class="_ _1"></span><span class="ls4">_______________________________________<span class="ls0">  6<span class="ff3 fs4"> </span></span></span></span></span></span></div><div class="t m0 x11 he y4e ff2 fs0 fc0 sc0 ls0 ws0">Rozdział II: Organy Spółki dominującej<span class="ff3"> <span class="_ _1"></span><span class="ls4">__________________________________________________________________<span class="ls0">  7<span class="fs4"> </span></span></span></span></div><div class="t m0 x11 he y4f ff3 fs0 fc0 sc0 ls3 ws0">1.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff7 fs0">Zarząd Spółki dominującej<span class="ff3"> <span class="ls4">________________________________________________________________________</span> <span class="_ _3"> </span>7</span></span> </span></div><div class="t m0 x11 he y50 ff3 fs0 fc0 sc0 ls3 ws0">2.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff7 fs0">Umowy zawarte między Emitentem a osobami zarządzającymi, przewidujące re<span class="_ _1"></span>kompensatę w przypadku ich </span></span></div><div class="t m0 x11 h4 y51 ff7 fs0 fc0 sc0 ls0 ws0">rezygnacji lub zwolnienia z zajmowanego stanowiska bez ważnej przyczyny lub gd<span class="_ _1"></span>y ich odwołanie lub zwolnienie </div><div class="t m0 x11 he y52 ff7 fs0 fc0 sc0 ls0 ws0">następuje z powodu połączenia emitenta przez przejęcie<span class="ff3">  <span class="ls4">___________________________________________________</span> <span class="_ _3"> </span>7<span class="fs4"> </span></span></div><div class="t m0 x11 he y53 ff3 fs0 fc0 sc0 ls3 ws0">3.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff7 fs0">Informacje o wszelkich zobowiązaniach wynikających z emerytu<span class="_ _1"></span>r i świadczeń o podobnym charakterze dla byłych </span></span></div><div class="t m0 x11 h4 y54 ff7 fs0 fc0 sc0 ls0 ws0">osób zarządzających, nadzorujących albo byłych członków organów admin<span class="_ _1"></span>istrujących oraz o zobowiązaniach zaciągniętych </div><div class="t m0 x11 he y55 ff7 fs0 fc0 sc0 ls0 ws0">w związku z tymi emeryturami, ze wskazaniem kwoty ogółem dla każdej kategorii<span class="_ _1"></span> organu<span class="_ _0"></span><span class="ff3"> <span class="_ _6"></span><span class="ls4">_________________________<span class="ls0"> <span class="_ _3"> </span>7<span class="fs4"> </span></span></span></span></div><div class="t m0 x11 he y56 ff3 fs0 fc0 sc0 ls3 ws0">4.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff7 fs0">Rada Nadzorcza Spółki dominującej<span class="ff3"> <span class="_ _5"> </span><span class="ls4">________________________________________________________________</span> <span class="_ _3"> </span>7</span></span> </span></div><div class="t m0 x11 he y57 ff2 fs0 fc0 sc0 ls0 ws0">Rozdział III: Akcjonariat<span class="ff3"> <span class="_ _8"></span><span class="ls4">______________________________________________________________________________</span> <span class="_ _3"> </span>9<span class="fs4"> </span></span></div><div class="t m0 x11 he y58 ff3 fs0 fc0 sc0 ls3 ws0">1.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff7 fs0">Określenie łącznej liczby akcji i wartości nominaln<span class="_ _1"></span>ej akcji Emitenta<span class="_ _0"></span><span class="ff3"> <span class="_ _9"></span><span class="ls4">_______________________________________</span> <span class="_ _3"> </span>9<span class="fs4"> </span></span></span></span></div><div class="t m0 x11 he y59 ff3 fs0 fc0 sc0 ls3 ws0">2.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="fs0">Struktura akcjonariatu <span class="_ _0"></span><span class="ls4">___________________________________________________________________________</span> <span class="_ _3"> </span>9</span> </span></div><div class="t m0 x11 he y5a ff3 fs0 fc0 sc0 ls3 ws0">3.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff7 fs0">Wykaz akcji TESGAS S.A. oraz udziałów w jednostkach p<span class="_ _1"></span>owiązanych TESGAS S.A. w posiadaniu osób zarządzających i </span></span></div><div class="t m0 x11 he y5b ff7 fs0 fc0 sc0 ls0 ws0">nadzorujących<span class="ff3"> <span class="_ _0"></span><span class="ls4">_____________________________________________________________________________________</span> <span class="_ _3"> </span><span class="ls3">10</span><span class="fs4"> </span></span></div><div class="t m0 x11 he y5c ff3 fs0 fc0 sc0 ls3 ws0">4.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff7 fs0">Informacja o umowach zawartych między akcjonarius<span class="_ _1"></span>zami<span class="_ _0"></span><span class="ff3"> <span class="_ _a"></span><span class="ls4">_____________________________________________<span class="ls0">  <span class="ls3">10</span><span class="fs4"> </span></span></span></span></span></span></div><div class="t m0 x11 he y5d ff3 fs0 fc0 sc0 ls3 ws0">5.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff7 fs0">Informacja o umowach, w wyniku których mogą wystąpić zmiany w proporcjach posiadanych akcji<span class="ff3"> <span class="_ _1"></span><span class="ls4">____________<span class="ls0">  <span class="ls3">10</span><span class="fs4"> </span></span></span></span></span></span></div><div class="t m0 x11 he y5e ff3 fs0 fc0 sc0 ls3 ws0">6.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff7 fs0">Informacja o nabyciu akcji własnych<span class="ff3"> <span class="ls4">_______________________________________________________________</span>  </span></span></span>10<span class="fs4 ls0"> </span></div><div class="t m0 x11 he y5f ff3 fs0 fc0 sc0 ls3 ws0">7.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="fs0">Informacje o systemie kontroli akcji pracowniczych <span class="_ _a"></span><span class="ls4">___________________________________________________<span class="ls0">  <span class="ls3">11</span><span class="fs4"> </span></span></span></span></span></div><div class="t m0 x11 he y60 ff3 fs0 fc0 sc0 ls3 ws0">8.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="fs0">Kurs akcji TESGAS S.A. <span class="_ _5"> </span><span class="ls4">________________________________<span class="_ _0"></span>__________________________________________</span>  </span></span>11<span class="fs4 ls0"> </span></div><div class="t m0 x11 he y61 ff2 fs0 fc0 sc0 ls0 ws0">Rozdział IV: Działalność Grupy Kapitałowej<span class="ff3"> <span class="_ _9"></span><span class="ls4">_____________________________________________________________<span class="_ _0"></span></span>  <span class="ls3">12</span><span class="fs4"> </span></span></div><div class="t m0 x12 he y62 ff6 fs0 fc0 sc0 ls3 ws0">1.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Opis i główne czynniki charakteryzujące podstawowe obszary działalności oraz rodzaj prowadzonej przez Grupę </span></span></div><div class="t m0 x12 he y63 ff5 fs0 fc0 sc0 ls0 ws0">Kapitałową Emitenta działalności operacyjnej<span class="ff6"> <span class="_ _b"></span><span class="ls4">____________________________________________________________<span class="ls0">  <span class="ls3">12</span><span class="ff3 fs4"> </span></span></span></span></div><div class="t m0 x12 he y64 ff6 fs0 fc0 sc0 ls3 ws0">2.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Podstawowe kategorie sprzedawanych produktów, towarów i usług Emitenta oraz jego sp<span class="_ _1"></span>ółek zależnych<span class="_ _0"></span><span class="ff6"> <span class="_ _9"></span><span class="ls4">________</span>  <span class="ls3">12</span><span class="ff3 fs4"> </span></span></span></span></div><div class="t m0 x12 he y65 ff6 fs0 fc0 sc0 ls3 ws0">3.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Struktura przychodów ze sprzedaży produktów i usług Grupy Kapitałowej<span class="ff6"> <span class="_ _0"></span><span class="ls4">__________________________________</span>  </span></span></span>13<span class="ff3 fs4 ls0"> </span></div><div class="t m0 x12 he y66 ff6 fs0 fc0 sc0 ls3 ws0">4.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Sezonowość sprzedaży Emitenta<span class="ff6"> <span class="_ _5"> </span><span class="ls4">___________________________________________________________________</span> <span class="_ _3"> </span></span></span></span>14<span class="ff3 fs4 ls0"> </span></div><div class="t m0 x12 he y67 ff6 fs0 fc0 sc0 ls3 ws0">5.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Sezonowość sprzedaży Grupy Kapitałowej<span class="ff6"> <span class="_ _a"></span><span class="ls4">____________________________________________________________<span class="ls0">  <span class="ls3">15</span><span class="ff3 fs4"> </span></span></span></span></span></span></div><div class="t m0 x12 he y68 ff6 fs0 fc0 sc0 ls3 ws0">6.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span></span><span class="ls0">Informacja o rynkach zbytu  <span class="ls4">_______________________________________________________________________</span>  </span>15<span class="ff3 fs4 ls0"> </span></div><div class="t m0 x12 he y69 ff6 fs0 fc0 sc0 ls3 ws0">7.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Istotne nowe produkty i usługi, które zostały wprowadzone<span class="ff6">  <span class="ls4">_____________________________________________</span>  </span></span></span>16<span class="ff3 fs4 ls0"> </span></div><div class="t m0 x12 he y30 ff5 fs0 fc0 sc0 ls0 ws0">Strategia rozwoju Grupy Kapitałowej TESGAS<span class="ff6"> <span class="_ _1"></span><span class="ls4">____________________________________________________________<span class="ls0">  <span class="ls3">17</span><span class="ff3 fs4"> </span></span></span></span></div><div class="t m0 x12 he y6a ff6 fs0 fc0 sc0 ls3 ws0">8.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Główne rynki, na których Grupa Kapitałowa TESGAS prowadzi działalność<span class="ff6"> <span class="_ _a"></span><span class="ls4">________________________________<span class="_ _0"></span>__<span class="ls0">  <span class="ls3">18</span><span class="ff3 fs4"> </span></span></span></span></span></span></div><div class="t m0 x12 he y6b ff6 fs0 fc0 sc0 ls3 ws0">9.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span></span><span class="ls0">Perspektywy rynkowe <span class="_ _1"></span><span class="ls4">____________________________________________________________________________<span class="ls0">  <span class="ls3">19</span><span class="ff3 fs4"> </span></span></span></span></div><div class="t m0 x12 he y6c ff6 fs0 fc0 sc0 ls3 ws0">10.<span class="ff3 fs4 ls0"> <span class="_ _1"></span><span class="ff5 fs0">Portfel zamówień Emitenta<span class="ff6">  <span class="ls4">_______________________________________________________________________</span>  <span class="ls3">25</span><span class="ff3 fs4"> </span></span></span></span></div><div class="t m0 x12 he y6d ff6 fs0 fc0 sc0 ls3 ws0">11.<span class="ff3 fs4 ls0"> <span class="_ _1"></span><span class="ff5 fs0">Charakterystyka zewnętrznych i <span class="_ _1"></span>wewnętrznych czynników istotnych dla rozwoju TESGAS S.A i Grupy Kapitałowej </span></span></div><div class="t m0 x12 he y6e ff6 fs0 fc0 sc0 ls0 ws0">TESGAS <span class="_ _c"> </span><span class="ls3">25</span><span class="ff3 fs4"> </span></div><div class="t m0 x11 he y6f ff2 fs0 fc0 sc0 ls0 ws0">Rozdział V: Czynniki ryzyka związane z Grupą Kapitałową TES<span class="_ _1"></span>GAS<span class="ff3"> <span class="_ _3"> </span><span class="ls4">__________________________________________</span> <span class="_ _3"> </span><span class="ls3">26</span><span class="fs4"> </span></span></div><div class="t m0 x12 he y70 ff6 fs0 fc0 sc0 ls3 ws0">1.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Opis istotnych czynników ryzyka i zagrożeń<span class="ff6"> <span class="_ _a"></span><span class="ls4">___________________________________________________________<span class="_ _0"></span><span class="ls0">  <span class="ls3">26</span><span class="ff3 fs4"> </span></span></span></span></span></span></div></div><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:1433.820000px;width:450.400000px;height:12.190000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:1399.860000px;width:449.800000px;height:16.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:1365.880000px;width:449.800000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:1331.900000px;width:449.800000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:1297.940000px;width:449.800000px;height:16.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:1263.960000px;width:450.400000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:1229.980000px;width:450.400000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:1196.020000px;width:450.900000px;height:16.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1174.040000px;width:458.000000px;height:10.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1152.060000px;width:457.500000px;height:10.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:1118.100000px;width:450.900000px;height:16.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1096.120000px;width:459.460000px;height:10.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1074.160000px;width:457.500000px;height:10.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:1040.180000px;width:450.400000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf9" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:1006.200000px;width:450.400000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf9" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:972.240000px;width:450.400000px;height:16.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf9" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:938.260000px;width:450.400000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:904.280000px;width:450.900000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:882.320000px;width:457.500000px;height:10.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:848.340000px;width:450.400000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:814.380000px;width:450.400000px;height:16.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:780.400000px;width:450.400000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:746.420000px;width:450.400000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:712.460000px;width:450.400000px;height:16.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:678.480000px;width:450.400000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:644.500000px;width:450.300000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:622.540000px;width:457.500000px;height:10.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:588.560000px;width:449.800000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfd" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:554.580000px;width:449.800000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfe" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:520.620000px;width:449.800000px;height:16.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:486.640000px;width:449.800000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:452.680000px;width:449.800000px;height:16.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf10" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:418.700000px;width:449.800000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf11" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:384.720000px;width:449.800000px;height:16.990000px;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:152.700000px;bottom:350.760000px;width:449.800000px;height:16.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:316.780000px;width:449.800000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:282.800000px;width:449.800000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:248.840000px;width:450.300000px;height:16.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:226.860000px;width:58.620000px;height:10.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1a" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:192.890000px;width:450.400000px;height:16.985000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1a" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:158.918000px;width:449.800000px;height:16.986000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona 3 <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x12 he y47 ff6 fs0 fc0 sc0 ls0 ws0">1.1.<span class="ff3 fs4"> <span class="_ _d"> </span></span><span class="ff5">Czynniki ryzyka związane z otoczeniem, w jakim TESGAS S.A. i Grupa Kapitałowa pr<span class="_ _1"></span>owadzi działalność<span class="_ _0"></span><span class="ff6"> <span class="_ _8"></span><span class="ls4">_____</span>  <span class="ls3">26</span><span class="ff3 fs4"> </span></span></span></div><div class="t m0 x12 he y71 ff6 fs0 fc0 sc0 ls0 ws0">1.2.<span class="ff3 fs4"> <span class="_ _d"> </span></span><span class="ff5">Czynniki ryzyka związane bezpośrednio z działalnością Grupy Kapitałowej</span> <span class="_ _b"></span><span class="ls4">_____________________________<span class="ls0">  <span class="ls3">27</span><span class="ff3 fs4"> </span></span></span></div><div class="t m0 x11 he y72 ff2 fs0 fc0 sc0 ls0 ws0">Rozdział VI: Pozostałe informacje<span class="ff3"> <span class="_ _9"></span><span class="ls4">_____________________________________________________________________</span>  <span class="ls3">30</span><span class="fs4"> </span></span></div><div class="t m0 x12 he y73 ff6 fs0 fc0 sc0 ls3 ws0">1.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Informacje o zaciągniętych kredytach, umowach pożyczek<span class="ff6"> <span class="_ _5"> </span><span class="ls4">______________________________________________</span> <span class="_ _3"> </span></span></span></span>31<span class="ff3 fs4 ls0"> </span></div><div class="t m0 x12 he y74 ff6 fs0 fc0 sc0 ls3 ws0">2.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Informacja o udzielonych pożyczkach<span class="ff6">  <span class="ls4">_______________________________________________________________</span> <span class="_ _3"> </span></span></span></span>31<span class="ff3 fs4 ls0"> </span></div><div class="t m0 x12 he y75 ff6 fs0 fc0 sc0 ls3 ws0">3.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Informacja o udzielonych i otrzymanych w danym roku obrotowym poręczeniach i gwarancjach, ze s<span class="_ _1"></span>zczególnym </span></span></div><div class="t m0 x12 he y4d ff5 fs0 fc0 sc0 ls0 ws0">uwzględnieniem poręczeń i gwarancji udzielonych jednostkom powiązanym Emitenta<span class="ff6"> <span class="_ _9"></span><span class="ls4">___________________________</span>  <span class="ls3">31</span><span class="ff3 fs4"> </span></span></div><div class="t m0 x12 he y4e ff6 fs0 fc0 sc0 ls3 ws0">4.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Informacja o emisji, wykupie i spłacie dłużnych i kapitałowych papierów wartościow<span class="_ _1"></span>ych<span class="_ _0"></span><span class="ff6"> <span class="_ _5"> </span><span class="ls4">______________________</span>  <span class="ls3">32</span><span class="ff3 fs4"> </span></span></span></span></div><div class="t m0 x12 he y4f ff6 fs0 fc0 sc0 ls3 ws0">5.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Informacja o zawartych umowach znaczących dla działalności Emitenta i Grupy Kapitałowej TESGA<span class="_ _1"></span>S<span class="_ _0"></span><span class="ff6"> <span class="ls4">____________</span>  <span class="ls3">32</span><span class="ff3 fs4"> </span></span></span></span></div><div class="t m0 x12 he y50 ff6 fs0 fc0 sc0 ls3 ws0">6.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Informacja o istotnych transakcjach zawartych przez Emitenta lub jednostkę od nieg<span class="_ _1"></span>o zależną z podmiotami </span></span></div><div class="t m0 x12 he y51 ff5 fs0 fc0 sc0 ls0 ws0">powiązanymi<span class="ff6"> <span class="_ _1"></span><span class="ls4">______________________________________________________________________________________<span class="ls0">  <span class="ls3">35</span><span class="ff3 fs4"> </span></span></span></span></div><div class="t m0 x12 he y76 ff6 fs0 fc0 sc0 ls3 ws0">7.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Ważniejsze osiągnięcia z dziedziny badań i rozwoju<span class="ff6"> <span class="_ _0"></span><span class="ls4">____________________________________________________</span> <span class="_ _3"> </span></span></span></span>36<span class="ff3 fs4 ls0"> </span></div><div class="t m0 x12 he y77 ff6 fs0 fc0 sc0 ls3 ws0">8.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span></span><span class="ls0">CSR - <span class="ff5">odpowiedzialność społeczna Grupy Kapitałowej TESGAS</span> <span class="_ _a"></span><span class="ls4">____________________________________________<span class="ls0"> <span class="_ _3"> </span><span class="ls3">36</span><span class="ff3 fs4"> </span></span></span></span></div><div class="t m0 x12 he y78 ff6 fs0 fc0 sc0 ls3 ws0">9.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Umowy z podmiotem uprawnionym do badania sprawozdań finansowych<span class="ff6"> <span class="_ _3"> </span><span class="ls4">________________________________</span>_  </span></span></span>36<span class="ff3 fs4 ls0"> </span></div><div class="t m0 x11 he y79 ff2 fs0 fc0 sc0 ls0 ws0">Rozdział VII: Przegląd sytuacji finansowej Emitenta oraz Grupy Kapitałowej TESGAS<span class="ff3"> <span class="_ _8"></span><span class="ls4">___________________________</span> <span class="_ _3"> </span><span class="ls3">38</span><span class="fs4"> </span></span></div><div class="t m0 x12 he y7a ff6 fs0 fc0 sc0 ls3 ws0">1.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Rachunek zysków i strat<span class="ff6"> <span class="_ _9"></span><span class="ls4">__________________________________________________________________________</span>  </span></span></span>38<span class="ff3 fs4 ls0"> </span></div><div class="t m0 x12 he y7b ff6 fs0 fc0 sc0 ls3 ws0">2.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Sytuacja majątkowa i finansowa (bilans)<span class="ff6"> <span class="_ _b"></span><span class="ls4">_____________________________________________________________<span class="ls0"> <span class="_ _3"> </span><span class="ls3">40</span><span class="ff3 fs4"> </span></span></span></span></span></span></div><div class="t m0 x12 he y7c ff6 fs0 fc0 sc0 ls3 ws0">3.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Kapitał obrotowy netto<span class="ff6"> <span class="_ _2"></span><span class="ls4">___________________________________________________________________________<span class="ls0">  <span class="ls3">43</span><span class="ff3 fs4"> </span></span></span></span></span></span></div><div class="t m0 x12 he y7d ff6 fs0 fc0 sc0 ls3 ws0">4.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Inwestycje rzeczowe i kapitałowe w Grupie Kapitałowej TESGAS<span class="ff6"> <span class="_ _2"></span><span class="ls4">__________________________________________<span class="ls0"> <span class="_ _3"> </span><span class="ls3">44</span><span class="ff3 fs4"> </span></span></span></span></span></span></div><div class="t m0 x12 he y1a ff6 fs0 fc0 sc0 ls3 ws0">5.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Ocena możliwości realizacji zamierzeń inwestycyjnych, w tym inwestycji kapitałowych<span class="ff6"> <span class="_ _a"></span><span class="ls4">________________________<span class="ls0"> <span class="_ _3"> </span><span class="ls3">44</span><span class="ff3 fs4"> </span></span></span></span></span></span></div><div class="t m0 x12 he y7e ff6 fs0 fc0 sc0 ls3 ws0">6.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Przepływy środków pieniężnych<span class="ff6"> <span class="ls4">____________________________________________________________________</span>  </span></span></span>44<span class="ff3 fs4 ls0"> </span></div><div class="t m0 x12 he y7f ff6 fs0 fc0 sc0 ls3 ws0">7.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Analiza wskaźnikowa wyników finansowych TESGAS S.A.</span></span><span class="ls4">________________________________________________<span class="ls0">  </span></span>45<span class="ff3 fs4 ls0"> </span></div><div class="t m0 x12 he y80 ff6 fs0 fc0 sc0 ls3 ws0">8.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Analiza wskaźnikowa wyników finansowych Grupy Kapitałowej TESGA<span class="_ _1"></span>S<span class="_ _0"></span><span class="ff6">  <span class="ls4">___________________________________</span>  <span class="ls3">47</span><span class="ff3 fs4"> </span></span></span></span></div><div class="t m0 x12 he y81 ff6 fs0 fc0 sc0 ls3 ws0">9.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Komentarz Zarządu do wyników finansowych<span class="ff6"> <span class="_ _2"></span><span class="ls4">_________________________________________________________<span class="ls0"> <span class="_ _3"> </span><span class="ls3">49</span><span class="ff3 fs4"> </span></span></span></span></span></span></div><div class="t m0 x12 he y82 ff6 fs0 fc0 sc0 ls3 ws0">10.<span class="ff3 fs4 ls0"> <span class="_ _1"></span><span class="ff5 fs0">Opis zewnętrznych i wewnętrznyc<span class="_ _1"></span>h czynników i zdarzeń, w szczególności o nietypowym charakterze, <span class="_ _1"></span>mogących mieć </span></span></div><div class="t m0 x12 he y83 ff5 fs0 fc0 sc0 ls0 ws0">znaczący wpływ na przyszłe wyniki finansowe Emitenta i Grupy Kapitałowej <span class="_ _1"></span>TESGAS<span class="_ _0"></span><span class="ff6"> <span class="_ _5"> </span><span class="ls4">____________________________</span> <span class="_ _3"> </span><span class="ls3">49</span><span class="ff3 fs4"> </span></span></div><div class="t m0 x12 he y84 ff6 fs0 fc0 sc0 ls3 ws0">11.<span class="ff3 fs4 ls0"> <span class="_ _1"></span><span class="ff5 fs0">Objaśnienie różnic pomiędzy wynikami finansowymi wykazyw<span class="_ _1"></span>anymi w raporcie rocznym a wcześniej publikowanymi </span></span></div><div class="t m0 x12 he y85 ff5 fs0 fc0 sc0 ls0 ws0">prognozami wyników za 2024 rok<span class="ff6"> <span class="_ _5"> </span><span class="ls4">_____________________________________________________________________</span>  <span class="ls3">50</span><span class="ff3 fs4"> </span></span></div><div class="t m0 x12 he y86 ff6 fs0 fc0 sc0 ls3 ws0">12.<span class="ff3 fs4 ls0"> <span class="_ _1"></span><span class="ff5 fs0">Ocena zarządzania zasobami fina<span class="_ _1"></span>nsowymi i zdolności wywiązywania się ze zobowiązań Emitenta i Grupy Kapitał<span class="_ _1"></span>owej </span></span></div><div class="t m0 x12 he y87 ff6 fs0 fc0 sc0 ls0 ws0">TESGAS <span class="_ _c"> </span><span class="ls3">50</span><span class="ff3 fs4"> </span></div><div class="t m0 x12 he y88 ff6 fs0 fc0 sc0 ls3 ws0">13.<span class="ff3 fs4 ls0"> <span class="_ _1"></span><span class="ff5 fs0">Opis czynników i zdarzeń, w szc<span class="_ _1"></span>zególności o nietypowym charakterze, mających znaczący <span class="_ _1"></span>wpływ na wynik z </span></span></div><div class="t m0 x12 he y89 ff5 fs0 fc0 sc0 ls0 ws0">działalności za rok obrotowy<span class="ff6 ls4">__________________________________________________________________________<span class="ls0">  <span class="ls3">50</span><span class="ff3 fs4"> </span></span></span></div><div class="t m0 x12 he y8a ff6 fs0 fc0 sc0 ls3 ws0">14.<span class="ff3 fs4 ls0"> <span class="_ _1"></span><span class="ff5 fs0">Wskazanie postępowań toczącyc<span class="_ _1"></span>h się przed sądem, organem właściwym dla postępowania arbitrażowego lub </span></span></div><div class="t m0 x12 he y68 ff6 fs0 fc0 sc0 ls0 ws0">organem administracji publicznej <span class="_ _b"></span><span class="ls4">________________________________<span class="_ _0"></span>______________________________________<span class="ls0">  <span class="ls3">51</span><span class="ff3 fs4"> </span></span></span></div><div class="t m0 x12 he y69 ff6 fs0 fc0 sc0 ls3 ws0">15.<span class="ff3 fs4 ls0"> <span class="_ _1"></span><span class="ff5 fs0">Informacja dotycząca wypłaconej lub z<span class="_ _1"></span>deklarowanej dywidendy<span class="ff6"> <span class="_ _a"></span><span class="ls4">__________________________________________<span class="ls0">  <span class="ls3">51</span><span class="ff3 fs4"> </span></span></span></span></span></span></div><div class="t m0 x11 he y30 ff2 fs0 fc0 sc0 ls0 ws0">Rozdział VIII: Oświadczenie o stosowaniu zasad ładu korporacyjnego<span class="ff3">  <span class="ls4">________________________________<span class="_ _0"></span>_______</span>  <span class="ls3">51</span><span class="fs4"> </span></span></div><div class="t m0 x12 he y6a ff6 fs0 fc0 sc0 ls3 ws0">1.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span></span><span class="ls0">Wprowadzenie <span class="_ _e"> </span><span class="ls4">_________________________________________________________________________________</span>  </span>51<span class="ff3 fs4 ls0"> </span></div><div class="t m0 x12 he y6b ff6 fs0 fc0 sc0 ls3 ws0">2.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Wskazanie zbioru zasad ładu korporacyjnego przyjętego przez <span class="_ _1"></span>TESGAS S.A.<span class="_ _0"></span><span class="ff6"> <span class="_ _a"></span><span class="ls4">________________________________<span class="ls0">_ <span class="_ _3"> </span><span class="ls3">52</span><span class="ff3 fs4"> </span></span></span></span></span></span></div><div class="t m0 x12 he y6c ff6 fs0 fc0 sc0 ls3 ws0">3.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Odstąpienie od postanowień zbioru zasad ładu korporacyjnego<span class="ff6"> <span class="_ _8"> </span><span class="ls4">__________________________________________</span> <span class="_ _3"> </span></span></span></span>52<span class="ff3 fs4 ls0"> </span></div><div class="t m0 x12 he y6d ff6 fs0 fc0 sc0 ls3 ws0">4.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Opis głównych cech stosowanych w spółce systemów kontroli wewnętrznej i zarządzania ryzykiem w<span class="_ _1"></span> odniesieniu do </span></span></div><div class="t m0 x12 he y6e ff5 fs0 fc0 sc0 ls0 ws0">procesu sporządzania sprawozdań finansowych i skonsolidowanych sprawozdań finansowych<span class="ff6">  <span class="ls4">____________________</span>  <span class="ls3">55</span><span class="ff3 fs4"> </span></span></div><div class="t m0 x12 he y6f ff6 fs0 fc0 sc0 ls3 ws0">5.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Wskazanie akcjonariuszy posiadających bezpośrednio lub pośrednio znaczne pakiety akcji wraz ze wskazaniem liczby </span></span></div><div class="t m0 x12 hd y8b ff5 fs0 fc0 sc0 ls0 ws0">posiadanych przez te podmioty akcji, ich procentowego udziału w kapitale zakładowym, liczby głos<span class="_ _1"></span>ów z nich wynikających </div><div class="t m0 x12 he y8c ff5 fs0 fc0 sc0 ls0 ws0">i ich procentowego udziału w ogólnej liczbie głosów na walnym zgr<span class="_ _1"></span>omadzeniu<span class="_ _0"></span><span class="ff6"> <span class="ls4">________________________________</span>_ <span class="_ _3"> </span><span class="ls3">56</span><span class="ff3 fs4"> </span></span></div></div><a class="l" href="#pf1a" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:1477.760000px;width:449.800000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1b" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:1455.800000px;width:449.800000px;height:16.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:1421.820000px;width:450.400000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:1387.860000px;width:449.800000px;height:16.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:1353.880000px;width:449.800000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:1319.900000px;width:450.300000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1297.940000px;width:457.500000px;height:10.980000px;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:152.700000px;bottom:1263.960000px;width:449.800000px;height:16.990000px;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:152.700000px;bottom:1229.980000px;width:449.800000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:1196.020000px;width:450.300000px;height:16.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1174.040000px;width:457.500000px;height:10.990000px;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:152.700000px;bottom:1140.060000px;width:449.800000px;height:16.990000px;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:152.700000px;bottom:1106.100000px;width:449.800000px;height:16.980000px;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:152.700000px;bottom:1072.120000px;width:449.800000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:1038.160000px;width:450.400000px;height:16.980000px;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:152.700000px;bottom:1004.180000px;width:449.800000px;height:16.990000px;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:152.700000px;bottom:970.200000px;width:449.800000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:936.240000px;width:449.800000px;height:16.980000px;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:152.700000px;bottom:902.260000px;width:449.800000px;height:16.990000px;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:152.700000px;bottom:868.280000px;width:449.800000px;height:16.990000px;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:152.700000px;bottom:834.320000px;width:449.800000px;height:16.980000px;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:152.700000px;bottom:800.340000px;width:449.800000px;height:16.990000px;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:152.700000px;bottom:766.380000px;width:449.800000px;height:16.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" 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style="border-style:none;position:absolute;left:137.300000px;bottom:148.944000px;width:457.500000px;height:10.987000px;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 xb y3f w4 h9" alt="" 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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona 4 <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x12 he y47 ff6 fs0 fc0 sc0 ls3 ws0">6.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Wskazanie posiadaczy wszelkich papierów wartościowych, kt<span class="_ _1"></span>óre dają specjalne uprawnienia kontrol<span class="_ _1"></span>ne wraz z opisem </span></span></div><div class="t m0 x12 he y8d ff5 fs0 fc0 sc0 ls0 ws0">tych uprawnień<span class="ff6"> <span class="_ _0"></span><span class="ls4">________________________________<span class="_ _0"></span>____________________________________________________</span>  <span class="ls3">57</span><span class="ff3 fs4"> </span></span></div><div class="t m0 x12 he y49 ff6 fs0 fc0 sc0 ls3 ws0">7.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Wskazanie wszelkich ograniczeń odnośnie wykonywania prawa gł<span class="_ _1"></span>osu, takich jak ograniczenie wykonywania prawa </span></span></div><div class="t m0 x12 hd y8e ff5 fs0 fc0 sc0 ls0 ws0">głosu przez posiadaczy określonej części lub liczby gł<span class="_ _1"></span>osów, ograniczenia czasowe dotyczące wykonywanie prawa głosu lub </div><div class="t m0 x12 hd y8f ff5 fs0 fc0 sc0 ls0 ws0">zapisy, zgodnie z którymi, przy współpracy Spółki, prawa kapitałowe związane z papierami wartościo<span class="_ _1"></span>wymi są oddzielone </div><div class="t m0 x12 he y90 ff5 fs0 fc0 sc0 ls0 ws0">od posiadania papierów wartościowych<span class="ff6"> <span class="_ _5"> </span><span class="ls4">________________________________________________________________</span> <span class="_ _3"> </span><span class="ls3">57</span><span class="ff3 fs4"> </span></span></div><div class="t m0 x12 he y91 ff6 fs0 fc0 sc0 ls3 ws0">8.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span></span><span class="ls0">Wskazanie <span class="ff5">wszelkich ograniczeń dotyczących przenoszenia prawa <span class="_ _1"></span>własności papierów wartościowych<span class="_ _0"></span><span class="ff6 ls4">___________<span class="ls0">  <span class="ls3">58</span><span class="ff3 fs4"> </span></span></span></span></span></div><div class="t m0 x12 he y92 ff6 fs0 fc0 sc0 ls3 ws0">9.<span class="ff3 fs4 ls0"> <span class="_ _4"> </span><span class="ff5 fs0">Opis zasad dotyczących powoływania i odwoływania osób zarządzających oraz ich uprawnień, w szc<span class="_ _1"></span>zególności prawo </span></span></div><div class="t m0 x12 he y93 ff5 fs0 fc0 sc0 ls0 ws0">podjęcia decyzji o emisji lub wykupie akcji<span class="ff6"> <span class="_ _2"></span><span class="ls4">_______________________________________________________________<span class="ls0">  <span class="ls3">58</span><span class="ff3 fs4"> </span></span></span></span></div><div class="t m0 x12 he y94 ff6 fs0 fc0 sc0 ls3 ws0">10.<span class="ff3 fs4 ls0"> <span class="_ _1"></span><span class="ff5 fs0">Opis zasad zmiany statutu lub umowy Spółki<span class="ff6"> <span class="_ _5"> </span><span class="ls4">_________________________________________________________</span> <span class="_ _3"> </span><span class="ls3">58</span><span class="ff3 fs4"> </span></span></span></span></div><div class="t m0 x12 he y95 ff6 fs0 fc0 sc0 ls3 ws0">11.<span class="ff3 fs4 ls0"> <span class="_ _1"></span><span class="ff5 fs0">Sposób działania Walnego Zgr<span class="_ _1"></span>omadzenia i jego zasadnicze uprawnienia oraz opis praw akcjonari<span class="_ _1"></span>uszy i sposobu ich </span></span></div><div class="t m0 x12 he y96 ff5 fs0 fc0 sc0 ls0 ws0">wykonywania, w szczególności zasady wynikające z regulaminu W<span class="_ _1"></span>alnego Zgromadzenia<span class="ff6"> <span class="_ _1"></span><span class="ls4">_________________________<span class="ls0">  <span class="ls3">59</span><span class="ff3 fs4"> </span></span></span></span></div><div class="t m0 x12 he y97 ff6 fs0 fc0 sc0 ls0 ws0">11.1.<span class="ff3 fs4"> <span class="_ _f"> </span></span><span class="ff5">Sposób działania Walnego Zgromadzenia</span> <span class="_ _b"></span><span class="ls4">_______________________________________________________<span class="ls0"> <span class="_ _3"> </span><span class="ls3">59</span><span class="ff3 fs4"> </span></span></span></div><div class="t m0 x12 he y98 ff6 fs0 fc0 sc0 ls0 ws0">11.2.<span class="ff3 fs4"> <span class="_ _f"> </span></span>Zasadnicze uprawnienia Walnego Zgromadzenia <span class="_ _a"></span><span class="ls4">_________________________________________________<span class="ls0">  <span class="ls3">60</span><span class="ff3 fs4"> </span></span></span></div><div class="t m0 x12 he y99 ff6 fs0 fc0 sc0 ls0 ws0">11.3.<span class="ff3 fs4"> <span class="_ _f"> </span></span>Prawa akcjonariuszy wraz ze sposobem ich wykonywania <span class="_ _b"></span><span class="ls4">__________________________________________<span class="ls0">  <span class="ls3">60</span><span class="ff3 fs4"> </span></span></span></div><div class="t m0 x12 he y9a ff6 fs0 fc0 sc0 ls3 ws0">12.<span class="ff3 fs4 ls0"> <span class="_ _1"></span><span class="ff5 fs0">Skład osobowy i zmiany, kt<span class="_ _1"></span>óre w nim zaszły w ciągu ostatniego roku obrotowego oraz opis działa<span class="_ _1"></span>nia organów </span></span></div><div class="t m0 x12 he y9b ff5 fs0 fc0 sc0 ls0 ws0">zarządzających, nadzorujących lub administrujących emitenta oraz<span class="_ _1"></span> ich komitetów<span class="ff6"> <span class="_ _0"></span><span class="ls4">______________________________</span> <span class="_ _3"> </span><span class="ls3">61</span><span class="ff3 fs4"> </span></span></div><div class="t m0 x12 he y9c ff6 fs0 fc0 sc0 ls0 ws0">12.1.<span class="ff3 fs4"> <span class="_ _f"> </span></span><span class="ff5">Skład osobowy i zasady działania Rady Nadzorczej oraz jej komitetów</span> <span class="_ _b"></span><span class="ls4">________________________________<span class="ls0">  <span class="ls3">61</span><span class="ff3 fs4"> </span></span></span></div><div class="t m0 x12 he y9d ff6 fs0 fc0 sc0 ls0 ws0">12.2.<span class="ff3 fs4"> <span class="_ _f"> </span></span><span class="ff5">Skład osobowy i zasady działania Zarządu</span> <span class="_ _8"> </span><span class="ls4">______________________________________________________</span> <span class="_ _3"> </span><span class="ls3">64</span><span class="ff3 fs4"> </span></div><div class="t m0 x12 he y9e ff6 fs0 fc0 sc0 ls3 ws0">13.<span class="ff3 fs4 ls0"> <span class="_ _1"></span><span class="ff5 fs0">Informacje wymagane zgodnie z <span class="_ _1"></span>art. 70 ust. 6 pkt 5l) Rozporządzenia Ministra Finansów z dnia z dnia 29 marca 2018 r. </span></span></div><div class="t m0 x12 hd y9f ff6 fs0 fc0 sc0 ls0 ws0">w sprawie informacji <span class="ff5">bieżących i okresowych przekazywanych przez emitentów papierów wartościowych oraz warunkó<span class="_ _1"></span>w </span></div><div class="t m0 x12 hd ya0 ff5 fs0 fc0 sc0 ls0 ws0">uznawania za równoważne informacji wymaganych przepisami prawa państwa <span class="_ _1"></span>niebędącego państwem członkowskim </div><div class="t m0 x12 he ya1 ff6 fs0 fc0 sc0 ls0 ws0">(Dz.U. z 2018 r. poz. 757) <span class="_ _5"> </span><span class="ls4">____________________________________________________________________________</span> <span class="_ _3"> </span><span class="ls3">66</span><span class="ff3 fs4"> </span></div><div class="t m0 x13 hd ya2 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hd ya3 ff6 fs0 fc0 sc0 ls0 ws0"> <span class="_ _10"> </span> </div></div><a class="l" href="#pf39" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:1477.760000px;width:450.300000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf39" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1467.800000px;width:457.500000px;height:10.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf39" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:1433.820000px;width:450.300000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf39" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1411.860000px;width:458.000000px;height:10.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf39" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1389.880000px;width:458.000000px;height:10.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf39" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1367.900000px;width:457.500000px;height:10.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3a" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:1333.940000px;width:449.800000px;height:16.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3a" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:1299.960000px;width:450.300000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3a" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1277.980000px;width:457.500000px;height:10.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3a" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:1244.020000px;width:449.800000px;height:16.980000px;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:152.700000px;bottom:1210.040000px;width:450.300000px;height:16.990000px;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:137.300000px;bottom:1188.060000px;width:457.500000px;height:10.990000px;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:152.700000px;bottom:1154.100000px;width:449.800000px;height:16.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3c" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:1120.120000px;width:449.800000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3c" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:1086.160000px;width:449.800000px;height:16.980000px;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:152.700000px;bottom:1052.180000px;width:450.300000px;height:16.990000px;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:137.300000px;bottom:1030.200000px;width:457.500000px;height:10.990000px;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:152.700000px;bottom:996.240000px;width:449.800000px;height:16.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf40" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:962.260000px;width:449.800000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf42" ><span class="d m1" style="border-style:none;position:absolute;left:152.700000px;bottom:928.280000px;width:451.300000px;height:16.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf42" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:906.320000px;width:458.000000px;height:10.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf42" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:884.340000px;width:458.000000px;height:10.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf42" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:862.380000px;width:457.500000px;height:10.980000px;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 xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona 5 <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h2 ya4 ff2 fs0 fc0 sc0 ls0 ws0">Rozdział I: Podstawowe dane o TESGAS S.A. i Grupi<span class="_ _1"></span>e Kapitałowej TESGAS<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x1 hf ya5 ff1 fs0 fc0 sc0 ls3 ws0">1.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Powstanie i przedmiot działalności TESGAS S.A. i Grupy Kapitałowej TESGAS<span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 ya6 ff7 fs0 fc0 sc0 ls0 ws0">Jednostką <span class="_ _8"></span>dominującą <span class="_ _8"></span>Grupy <span class="_ _8"></span>Kapitałowej <span class="_ _5"> </span>TESGAS <span class="_ _8"></span>[dalej <span class="_ _8"></span>zwaną <span class="_ _8"></span>„Grupą <span class="_ _8"></span>Kapitałową”, <span class="_ _8"></span>„Grupą”, <span class="_ _8"></span>„GK <span class="_ _8"> </span>T<span class="_ _0"></span>ESGAS”] <span class="_ _8"></span>jest <span class="_ _8"></span>TESGAS </div><div class="t m0 x1 h4 y73 ff7 fs0 fc0 sc0 ls0 ws0">Spółka Akcyjna [dalej zwana „Spółką dominującą”, „TESGA<span class="_ _1"></span>S”, „Spółką”, „Emitentem”]. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y4b ff7 fs0 fc0 sc0 ls0 ws0">Spółka dominująca <span class="_ _1"></span>została utworzona <span class="_ _1"></span>aktem notarialn<span class="_ _1"></span>ym z d<span class="_ _1"></span>nia 27 gru<span class="_ _1"></span>dnia 2007 <span class="_ _1"></span>roku w <span class="_ _1"></span>wyniku przekształcenia <span class="_ _1"></span>poprzednika </div><div class="t m0 x1 h4 ya7 ff7 fs0 fc0 sc0 ls0 ws0">prawnego TESGAS Spółka z ograniczoną odpowiedzialnością w spółkę<span class="_ _1"></span> akcyjną. <span class="ff3"> </span></div><div class="t m0 x1 h4 ya8 ff7 fs0 fc0 sc0 ls0 ws0">Poprzednik <span class="_ _9"></span>prawny <span class="_ _8"></span>TESGAS <span class="_ _8"></span>Sp. <span class="_ _8"></span>z <span class="_ _8"></span>o.o. <span class="_ _8"></span>został <span class="_ _9"></span>z<span class="_ _0"></span>awiązany <span class="_ _9"></span>w <span class="_ _8"></span>dniu <span class="_ _9"></span>2<span class="_ _0"></span>7 <span class="_ _8"></span>czerwca <span class="_ _9"></span>2000 <span class="_ _8"></span>roku. <span class="_ _8"></span>Rejestracji <span class="_ _8"></span>w <span class="_ _9"></span>rejestrze <span class="_ _8"></span>handlowym </div><div class="t m0 x1 h4 ya9 ff3 fs0 fc0 sc0 ls0 ws0">dokonano w dniu 19 lipca 2000 roku.  </div><div class="t m0 x1 h4 y93 ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _9"></span>dominująca <span class="_ _9"></span>wpisana <span class="_ _8"></span>jest <span class="_ _9"></span>do <span class="_ _8"></span>rejestru <span class="_ _9"></span>przedsiębiorców <span class="_ _8"></span>Krajowego <span class="_ _9"></span>Rejestru <span class="_ _9"></span>Sądowego <span class="_ _9"></span>w <span class="_ _8"></span>Sądzie <span class="_ _9"></span>Rejonowym <span class="_ _9"></span>Po<span class="_ _0"></span>znań </div><div class="t m0 x1 h2 yaa ff7 fs0 fc0 sc0 ls0 ws0">Nowe  Miasto <span class="_ _3"> </span>i <span class="_ _3"> </span>Wilda,  V<span class="_ _0"></span>III <span class="_ _3"> </span>Wydział  Gospodarczy <span class="_ _3"> </span>pod <span class="_ _3"> </span>numerem  KRS <span class="_ _12"> </span><span class="ff1 ls3">0000296689</span>. <span class="_ _3"> </span>Spółce  dominującej <span class="_ _3"> </span>nadano <span class="_ _3"> </span>numer </div><div class="t m0 x1 h2 yab ff3 fs0 fc0 sc0 ls0 ws0">statystyczny REGON <span class="ff1 ls3">639801998<span class="ls0"> </span></span>oraz numer<span class="ff1"> </span>NIP<span class="ff1">: 777-<span class="ls3">25</span>-<span class="ls3">27</span>-<span class="ls3">260</span></span><span class="ls5">. </span> </div><div class="t m0 x1 h4 yac ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yad ff7 fs0 fc0 sc0 ls0 ws0">Czas <span class="_ _12"> </span>trwania <span class="_ _3"> </span>Spółki <span class="_ _12"> </span>dominującej <span class="_ _12"> </span>oraz <span class="_ _12"> </span>wchodzących <span class="_ _3"> </span>w <span class="_ _12"> </span>skład <span class="_ _12"> </span>Grup<span class="_ _1"></span>y <span class="_ _12"> </span>Kapitałowej <span class="_ _12"> </span>jedn<span class="_ _1"></span>ostek <span class="_ _3"> </span>o<span class="_ _0"></span>bj<span class="_ _0"></span>ętych <span class="_ _3"> </span>ko<span class="_ _0"></span>nsolidacją <span class="_ _12"> </span><span class="ff3">jest </span></div><div class="t m0 x1 h4 yae ff3 fs0 fc0 sc0 ls0 ws0">nieoznaczony. </div><div class="t m0 x1 h4 yaf ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yb0 ff7 fs0 fc0 sc0 ls0 ws0">Siedziba  Spół<span class="_ _0"></span>ki  dominującej <span class="_ _3"> </span>mieści <span class="_ _3"> </span>się <span class="_ _3"> </span>w <span class="_ _3"> </span>Dąbrowie <span class="_ _3"> </span>przy  u<span class="_ _0"></span>l.  B<span class="_ _0"></span>atorowskiej <span class="_ _3"> </span>9,  62<span class="_ _9"></span><span class="ff3">-070  Dopiewo. <span class="_ _3"> </span>Siedziba  E<span class="_ _0"></span>mitenta  je<span class="_ _0"></span>st </span></div><div class="t m0 x1 h4 yb1 ff7 fs0 fc0 sc0 ls0 ws0">jednocześnie podstawowym miejscem prowadzeni<span class="_ _1"></span>a działalności przez Grupę Kapitałową. <span class="ff3"> </span></div><div class="t m0 x1 h4 yb2 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yb3 ff7 fs0 fc0 sc0 ls0 ws0">Podstawowym przedmiotem działalności Spółki dominującej jest: <span class="ff3"> </span></div><div class="t m0 x14 h7 yb4 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">42.21.Z <span class="ff7">–</span> <span class="ff7">roboty związane z budową rurociągów przesyłowych i sieci rozdzielczych,</span> </span></span></div><div class="t m0 x1 h4 yb5 ff7 fs0 fc0 sc0 ls0 ws0">Podstawowym przedmiotem działalności Grupy Kapitałowej TESGAS jest: <span class="ff3"> </span></div><div class="t m0 x14 h7 y16 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">42.21.Z <span class="ff7">–</span> <span class="ff7">roboty związane z budową rurociągów przesyłowych i sieci rozdzielczych,</span> </span></span></div><div class="t m0 x14 h7 yb6 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">25.62.Z <span class="ff7">–</span> <span class="ff7">obróbka mechaniczna elementów metalowych,</span> </span></span></div><div class="t m0 x14 h7 yb7 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3 ls3">43.99<span class="ls0">.Z <span class="ff7">–</span> wykonywanie instalacji elektrycznych. </span></span></span></div><div class="t m0 x1 h4 yb8 ff7 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _9"></span>Kapitałowa <span class="_ _9"></span>TESGAS <span class="_ _9"></span>powstała <span class="_ _9"></span>w <span class="_ _9"></span>wyniku <span class="_ _9"></span>objęcia <span class="_ _9"></span>w <span class="_ _9"></span>2002 <span class="_ _9"></span>ro<span class="_ _0"></span>ku <span class="_ _9"></span>przez <span class="_ _9"></span>podmiot <span class="_ _9"></span>dominujący <span class="_ _8"></span>–<span class="ff3"> <span class="_ _9"></span></span>spółkę <span class="_ _9"></span>TESGAS <span class="_ _9"></span>S.A., <span class="_ _9"></span>60% </div><div class="t m0 x1 h4 yb9 ff7 fs0 fc0 sc0 ls0 ws0">udziałów w spółce <span class="_ _1"></span>Segus S<span class="_ _1"></span>p. z <span class="_ _1"></span>o.o. W 2003 roku<span class="_ _1"></span> udział <span class="_ _1"></span>TESGAS S.A. w kapi<span class="_ _1"></span>tale zakładowym Se<span class="_ _1"></span>gus Sp. z o.o. w<span class="_ _1"></span>zrósł do 70%. <span class="ff3 ls6">W </span></div><div class="t m0 x1 h4 yba ff7 fs0 fc0 sc0 ls0 ws0">2012 <span class="_ _1"></span>roku <span class="_ _1"></span>TESG<span class="_ _1"></span>AS <span class="_ _1"></span>S<span class="_ _1"></span>.A. <span class="_ _1"></span>nabyła <span class="_ _1"></span>180 <span class="_ _14"></span>udziałów <span class="_ _14"></span>w spół<span class="_ _1"></span>ce <span class="_ _14"></span>SEGUS <span class="_ _1"></span>Sp. <span class="_ _14"></span>z o.o. <span class="_ _14"></span>W <span class="_ _1"></span>wyniku <span class="_ _14"></span>nabycia <span class="_ _14"></span>udziałów<span class="_ _0"></span> <span class="_ _14"></span>TESGAS <span class="_ _1"></span>S.A. <span class="_ _14"></span>posiada <span class="_ _14"></span>ł<span class="_ _0"></span>ącznie </div><div class="t m0 x1 h4 ybb ff7 fs0 fc0 sc0 ls0 ws0">600 udziałów stanowiących 100% w kapitale zakładowym Segus Sp. z o.o.<span class="ff3"> </span></div><div class="t m0 x1 h4 ybc ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 ybd ff7 fs0 fc0 sc0 ls0 ws0">Spółka Segus prowadzi działalność w ramach segmentu<span class="_ _1"></span> operacyjnego „Usługi dla gazownictwa”.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 ybe ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 ybf ff7 fs0 fc0 sc0 ls0 ws0">W dniu 5 marca 2010 roku spółka TESGAS S.A. nabyła 50,04% udziałów w spółce Stal Warsztat Sp. z o.o. („Stal Warsztat”) z<span class="ff3"> </span></div><div class="t m0 x1 h4 yc0 ff7 fs0 fc0 sc0 ls0 ws0">siedzibą w Poznaniu. Dnia 29 kwietnia 2010 roku spółka TESGAS S.A. objęła 4.000 nowoutworzonych ud<span class="_ _1"></span>ziałów o nominalnej<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 yc1 ff7 fs0 fc0 sc0 ls0 ws0">wartości 1.000 <span class="_ _14"></span>zł każdy, o <span class="_ _14"></span>łącznej wartości <span class="_ _14"></span>nominalnej 4.000.000 <span class="_ _1"></span>zł, <span class="_ _1"></span>w zamian <span class="_ _14"></span>za wkład <span class="_ _1"></span>pieniężny <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _1"></span>wysokości 4.000.000 <span class="_ _14"></span>PLN. </div><div class="t m0 x1 h4 y63 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>wyniku transakcji u<span class="_ _0"></span>dział T<span class="_ _0"></span>ESGAS S.A. <span class="_ _0"></span>w <span class="_ _0"></span>kapitale zakładowym <span class="_ _0"></span>Stal <span class="_ _0"></span>Warsztat <span class="_ _0"></span>Sp. z <span class="_ _0"></span>o.o. <span class="_ _0"></span>wz<span class="_ _0"></span>rósł do 81,46%<span class="_ _0"></span>. W<span class="_ _0"></span> dniu <span class="_ _0"></span>9 grudnia </div><div class="t m0 x1 h4 yc2 ff3 fs0 fc0 sc0 ls0 ws0">2011 <span class="_ _9"></span>ro<span class="_ _0"></span>ku <span class="_ _9"></span>T<span class="_ _0"></span><span class="ff7">ESGAS <span class="_ _9"></span>S.A. <span class="_ _8"></span>objął <span class="_ _8"></span>8.000 <span class="_ _9"></span>nowych <span class="_ _8"></span>udziałów <span class="_ _8"></span>w <span class="_ _9"></span>Stal <span class="_ _8"></span>Warsztat <span class="_ _9"></span>za <span class="_ _8"></span>kwotę <span class="_ _9"></span>8.000.000 <span class="_ _8"></span>PLN <span class="_ _8"></span>w <span class="_ _9"></span>podwyższonym <span class="_ _8"></span>kapitale </span></div><div class="t m0 x1 h4 yc3 ff7 fs0 fc0 sc0 ls0 ws0">zakładowym <span class="_ _9"></span>Stal <span class="_ _9"></span>Warsztat <span class="_ _9"></span>Sp. <span class="_ _9"></span>z <span class="_ _9"></span>o.o. <span class="_ _9"></span>W <span class="_ _9"></span>wyniku <span class="_ _9"></span>podwyższenia <span class="_ _0"></span>ka<span class="_ _0"></span>pitału <span class="_ _9"></span>zakładowego <span class="_ _9"></span>TESGAS <span class="_ _9"></span>S.A. <span class="_ _9"></span>posiadał <span class="_ _9"></span>łącznie <span class="_ _9"></span>13.181 <span class="_ _9"></span>z </div><div class="t m0 x1 h4 yc4 ff7 fs0 fc0 sc0 ls0 ws0">14.360 <span class="_ _0"></span>udziałów <span class="_ _9"></span>w <span class="_ _0"></span>spółce <span class="_ _0"></span>Stal <span class="_ _9"></span>Warsztat, <span class="_ _0"></span>stanowiących <span class="_ _9"></span>91,79% <span class="_ _0"></span>w <span class="_ _0"></span>kapitale <span class="_ _0"></span>zakładow<span class="_ _0"></span>ym <span class="_ _0"></span>Stal <span class="_ _9"></span>Warszt<span class="_ _1"></span>at. <span class="_ _0"></span>W <span class="_ _9"></span>dniu <span class="_ _0"></span>20 <span class="_ _0"></span>lipca <span class="_ _9"></span>2023 </div><div class="t m0 x1 h4 yc5 ff7 fs0 fc0 sc0 ls0 ws0">roku TE<span class="_ _0"></span>SGAS S.A. <span class="_ _0"></span>objął <span class="_ _0"></span>2.300 <span class="_ _0"></span>nowych <span class="_ _0"></span>udziałów <span class="_ _0"></span>w <span class="_ _0"></span>Stal Warsztat <span class="_ _0"></span>za <span class="_ _0"></span>kwotę <span class="_ _0"></span>2.300.000 <span class="_ _0"></span>PLN. <span class="_ _0"></span>Udziały zostały <span class="_ _0"></span>pokryte <span class="_ _0"></span>w <span class="_ _0"></span>całości z </div><div class="t m0 x1 h4 yc6 ff7 fs0 fc0 sc0 ls0 ws0">wierzytelności <span class="_ _0"></span>pożycz<span class="_ _0"></span>kowych <span class="_ _0"></span>przysługujących <span class="_ _9"></span>Emitentowi<span class="ff3"> <span class="_ _9"></span></span>od <span class="_ _9"></span>Stal<span class="_ _1"></span> <span class="_ _9"></span>Warsztat. <span class="_ _0"></span>W <span class="_ _9"></span>wyniku <span class="_ _0"></span>podwyższenia <span class="_ _9"></span>kapitału <span class="_ _0"></span>zakł<span class="_ _0"></span>adowego </div><div class="t m0 x1 h4 yc7 ff7 fs0 fc0 sc0 ls0 ws0">TESGAS S.A. <span class="_ _0"></span>posiada łącznie 15.4<span class="_ _0"></span>81 z <span class="_ _0"></span>16.660 udziałó<span class="_ _0"></span>w w <span class="_ _0"></span>spółce Stal W<span class="_ _0"></span>arsztat, stanowiących 92,92<span class="_ _0"></span>% w <span class="_ _0"></span>kapitale zakładowym </div><div class="t m0 x1 h4 yc8 ff7 fs0 fc0 sc0 ls0 ws0">Stal Warsztat, dających prawo do 92,92% głosów na Zgromadzeniu Wspólników S<span class="ff3">tal Warsztat. </span></div><div class="t m0 x1 h4 yc9 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yca ff7 fs0 fc0 sc0 ls0 ws0">Spółka Stal Warsztat prowadzi działalność w ramach segme<span class="_ _1"></span>ntu operacyjnego „Obróbka metali”. <span class="ff3"> </span></div><div class="t m0 x1 h4 ycb ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 ycc ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _0"></span>4 <span class="_ _9"></span>kwietnia <span class="_ _0"></span>2014 <span class="_ _9"></span>roku <span class="_ _0"></span>TE<span class="_ _0"></span>SGAS <span class="_ _0"></span>S.A. <span class="_ _9"></span>zawarła <span class="_ _0"></span>umow<span class="_ _0"></span>ę <span class="_ _0"></span>nabycia <span class="_ _0"></span>25 <span class="_ _9"></span>udziałów <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>kapitale <span class="_ _0"></span>zakł<span class="_ _0"></span>adowym <span class="_ _0"></span>spółki <span class="_ _9"></span>piTERN <span class="_ _0"></span>sp. <span class="_ _0"></span>z </div><div class="t m0 x1 h4 ycd ff7 fs0 fc0 sc0 ls0 ws0">o.o. <span class="_ _14"></span>(<span class="_ _0"></span>piTERN), <span class="_ _14"></span>reprezentu<span class="_ _1"></span>jących <span class="_ _14"></span>50%<span class="_ _0"></span> <span class="_ _14"></span>kapitału <span class="_ _14"></span>zakładow<span class="_ _0"></span>ego <span class="_ _14"></span>spółki <span class="_ _14"></span>piTERN, <span class="_ _1"></span>dających <span class="_ _14"></span>prawo <span class="_ _14"></span>do <span class="_ _14"></span>50% <span class="_ _1"></span>głosów <span class="_ _14"></span>na <span class="_ _14"></span>jej <span class="_ _14"></span>Zgromadzeniu </div><div class="t m0 x1 h4 yce ff7 fs0 fc0 sc0 ls0 ws0">Wspólników. <span class="_ _14"></span><span class="ff3"> <span class="_ _14"></span><span class="ff7">O<span class="_ _0"></span>bjęcie <span class="_ _14"></span>kontroli <span class="_ _14"></span>przez TESG<span class="_ _1"></span>AS <span class="_ _14"></span>S.A. <span class="_ _14"></span>nad <span class="_ _1"></span>spółką <span class="_ _14"></span>nastąpiło w <span class="_ _6"></span>dniu <span class="_ _14"></span>4 <span class="_ _1"></span>kwietnia <span class="_ _14"></span>2014<span class="_ _0"></span><span class="ff3"> <span class="_ _14"></span><span class="ff7">r. poprzez <span class="_ _14"></span>nabycie <span class="_ _14"></span>50% <span class="_ _14"></span>udziałów </span></span></span></span></div><div class="t m0 x1 h4 ycf ff7 fs0 fc0 sc0 ls0 ws0">oraz powołanie<span class="_ _1"></span> do zarządu <span class="_ _14"></span>spółki dwóch z tr<span class="_ _14"></span>z<span class="_ _0"></span>ech cz<span class="_ _1"></span>łonków zarządu<span class="_ _1"></span>. W dn<span class="_ _1"></span>iu 4 <span class="_ _1"></span>grudn<span class="_ _1"></span>ia 2018<span class="ff3"> </span>r. Emitent zawarł <span class="_ _1"></span>umowę nab<span class="_ _1"></span>ycia </div><div class="t m0 x1 h4 yd0 ff7 fs0 fc0 sc0 ls0 ws0">25 <span class="_ _9"></span>udziałów <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _9"></span>Spółce <span class="_ _0"></span>Pitern<span class="_ _0"></span><span class="ff3"> <span class="_ _9"></span></span>Sp. <span class="_ _9"></span>z <span class="_ _9"></span>o.o. <span class="_ _9"></span>Po <span class="_ _9"></span>trans<span class="_ _1"></span>akcji <span class="_ _9"></span>Emitent <span class="_ _0"></span>stał <span class="_ _9"></span>się <span class="_ _9"></span>właścicielem <span class="_ _9"></span>udziałów <span class="_ _9"></span>reprezentujących <span class="_ _0"></span>łącznie <span class="_ _9"></span>100% </div><div class="t m0 x1 h4 yd1 ff7 fs0 fc0 sc0 ls0 ws0">kapitału zakładowego spółki Pitern Sp<span class="_ _1"></span>. z o.o. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 yd2 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yd3 ff7 fs0 fc0 sc0 ls0 ws0">Spółka piTERN<span class="ff3"> </span>prowadzi działalność w ramach segmentu operacyjnego „OZE”.<span class="ff3"> </span></div><div class="t m0 x1 h4 yd4 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yd5 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dniu <span class="_ _14"></span>14 <span class="_ _1"></span>kwietnia <span class="_ _14"></span>2023 <span class="_ _14"></span>roku<span class="_ _0"></span> <span class="_ _14"></span>TESGAS <span class="_ _14"></span>S.A. <span class="_ _1"></span>zawarła <span class="_ _14"></span>umowę <span class="_ _1"></span>nabycia <span class="_ _14"></span>100 <span class="_ _14"></span>udziałó<span class="_ _0"></span>w <span class="_ _14"></span>w <span class="_ _1"></span>kapitale <span class="_ _6"></span>z<span class="_ _0"></span>akładowym <span class="_ _14"></span>spółki <span class="_ _1"></span>Polychromatic </div><div class="t m0 x1 h4 yd6 ff7 fs0 fc0 sc0 ls0 ws0">Sp. z <span class="_ _0"></span>o.o. <span class="_ _0"></span>(Po<span class="_ _0"></span>lychromatic), reprezentujących 100% <span class="_ _0"></span>kapitału <span class="_ _0"></span>zakładowego <span class="_ _0"></span>spółki <span class="_ _0"></span>Polychromatic <span class="_ _0"></span>Sp. z <span class="_ _0"></span>o.o<span class="_ _0"></span>., dając<span class="_ _0"></span>ych prawo <span class="_ _0"></span>do </div></div></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona 6 <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">100% <span class="_ _9"></span>głosów <span class="_ _0"></span>na <span class="_ _9"></span>jej <span class="_ _9"></span>Zgromadzeniu<span class="_ _1"></span> <span class="_ _9"></span>Wspólników. <span class="_ _0"></span>Łączna <span class="_ _9"></span>wartość <span class="_ _9"></span>nabycia <span class="_ _0"></span>udziałów <span class="_ _9"></span>wyniosła <span class="_ _9"></span>347 <span class="_ _0"></span>tys. <span class="_ _9"></span>PLN. <span class="_ _0"></span>Zakupiona <span class="_ _9"></span>spółka </div><div class="t m0 x1 h4 y8d ff7 fs0 fc0 sc0 ls0 ws0">będzie realizować projekt budowy farmy fotowoltaicznej.<span class="ff3"> </span></div><div class="t m0 x1 h4 yd7 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yd8 ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _0"></span>dzień <span class="_ _0"></span>s<span class="_ _0"></span>porządz<span class="ff3">enia <span class="_ _0"></span>niniejszego<span class="_ _0"></span> <span class="_ _0"></span>raportu, <span class="_ _9"></span>tj. <span class="_ _0"></span>25 <span class="_ _9"></span>kwietnia <span class="_ _0"></span><span class="ls3">202</span>5</span>, <span class="_ _9"></span>udział <span class="_ _0"></span>w <span class="_ _0"></span>ogólnej <span class="_ _9"></span>liczbie<span class="_ _1"></span> <span class="_ _0"></span>głosów<span class="_ _0"></span> <span class="_ _0"></span>posiadanych <span class="_ _0"></span>przez <span class="_ _9"></span>TESGAS </div><div class="t m0 x1 h4 y5 ff7 fs0 fc0 sc0 ls0 ws0">S.A. w podmiotach zależnych jest równy udziałowi TESGAS S<span class="_ _1"></span>.A. w kapitałach tych jednostek.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 yd9 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yda ff7 fs0 fc0 sc0 ls0 ws0">Emitent ani żadna ze spółek zależnych ni<span class="_ _1"></span>e posiada oddziałów. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 ydb ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 ydc ff7 fs0 fc0 sc0 ls0 ws0">Skonsolidowane sprawozdanie finansowe sporządzane jest metodą pełną.<span class="ff3"> </span></div><div class="t m0 x1 hf ydd ff1 fs0 fc0 sc0 ls3 ws0">2.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Zmiany w podstawowych zasadach zarządzania Spółką do<span class="_ _1"></span>minującą i Grupą Kapitałową<span class="_ _0"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 yab ff7 fs0 fc0 sc0 ls0 ws0">W okresie objętym niniejszym sp<span class="_ _0"></span>rawozdaniem nie wystąpiły istotne z<span class="_ _0"></span>miany w zasadach <span class="_ _0"></span>zarządzania Spółką dominującą <span class="_ _0"></span>oraz </div><div class="t m0 x1 h4 yac ff7 fs0 fc0 sc0 ls0 ws0">Grupą Kapitałową.<span class="ff3"> </span></div><div class="t m0 x1 h4 yad ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yde ff1 fs0 fc0 sc0 ls3 ws0">3.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Informacja o powiązaniach organizacyjnych<span class="_ _1"></span> lub kapitałowych Emitenta z innymi podmiotami<span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 ydf ff7 fs0 fc0 sc0 ls0 ws0">Emitent posiada udziały w spółkach o profilu produkcyjn<span class="_ _1"></span>ym i usługowym. Na dzień 31 grudnia <span class="ff3 ls3">202<span class="ls0">4 <span class="_ _0"></span></span></span>roku Spółka posiadała </div><div class="t m0 x1 h4 ye0 ff3 fs0 fc0 sc0 ls0 ws0">cztery <span class="ff7">podmioty powiązane kapitałowo i osobowo. </span> </div><div class="t m0 x1 h4 ye1 ff7 fs0 fc0 sc0 ls0 ws0">W skład Grupy Kapitałowej TESGAS wchodzą: jednostka dominująca TESGAS S.A. oraz następujące spółki zależne:<span class="ff3"> </span></div><div class="t m0 x1 h2 ye2 ff1 fs0 fc0 sc0 ls0 ws0">Tabela 1<span class="ff2">. Powiązania kapitałowe Emitenta</span> </div></div><div class="c x15 ye3 wa h10"><div class="t m0 x16 h2 ye4 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 ye3 wb h10"><div class="t m0 xb h2 ye4 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xe ye3 wc h10"><div class="t m0 x18 h2 ye5 ff1 fs0 fc1 sc0 ls0 ws0">% posiadanego </div><div class="t m0 x19 h2 ye6 ff2 fs0 fc1 sc0 ls0 ws0">kapitału i głosów na </div><div class="t m0 x1a h2 ye4 ff1 fs0 fc1 sc0 ls0 ws0">Zgromadzeniu </div><div class="t m0 x1b h2 ye7 ff2 fs0 fc1 sc0 ls0 ws0">Wspólników<span class="ff1">: </span></div><div class="t m0 x1c h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1d ye3 wd h10"><div class="t m0 x18 h2 ye5 ff1 fs0 fc1 sc0 ls0 ws0">% posiadanego </div><div class="t m0 x19 h2 ye6 ff2 fs0 fc1 sc0 ls0 ws0">kapitału i głosów na </div><div class="t m0 x1a h2 ye4 ff1 fs0 fc1 sc0 ls0 ws0">Zgromadzeniu </div><div class="t m0 x1b h2 ye7 ff2 fs0 fc1 sc0 ls0 ws0">Wspólników<span class="ff1">: </span></div><div class="t m0 x1c h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 ye9 wa ha"><div class="t m0 x1e h2 yea ff2 fs0 fc1 sc0 ls0 ws0">Nazwa spółki zależnej<span class="ff3"> </span></div></div><div class="c x17 ye9 wb ha"><div class="t m0 x1f h2 yea ff1 fs0 fc1 sc0 ls0 ws0">Siedziba<span class="ff3"> </span></div></div><div class="c xe ye9 wc ha"><div class="t m0 x20 h2 yea ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">4 </span></div></div><div class="c x1d ye9 wd ha"><div class="t m0 x20 h2 yea ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">3 </span></div></div><div class="c x15 yeb wa h11"><div class="t m0 xc h4 yec ff3 fs0 fc0 sc0 ls0 ws0">Segus Sp. z o.o. </div></div><div class="c x17 yeb wb h11"><div class="t m0 xc h12 yed ff7 fs3 fc0 sc0 ls0 ws0">ul. Dębogórsk<span class="_ _1"></span>a 22, 71<span class="ff3">-717 Szczecin <span class="_ _1"></span> </span></div></div><div class="c xe yeb wc h11"><div class="t m0 x21 h4 yec ff3 fs0 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x1d yeb wd h11"><div class="t m0 x21 h4 yec ff3 fs0 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x15 yee wa h13"><div class="t m0 xc h4 yef ff3 fs0 fc0 sc0 ls0 ws0">Stal Warsztat Sp. z o.o.  </div></div><div class="c x17 yee wb h13"><div class="t m0 xc h12 yf0 ff7 fs3 fc0 sc0 ls0 ws0">ul. Gołężycka <span class="_ _1"></span>95, 61<span class="ff3">-</span>357 Poznań   <span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c xe yee wc h13"><div class="t m0 x22 h4 yef ff3 fs0 fc0 sc0 ls0 ws0">92,92% </div></div><div class="c x1d yee wd h13"><div class="t m0 x22 h4 yef ff3 fs0 fc0 sc0 ls0 ws0">92,92% </div></div><div class="c x15 yf1 wa h14"><div class="t m0 xc h4 yf2 ff3 fs0 fc0 sc0 ls0 ws0">piTERN Sp. z o.o. </div></div><div class="c x17 yf1 wb h14"><div class="t m0 xc h12 yf3 ff7 fs3 fc0 sc0 ls0 ws0">Dąbrowa, ul. B<span class="_ _1"></span>atorowsk<span class="_ _1"></span>a 9, 62<span class="ff3">-<span class="ls7">070 </span></span></div><div class="t m0 xc h12 yf4 ff3 fs3 fc0 sc0 ls0 ws0">Dopiewo  </div><div class="t m0 xc h12 yf5 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe yf1 wc h14"><div class="t m0 x21 h4 yf2 ff3 fs0 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x1d yf1 wd h14"><div class="t m0 x21 h4 yf2 ff3 fs0 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x15 yf6 wa h15"><div class="t m0 xc h4 yf7 ff3 fs3 fc0 sc0 ls0 ws0">Polychromat<span class="_ _1"></span>ic Sp. z o.o.<span class="fs0"> </span></div></div><div class="c x17 yf6 wb h15"><div class="t m0 xc h12 yf8 ff7 fs3 fc0 sc0 ls0 ws0">Dąbrowa, ul. <span class="ff3">B<span class="_ _1"></span>atorowsk<span class="_ _1"></span>a 9, 62-<span class="ls7">070 </span></span></div><div class="t m0 xc h4 yf9 ff3 fs3 fc0 sc0 ls0 ws0">Dopiewo<span class="fs0"> </span></div></div><div class="c xe yf6 wc h15"><div class="t m0 x23 h4 yf7 ff3 fs3 fc0 sc0 ls0 ws0">100,00%<span class="fs0"> </span></div></div><div class="c x1d yf6 wd h15"><div class="t m0 x23 h4 yf7 ff3 fs3 fc0 sc0 ls0 ws0">100,00%<span class="fs0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hb yfa ff5 fs3 fc0 sc0 ls0 ws0">Źródło: Emiten<span class="_ _1"></span>t<span class="ff6"> </span></div><div class="t m0 x1 h4 yfb ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yfc ff7 fs0 fc0 sc0 ls0 ws0">W  okresie  sprawozdawczym  nie  wystąpiły  inwestycje  kapitałowe  dokonane  przez  TESGAS  S.<span class="_ _0"></span>A.  poza  dotychczasowymi </div><div class="t m0 x1 h4 yfd ff7 fs0 fc0 sc0 ls0 ws0">jednostkami powiązanymi.<span class="ff3"> </span></div><div class="t m0 x1 hf yfe ff1 fs0 fc0 sc0 ls3 ws0">4.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Zmiany zaangażowania kapitałowego w Grupie Kapitałowej TESGAS<span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 yff ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _3"> </span>okresie <span class="_ _3"> </span>sprawozdawczym <span class="_ _3"> </span>nie <span class="_ _3"> </span>wystąpiły <span class="_ _3"> </span>inwestycje  kapitałowe <span class="_ _12"> </span>dokonane<span class="_ _1"></span> <span class="_ _3"> </span>przez <span class="_ _3"> </span>TESGAS <span class="_ _3"> </span>S.A. <span class="_ _3"> </span>poza <span class="_ _3"> </span>grupą <span class="_ _3"> </span>jednostek </div><div class="t m0 x1 h4 y100 ff7 fs0 fc0 sc0 ls0 ws0">powiązanych.<span class="ff3"> </span></div><div class="t m0 x1 h4 y101 ff7 fs0 fc0 sc0 ls0 ws0">W okre<span class="_ _1"></span>sie <span class="_ _1"></span>od <span class="_ _1"></span>01 <span class="_ _1"></span>stycznia <span class="_ _1"></span>2024 <span class="_ _1"></span>roku d<span class="_ _1"></span>o dn<span class="_ _1"></span>ia publikacji <span class="_ _14"></span>niniejszego sprawozdania <span class="_ _1"></span>nie <span class="_ _14"></span>na<span class="_ _0"></span>stąpiły <span class="_ _1"></span>żadne zmiany <span class="_ _14"></span>w <span class="_ _0"></span>zaangażowaniu </div><div class="t m0 x1 h4 y102 ff7 fs0 fc0 sc0 ls0 ws0">kapitałowym Emitenta w spółkach zależnych.<span class="ff3"> </span></div><div class="t m0 x1 h4 y103 ff7 fs0 fc0 sc0 ls0 ws0">Żadna ze spółek zależnych nie jest zaangażowana kapitałowo w jakikolwiek podmiot.<span class="ff3"> </span></div><div class="t m0 x1 h4 y104 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y105 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona 7 <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h16 ya4 ff2 fs0 fc0 sc0 ls0 ws0">Rozdział II: Organy Spółki dominującej<span class="ff1 fs5"> </span></div><div class="t m0 x1 hf ya5 ff1 fs0 fc0 sc0 ls3 ws0">1.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Zarząd Spółki dominującej<span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 ya6 ff7 fs0 fc0 sc0 ls0 ws0">Zgodnie z postanowieniami Statutu Spółki dominującej Zarząd jest wieloosobowy i składa się od d<span class="_ _1"></span>wóch do sześciu członków, </div><div class="t m0 x1 h4 y73 ff7 fs0 fc0 sc0 ls0 ws0">w <span class="_ _1"></span>tym: <span class="_ _14"></span>prezesa zarządu, <span class="_ _14"></span>od <span class="_ _1"></span>jednego <span class="_ _1"></span>do <span class="_ _14"></span>trzech <span class="_ _1"></span>wiceprezesów <span class="_ _1"></span>zarządu <span class="_ _14"></span>i maksymalnie <span class="_ _14"></span>dwóc<span class="_ _0"></span>h <span class="_ _14"></span>czł<span class="_ _0"></span>onków <span class="_ _14"></span>zarządu, powoływanych<span class="_ _1"></span> </div><div class="t m0 x1 h4 y4b ff7 fs0 fc0 sc0 ls0 ws0">i <span class="_ _5"> </span>odwo<span class="_ _0"></span>ływanych <span class="_ _5"> </span>przez  Radę <span class="_ _5"> </span>Nadzorczą.  Zarząd <span class="_ _5"> </span>Spółki <span class="_ _5"> </span>dominującej  powoływany <span class="_ _5"> </span>jest <span class="_ _5"> </span>w  ten <span class="_ _5"> </span>sposób, <span class="_ _e"> </span>że <span class="_ _5"> </span>Rada  Nad<span class="_ _1"></span>zorcza </div><div class="t m0 x1 h4 ya7 ff7 fs0 fc0 sc0 ls0 ws0">powołuje <span class="_ _0"></span>najpierw <span class="_ _9"></span>prezes<span class="_ _1"></span>a <span class="_ _0"></span>zarządu, <span class="_ _9"></span>a <span class="_ _0"></span>następnie <span class="_ _0"></span>na <span class="_ _9"></span>jego <span class="_ _0"></span>wniosek <span class="_ _9"></span>wicepreze<span class="_ _1"></span>sów <span class="_ _0"></span>o<span class="_ _0"></span>raz <span class="_ _0"></span>członków <span class="_ _0"></span>z<span class="_ _0"></span>arządu. <span class="_ _0"></span>Członkiem <span class="_ _0"></span>zarządu </div><div class="t m0 x1 h4 ya8 ff7 fs0 fc0 sc0 ls0 ws0">może być tylko osoba fizyczna, posiadająca pełną zdolność do czynności prawnych<span class="_ _1"></span>. <span class="ff3"> </span></div><div class="t m0 x1 h4 y106 ff3 fs0 fc0 sc0 ls0 ws0">W 2024 roku <span class="ff7">miały miejsce następujące zmiany w składzie Zarządu</span>: </div><div class="t m0 x14 h7 y107 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">w  dniu  10  lipca  2024 <span class="_ _3"> </span>roku  Zar<span class="_ _0"></span>ząd  Emitenta  otrzymał<span class="_ _0"></span>  rezygnację  Pa<span class="_ _0"></span>na  Marcina  Szrejtera  z<span class="_ _0"></span>  pełnienia  funkcji </span></span></div><div class="t m0 x24 h4 y108 ff7 fs0 fc0 sc0 ls0 ws0">Wiceprezesa Zarządu z dniem 31 październ<span class="_ _1"></span>ika 2024 roku<span class="ff3 ls8">, <span class="ls0"> </span></span></div><div class="t m0 x14 h7 y109 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">Rada <span class="_ _9"></span>Nadzorcza <span class="_ _0"></span>T<span class="_ _0"></span>ESGAS <span class="_ _0"></span>S.A. <span class="_ _9"></span>w <span class="_ _9"></span>dniu <span class="_ _0"></span>10 <span class="_ _9"></span>lipca <span class="_ _9"></span>2024 <span class="_ _9"></span>podjęła <span class="_ _0"></span>uchwałę <span class="_ _9"></span>w <span class="_ _9"></span>sprawie <span class="_ _0"></span>powołania <span class="_ _9"></span>na <span class="_ _9"></span>stanowisko <span class="_ _9"></span>Członka </span></span></div><div class="t m0 x24 h4 y10a ff7 fs0 fc0 sc0 ls0 ws0">Zarządu Pana Jarosława Kocik na okres do końca obecnej kad<span class="_ _1"></span>encji.<span class="_ _0"></span><span class="ff3">, </span></div><div class="t m0 x1 h4 y10b ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yde ff7 fs0 fc0 sc0 ls0 ws0">Zarówno <span class="_ _9"></span>na <span class="_ _9"></span>dzień <span class="_ _9"></span>31 <span class="_ _9"></span>grudni<span class="_ _1"></span>a <span class="_ _9"></span><span class="ff3 ls3">202<span class="ls0">4 <span class="_ _9"></span></span></span>roku, <span class="_ _9"></span>jak <span class="_ _9"></span>również <span class="_ _9"></span>na <span class="_ _9"></span>dzień <span class="_ _9"></span>sporządzeni<span class="_ _1"></span>a <span class="_ _9"></span>niniejszego <span class="_ _9"></span>raportu, <span class="_ _9"></span>tj. <span class="_ _9"></span><span class="ff3">25 <span class="_ _9"></span>kwietnia <span class="_ _9"></span><span class="ls3">202</span>5 <span class="_ _9"></span>roku </span></div><div class="t m0 x1 h4 y10c ff7 fs0 fc0 sc0 ls0 ws0">skład Zarządu TESGAS S.A. przedstawia się następująco:<span class="ff3"> </span></div><div class="t m0 x14 h7 y10d ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">Włodzimierz Kocik <span class="ff3">- </span>Prezes<span class="_ _1"></span> Zarządu, <span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y11 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">Jarosław Kocik<span class="ff3"> </span>–<span class="ff3"> </span>Członek Zarządu,<span class="ff3"> </span></span></span></div><div class="t m0 x1 h4 y10e ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y10f ff2 fs0 fc0 sc0 ls0 ws0">Tabela 2. Osoby wchodzące w skład Zarządu TESGAS S.A.<span class="ff1"> </span>w ciągu<span class="ff1"> <span class="ls3">202</span>4 roku<span class="ff3 fc1"> </span></span></div></div><div class="c x15 y110 we h17"><div class="t m0 xc h2 y111 ff2 fs0 fc1 sc0 ls0 ws0">Imię Nazwisko<span class="ff1"> </span></div></div><div class="c x25 y110 wf h17"><div class="t m0 x12 h2 y111 ff1 fs0 fc1 sc0 ls0 ws0">Funkcja </div></div><div class="c x26 y110 w10 h17"><div class="t m0 x27 h2 y111 ff2 fs0 fc1 sc0 ls0 ws0">Okres pełnienia funkcji<span class="ff1"> </span></div></div><div class="c x15 y112 we h18"><div class="t m0 xc h4 y113 ff7 fs0 fc0 sc0 ls0 ws0">Włodzimierz Kocik<span class="ff3"> </span></div></div><div class="c x25 y112 wf h18"><div class="t m0 xc h4 y113 ff7 fs0 fc0 sc0 ls0 ws0">Prezes Zarządu<span class="ff3"> </span></div></div><div class="c x26 y112 w10 h18"><div class="t m0 x21 h4 y113 ff7 fs0 fc0 sc0 ls0 ws0">przez cały rok <span class="ff3 ls3">202<span class="ls0">4 </span></span></div></div><div class="c x15 y114 we h19"><div class="t m0 xc h4 y115 ff3 fs0 fc0 sc0 ls0 ws0">Marcin Szrejter  </div></div><div class="c x25 y114 wf h19"><div class="t m0 xc h4 y115 ff7 fs0 fc0 sc0 ls0 ws0">Wiceprezes Zarządu<span class="ff3"> </span></div></div><div class="c x26 y114 w10 h19"><div class="t m0 x28 h4 y115 ff3 fs0 fc0 sc0 ls0 ws0">od 01.01.2024 do 31.10.<span class="ls3">2024 </span> </div></div><div class="c x15 y1b we h19"><div class="t m0 xc h4 y115 ff7 fs0 fc0 sc0 ls0 ws0">Jarosław Kocik<span class="ff3">  </span></div></div><div class="c x25 y1b wf h19"><div class="t m0 xc h4 y115 ff7 fs0 fc0 sc0 ls0 ws0">Członek<span class="ff3"> </span>Zarządu<span class="ff3"> </span></div></div><div class="c x26 y1b w10 h19"><div class="t m0 x28 h4 y115 ff3 fs0 fc0 sc0 ls0 ws0">od 10.07.<span class="ls3">2024</span> do 31.12.2024 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hd y116 ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff6"> </span></div><div class="t m0 x1 h2 y117 ff1 fs0 fc1 sc0 ls0 ws0">I </div><div class="t m0 x1 h4 y118 ff7 fs0 fc0 sc0 ls0 ws0">Wynagrodzenia  osób  zarządzających  zostały  zaprezentowane  zarówno  w  Sprawozda<span class="_ _0"></span><span class="ff3">niu  Finansowym  TESGAS  S.A.  oraz </span></div><div class="t m0 x1 h4 y119 ff7 fs0 fc0 sc0 ls0 ws0">Rocznym Skonsolidowanym Sprawozdaniu Finansowym za okres 12 miesię<span class="_ _1"></span>cy zakończony 31 grudnia <span class="_ _0"></span><span class="ff3 ls3">202<span class="ls0">4 roku w nocie 30. </span></span></div><div class="t m0 x1 hf y11a ff1 fs0 fc0 sc0 ls3 ws0">2.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Umowy zawarte między Emitentem a osobami zarządzającymi, przewidujące rekompensatę w przypadku ic<span class="_ _1"></span>h </span></span></div><div class="t m0 x29 h2 y11b ff2 fs0 fc0 sc0 ls0 ws0">rezygnacji lub zwolnienia z zajmowanego stanowiska bez ważnej przyczyny lub gdy ich o<span class="_ _1"></span>dwołanie lub zwolnienie </div><div class="t m0 x29 h2 y11c ff2 fs0 fc0 sc0 ls0 ws0">następuje z powodu połączenia emitenta przez przejęcie<span class="ff1"> </span></div><div class="t m0 x1 h4 y11d ff7 fs0 fc0 sc0 ls0 ws0">W omawianym okresie sp<span class="_ _1"></span>rawozdawcz<span class="_ _0"></span>ym oraz w okresach wcześ<span class="_ _1"></span>niejszych TESGAS S.A. nie zawarła z osobami zarządzającym<span class="_ _1"></span>i </div><div class="t m0 x1 h4 y11e ff7 fs0 fc0 sc0 ls0 ws0">umów, które <span class="_ _0"></span>przewidywałyby dodatkowe świadczenia i/lub rekompensaty z tytułu <span class="_ _0"></span>rezygnacji lub z<span class="_ _0"></span>wolnienia z zajmowanego </div><div class="t m0 x1 h4 y11f ff7 fs0 fc0 sc0 ls0 ws0">stanowiska <span class="_ _5"> </span>bez <span class="_ _8"></span>waż<span class="_ _0"></span>nej <span class="_ _5"> </span>przyczyny <span class="_ _5"> </span>lub <span class="_ _5"> </span>gdy <span class="_ _5"> </span>ich <span class="_ _8"></span>odwo<span class="_ _0"></span>łanie <span class="_ _5"> </span>lub <span class="_ _8"></span>z<span class="_ _0"></span>wolnienie <span class="_ _8"> </span>na<span class="_ _0"></span>stępuje <span class="_ _5"> </span>z <span class="_ _5"> </span>powodu <span class="_ _5"> </span>połączenia <span class="_ _5"> </span>emitenta <span class="_ _8"></span>przez<span class="_ _0"></span> </div><div class="t m0 x1 h4 y120 ff7 fs0 fc0 sc0 ls0 ws0">przejęcie.<span class="ff3"> </span></div><div class="t m0 x1 hf y121 ff1 fs0 fc0 sc0 ls3 ws0">3.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff1">Informacje o <span class="ff2">wszelkich zobowiązaniach wyni<span class="_ _1"></span>kających z emerytur i świadczeń o podobnym charakterze dla byłych </span></span></span></div><div class="t m0 x29 h2 y122 ff2 fs0 fc0 sc0 ls0 ws0">osób zarządzających, nadzorujących alb<span class="_ _1"></span>o byłych członków organów administrujących oraz o zobowiązaniach </div><div class="t m0 x29 h2 y123 ff2 fs0 fc0 sc0 ls0 ws0">zaciągniętych w związku z tymi emeryturami, ze wskazaniem kwoty ogółem dla każdej kategorii organu<span class="ff1"> </span></div><div class="t m0 x1 h4 y124 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>Spółce <span class="_ _0"></span>nie <span class="_ _0"></span>zostały <span class="_ _0"></span>wyodrębnione świadczenia <span class="_ _0"></span>emerytalne, <span class="_ _0"></span>jak <span class="_ _0"></span>rów<span class="_ _0"></span>nież <span class="_ _0"></span>świadczenia o <span class="_ _0"></span>podobnym <span class="_ _0"></span>c<span class="_ _0"></span>harakterze w <span class="_ _9"></span>stosun<span class="_ _1"></span>ku </div><div class="t m0 x1 h4 y125 ff7 fs0 fc0 sc0 ls0 ws0">do byłyc<span class="_ _0"></span>h osób <span class="_ _0"></span>zarządzających o<span class="_ _0"></span>raz nadzorujących. <span class="_ _0"></span>Ponadto spółka <span class="_ _0"></span>nie posiada <span class="_ _0"></span>organów administrujących, <span class="_ _0"></span>o <span class="_ _0"></span>których mowa </div><div class="t m0 x1 h4 y126 ff7 fs0 fc0 sc0 ls0 ws0">w  § <span class="_ _5"> </span>91  pkt <span class="_ _5"> </span>1<span class="ff3">8  Roz</span>p<span class="_ _1"></span>orządzenia <span class="_ _e"> </span>Ministra <span class="_ _e"> </span>Finansów <span class="_ _e"> </span>w  sp<span class="_ _1"></span>rawie <span class="_ _e"> </span>informacji <span class="_ _e"> </span>bieżących <span class="_ _e"> </span>i <span class="_ _5"> </span>okresowych  p<span class="_ _1"></span>rzekazywanych  p<span class="_ _1"></span>rzez </div><div class="t m0 x1 h4 y127 ff7 fs0 fc0 sc0 ls0 ws0">emitentów <span class="_ _0"></span>papierów <span class="_ _9"></span>wartościowych <span class="_ _0"></span>oraz <span class="_ _9"></span>warunków <span class="_ _0"></span>uznawania <span class="_ _0"></span>za <span class="_ _9"></span>równoważne <span class="_ _0"></span>informacji <span class="_ _0"></span>w<span class="_ _0"></span>ymaganych <span class="_ _0"></span>przepisami <span class="_ _0"></span>prawa </div><div class="t m0 x1 h4 y128 ff7 fs0 fc0 sc0 ls0 ws0">państwa  niebędącego <span class="_ _3"> </span>państwem <span class="_ _3"> </span>członkowskim<span class="ff3"> <span class="_ _3"> </span>(zwane  dalej <span class="_ _3"> </span></span>Rozporzą<span class="_ _0"></span>dzenie  Ministra  Finansó<span class="_ _0"></span>w  w <span class="_ _3"> </span>sprawie <span class="_ _3"> </span>informacji </div><div class="t m0 x1 h4 y129 ff7 fs0 fc0 sc0 ls0 ws0">bieżących i okresowych<span class="ff3">). </span></div><div class="t m0 x1 hf y12a ff1 fs0 fc0 sc0 ls3 ws0">4.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Rada Nadzorcza Spółki dominującej <span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y12b ff7 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _9"></span>z <span class="_ _8"></span>postanowieniami <span class="_ _8"></span>Statutu <span class="_ _8"></span>Spółki <span class="_ _9"></span>dominującej<span class="_ _0"></span><span class="ff3"> <span class="_ _8"></span></span>Rada <span class="_ _8"></span>Nadzorcza <span class="_ _8"></span>składa <span class="_ _9"></span>się <span class="_ _8"></span>z <span class="_ _9"></span>nie <span class="_ _8"></span>mniej <span class="_ _8"></span>niż <span class="_ _8"></span>pięciu, <span class="_ _9"></span>nie <span class="_ _8"></span>więcej <span class="_ _9"></span>niż <span class="_ _8"></span>9 </div><div class="t m0 x1 h4 y12c ff7 fs0 fc0 sc0 ls0 ws0">członków <span class="_ _12"> </span>powoływanych <span class="_ _3"> </span>przez <span class="_ _12"> </span>Walne <span class="_ _3"> </span>Zgromadzenie <span class="_ _12"> </span>w <span class="_ _12"> </span>głosowaniu <span class="_ _3"> </span>tajnym. <span class="_ _12"> </span>Liczbę <span class="_ _12"> </span>członków <span class="_ _3"> </span>R<span class="_ _0"></span>ady <span class="_ _3"> </span>Nadzorcz<span class="_ _0"></span>ej <span class="_ _12"> </span>us<span class="_ _1"></span>tala </div><div class="t m0 x1 h4 y12d ff7 fs0 fc0 sc0 ls0 ws0">każdorazowo <span class="_ _0"></span>w <span class="_ _0"></span>granicach oznaczonych <span class="_ _0"></span>Walne Zg<span class="_ _0"></span>romadzenie Akcj<span class="_ _0"></span>onariuszy. Czło<span class="_ _0"></span>nek Rad<span class="_ _0"></span>y <span class="_ _0"></span>Nadzorczej <span class="_ _0"></span>przekazuje Zarzą<span class="_ _0"></span>dowi </div><div class="t m0 x1 h4 y12e ff7 fs0 fc0 sc0 ls0 ws0">informację <span class="_ _14"></span>na <span class="_ _14"></span>temat s<span class="_ _1"></span>woich <span class="_ _14"></span>powiązań <span class="_ _1"></span>natury <span class="_ _14"></span>ekonomicznej, <span class="_ _14"></span>rodzinnej <span class="_ _14"></span>lub <span class="_ _1"></span>innej, <span class="_ _14"></span>mogących <span class="_ _14"></span>mieć <span class="_ _14"></span>w<span class="_ _0"></span>pływ <span class="_ _1"></span>na <span class="_ _14"></span>stanowisko <span class="_ _14"></span>członka </div><div class="t m0 x1 h4 y12f ff7 fs0 fc0 sc0 ls0 ws0">Rady Nadzorczej w<span class="_ _1"></span> sprawie<span class="_ _1"></span> rozstrzyganej <span class="_ _14"></span>przez Radę<span class="ff3"> </span>z akcjonariuszem <span class="_ _1"></span>dysponu<span class="_ _1"></span>jącym akcjami rep<span class="_ _1"></span>rezentującymi nie<span class="_ _1"></span> mniej n<span class="_ _1"></span>iż </div></div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona 8 <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">5% ogólnej liczby <span class="_ _0"></span>głosów na <span class="_ _0"></span>Walnym Zgromadzeniu. Członkiem Rady Nadzorcz<span class="_ _0"></span>ej może być <span class="_ _0"></span>tylko osoba fizycz<span class="_ _0"></span>na, posiadająca </div><div class="t m0 x1 h4 y8d ff7 fs0 fc0 sc0 ls0 ws0">pełną zdolność do czynności prawnych.<span class="ff3"> </span></div><div class="t m0 x1 h4 yd7 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y130 ff3 fs0 fc0 sc0 ls0 ws0">S<span class="ff7">kład Rady Nadzorczej TESGAS S.A. </span><span class="ls2">w <span class="ls3">202</span></span>4 roku przedstawia<span class="ff7">ł</span> <span class="ff7">się następująco:</span> </div><div class="t m0 x1 h4 y8f ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y131 ff1 fs0 fc0 sc0 ls0 ws0">Tabela 3<span class="ff2">. Osoby wchodzące w skład Rady </span>Nadzorczej TESGAS S.A. </div></div><div class="c x15 y132 w11 h1a"><div class="t m0 xc h4 y133 ff7 fs0 fc1 sc0 ls0 ws0">Imię Nazwisko<span class="ff3"> </span></div></div><div class="c x2a y132 w12 h1a"><div class="t m0 xc h4 y133 ff3 fs0 fc1 sc0 ls0 ws0">Funkcja </div></div><div class="c x2b y132 w13 h1a"><div class="t m0 xc h4 y133 ff7 fs0 fc1 sc0 ls0 ws0">Okres pełnienia funkcji<span class="ff3"> </span></div></div><div class="c x15 y134 w11 h1b"><div class="t m0 xc h4 y111 ff3 fs0 fc0 sc0 ls0 ws0">Piotr Stobiecki </div></div><div class="c x2a y134 w12 h1b"><div class="t m0 xc h4 y111 ff7 fs0 fc0 sc0 ls0 ws0">Przewodniczący Rady Nadzorczej<span class="ff3"> </span></div></div><div class="c x2b y134 w13 h1b"><div class="t m0 xc h4 y111 ff3 fs0 fc0 sc0 ls0 ws0">od 01.01. do <span class="ls3">31</span>.<span class="ls3">12</span>.<span class="ls3">202</span>4 </div></div><div class="c x15 y135 w11 h17"><div class="t m0 xc h4 y111 ff7 fs0 fc0 sc0 ls0 ws0">Tomasz Skoczyński<span class="ff3"> </span></div></div><div class="c x2a y135 w12 h17"><div class="t m0 xc h4 y111 ff7 fs0 fc0 sc0 ls0 ws0">Wiceprzewodniczący Rady Nadzorczej<span class="ff3"> </span></div></div><div class="c x2b y135 w13 h17"><div class="t m0 xc h4 y111 ff3 fs0 fc0 sc0 ls0 ws0">od 01.01. do <span class="ls3">31</span>.<span class="ls3">12</span>.<span class="ls3">202</span>4 </div></div><div class="c x15 y136 w11 h1b"><div class="t m0 xc h4 y111 ff7 fs0 fc0 sc0 ls0 ws0">Elżbieta Kocik<span class="ff3"> </span></div></div><div class="c x2a y136 w12 h1b"><div class="t m0 xc h4 y111 ff3 fs0 fc0 sc0 ls0 ws0">Sekretarz Rady Nadzorczej </div></div><div class="c x2b y136 w13 h1b"><div class="t m0 xc h4 y111 ff3 fs0 fc0 sc0 ls0 ws0">od 01.01. do <span class="ls3">31</span>.<span class="ls3">12</span>.<span class="ls3">202</span>4 </div></div><div class="c x15 y137 w11 h1b"><div class="t m0 xc h4 y138 ff3 fs0 fc0 sc0 ls0 ws0">Mariusz Mirek </div></div><div class="c x2a y137 w12 h1b"><div class="t m0 xc h4 y138 ff7 fs0 fc0 sc0 ls0 ws0">Członek Rady Nadzorczej<span class="ff3"> </span></div></div><div class="c x2b y137 w13 h1b"><div class="t m0 xc h4 y138 ff3 fs0 fc0 sc0 ls0 ws0">od 01.01. do <span class="ls3">31</span>.<span class="ls3">12</span>.<span class="ls3">202</span>4 </div></div><div class="c x15 y139 w11 h1c"><div class="t m0 xc h4 y111 ff7 fs0 fc0 sc0 ls0 ws0">Łukasz Klupa<span class="ff3"> </span></div></div><div class="c x2a y139 w12 h1c"><div class="t m0 xc h4 y111 ff7 fs0 fc0 sc0 ls0 ws0">Członek Rady Nadzorczej<span class="ff3"> </span></div></div><div class="c x2b y139 w13 h1c"><div class="t m0 xc h4 y111 ff3 fs0 fc0 sc0 ls0 ws0">od 01.01. do <span class="ls3">31</span>.<span class="ls3">12</span>.<span class="ls3">202</span>4 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hd y13a ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1d y13b ff5 fs3 fc0 sc0 ls0 ws0">Źródło: Emiten<span class="_ _1"></span>t<span class="ffa fs4"> </span></div><div class="t m0 x1 h4 y13c ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y13d ff7 fs0 fc0 sc0 ls0 ws0">Wynagrodzenia osób <span class="_ _0"></span>nadzorujących <span class="_ _0"></span>zostały <span class="_ _0"></span>zaprezentowane zarówno <span class="_ _0"></span>w <span class="_ _0"></span>Sprawozdaniu Finansowym <span class="_ _0"></span>TE<span class="_ _0"></span>SGAS S.A. i <span class="_ _0"></span>Rocznym </div><div class="t m0 x1 h4 y13e ff7 fs0 fc0 sc0 ls0 ws0">Skonsolidowanym <span class="_ _0"></span>Sprawozdaniu <span class="_ _9"></span>Finansowym <span class="_ _0"></span>za <span class="_ _9"></span>okres <span class="_ _0"></span>12 <span class="_ _0"></span>mies<span class="_ _0"></span>ięcy <span class="_ _0"></span>z<span class="_ _0"></span>akończony <span class="_ _0"></span>31 <span class="_ _9"></span>grudnia <span class="_ _9"></span><span class="ff3 ls3">202<span class="ls0">4 <span class="_ _0"></span>ro<span class="_ _0"></span>ku, <span class="_ _0"></span>w <span class="_ _9"></span>nocie <span class="_ _0"></span>30. <span class="_ _9"></span>Do <span class="_ _0"></span>dnia </span></span></div><div class="t m0 x1 h4 y13f ff3 fs0 fc0 sc0 ls0 ws0">publikacji niniejszego raportu <span class="ff7">nie nastąpiły żadne zmiany w składzie Rady Nadzorczej</span> <span class="ff7">Spółki</span><span class="ls5">. </span> </div><div class="t m0 x1 h4 y140 ff7 fs0 fc0 sc0 ls0 ws0">Osoby <span class="_ _14"></span>wchodzące <span class="_ _1"></span>w <span class="_ _14"></span>skład <span class="_ _14"></span>Rady <span class="_ _1"></span>Nadzorczej <span class="_ _14"></span>TE<span class="_ _0"></span>SGAS <span class="_ _6"></span>S.A.<span class="_ _0"></span> <span class="_ _14"></span>nie <span class="_ _14"></span>o<span class="_ _0"></span>trzymywały <span class="_ _14"></span>w roku<span class="_ _1"></span> <span class="ff3 ls3">202<span class="ls0">4 <span class="_ _6"></span><span class="ff7">w<span class="_ _0"></span>ynagrodzeń <span class="_ _14"></span>i <span class="_ _14"></span>nagród <span class="_ _14"></span>z tytułu <span class="_ _14"></span>pełnienia </span></span></span></div><div class="t m0 x1 h4 y141 ff7 fs0 fc0 sc0 ls0 ws0">funkcji <span class="_ _0"></span>we <span class="_ _0"></span>władzach <span class="_ _0"></span>jednostek <span class="_ _0"></span>podporządkowanych.<span class="_ _0"></span><span class="ff3"> <span class="_ _0"></span></span>Pani <span class="_ _0"></span>Elżbieta <span class="_ _0"></span>Kocik <span class="_ _0"></span>o<span class="_ _0"></span>trzymywała w<span class="_ _0"></span>ynagrodzen<span class="_ _1"></span>ie <span class="_ _0"></span>ze <span class="_ _0"></span>spółki <span class="_ _0"></span>zależnej <span class="_ _0"></span>Stal </div><div class="t m0 x1 h4 y142 ff7 fs0 fc0 sc0 ls0 ws0">Warsztat Sp. z o.o. w związku z zatrudnie<span class="_ _1"></span>niem na umowę o pracę na stanowisku niezaliczanym do władz spółki.  <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y143 ff3 fs0 fc0 sc0 ls0 ws0"> <span class="_ _10"> </span> </div></div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona 9 <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h2 ya4 ff2 fs0 fc0 sc0 ls0 ws0">Rozdział III: Akcjonariat<span class="ff1"> </span></div><div class="t m0 x1 hf ya5 ff1 fs0 fc0 sc0 ls3 ws0">1.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Określenie łącznej liczby akcji i wartości nominalnej akcji Emitenta<span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 ya6 ff7 fs0 fc0 sc0 ls0 ws0">Kapitał <span class="_ _12"> </span>akcyjny <span class="_ _12"> </span>Spółki <span class="_ _12"> </span>dominującej <span class="_ _12"> </span>wynosił <span class="_ _12"> </span>na <span class="_ _12"> </span>dzień <span class="_ _12"> </span>31 <span class="_ _12"> </span>grudnia <span class="_ _15"> </span><span class="ff3 ls3">202<span class="ls0">4 <span class="_ _12"> </span></span></span>roku <span class="_ _12"> </span>oraz <span class="_ _12"> </span>na <span class="_ _12"> </span>dzień <span class="_ _12"> </span>sporządzenia <span class="_ _12"> </span>niniejszego </div><div class="t m0 x1 h4 y73 ff7 fs0 fc0 sc0 ls0 ws0">sprawozdania 11.350 tys. PLN i dzieli się na:<span class="ff3"> </span></div><div class="t m0 x14 h7 y144 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff3">3.675 <span class="ff7">tys. akcji imiennych o wartości nominalnej 1 PLN każda, uprzywilejowanych co do głosu oraz </span> </span></span></div><div class="t m0 x14 h7 y145 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff3">7.675 <span class="ff7">tys. akcji zwykłych na okaziciela o wartości nominalnej 1 PLN każda.</span> </span></span></div><div class="t m0 x1 h4 y4d ff7 fs0 fc0 sc0 ls0 ws0">Akcje uprzywilejowane co do głosu, w liczbie <span class="ff3">3.<span class="ls3">675</span> </span>tys. znajdują się w posiadaniu<span class="ff3"> </span>Włodzimierz<span class="ff3">a Kocik </span>–<span class="ff3"> Prezesa </span>Zarządu<span class="ff3">. </span></div><div class="t m0 x1 h7 y146 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y147 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y148 ff7 fs0 fc0 sc0 ls0 ws0">Kapitał zakł<span class="_ _0"></span>adowy <span class="_ _0"></span>TESGAS S.A. <span class="_ _0"></span>na <span class="_ _0"></span>dzień 31<span class="_ _0"></span> <span class="_ _0"></span>grudnia <span class="_ _0"></span>2024 roku, <span class="_ _0"></span>jak <span class="_ _0"></span>również <span class="_ _0"></span>na <span class="_ _0"></span>dzień <span class="_ _0"></span>sporządzenia <span class="_ _0"></span>niniejszego <span class="_ _0"></span>raportu, tj. <span class="_ _9"></span><span class="ff3">25 </span></div><div class="t m0 x1 h4 y149 ff7 fs0 fc0 sc0 ls0 ws0">kwietnia 2025 roku przedstawia się następu<span class="_ _1"></span>jąco:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y14a ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y14b ff2 fs0 fc0 sc0 ls0 ws0">Tabela 4. Kapitał zakładowy TESGAS S.A.<span class="ff1"> </span></div></div><div class="c x15 y14c w14 h1e"><div class="t m0 xc h2 y14d ff1 fs0 fc1 sc0 ls0 ws0">Seria </div><div class="t m0 xc h2 y14e ff1 fs0 fc1 sc0 ls0 ws0">akcji </div></div><div class="c x7 y14c w15 h1e"><div class="t m0 xa h2 y14f ff1 fs0 fc1 sc0 ls0 ws0">Rodzaj akcji </div></div><div class="c x2c y14c w16 h1e"><div class="t m0 x2d h2 y14f ff1 fs0 fc1 sc0 ls0 ws0">Liczba akcji  </div></div><div class="c x2e y14c w17 h1e"><div class="t m0 x19 h2 y14d ff2 fs0 fc1 sc0 ls0 ws0">Wartość nominalna </div><div class="t m0 x2f h2 y14e ff1 fs0 fc1 sc0 ls0 ws0">akcji </div></div><div class="c x30 y14c w17 h1e"><div class="t m0 x1a h2 y14d ff2 fs0 fc1 sc0 ls0 ws0">Liczba głosów na </div><div class="t m0 x16 h2 y14e ff1 fs0 fc1 sc0 ls0 ws0">WZA </div></div><div class="c x31 y14c w18 h1e"><div class="t m0 x32 h2 y14d ff2 fs0 fc1 sc0 ls0 ws0">Sposób pokrycia </div><div class="t m0 x33 h2 y14e ff2 fs0 fc1 sc0 ls0 ws0">kapitału<span class="ff1"> </span></div></div><div class="c x15 y150 w14 h1f"><div class="t m0 x28 h2 y151 ff1 fs0 fc0 sc0 ls0 ws0">A </div></div><div class="c x7 y150 w15 h1f"><div class="t m0 xa h4 y152 ff3 fs0 fc0 sc0 ls0 ws0">uprzywilejowane </div><div class="t m0 xa h4 y153 ff7 fs0 fc0 sc0 ls0 ws0">co do głosu<span class="ff3"> </span></div></div><div class="c x2c y150 w16 h1f"><div class="t m0 x34 h4 y151 ff3 fs0 fc0 sc0 ls0 ws0">3.675.000 </div></div><div class="c x2e y150 w17 h1f"><div class="t m0 x35 h4 y151 ff3 fs0 fc0 sc0 ls0 ws0">3.675.000 PLN </div></div><div class="c x30 y150 w17 h1f"><div class="t m0 x34 h4 y151 ff3 fs0 fc0 sc0 ls0 ws0">7.<span class="ls3">35</span>0.000 </div></div><div class="c x31 y150 w18 h1f"><div class="t m0 x28 h4 y152 ff7 fs0 fc0 sc0 ls0 ws0">zamiana udziałów </div><div class="t m0 x36 h4 y153 ff3 fs0 fc0 sc0 ls0 ws0">na akcje  </div></div><div class="c x15 y154 w14 h1f"><div class="t m0 x28 h2 y155 ff1 fs0 fc0 sc0 ls0 ws0">A </div></div><div class="c x7 y154 w15 h1f"><div class="t m0 xa h4 y152 ff7 fs0 fc0 sc0 ls0 ws0">zwykłe na </div><div class="t m0 xa h4 y153 ff3 fs0 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c x2c y154 w16 h1f"><div class="t m0 x34 h4 y155 ff3 fs0 fc0 sc0 ls0 ws0">1.325.000 </div></div><div class="c x2e y154 w17 h1f"><div class="t m0 x35 h4 y155 ff3 fs0 fc0 sc0 ls0 ws0">1.325.000 PLN </div></div><div class="c x30 y154 w17 h1f"><div class="t m0 x34 h4 y155 ff3 fs0 fc0 sc0 ls0 ws0">1.325.000 </div></div><div class="c x31 y154 w18 h1f"><div class="t m0 x28 h4 y152 ff7 fs0 fc0 sc0 ls0 ws0">zamiana udziałów <span class="ff3"> </span></div><div class="t m0 x37 h4 y153 ff3 fs0 fc0 sc0 ls0 ws0">na akcje </div></div><div class="c x15 y156 w14 h20"><div class="t m0 x28 h2 y151 ff1 fs0 fc0 sc0 ls0 ws0">B </div></div><div class="c x7 y156 w15 h20"><div class="t m0 xa h4 y157 ff7 fs0 fc0 sc0 ls0 ws0">zwykłe na </div><div class="t m0 xa h4 y153 ff3 fs0 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c x2c y156 w16 h20"><div class="t m0 x37 h4 y151 ff3 fs0 fc0 sc0 ls0 ws0">750.000 </div></div><div class="c x2e y156 w17 h20"><div class="t m0 x38 h4 y151 ff3 fs0 fc0 sc0 ls0 ws0">750.000 PLN </div></div><div class="c x30 y156 w17 h20"><div class="t m0 x37 h4 y151 ff3 fs0 fc0 sc0 ls0 ws0">750.000  </div></div><div class="c x31 y156 w18 h20"><div class="t m0 x36 h4 y151 ff7 fs0 fc0 sc0 ls0 ws0">gotówka<span class="ff3"> </span></div></div><div class="c x15 y158 w14 h1f"><div class="t m0 x28 h2 y151 ff1 fs0 fc0 sc0 ls0 ws0">C </div></div><div class="c x7 y158 w15 h1f"><div class="t m0 xa h4 y157 ff7 fs0 fc0 sc0 ls0 ws0">zwykłe na </div><div class="t m0 xa h4 y153 ff3 fs0 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c x2c y158 w16 h1f"><div class="t m0 x37 h4 y151 ff3 fs0 fc0 sc0 ls0 ws0">300.000 </div></div><div class="c x2e y158 w17 h1f"><div class="t m0 x38 h4 y151 ff3 fs0 fc0 sc0 ls0 ws0">300.000 PLN </div></div><div class="c x30 y158 w17 h1f"><div class="t m0 x37 h4 y151 ff3 fs0 fc0 sc0 ls0 ws0">300.000  </div></div><div class="c x31 y158 w18 h1f"><div class="t m0 x36 h4 y151 ff7 fs0 fc0 sc0 ls0 ws0">gotówka<span class="ff3"> </span></div></div><div class="c x15 y159 w14 h1f"><div class="t m0 x28 h2 y151 ff1 fs0 fc0 sc0 ls0 ws0">D </div></div><div class="c x7 y159 w15 h1f"><div class="t m0 xa h4 y157 ff7 fs0 fc0 sc0 ls0 ws0">zwykłe na </div><div class="t m0 xa h4 y153 ff3 fs0 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c x2c y159 w16 h1f"><div class="t m0 x34 h4 y151 ff3 fs0 fc0 sc0 ls0 ws0">1.300.000 </div></div><div class="c x2e y159 w17 h1f"><div class="t m0 x35 h4 y151 ff3 fs0 fc0 sc0 ls0 ws0">1.300.000 PLN </div></div><div class="c x30 y159 w17 h1f"><div class="t m0 x34 h4 y151 ff3 fs0 fc0 sc0 ls0 ws0">1.300.000 </div></div><div class="c x31 y159 w18 h1f"><div class="t m0 x36 h4 y151 ff7 fs0 fc0 sc0 ls0 ws0">gotówka<span class="ff3"> </span></div></div><div class="c x15 y15a w14 h1f"><div class="t m0 x28 h2 y151 ff1 fs0 fc0 sc0 ls0 ws0">E </div></div><div class="c x7 y15a w15 h1f"><div class="t m0 xa h4 y157 ff7 fs0 fc0 sc0 ls0 ws0">zwykłe na </div><div class="t m0 xa h4 y153 ff3 fs0 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c x2c y15a w16 h1f"><div class="t m0 x34 h4 y151 ff3 fs0 fc0 sc0 ls0 ws0">4.000.000 </div></div><div class="c x2e y15a w17 h1f"><div class="t m0 x35 h4 y151 ff3 fs0 fc0 sc0 ls0 ws0">4.000.000 PLN </div></div><div class="c x30 y15a w17 h1f"><div class="t m0 x34 h4 y151 ff3 fs0 fc0 sc0 ls0 ws0">4.000.000 </div></div><div class="c x31 y15a w18 h1f"><div class="t m0 x36 h4 y151 ff7 fs0 fc0 sc0 ls0 ws0">gotówka<span class="ff3"> </span></div></div><div class="c x15 y15b w14 h1f"><div class="t m0 xc h2 y151 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x7 y15b w15 h1f"><div class="t m0 xa h2 y151 ff1 fs0 fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c x2c y15b w16 h1f"><div class="t m0 x2d h2 y151 ff1 fs0 fc0 sc0 ls3 ws0">11.350.000<span class="ls0"> </span></div></div><div class="c x2e y15b w17 h1f"><div class="t m0 x39 h2 y151 ff1 fs0 fc0 sc0 ls3 ws0">11.350.000 PLN<span class="ls0"> </span></div></div><div class="c x30 y15b w17 h1f"><div class="t m0 x2d h2 y151 ff1 fs0 fc0 sc0 ls0 ws0">15.<span class="ls3">025.000</span> </div></div><div class="c x31 y15b w18 h1f"><div class="t m0 x21 h2 y151 ff1 fs0 fc0 sc0 ls9 ws0">----------<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hd y15c ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff6"> </span></div><div class="t m0 x1 hd y15d ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y15e ff7 fs0 fc0 sc0 ls0 ws0">Część <span class="ff3">akcji imiennych serii A uprzywilejowane </span>są co do głosu w ten sposób, że na jedną akcję przyp<span class="_ _1"></span>adają dwa głosy.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y15f ff7 fs0 fc0 sc0 ls0 ws0">Części akcji <span class="ff3">serii A oraz akcji </span>zwykłych na okaziciela serii B, C, D i E przypada jeden g<span class="_ _1"></span>łos na akcję.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y160 ff7 fs0 fc0 sc0 ls0 ws0">Akcje wszystkich serii nie są uprzywilejowane co do dywidendy oraz zwrotu z kapitału.<span class="ff3"> </span></div><div class="t m0 x1 h4 y161 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y162 ff1 fs0 fc0 sc0 ls3 ws0">2.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff1">Struktura akcjonariatu </span></span></div><div class="t m0 x1 h4 y163 ff7 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _0"></span>z <span class="_ _0"></span>najlepszą <span class="_ _9"></span>wiedzą <span class="_ _0"></span>na <span class="_ _9"></span>dzi<span class="_ _1"></span>eń <span class="_ _0"></span>przekazania <span class="_ _0"></span>niniejszego <span class="_ _9"></span>raportu <span class="_ _0"></span>rocznego <span class="_ _9"></span>za <span class="_ _0"></span>okres <span class="_ _0"></span>12 <span class="_ _9"></span>mies<span class="_ _1"></span>ięcy <span class="_ _0"></span>zakończony <span class="_ _9"></span>31 <span class="_ _0"></span>grudnia </div><div class="t m0 x1 h4 y164 ff3 fs0 fc0 sc0 ls3 ws0">2024 <span class="ff7 ls0">roku następujący akcjonariusze mogą wykonywać ponad 5% głosów na Walnym Zgromadzeniu Sp<span class="_ _1"></span>ółki TESGAS S.A.:<span class="_ _0"></span><span class="ff3"> </span></span></div><div class="t m0 x1 h16 y165 ff1 fs0 fc0 sc0 ls0 ws0">Tabela 5. Struktura akcjonariatu<span class="fs5"> </span></div></div><div class="c x15 y166 w19 h21"><div class="t m0 x3a h2 y167 ff1 fs0 fc1 sc0 ls0 ws0">Akcjonariusz </div></div><div class="c x3b y166 w1a h21"><div class="t m0 x32 h2 y167 ff1 fs0 fc1 sc0 ls0 ws0">Liczba akcji </div></div><div class="c x3c y166 w1b h21"><div class="t m0 x3a h2 y168 ff2 fs0 fc1 sc0 ls0 ws0">% udział w </div><div class="t m0 x3d h2 y167 ff1 fs0 fc1 sc0 ls0 ws0">kapitale </div><div class="t m0 x3e h2 ye8 ff2 fs0 fc1 sc0 ls0 ws0">zakładowym<span class="ff1"> </span></div></div><div class="c x3f y166 w1c h21"><div class="t m0 x40 h2 y169 ff2 fs0 fc1 sc0 ls0 ws0">Liczba głosów na </div><div class="t m0 x41 h2 y16a ff1 fs0 fc1 sc0 ls0 ws0">WZA </div></div><div class="c x42 y166 w1d h21"><div class="t m0 x43 h2 y169 ff2 fs0 fc1 sc0 ls0 ws0">% udział w liczbie </div><div class="t m0 x1a h2 y16a ff2 fs0 fc1 sc0 ls0 ws0">głosów na WZA<span class="ff1"> </span></div></div><div class="c x15 y16b w19 h22"><div class="t m0 xc h4 y16c ff7 fs0 fc0 sc0 ls0 ws0">Włodzimierz Kocik<span class="ff3"> </span></div></div><div class="c x3b y16b w1a h22"><div class="t m0 x44 h4 y16c ff3 fs0 fc0 sc0 ls0 ws0">3.732.143 </div></div><div class="c x3c y16b w1b h22"><div class="t m0 x36 h4 y16c ff3 fs0 fc0 sc0 ls0 ws0">32,88% </div></div><div class="c x3f y16b w1c h22"><div class="t m0 x44 h4 y16c ff3 fs0 fc0 sc0 ls0 ws0">7.407.143 </div></div><div class="c x42 y16b w1d h22"><div class="t m0 x36 h4 y16c ff3 fs0 fc0 sc0 ls3 ws0">49<span class="ls0">,</span>34<span class="ls0">% </span></div></div><div class="c x15 y16d w19 h22"><div class="t m0 xc h4 y16c ff3 fs0 fc0 sc0 ls0 ws0">Marzenna Kocik </div></div><div class="c x3b y16d w1a h22"><div class="t m0 x45 h4 y16c ff3 fs0 fc0 sc0 ls0 ws0">877.788 </div></div><div class="c x3c y16d w1b h22"><div class="t m0 x46 h4 y16c ff3 fs0 fc0 sc0 ls0 ws0">7,73% </div></div><div class="c x3f y16d w1c h22"><div class="t m0 x3d h4 y16c ff3 fs0 fc0 sc0 ls0 ws0">877.788 </div></div><div class="c x42 y16d w1d h22"><div class="t m0 x46 h4 y16c ff3 fs0 fc0 sc0 ls0 ws0">5,85% </div></div><div class="c x15 y16e w19 h23"><div class="t m0 xc h4 y16f ff3 fs0 fc0 sc0 ls0 ws0">Nationale Nederlanden </div><div class="t m0 xc h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">Otwarty fundusz emerytalny </div></div><div class="c x3b y16e w1a h23"><div class="t m0 x44 h4 y170 ff3 fs0 fc0 sc0 ls0 ws0">1.250.000 </div></div><div class="c x3c y16e w1b h23"><div class="t m0 x36 h4 y170 ff3 fs0 fc0 sc0 ls0 ws0">11,01% </div></div><div class="c x3f y16e w1c h23"><div class="t m0 x44 h4 y170 ff3 fs0 fc0 sc0 ls0 ws0">1.250.000 </div></div><div class="c x42 y16e w1d h23"><div class="t m0 x46 h4 y170 ff3 fs0 fc0 sc0 ls0 ws0">8,33% </div></div><div class="c x15 y171 w19 h23"><div class="t m0 xc h4 y16f ff3 fs0 fc0 sc0 ls0 ws0">PKO Bankowy Powszechne </div><div class="t m0 xc h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">Towarzystwo Emerytalne S.A. </div></div><div class="c x3b y171 w1a h23"><div class="t m0 x44 h4 y172 ff3 fs0 fc0 sc0 ls0 ws0">1.250.000 </div></div><div class="c x3c y171 w1b h23"><div class="t m0 x36 h4 y172 ff3 fs0 fc0 sc0 ls0 ws0">11,01% </div></div><div class="c x3f y171 w1c h23"><div class="t m0 x44 h4 y172 ff3 fs0 fc0 sc0 ls3 ws0">1.250<span class="ls0">.</span>000<span class="ls0"> </span></div></div><div class="c x42 y171 w1d h23"><div class="t m0 x46 h4 y172 ff3 fs0 fc0 sc0 ls0 ws0">8,33% </div></div><div class="c x15 y173 w19 h23"><div class="t m0 xc h4 ye7 ff3 fs0 fc0 sc0 ls0 ws0">VALUE Fundusz Inwestycyjny </div><div class="t m0 xc h4 ye8 ff7 fs0 fc0 sc0 ls0 ws0">Zamknięty<span class="ff3"> </span></div></div><div class="c x3b y173 w1a h23"><div class="t m0 x45 h4 y170 ff3 fs0 fc0 sc0 ls3 ws0">860<span class="ls0">.000 </span></div></div><div class="c x3c y173 w1b h23"><div class="t m0 x46 h4 y170 ff3 fs0 fc0 sc0 ls0 ws0">7,58% </div></div><div class="c x3f y173 w1c h23"><div class="t m0 x3d h4 y170 ff3 fs0 fc0 sc0 ls3 ws0">860<span class="ls0">.000 </span></div></div><div class="c x42 y173 w1d h23"><div class="t m0 x46 h4 y170 ff3 fs0 fc0 sc0 ls3 ws0">5,<span class="ls0">73% </span></div></div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">10</span> <span class="ls2">z <span class="ls3">68</span></span> </div></div><div class="c x15 y174 w19 h21"><div class="t m0 x3a h2 ye7 ff1 fs0 fc1 sc0 ls0 ws0">Akcjonariusz </div></div><div class="c x3b y174 w1a h21"><div class="t m0 x32 h2 ye7 ff1 fs0 fc1 sc0 ls0 ws0">Liczba akcji </div></div><div class="c x3c y174 w1b h21"><div class="t m0 x3a h2 ye4 ff2 fs0 fc1 sc0 ls0 ws0">% udział w </div><div class="t m0 x3d h2 ye7 ff1 fs0 fc1 sc0 ls0 ws0">kapitale </div><div class="t m0 x3e h2 ye8 ff2 fs0 fc1 sc0 ls0 ws0">zakładowym<span class="ff1"> </span></div></div><div class="c x3f y174 w1c h21"><div class="t m0 x40 h2 y175 ff2 fs0 fc1 sc0 ls0 ws0">Liczba głosów na </div><div class="t m0 x41 h2 y170 ff1 fs0 fc1 sc0 ls0 ws0">WZA </div></div><div class="c x42 y174 w1d h21"><div class="t m0 x43 h2 y175 ff2 fs0 fc1 sc0 ls0 ws0">% udział w liczbie </div><div class="t m0 x1a h2 y170 ff2 fs0 fc1 sc0 ls0 ws0">głosów na WZA<span class="ff1"> </span></div></div><div class="c x15 y176 w19 h22"><div class="t m0 xc h4 y16c ff3 fs0 fc0 sc0 ls0 ws0">Pozowarszti </div></div><div class="c x3b y176 w1a h22"><div class="t m0 x44 h4 y16c ff3 fs0 fc0 sc0 ls0 ws0">3.<span class="ls3">380</span>.<span class="ls3">069</span> </div></div><div class="c x3c y176 w1b h22"><div class="t m0 x36 h4 y16c ff3 fs0 fc0 sc0 ls0 ws0">29,<span class="ls3">78</span>% </div></div><div class="c x3f y176 w1c h22"><div class="t m0 x44 h4 y16c ff3 fs0 fc0 sc0 ls0 ws0">3.<span class="ls3">380</span>.<span class="ls3">069</span> </div></div><div class="c x42 y176 w1d h22"><div class="t m0 x36 h4 y16c ff3 fs0 fc0 sc0 ls3 ws0">22,42<span class="ls0">% </span></div></div><div class="c x15 y177 w19 h22"><div class="t m0 xc h2 y16c ff1 fs0 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x3b y177 w1a h22"><div class="t m0 x38 h2 y16c ff1 fs0 fc0 sc0 ls3 ws0">11.350.000<span class="ls0"> </span></div></div><div class="c x3c y177 w1b h22"><div class="t m0 x34 h2 y16c ff1 fs0 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x3f y177 w1c h22"><div class="t m0 x38 h2 y16c ff1 fs0 fc0 sc0 ls0 ws0">15.<span class="ls3">025.000</span> </div></div><div class="c x42 y177 w1d h22"><div class="t m0 x34 h2 y16c ff1 fs0 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hd y178 ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff6"> </span></div><div class="t m0 x1 h4 y179 ff7 fs0 fc0 sc0 ls0 ws0">Struktura akcjonariatu <span class="_ _1"></span>uaktualniana jest <span class="_ _1"></span>na podstawie <span class="_ _1"></span>formalnych zawiadomień od akcjonariu<span class="_ _1"></span>szy posiadających, co n<span class="_ _1"></span>ajmniej </div><div class="t m0 x1 h4 y17a ff7 fs0 fc0 sc0 ls0 ws0">5% ogólnej liczby <span class="_ _0"></span>głosów na Walnym Zgromadzeniu Akcjonariuszy <span class="_ _0"></span>Spółki <span class="_ _0"></span>oraz <span class="_ _0"></span>listy osób uprawnionych do udziału w<span class="_ _0"></span> walnym </div><div class="t m0 x1 h4 y17b ff7 fs0 fc0 sc0 ls0 ws0">zgromadzeniu TESGAS S.A. sporządzonej przez Krajowy Depozyt Papie<span class="_ _1"></span>rów Wartościowych.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y17c ff3 fs0 fc0 sc0 ls0 ws0">Od <span class="_ _9"></span>dnia <span class="_ _8"></span>przekazania <span class="_ _9"></span>poprzedniego <span class="_ _8"></span>raportu <span class="_ _9"></span>okresowego <span class="_ _8"></span>za <span class="_ _8"></span>I<span class="ls5">II</span> <span class="_ _8"></span><span class="ff7">kwartał</span> <span class="_ _9"></span><span class="ls3">202</span>4 <span class="_ _8"></span>roku <span class="_ _9"></span>do <span class="_ _8"></span>dnia <span class="_ _9"></span>przekazania <span class="_ _9"></span>niniejszego <span class="_ _8"></span>raportu, </div><div class="t m0 x1 h4 y17d ff7 fs0 fc0 sc0 ls0 ws0">nastąpiły następujące zmiany w zakresie uprzywilejowania akcji serii A<span class="_ _1"></span>:<span class="ff3">. <span class="_ _0"></span> </span></div><div class="t m0 x1 h4 y17e ff3 fs0 fc0 sc0 ls0 ws0">W <span class="_ _3"> </span>dniu <span class="_ _12"> </span>20 <span class="_ _3"> </span>listopada <span class="_ _12"> </span><span class="ff7">2024 <span class="_ _3"> </span>r. <span class="_ _12"> </span>w <span class="_ _3"> </span>depozycie <span class="_ _12"> </span>papierów <span class="_ _3"> </span>wartościowych <span class="_ _12"> </span>prowadzonym <span class="_ _3"> </span>przez <span class="_ _12"> </span>Krajowy <span class="_ _3"> </span>Depozyt <span class="_ _12"> </span>Papie<span class="_ _1"></span>rów </span></div><div class="t m0 x1 h4 y17f ff7 fs0 fc0 sc0 ls0 ws0">Wartościowych <span class="_ _9"></span>S.A<span class="_ _1"></span>.<span class="ff3"> <span class="_ _9"></span></span>nastąpiła <span class="_ _0"></span><span class="ff3">konwersja <span class="_ _9"></span>posiadanych <span class="_ _0"></span>przez <span class="_ _9"></span></span>Panią <span class="_ _0"></span>Marzenne <span class="_ _9"></span>Kocik<span class="ff3"> <span class="_ _0"></span></span>820.000 <span class="_ _9"></span>uprzywilejowanych <span class="_ _9"></span>co <span class="_ _0"></span>do <span class="_ _9"></span>głosu </div><div class="t m0 x1 h4 y180 ff3 fs0 fc0 sc0 ls0 ws0">akcji <span class="_ _14"></span>imiennych <span class="_ _14"></span>Emitenta <span class="_ _14"></span>s<span class="_ _0"></span>erii <span class="_ _14"></span>A <span class="_ _14"></span>na akcje <span class="_ _14"></span><span class="ff7">zwykłe <span class="_ _14"></span>na <span class="_ _14"></span>o<span class="_ _0"></span>kaziciela, <span class="_ _14"></span>czego <span class="_ _14"></span>następstwem <span class="_ _14"></span>była <span class="_ _1"></span>zmiana <span class="_ _14"></span>ogólnej <span class="_ _14"></span>liczby <span class="_ _14"></span>gło<span class="_ _0"></span>sów <span class="_ _14"></span>w <span class="_ _1"></span>Spółce.<span class="ff3"> </span></span></div><div class="t m0 x1 h4 y181 ff7 fs0 fc0 sc0 ls0 ws0">Powyższe zostało dokonane na żądanie akcjonariusza.<span class="ff3"> </span></div><div class="t m0 x1 h4 y182 ff3 fs0 fc0 sc0 ls0 ws0">W <span class="_ _12"> </span>dniu <span class="_ _12"> </span>9 <span class="_ _15"> </span>grudnia <span class="_ _15"> </span>2024 <span class="_ _12"> </span>r<span class="_ _0"></span> <span class="_ _12"> </span><span class="ff7">. <span class="_ _15"> </span>w <span class="_ _12"> </span>depozycie <span class="_ _15"> </span>papierów <span class="_ _12"> </span>wartościowych <span class="_ _12"> </span>prow<span class="_ _0"></span>adzonym <span class="_ _12"> </span>przez <span class="_ _12"> </span>Kraj<span class="_ _0"></span>owy <span class="_ _12"> </span>Depozyt <span class="_ _15"> </span>Papierów </span></div><div class="t m0 x1 h4 y183 ff7 fs0 fc0 sc0 ls0 ws0">Wartościowych <span class="_ _1"></span>S.A. <span class="_ _14"></span>nastąpiła <span class="_ _1"></span>konwersja <span class="_ _14"></span>posiadanych <span class="_ _1"></span>przez <span class="_ _14"></span>Pana Piotra <span class="_ _14"></span>Majewskiego <span class="_ _14"></span>505.000 uprzywilejowanych <span class="_ _14"></span>co do <span class="_ _14"></span>głosu </div><div class="t m0 x1 h4 y184 ff3 fs0 fc0 sc0 ls0 ws0">akcji imien<span class="_ _1"></span>nych Emitenta s<span class="_ _1"></span>erii A <span class="_ _1"></span>na <span class="ff7">akcje zwykłe<span class="_ _1"></span> na <span class="_ _1"></span>okaziciel<span class="ff3 lsa">a.<span class="ls0"> <span class="ls8">W </span>k<span class="_ _1"></span>onsekwencji <span class="_ _1"></span><span class="ff7">zmianie uleg<span class="_ _1"></span>ła ogólna liczba głosów <span class="_ _1"></span>w Sp<span class="_ _1"></span>ółce.<span class="ff3"> </span></span></span></span></span></div><div class="t m0 x1 h4 y185 ff7 fs0 fc0 sc0 ls0 ws0">Powyższe zostało dokonane na żądanie akcjonariusza.<span class="ff3"> </span></div><div class="t m0 x1 h4 y186 ff3 fs0 fc0 sc0 ls0 ws0">  </div><div class="t m0 x1 hf y187 ff1 fs0 fc0 sc0 ls3 ws0">3.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Wykaz akcji TESGAS S.A. oraz udziałów w jednostkach<span class="_ _1"></span> powiązanych TESGAS S.A. w posiadaniu osób zarządzających </span></span></div><div class="t m0 x29 h2 y188 ff1 fs0 fc0 sc0 lsb ws0">i <span class="ff2 ls0">nadzorujących<span class="ff1"> </span></span></div><div class="t m0 x1 h2 y189 ff1 fs0 fc0 sc0 ls0 ws0">Tabela 6<span class="ff2">. Akcje TESGAS S.A. w posiadaniu osób zarządzających i<span class="_ _1"></span> nadzorujących <span class="ff1">do dnia <span class="ls3">31.1</span>0.<span class="ls3">202<span class="_ _0"></span></span>4 roku </span></span></div></div><div class="c x15 y18a w1e h11"><div class="t m0 xc h2 y18b ff1 fs0 fc1 sc0 ls0 ws0">I<span class="ff2">mię Nazwisko</span> </div></div><div class="c x48 y18a w1f h11"><div class="t m0 x22 h2 y18b ff1 fs0 fc1 sc0 ls0 ws0">Funkcja </div></div><div class="c x49 y18a w20 h11"><div class="t m0 x37 h2 y18b ff1 fs0 fc1 sc0 ls0 ws0">Liczba akcji </div></div><div class="c x4a y18a w21 h11"><div class="t m0 x32 h2 y18c ff2 fs0 fc1 sc0 ls0 ws0">Wartość nominalna </div><div class="t m0 x4b h2 y18d ff1 fs0 fc1 sc0 ls0 ws0">akcji </div></div><div class="c x15 ya3 w1e h24"><div class="t m0 xc h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Włodzimierz Kocik<span class="ff3"> </span></div></div><div class="c x48 ya3 w1f h24"><div class="t m0 xc h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Prezes Zarządu<span class="ff3"> </span></div></div><div class="c x49 ya3 w20 h24"><div class="t m0 x23 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">3.732.143 </div></div><div class="c x4a ya3 w21 h24"><div class="t m0 x23 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">3.732.143 </div></div><div class="c x15 y18f w1e h25"><div class="t m0 xc h4 y190 ff3 fs0 fc0 sc0 ls0 ws0">Marcin Szrejter  </div></div><div class="c x48 y18f w1f h25"><div class="t m0 xc h4 y190 ff7 fs0 fc0 sc0 ls0 ws0">Wiceprezes Zarządu<span class="ff3"> </span></div></div><div class="c x49 y18f w20 h25"><div class="t m0 x4c h4 y190 ff3 fs0 fc0 sc0 ls0 ws0">42.345 </div></div><div class="c x4a y18f w21 h25"><div class="t m0 x4c h4 y190 ff3 fs0 fc0 sc0 ls0 ws0">42.345 </div></div><div class="c x15 y191 w1e h26"><div class="t m0 xc h4 y192 ff7 fs0 fc0 sc0 ls0 ws0">Jarosław Kocik<span class="ff3">  </span></div></div><div class="c x48 y191 w1f h26"><div class="t m0 xc h4 y192 ff7 fs0 fc0 sc0 ls0 ws0">Członek Zarządu<span class="ff3"> </span></div></div><div class="c x49 y191 w20 h26"><div class="t m0 x13 h4 y192 ff3 fs0 fc0 sc0 ls3 ws0">8.629<span class="ls0"> </span></div></div><div class="c x4a y191 w21 h26"><div class="t m0 x13 h4 y192 ff3 fs0 fc0 sc0 ls0 ws0">8.629 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hd y193 ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff6"> </span></div><div class="t m0 x1 h27 y194 ff7 fs0 fc0 sc0 ls0 ws0">Osoby zarządzające i/lub nadzorujące nie posiadają udziałów w jednostkach powiązanych Emitenta.<span class="ff1 fs4"> </span></div><div class="t m0 x1 h2 y195 ff2 fs0 fc0 sc0 ls0 ws0">Tabela 7. Akcje TESGAS S.A. w posiadaniu osób zarządzających i nadzorujących od dnia 31.10.2024 roku do d<span class="_ _1"></span>nia </div><div class="t m0 x1 h2 y196 ff1 fs0 fc0 sc0 ls3 ws0">31.12.2024 roku<span class="ls0"> </span></div></div><div class="c x15 y197 w1e h11"><div class="t m0 xc h2 yec ff1 fs0 fc1 sc0 ls0 ws0">I<span class="ff2">mię Nazwisko</span> </div></div><div class="c x48 y197 w1f h11"><div class="t m0 x22 h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Funkcja </div></div><div class="c x49 y197 w20 h11"><div class="t m0 x37 h2 yec ff1 fs0 fc1 sc0 ls0 ws0">Liczba akcji </div></div><div class="c x4a y197 w21 h11"><div class="t m0 x32 h2 y18c ff2 fs0 fc1 sc0 ls0 ws0">Wartość nominalna </div><div class="t m0 x4b h2 y18d ff1 fs0 fc1 sc0 ls0 ws0">akcji </div></div><div class="c x15 y198 w1e h24"><div class="t m0 xc h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Włodzimierz Kocik<span class="ff3"> </span></div></div><div class="c x48 y198 w1f h24"><div class="t m0 xc h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Prezes Zarządu<span class="ff3"> </span></div></div><div class="c x49 y198 w20 h24"><div class="t m0 x23 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">3.732.143 </div></div><div class="c x4a y198 w21 h24"><div class="t m0 x23 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">3.732.143 </div></div><div class="c x15 y199 w1e h28"><div class="t m0 xc h4 y190 ff7 fs0 fc0 sc0 ls0 ws0">Jarosław Kocik <span class="ff3"> </span></div></div><div class="c x48 y199 w1f h28"><div class="t m0 xc h4 y190 ff7 fs0 fc0 sc0 ls0 ws0">Członek Zarządu<span class="ff3"> </span></div></div><div class="c x49 y199 w20 h28"><div class="t m0 x13 h4 y190 ff3 fs0 fc0 sc0 ls0 ws0">8.629 </div></div><div class="c x4a y199 w21 h28"><div class="t m0 x13 h4 y190 ff3 fs0 fc0 sc0 ls0 ws0">8.629 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h4 y19a ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y19b ff1 fs0 fc0 sc0 ls3 ws0">4.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Informacja o umowach zawartych między akcjonari<span class="_ _1"></span>uszami <span class="_ _0"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y19c ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _9"></span>dzień <span class="_ _9"></span>złożenia <span class="_ _8"></span>nini<span class="_ _1"></span>ejszego <span class="_ _9"></span>sprawozdania <span class="_ _9"></span>Zarząd <span class="_ _8"></span>TESGAS<span class="_ _1"></span> <span class="_ _9"></span>S.A. <span class="_ _8"></span>nie <span class="_ _9"></span>posiada <span class="_ _9"></span>informacji <span class="_ _9"></span>na <span class="_ _8"></span>temat <span class="_ _9"></span>umów <span class="_ _9"></span>zawartych <span class="_ _9"></span>między </div><div class="t m0 x1 h4 y19d ff3 fs0 fc0 sc0 ls0 ws0">akcjonariuszami.  </div><div class="t m0 x1 hf y19e ff1 fs0 fc0 sc0 ls3 ws0">5.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Informacja o umowach, w wyniku których mogą wystąpić zmi<span class="_ _1"></span>any w proporcjach posiadanych akcji<span class="_ _0"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y19f ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _9"></span>dzień <span class="_ _9"></span>złożenia <span class="_ _9"></span>ninie<span class="_ _1"></span>jszego <span class="_ _9"></span>sprawozdania <span class="_ _9"></span>Zarząd <span class="_ _9"></span>TESGAS <span class="_ _9"></span>S.A. <span class="_ _9"></span>nie <span class="_ _9"></span>posiada <span class="_ _9"></span>informacji <span class="_ _9"></span>na <span class="_ _9"></span>temat <span class="_ _9"></span>umów, <span class="_ _9"></span>w <span class="_ _9"></span>wyniku<span class="_ _1"></span> <span class="_ _9"></span>których </div><div class="t m0 x1 h4 y1a0 ff7 fs0 fc0 sc0 ls0 ws0">mogłaby w przyszłości nastąpić zmiana w proporcjach posiadanych akcji.<span class="ff3"> </span></div><div class="t m0 x1 hf y1a1 ff1 fs0 fc0 sc0 ls3 ws0">6.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Informacja o nabyciu akcji własnych<span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y1a2 ff7 fs0 fc0 sc0 ls0 ws0">W okresie 12 miesięcy zakończonym 31 grud<span class="_ _1"></span>nia <span class="ff3 ls3">202<span class="ls0">4 </span></span>r. nie miało miejsca nabycie akcji własnych.<span class="_ _0"></span><span class="ff3"> </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 xb y3f w4 h9" alt="" 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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">11</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 hf y47 ff1 fs0 fc0 sc0 ls3 ws0">7.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff1">Informacje o systemie kontroli akcji pracowniczych </span></span></div><div class="t m0 x1 h4 y71 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _9"></span>okresie <span class="_ _0"></span>objętym <span class="_ _9"></span>niniejszym <span class="_ _0"></span>sprawo<span class="_ _0"></span>zdaniem <span class="_ _0"></span>w <span class="_ _9"></span>Spółce <span class="_ _9"></span>dominującej <span class="_ _0"></span>oraz <span class="_ _9"></span>w <span class="_ _9"></span>spółkach <span class="_ _0"></span>zależnych <span class="_ _9"></span>nie <span class="_ _0"></span>obowiązywał <span class="_ _9"></span>program </div><div class="t m0 x1 h4 y49 ff3 fs0 fc0 sc0 ls0 ws0">akcji pracowniczych.  </div><div class="t m0 x1 hf y1a3 ff1 fs0 fc0 sc0 ls3 ws0">8.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff1">Kurs akcji TESGAS S.A. </span></span></div><div class="t m0 x1 h4 y74 ff7 fs0 fc0 sc0 ls0 ws0">Akcje <span class="_ _14"></span>TESGAS S.A<span class="_ _1"></span>. <span class="_ _14"></span>są notowane <span class="_ _14"></span>n<span class="_ _0"></span>a <span class="_ _14"></span>Giełdzie <span class="_ _1"></span>Papierów <span class="_ _1"></span>Wartościowych <span class="_ _14"></span>w Warszawie <span class="_ _14"></span>od <span class="_ _1"></span>21 <span class="_ _14"></span>lipca 2010 <span class="_ _1"></span>roku. <span class="_ _14"></span>Na dzie<span class="_ _1"></span>ń <span class="_ _14"></span>31 grudnia </div><div class="t m0 x1 h4 y4c ff3 fs0 fc0 sc0 ls3 ws0">202<span class="ls0">4 <span class="ff7">roku Spółka wchodziła w skład następujących indeksów giełdowych:</span> </span></div><div class="t m0 x14 h7 y1a4 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff3">WIG <span class="ff7">–</span> indeks <span class="ff7">spółek giełdowych,</span> </span></span></div><div class="t m0 x14 h7 y1a5 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff3">WIG-Poland - <span class="ff7">indeks spółek narodowych,</span> </span></span></div><div class="t m0 x14 h7 y1a6 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff3">WIG-Budownictwo <span class="ff7">–</span> <span class="ff7">indeks spółek z sektora budownictwa,</span> </span></span></div><div class="t m0 x1 h4 y1a7 ff3 fs0 fc0 sc0 ls0 ws0">Stopa zwrotu w<span class="_ _0"></span> roku <span class="_ _0"></span><span class="ls3">202</span>4 <span class="ff7">z <span class="_ _0"></span>akcji T<span class="_ _0"></span>ESGAS S.A. wyniosła <span class="_ _0"></span></span>-22,8%<span class="_ _0"></span>. Natomiast stopa z<span class="_ _0"></span>wrotu z akcj<span class="_ _0"></span>i Emitenta od <span class="_ _0"></span>dnia <span class="_ _0"></span>debiutu do </div><div class="t m0 x1 h4 y1a8 ff3 fs0 fc0 sc0 ls0 ws0">dnia 31 grudnia <span class="ls3">202</span>4 <span class="ff7">roku wyniosła </span>-<span class="ls3">84</span>,6<span class="ls2">%.</span>  </div><div class="t m0 x1 h4 y1a9 ff7 fs0 fc0 sc0 ls0 ws0">Poniżej <span class="_ _17"> </span>przedstawione <span class="_ _17"> </span>zostały <span class="_ _17"> </span>wykre<span class="_ _1"></span>sy <span class="_ _17"> </span>kursu <span class="_ _17"> </span>akcji <span class="_ _17"> </span>TESGA<span class="_ _1"></span>S <span class="_ _17"> </span>S.A. <span class="_ _17"> </span>w <span class="_ _17"> </span>odniesieniu<span class="_ _1"></span> <span class="_ _17"> </span>do <span class="_ _17"> </span>indeksów <span class="_ _17"> </span>WIG <span class="_ _17"> </span>oraz<span class="ff3"> </span></div><div class="t m0 x1 h4 y1aa ff3 fs0 fc0 sc0 ls0 ws0">WIG-Budownictwo. </div><div class="t m0 x1 h4 y1ab ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1ac ff1 fs0 fc0 sc0 ls0 ws0">Rysunek 1. Kurs akcji TESGAS S.A. w odniesieniu do<span class="_ _1"></span> indeksu WIG w 202<span class="_ _0"></span>4 roku </div><div class="t m0 x4d h4 y1ad ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1d y1ae ff5 fs3 fc0 sc0 ls0 ws0">Źródło: op<span class="_ _1"></span>racowanie własn<span class="_ _1"></span>e na podsta<span class="_ _1"></span>wie danych<span class="_ _1"></span> Giełdy Papi<span class="_ _1"></span>erów Wartościowych w Wars<span class="_ _1"></span>zawie S.A<span class="ffa fs4"> </span></div><div class="t m0 x1 h2 y1af ff1 fs0 fc0 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 xb y3f w4 h9" alt="" 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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">12</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h2 y47 ff1 fs0 fc0 sc0 ls0 ws0">Rysunek 2. Kurs akcji TESGAS S.A. w odni<span class="_ _1"></span>esieniu do indeksu WIG-Budownictwo w 2024<span class="_ _0"></span> </div><div class="t m0 x1 h7 y1b0 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4e h7 y9c ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y1b1 ff5 fs3 fc0 sc0 ls0 ws0">Źródło: op<span class="_ _1"></span>racowanie własn<span class="_ _1"></span>e na podstawi<span class="_ _1"></span>e danych G<span class="_ _1"></span>iełdy Papieró<span class="_ _1"></span>w Wartościowych w Wars<span class="_ _1"></span>zawie S.A.<span class="ff6"> </span></div><div class="t m0 x1 h2 y110 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1b2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1b3 ff2 fs0 fc0 sc0 ls0 ws0">Rozdział IV: Działalność Grupy Kapitałowej<span class="ff1"> </span></div><div class="t m0 x1 hf y1b4 ff1 fs0 fc0 sc0 ls3 ws0">1.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Opis i główne czynniki charakteryzujące podstawowe obszary działaln<span class="_ _1"></span>ości oraz rodzaj prowadzonej przez Grupę </span></span></div><div class="t m0 x29 h2 ya2 ff2 fs0 fc0 sc0 ls0 ws0">Kapitałową Emitenta działalności op<span class="_ _1"></span>eracyjnej<span class="ff1"> </span></div><div class="t m0 x1 h4 y1b5 ff7 fs0 fc0 sc0 ls0 ws0">W działalności Grupy Kapitałowej TESGAS wyróżnia się następujące se<span class="_ _1"></span>gmenty:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x4f h7 y1b6 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">usługi dla gazownictwa,<span class="ff6 fc2"> </span></span></span></div><div class="t m0 x4f h7 y1b7 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">obróbka metali, <span class="ff6 fc2"> </span></span></span></div><div class="t m0 x4f h7 y1b8 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff3">OZE <span class="ff7">–</span> <span class="ff7">odnawialne źródła energii<span class="ff6 fc2"> </span></span></span></span></div><div class="t m0 x4f h7 y193 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">pozostałe.<span class="ff6 fc2"> </span></span></span></div><div class="t m0 x1 h4 y1b9 ff7 fs0 fc0 sc0 ls0 ws0">Usługi dla gazownictwa wykonywane są przez TESGAS S.A. i jednostkę zależną Segus Sp. z o.o.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y1ba ff7 fs0 fc0 sc0 ls0 ws0">Działalność <span class="_ _8"></span>w <span class="_ _8"></span>zakresie <span class="_ _9"></span>o<span class="_ _0"></span>bróbki <span class="_ _8"></span>metali <span class="_ _8"></span>wykonywana <span class="_ _8"></span>jest <span class="_ _8"></span>przez <span class="_ _8"></span>jednostkę <span class="_ _8"></span>zależną <span class="_ _8"></span>Stal <span class="_ _8"></span>Warsztat <span class="_ _8"></span>Sp. <span class="_ _8"></span>z <span class="_ _8"></span>o.o., <span class="_ _8"></span>a <span class="_ _8"></span>działalność <span class="_ _8"></span>w </div><div class="t m0 x1 h4 y1bb ff7 fs0 fc0 sc0 ls0 ws0">segmencie OZE prowadzona jest przez spółkę zależną pi<span class="_ _1"></span>TERN Sp. z o.o. <span class="_ _0"></span><span class="ff3">i Polychromatic Sp. <span class="ls2">z </span>o .o.  </span></div><div class="t m0 x1 h4 y1bc ff7 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _8"></span>Ka<span class="_ _0"></span>pitałowa <span class="_ _5"> </span>TESGAS <span class="_ _5"> </span>prowadzi <span class="_ _8"> </span>swo<span class="_ _0"></span>ją <span class="_ _5"> </span>działalność <span class="_ _5"> </span>głównie <span class="_ _8"> </span>na <span class="_ _5"> </span>terenie <span class="_ _5"> </span>kraju. <span class="_ _5"> </span>Spółka <span class="_ _5"> </span>zależna <span class="_ _5"> </span>Stal <span class="_ _5"> </span>Warsztat <span class="_ _8"> </span>S<span class="_ _0"></span>p. <span class="_ _5"> </span>z <span class="_ _5"> </span>o.o. </div><div class="t m0 x1 h4 y1bd ff7 fs0 fc0 sc0 ls0 ws0">wykonuje produkty i usługi dla klientów z Polski i innych państw Unii Europejskiej, g<span class="_ _1"></span>łównie z Niemiec. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y197 ff7 fs0 fc0 sc0 ls0 ws0">Grupa Kapitałowa prowadzi działalność głównie na rynku specjalistycznych usług budowlanych<span class="ff3">.  </span></div><div class="t m0 x1 hf y1be ff1 fs0 fc0 sc0 ls3 ws0">2.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Podstawowe kategorie sprzedawanych prod<span class="_ _1"></span>uktów, towarów i usług Emitenta oraz jego spółek zależnych<span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y1bf ff7 fs0 fc0 sc0 ls0 ws0">Usługi świadczone w zakresie segmentu<span class="_ _1"></span> usługi dla gazownictwa <span class="ff3"> </span></div><div class="t m0 x1 h4 y1c0 ff3 fs0 fc0 sc0 ls0 ws0">Emitent <span class="_ _5"> </span><span class="ff7">wraz  ze <span class="_ _5"> </span>spółką <span class="_ _5"> </span>zależną <span class="_ _e"> </span></span>Segus <span class="_ _5"> </span>Sp. <span class="_ _5"> </span>z<span class="_ _0"></span> <span class="_ _5"> </span>o.o<span class="_ _0"></span>. <span class="_ _5"> </span><span class="ff7">świadczy  sp<span class="_ _1"></span>ecjalistyczne<span class="_ _1"></span> <span class="_ _5"> </span>usługi  b<span class="_ _1"></span>udowlane <span class="_ _5"> </span>związane <span class="_ _e"> </span>głównie <span class="_ _5"> </span>z  bran<span class="_ _1"></span>żą </span></div><div class="t m0 x1 h4 y1c1 ff7 fs0 fc0 sc0 ls0 ws0">gazowniczą. Działalność ta obejmuje budowę, remonty oraz modernizację obiektów gazowych, w tym:<span class="ff3"> </span></div><div class="t m0 x24 h7 y1c2 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff7">realizację inwestycji związanych z przesyłem i dystrybucją gazu ziemnego,<span class="ff3"> </span></span></span></div><div class="t m0 x24 h7 y1c3 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff7">budowę<span class="ff3"> i remonty sieci i stacji gazo<span class="_ _0"></span>wych </span>wysokiego, średniego i niskiego ciśnienia<span class="ff3">, </span></span></span></div><div class="t m0 x24 h7 y1c4 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff7">budowę i remonty stacji gazowych i kotłowni gazowych,<span class="ff3"> </span></span></span></div><div class="t m0 x24 h7 y1c5 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff7">budowa i remonty obiektów związanych z wydobyciem gazu ziemnego i ropy naftowej,<span class="ff3"> </span></span></span></div><div class="t m0 x24 h7 y1c6 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff7">projektowanie wszelkich obiektów gazowych,<span class="ff3"> </span></span></span></div><div class="t m0 x24 h7 y1c7 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff7">przeprowadzanie prób ciśnieniowych gazociągów,<span class="ff3"> </span></span></span></div><div class="t m0 x24 h7 y1c8 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff7">dowó<span class="_ _0"></span>z THT i napełnianie<span class="_ _1"></span> instalacji nawaniających.<span class="ff3"> </span></span></span></div><div class="t m0 x1 h4 y1c9 ff7 fs0 fc0 sc0 ls0 ws0">Działalność <span class="_ _8"></span>w <span class="_ _8"></span>zakresie <span class="_ _9"></span>s<span class="_ _0"></span>egmentu <span class="_ _8"></span>„Usługi <span class="_ _8"></span>dla <span class="_ _8"></span>gazownictwa” <span class="_ _8"></span>wykonywana <span class="_ _8"></span>jest <span class="_ _8"></span>przez <span class="_ _9"></span>E<span class="_ _0"></span>mitenta <span class="_ _8"></span>i <span class="_ _8"></span>w <span class="_ _8"></span>węższym <span class="_ _8"></span>zakresie <span class="_ _8"></span>przez </div><div class="t m0 x1 h4 y1ca ff7 fs0 fc0 sc0 ls0 ws0">spółkę zależną SEGUS Sp. z o.o.<span class="ff3"> </span></div><div class="t m0 x1 h4 y1cb ff7 fs0 fc0 sc0 ls0 ws0">Produkty i usługi związane z obróbką metali<span class="ff3"> </span></div><div class="t m0 x24 h7 y1cc ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff7">obróbka skrawania (CNC i konwencjonalna),<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x24 h7 y1cd ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff7">obróbka plastyczna blach,<span class="ff3"> </span></span></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 xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">13</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x24 h7 y47 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff3">termiczne wypalanie blach, </span></span></div><div class="t m0 x24 h7 y8d ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff7">projektowanie we własnym centrum <span class="ff3">technologiczno-konstrukcyjn<span class="_ _0"></span>ym, </span></span></span></div><div class="t m0 x24 h7 yd7 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff7">wykonawstwo<span class="_ _0"></span> zbiorników i urządzeń<span class="_ _1"></span> ciśnieniowych,<span class="ff3"> </span></span></span></div><div class="t m0 x24 h7 yd8 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff7">wykonawstwo<span class="_ _0"></span>  stalowych  obudów  stacji <span class="_ _3"> </span>gazowych  i <span class="_ _3"> </span>energetycznych,  obudów  agregatów  prą<span class="_ _0"></span>dotwórczych, </span></span></div><div class="t m0 x50 h4 y5 ff7 fs0 fc0 sc0 ls0 ws0">elementy połączeń kołnierzowych oraz części urządzeń dl<span class="_ _1"></span>a gazownictwa<span class="_ _0"></span><span class="ff3">. </span></div><div class="t m0 x1 h4 yd9 ff7 fs0 fc0 sc0 ls0 ws0">Działalność <span class="_ _8"> </span>w<span class="_ _0"></span> <span class="_ _8"></span>zakresie <span class="_ _8"></span>segmentu <span class="_ _5"> </span>„Obróbka <span class="_ _8"> </span>metali<span class="_ _0"></span>” <span class="_ _8"></span>wykonywana <span class="_ _5"> </span>jest <span class="_ _8"></span>przez <span class="_ _5"> </span>Emitenta <span class="_ _8"></span>i <span class="_ _5"> </span>w <span class="_ _8"></span>węższym <span class="_ _5"> </span>zakresie <span class="_ _8"></span>przez <span class="_ _8"> </span>spółkę </div><div class="t m0 x1 h4 yda ff7 fs0 fc0 sc0 ls0 ws0">zależną <span class="ff3">Stal Warsztat Sp. z o.o. </span></div><div class="t m0 x1 h4 ydb ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y1ce ff7 fs0 fc0 sc0 ls0 ws0">Usługi związane z OZE<span class="ff3"> </span></div><div class="t m0 x24 h7 y1cf ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff3">budowa instalacji fotow<span class="_ _0"></span>oltaicznych, </span></span></div><div class="t m0 x24 h7 y1d0 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff7">budowa instalacji kolektorów słonecznych, <span class="ff3"> </span></span></span></div><div class="t m0 x24 h7 y4f ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff7">sprzedaż i montaż lamp solarnych,<span class="ff3"> </span></span></span></div><div class="t m0 x24 h7 y1d1 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff7">budowa i montaż innych urządzeń i instalacji zasilających z energii wytwarzanej ze słońca.<span class="ff3"> </span></span></span></div><div class="t m0 x1 h4 y1d2 ff7 fs0 fc0 sc0 ls0 ws0">Działalność w <span class="_ _0"></span>zakresie odnawialnych źródeł energii wyko<span class="_ _0"></span>nywana jest głównie przez je<span class="_ _0"></span>dnostkę zależną piTERN <span class="_ _0"></span>Sp. z o.o<span class="_ _0"></span>. oraz </div><div class="t m0 x1 h4 y1d3 ff3 fs0 fc0 sc0 ls0 ws0">Polychromatic Sp. z o.o. </div><div class="t m0 x1 hf y53 ff1 fs0 fc0 sc0 ls3 ws0">3.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Struktura przychodów ze sprzedaży produktów i usłu<span class="_ _1"></span>g Grupy Kapitałowej <span class="_ _0"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y1d4 ff7 fs0 fc0 sc0 ls0 ws0">Strukturę przychodów ze sprzedaży Grupy Kapitałowej w latach <span class="ff3 ls3">202<span class="ls0">4-</span>202<span class="ls0">3 </span></span>r. prezentuje poniższa tabela: <span class="ff3"> </span></div><div class="t m0 x1 h2 y1d5 ff1 fs0 fc0 sc0 ls0 ws0">Tabela 7<span class="ff2">. Struktura przychodów ze sprzedaży</span> </div></div><div class="c x51 y1d6 w22 h29"><div class="t m0 x3a h2 ye7 ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c x52 y1d6 w23 h29"><div class="t m0 x32 h2 ye4 ff1 fs0 fc1 sc0 ls0 ws0">Struktura </div><div class="t m0 x53 h2 ye7 ff2 fs0 fc1 sc0 ls0 ws0">przychodów (w </div><div class="t m0 x54 h2 ye8 ff2 fs0 fc1 sc0 ls0 ws0">tys. zł)<span class="ff1"> </span></div></div><div class="c x55 y1d6 w24 h29"><div class="t m0 x32 h2 ye4 ff1 fs0 fc1 sc0 ls0 ws0">Struktura </div><div class="t m0 x53 h2 ye7 ff2 fs0 fc1 sc0 ls0 ws0">przychodów (w </div><div class="t m0 x54 h2 ye8 ff2 fs0 fc1 sc0 ls0 ws0">tys. zł)<span class="ff1"> </span></div></div><div class="c x56 y1d6 w25 h29"><div class="t m0 x32 h2 ye4 ff1 fs0 fc1 sc0 ls0 ws0">Struktura </div><div class="t m0 x28 h2 ye7 ff2 fs0 fc1 sc0 ls0 ws0">przychodów </div><div class="t m0 x35 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">(w %) </div></div><div class="c x57 y1d6 w25 h29"><div class="t m0 x32 h2 ye4 ff1 fs0 fc1 sc0 ls0 ws0">Struktura </div><div class="t m0 x28 h2 ye7 ff2 fs0 fc1 sc0 ls0 ws0">przychodów </div><div class="t m0 x35 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">(w %) </div></div><div class="c x51 y1d7 w22 h2a"><div class="t m0 x58 h2 y1d8 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x52 y1d7 w23 h2a"><div class="t m0 x3e h2 ye8 ff1 fs0 fc1 sc0 ls3 ws0">202<span class="ls0">4 </span></div></div><div class="c x55 y1d7 w24 h2a"><div class="t m0 x3e h2 ye8 ff1 fs0 fc1 sc0 ls3 ws0">202<span class="ls0">3 </span></div></div><div class="c x56 y1d7 w25 h2a"><div class="t m0 x3e h2 ye8 ff1 fs0 fc1 sc0 ls3 ws0">202<span class="ls0">4 </span></div></div><div class="c x57 y1d7 w25 h2a"><div class="t m0 x3e h2 ye8 ff1 fs0 fc1 sc0 ls3 ws0">202<span class="ls0">3 </span></div></div><div class="c x51 y1d9 w22 h2b"><div class="t m0 x58 h2 y1da ff2 fs0 fc0 sc0 ls0 ws0">Usługi dla gazownictwa<span class="ff1"> </span></div></div><div class="c x52 y1d9 w23 h2b"><div class="t m0 x45 h4 y1da ff3 fs0 fc0 sc0 ls3 ws0">57 414<span class="ls0"> </span></div></div><div class="c x55 y1d9 w24 h2b"><div class="t m0 x59 h4 y1da ff3 fs0 fc0 sc0 ls3 ws0">96 652<span class="ls0"> </span></div></div><div class="c x56 y1d9 w25 h2b"><div class="t m0 x33 h4 y1da ff3 fs0 fc0 sc0 ls3 ws0">71<span class="ls0">,7% </span></div></div><div class="c x57 y1d9 w25 h2b"><div class="t m0 x33 h4 y1da ff3 fs0 fc0 sc0 ls0 ws0">68,8% </div></div><div class="c x51 y1db w22 h2b"><div class="t m0 x58 h2 y1da ff2 fs0 fc0 sc0 ls0 ws0">Obróbka stali <span class="ff1"> </span></div></div><div class="c x52 y1db w23 h2b"><div class="t m0 x5a h4 y1da ff3 fs0 fc0 sc0 ls3 ws0">9 268<span class="ls0"> </span></div></div><div class="c x55 y1db w24 h2b"><div class="t m0 x59 h4 y1da ff3 fs0 fc0 sc0 ls3 ws0">10 889<span class="ls0"> </span></div></div><div class="c x56 y1db w25 h2b"><div class="t m0 x33 h4 y1da ff3 fs0 fc0 sc0 ls0 ws0">11,6% </div></div><div class="c x57 y1db w25 h2b"><div class="t m0 x1f h4 y1da ff3 fs0 fc0 sc0 ls0 ws0">7,8% </div></div><div class="c x51 y1dc w22 h2c"><div class="t m0 x58 h2 y1dd ff1 fs0 fc0 sc0 ls0 ws0">OZE </div></div><div class="c x52 y1dc w23 h2c"><div class="t m0 x45 h4 y1dd ff3 fs0 fc0 sc0 ls3 ws0">11 981<span class="ls0"> </span></div></div><div class="c x55 y1dc w24 h2c"><div class="t m0 x59 h4 y1dd ff3 fs0 fc0 sc0 ls3 ws0">19 314<span class="ls0"> </span></div></div><div class="c x56 y1dc w25 h2c"><div class="t m0 x33 h4 y1dd ff3 fs0 fc0 sc0 ls0 ws0">15,0% </div></div><div class="c x57 y1dc w25 h2c"><div class="t m0 x33 h4 y1dd ff3 fs0 fc0 sc0 ls0 ws0">13,8% </div></div><div class="c x51 y1de w22 h2b"><div class="t m0 x58 h2 y1da ff2 fs0 fc0 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c x52 y1de w23 h2b"><div class="t m0 x5a h4 y1da ff3 fs0 fc0 sc0 ls3 ws0">1 402<span class="ls0"> </span></div></div><div class="c x55 y1de w24 h2b"><div class="t m0 x59 h4 y1da ff3 fs0 fc0 sc0 ls3 ws0">13 548<span class="ls0"> </span></div></div><div class="c x56 y1de w25 h2b"><div class="t m0 x1f h4 y1da ff3 fs0 fc0 sc0 ls0 ws0">1,8% </div></div><div class="c x57 y1de w25 h2b"><div class="t m0 x1f h4 y1da ff3 fs0 fc0 sc0 ls0 ws0">9,6% </div></div><div class="c x51 y1df w22 h2c"><div class="t m0 x58 h2 y1dd ff1 fs0 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x52 y1df w23 h2c"><div class="t m0 x45 h2 y1dd ff1 fs0 fc0 sc0 ls3 ws0">80 065<span class="ls0"> </span></div></div><div class="c x55 y1df w24 h2c"><div class="t m0 x5b h2 y1dd ff1 fs0 fc0 sc0 ls3 ws0">140 404<span class="ls0"> </span></div></div><div class="c x56 y1df w25 h2c"><div class="t m0 x1c h2 y1dd ff1 fs0 fc0 sc0 ls0 ws0">100,0% </div></div><div class="c x57 y1df w25 h2c"><div class="t m0 x1c h2 y1dd ff1 fs0 fc0 sc0 ls0 ws0">100,0% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hd y1e0 ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff6"> </span></div><div class="t m0 x1 h4 y1e1 ff7 fs0 fc0 sc0 ls0 ws0">W analizowanym okresie przychody ze sprzedaży Grupy Kapitałowej uległy <span class="_ _0"></span><span class="ff3">zmniejszeniu z <span class="_ _0"></span>poziomu 140.404 tys. PLN w <span class="ls3">202</span>3<span class="_ _0"></span> </span></div><div class="t m0 x1 h4 y1e2 ff3 fs0 fc0 sc0 ls0 ws0">roku do 80.065 tys. PLN w <span class="ls3">20</span>24 roku. <span class="ff7">Rozkład przychodów na poszczególne segmenty wyglądał następująco: </span> </div><div class="t m0 x5c h7 y82 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff3">przychody <span class="ff7">z s<span class="_ _1"></span>egmentu <span class="_ _14"></span>„Usługi dla gazownictwa”<span class="ff3"> </span>uleg<span class="_ _1"></span>ły <span class="ff3">zmniejszeniu <span class="_ _1"></span><span class="ls2">z <span class="ls0">96.652<span class="_ _1"></span> tys. <span class="_ _1"></span>PLN w <span class="_ _1"></span>2023 <span class="_ _1"></span>roku d<span class="_ _1"></span>o <span class="ls3">57</span>.<span class="ls3">414</span> </span></span></span></span></span></span></div><div class="t m0 x5d h4 y83 ff3 fs0 fc0 sc0 ls0 ws0">tys. PLN w <span class="ls3">20</span>24 roku, tj. o 40,6<span class="ls2">%,</span> </div><div class="t m0 x5c h7 y1e3 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff3">przychody <span class="_ _9"></span><span class="ff7">segmentu <span class="_ _9"></span>„OZE” <span class="_ _9"></span>odnoto<span class="_ _0"></span>wały <span class="_ _9"></span>spadek <span class="_ _9"></span></span><span class="ls2">z <span class="_ _9"></span><span class="lsc">19<span class="_ _1"></span><span class="ls0">.<span class="ls3">314</span> <span class="_ _9"></span>tys. <span class="_ _9"></span>PLN <span class="_ _9"></span>w <span class="_ _9"></span>roku <span class="_ _8"></span><span class="ls3">202</span>3 <span class="_ _9"></span>do <span class="_ _9"></span><span class="ls3">11</span>.<span class="ls3">981</span> <span class="_ _9"></span>tys. <span class="_ _9"></span>PLN <span class="_ _9"></span>w <span class="_ _8"></span><span class="ls3">202</span>4 </span></span></span></span></span></div><div class="t m0 x5d h4 y1e4 ff3 fs0 fc0 sc0 ls0 ws0">roku, tj. o <span class="ls3">38<span class="ls2">%,</span></span> </div><div class="t m0 x5c h7 y1e5 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff3">przychody <span class="ff7">z s<span class="_ _1"></span>egmentu „Obróbka stali”<span class="ff3"> </span>uległy <span class="_ _1"></span><span class="ff3">zmniejszeniu <span class="ls2">z </span>10.889 tys<span class="_ _1"></span>. PLN w <span class="_ _1"></span><span class="ls3">202<span class="ls0">3 roku do 9.268 tys. <span class="_ _1"></span>PLN w </span></span></span></span></span></span></div><div class="t m0 x5d h4 y64 ff3 fs0 fc0 sc0 ls3 ws0">202<span class="ls0">4 roku, tj. <span class="lsd">o </span>14,9<span class="lse">%,</span> </span></div><div class="t m0 x5c h7 y1e6 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff3">przychody <span class="_ _0"></span>z <span class="_ _9"></span><span class="ff7">segmentu <span class="_ _9"></span>„Pozostał<span class="lsf">y”</span></span> <span class="_ _9"></span><span class="ff7">odnotował <span class="_ _9"></span></span>spadek <span class="_ _0"></span>r/r, <span class="_ _9"></span><span class="ls2">z <span class="_ _9"></span></span>kw<span class="_ _1"></span>oty <span class="_ _0"></span><span class="ls3">13</span>.548<span class="_ _0"></span> <span class="_ _9"></span>tys. <span class="_ _0"></span>w <span class="_ _9"></span>2023 <span class="_ _9"></span>roku <span class="_ _0"></span>do <span class="_ _9"></span>kwoty <span class="_ _9"></span>1.<span class="ls3">402</span> </span></span></div><div class="t m0 x5d h4 y1e7 ff3 fs0 fc0 sc0 ls0 ws0">tys. Przychody w tym segmencie <span class="ff7">obejmowały sprzedaż</span> <span class="ff7">materiałów i najem nieruchomości. </span> </div><div class="t m0 x1 h4 y1e8 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y1e9 ff7 fs0 fc0 sc0 ls0 ws0">Przyczyny zmiany przychodów w poszczególnych seg<span class="_ _1"></span>mentach:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x5c h7 y1ea ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff3">w <span class="_ _12"> </span><span class="ff7">segmencie<span class="_ _1"></span> <span class="_ _12"> </span>„usługi <span class="_ _12"> </span>dla <span class="_ _12"> </span>gazownictwa” <span class="_ _12"> </span>osiągnięt<span class="ff3 lsd">o <span class="_ _12"> </span><span class="ls0">spadek <span class="_ _3"> </span>pr<span class="_ _0"></span>zychod</span><span class="ff7">ów</span><span class="ls0"> <span class="_ _12"> </span></span></span>wynikający<span class="ff3"> <span class="_ _12"> </span>z <span class="_ _12"> </span>niski<span class="_ _1"></span>ego <span class="_ _12"> </span>portfela </span></span></span></span></div><div class="t m0 x5d h4 y1eb ff7 fs0 fc0 sc0 ls0 ws0">kontraktów <span class="ff3">oraz<span class="_ _0"></span> wczesnej fazy re<span class="_ _0"></span>alizacji </span>zleceń ro<span class="_ _0"></span>zpoczętych w <span class="_ _0"></span><span class="ff3">I kwartale <span class="_ _0"></span>2024 roku<span class="ls5">. </span>W<span class="_ _0"></span>czesna faza realizacji </span></div><div class="t m0 x5d h4 y1ec ff7 fs0 fc0 sc0 ls0 ws0">kontraktów <span class="_ _8"> </span>spowo<span class="_ _0"></span>dowała <span class="_ _8"></span>niższe <span class="_ _5"> </span>przychody <span class="_ _8"></span>aniżeli <span class="_ _5"> </span>w <span class="_ _8"></span>roku <span class="_ _5"> </span>poprzednim. <span class="_ _5"> </span>Spadek <span class="_ _5"> </span>przychodów <span class="_ _8"></span>przeło<span class="_ _0"></span>żył <span class="_ _8"></span>się </div><div class="t m0 x5d h4 y1ed ff7 fs0 fc0 sc0 ls0 ws0">również na spadek zysków operacyjnych segmentu<span class="_ _1"></span> o ponad <span class="ff3 ls3">66<span class="ls0">%. <span class="_ _0"></span> </span></span></div><div class="t m0 x5c h7 y1ee ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff3">spadek <span class="ff7">przychodów<span class="_ _0"></span> <span class="_ _0"></span>ze <span class="_ _0"></span>sprzedaży<span class="_ _0"></span> <span class="_ _0"></span>w <span class="_ _0"></span>zakresie <span class="_ _0"></span>segmentu <span class="_ _0"></span>O<span class="_ _0"></span>ZE <span class="_ _0"></span>o <span class="_ _9"></span></span><span class="ls3">38</span>% <span class="_ _0"></span>do <span class="_ _0"></span>kwo<span class="_ _0"></span>ty <span class="_ _0"></span>11.<span class="ls3">981</span> <span class="_ _0"></span><span class="ff7">tys. <span class="_ _9"></span>zł, <span class="_ _0"></span>to <span class="_ _0"></span>głównie <span class="_ _9"></span>efekt </span></span></span></div><div class="t m0 x5d h4 y1ef ff7 fs0 fc0 sc0 ls0 ws0">dużej<span class="ff3"> <span class="_ _5"> </span>konkurencj<span class="ls10">i <span class="_ _5"> </span></span></span>na <span class="_ _5"> </span>rynku <span class="_ _e"> </span>budowy <span class="_ _5"> </span>instalacji <span class="_ _5"> </span>OZE<span class="_ _0"></span> <span class="_ _5"> </span>dla <span class="_ _5"> </span>klientów <span class="_ _5"> </span><span class="ff3">detalicznych <span class="_ _5"> </span>oraz <span class="_ _e"> </span>wstrzymywanie <span class="_ _5"> </span>decyzji </span></div><div class="t m0 x5d h4 y1f0 ff7 fs0 fc0 sc0 ls0 ws0">inwestycyjnych <span class="_ _12"> </span>klientów <span class="_ _12"> </span>spowodowanych <span class="_ _12"> </span>niepewnością <span class="_ _3"> </span>co<span class="_ _0"></span> <span class="_ _12"> </span>do <span class="_ _12"> </span>kontynuacji <span class="_ _12"> </span>wsparcia <span class="_ _12"> </span>budowy <span class="_ _12"> </span>instalacji </div><div class="t m0 x5d h4 y1f1 ff7 fs0 fc0 sc0 ls0 ws0">fotowoltaicznych z programu „Mój Prąd”. <span class="ff3"> </span></div><div class="t m0 x5c h7 y1f2 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff3">nieznaczny <span class="_ _9"></span>spadek <span class="_ _9"></span><span class="ff7">przychodów <span class="_ _9"></span>ze <span class="_ _9"></span>sprzedaż</span><span class="lsf">y <span class="_ _9"></span></span><span class="ff7">w <span class="_ _9"></span>segmencie <span class="_ _9"></span>„Obró<span class="_ _0"></span>bka <span class="_ _9"></span>metali” <span class="_ _9"></span>jest <span class="_ _9"></span>wynikiem</span> <span class="_ _9"></span><span class="ff7">mniej<span class="_ _0"></span>szej <span class="_ _9"></span>ilości </span></span></span></div><div class="t m0 x5d h4 y1f3 ff7 fs0 fc0 sc0 ls0 ws0">zleceń realizowanych<span class="ff3"> <span class="ls2">w </span>I </span>półroczu 2024<span class="ff3">. </span>Spółka zależna Stal <span class="ff3"> </span></div><div class="t m0 x5c h7 y1f4 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff3"> <span class="ff7">prowadzi  proces <span class="_ _3"> </span>inwestycyjny <span class="_ _3"> </span>mający <span class="_ _3"> </span>na <span class="_ _3"> </span>celu  zdynamizo<span class="_ _0"></span>wanie</span> <span class="_ _3"> </span><span class="ff7">przychodów, <span class="_ _3"> </span>a <span class="_ _3"> </span>przez <span class="_ _3"> </span>to  w<span class="_ _0"></span>ykorzystanie </span></span></span></div><div class="t m0 x5d h4 y1f5 ff7 fs0 fc0 sc0 ls0 ws0">potencjału <span class="_ _9"></span>spółki <span class="_ _9"></span>oraz <span class="_ _9"></span>poprawę <span class="_ _9"></span>wyników <span class="_ _9"></span>finansowych <span class="_ _9"></span>Stal <span class="_ _9"></span>Wars<span class="_ _0"></span>ztat <span class="_ _9"></span>Sp. <span class="_ _9"></span>z<span class="_ _0"></span><span class="ff3"> <span class="_ _9"></span></span>o.o<span class="_ _0"></span>. <span class="_ _9"></span>Pierwsze <span class="_ _9"></span>przychody <span class="_ _9"></span>z <span class="_ _9"></span>tytułu </div><div class="t m0 x5d h4 y1f6 ff3 fs0 fc0 sc0 ls0 ws0">prowadzonej inwestycji <span class="ff7">powinny nastąpić w I kwartale 2025 roku</span>.  </div><div class="t m0 x1 h4 y1f7 ff3 fs0 fc0 sc0 ls0 ws0">W <span class="ff7">okresie objętym sprawozdaniem Grupa Kapitałowa zrealizowała 99</span>,4<span class="ff7">% przychodów na terytorium Polski.</span>  <span class="_ _18"> </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 xb y3f w4 h9" alt="" 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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">14</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 hf y47 ff1 fs0 fc0 sc0 ls3 ws0">4.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Sezonowość sprzedaży Emitenta<span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y1f8 ff1 fs0 fc0 sc0 ls0 ws0">Rysunek 3. Struktura <span class="ff2">przychodów ze sprzedaży Emitenta w latach 20</span><span class="ls3">20</span>-<span class="ls3">2024</span> [w tys. PLN] </div><div class="t m0 x5e h7 y1f9 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hd y1fa ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff6"> </span></div><div class="t m0 x1 h2 y1fb ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2d y1fc ff1 fs0 fc0 sc0 ls0 ws0">Rysunek 4. Przychody ze <span class="ff2 fs5">sprzedaży Emitenta w latach<span class="_ _0"></span> <span class="ff1 ls11">2020<span class="ls0">-<span class="_ _0"></span>2024 </span></span>[% rozkł<span class="_ _0"></span>ad przychodów na kwartał<span class="_ _0"></span>y]<span class="ff8"> </span></span></div><div class="t m0 x5f hd y1fd ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hd y1fe ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y1ff ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff3"> </span></div><div class="t m0 x1 hd y200 ff6 fs0 fc0 sc0 ls0 ws0"> <span class="_ _10"> </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 xb y3f w4 h9" alt="" 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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">15</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 hf y47 ff1 fs0 fc0 sc0 ls3 ws0">5.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Sezonowość sprzedaży Grupy Kapitałowej<span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y1f8 ff1 fs0 fc0 sc0 ls0 ws0">Rysunek 5<span class="ff2">. Struktura przychodów ze sprzedaży Grupy Kapitałowej w latach </span><span class="ls3">2020</span>-<span class="ls3">202</span>4 [w tys. PLN] </div><div class="t m0 x5e h4 y201 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y202 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y203 ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff3"> </span></div><div class="t m0 x1 h2 y204 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y205 ff2 fs0 fc0 sc0 ls0 ws0">Rysunek 6. Przychody ze sprzedaży Grupy Kapitałowej w latach 20<span class="ff1 ls3">20<span class="ls0">-</span>202<span class="ls0">4 </span></span>[% rozkład przychodów na kwartały]<span class="ff1"> </span></div><div class="t m0 x5f h7 y206 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hd y207 ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff6"> </span></div><div class="t m0 x1 hd y208 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y209 ff7 fs0 fc0 sc0 ls0 ws0">Przychody <span class="_ _19"> </span>uzyskiwane <span class="_ _19"> </span>przez <span class="_ _19"> </span>Grupę <span class="_ _19"> </span>Kapitałową <span class="_ _19"> </span><span class="ff3 ls10">i <span class="_ _19"> </span></span>Emitenta, <span class="_ _19"> </span>zwł<span class="_ _0"></span>aszcza <span class="_ _19"> </span>z <span class="_ _19"> </span>usług <span class="_ _19"> </span>wykonawczych <span class="_ _19"> </span>(roboty <span class="_ _19"> </span>b<span class="_ _1"></span>udowlane) </div><div class="t m0 x1 h4 y20a ff7 fs0 fc0 sc0 ls0 ws0">charakteryzują <span class="_ _8"></span>się <span class="_ _8"></span>sezonow<span class="_ _0"></span>ością. <span class="_ _8"></span>Sezonowość <span class="_ _8"> </span>przychodów<span class="_ _0"></span> <span class="_ _8"></span>Grupy <span class="_ _8"></span>i <span class="_ _8"> </span>o<span class="_ _0"></span>siąganie <span class="_ _8"></span>najwyższych <span class="_ _8"> </span>przych<span class="_ _0"></span>odów <span class="_ _8"></span>w <span class="_ _5"> </span>II <span class="_ _8"></span>półroczu <span class="_ _8"></span>jest </div><div class="t m0 x1 h4 y20b ff7 fs0 fc0 sc0 ls0 ws0">charakterystyczne dla firm z sektora <span class="_ _0"></span>budowlanego. Na sezonowość sprzedaży wpływ m<span class="_ _0"></span>ają w<span class="_ _0"></span>arunki atmosferyczne w okresie </div><div class="t m0 x1 h4 y20c ff3 fs0 fc0 sc0 ls0 ws0">zimowym <span class="ff7">–</span> <span class="_ _1"></span><span class="ff7">niskie <span class="_ _1"></span>temperatury <span class="_ _1"></span>mogą w znacznym <span class="_ _1"></span>stopniu <span class="_ _1"></span>ograniczyć prowadzeni<span class="_ _1"></span>e prac <span class="_ _1"></span>budowlanych. <span class="_ _1"></span>Pozyskiwanie zadań <span class="_ _14"></span>w </span></div><div class="t m0 x1 h4 y20d ff7 fs0 fc0 sc0 ls0 ws0">zakresie <span class="_ _8"></span>wykonawstwa <span class="_ _8"></span>odbywa <span class="_ _5"> </span>się <span class="_ _8"></span>zazwyczaj <span class="_ _8"> </span>w<span class="_ _0"></span> <span class="_ _8"></span>okresie <span class="_ _8"></span>II <span class="_ _8"></span>i <span class="_ _5"> </span>III <span class="_ _5"> </span>kwartału <span class="_ _8"></span>każdego <span class="_ _8"></span>roku. <span class="_ _8"></span>Ic<span class="_ _0"></span>h <span class="_ _8"></span>realizacja <span class="_ _8"></span>roz<span class="_ _0"></span>poczyna <span class="_ _8"></span>się <span class="_ _8"></span>od <span class="_ _8"></span>II </div><div class="t m0 x1 h4 y20e ff7 fs0 fc0 sc0 ls0 ws0">kwartału i trwa głównie do końca roku kalen<span class="_ _1"></span>darzowego. <span class="ff3"> </span></div><div class="t m0 x1 h4 y20f ff7 fs0 fc0 sc0 ls0 ws0">Stosowana <span class="_ _3"> </span>przez <span class="_ _12"> </span>Grupę<span class="_ _1"></span> <span class="_ _3"> </span>Ka<span class="_ _0"></span>pitałową <span class="_ _12"> </span>TESGA<span class="_ _1"></span>S <span class="_ _3"> </span>strategia <span class="_ _3"> </span>z<span class="_ _0"></span>akłada <span class="_ _3"> </span>pozyskiwanie <span class="_ _12"> </span>kontraktów <span class="_ _3"> </span>zarówno <span class="_ _3"> </span>w <span class="_ _12"> </span>TESGAS <span class="_ _3"> </span>S.A., <span class="_ _3"> </span>jak </div><div class="t m0 x1 h4 y210 ff3 fs0 fc0 sc0 ls0 ws0">i w <span class="ff7">pozostałych <span class="_ _3"> </span>spółkach <span class="_ _3"> </span>zależnych <span class="_ _3"> </span>o <span class="_ _3"> </span>rosnącej <span class="_ _3"> </span>wartości <span class="_ _3"> </span>jednostkowej, <span class="_ _3"> </span>co <span class="_ _3"> </span>przycz<span class="_ _0"></span>ynia <span class="_ _3"> </span>się  do <span class="_ _12"> </span>niwelowania  sezonowości </span></div><div class="t m0 x1 h4 y211 ff7 fs0 fc0 sc0 ls0 ws0">przychodów, <span class="_ _1"></span>zapewniając <span class="_ _1"></span>ich <span class="_ _1"></span>bardziej <span class="_ _14"></span>równomierny rozkład <span class="_ _1"></span>w <span class="_ _14"></span>trakcie roku <span class="_ _14"></span>obrotowego.<span class="_ _0"></span><span class="ff3"> </span>Szczególnie<span class="_ _1"></span> <span class="_ _1"></span>w <span class="_ _1"></span>ostatnich <span class="_ _14"></span>latach widać<span class="ff3"> </span></div><div class="t m0 x1 h4 y212 ff7 fs0 fc0 sc0 ls0 ws0">większą równomierność osiągania przychodów w każdym kwartale roku. <span class="ff3"> </span></div><div class="t m0 x1 hf y213 ff1 fs0 fc0 sc0 ls3 ws0">6.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff1">Informacja o rynkach zbytu </span></span></div><div class="t m0 x1 h4 y214 ff7 fs0 fc0 sc0 ls0 ws0">Głównym <span class="_ _3"> </span>rynkiem <span class="_ _3"> </span>zbytu <span class="_ _12"> </span>dl<span class="_ _1"></span>a <span class="_ _3"> </span>usł<span class="_ _0"></span>ug <span class="_ _3"> </span>oferowanych <span class="_ _3"> </span>przez <span class="_ _3"> </span>Grupę <span class="_ _12"> </span>Kapitałową <span class="_ _3"> </span>jest <span class="_ _3"> </span>terytorium <span class="_ _3"> </span>Polski. <span class="_ _3"> </span>Grupa <span class="_ _3"> </span>w <span class="_ _12"> </span>segmencie </div><div class="t m0 x1 h4 y215 ff7 fs0 fc0 sc0 ls0 ws0">gazownictwa <span class="_ _12"> </span>wyka<span class="_ _1"></span>zuje <span class="_ _3"> </span>uzależnienie <span class="_ _3"> </span>od <span class="_ _12"> </span>odbiorców <span class="_ _12"> </span>o <span class="_ _3"> </span>ugruntowanej <span class="_ _3"> </span>pozycji <span class="_ _12"> </span>rynkowej. <span class="_ _3"> </span>Największymi <span class="_ _3"> </span>odbiorcami <span class="_ _3"> </span>usług </div><div class="t m0 x1 h4 y216 ff7 fs0 fc0 sc0 ls0 ws0">świadczonych <span class="_ _8"></span>przez <span class="_ _8"></span>Grupę <span class="_ _8"></span>są <span class="_ _8"> </span>o<span class="_ _0"></span>peratorzy <span class="_ _5"> </span>sieci <span class="_ _8"></span>przesyłowych <span class="_ _8"></span>i <span class="_ _8"> </span>dystrybucyjnych, <span class="_ _8"></span>czyli <span class="_ _8"></span>Gr<span class="_ _0"></span>upa <span class="_ _8"></span>Kapitałow<span class="_ _0"></span>a <span class="_ _8"> </span><span class="ff3">O<span class="_ _0"></span>RLEN <span class="_ _8"></span>(w</span>cześniej </div><div class="t m0 x1 h4 y217 ff7 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _9"></span>Kapitałow<span class="_ _0"></span>a <span class="_ _9"></span>PGNiG) <span class="_ _8"></span>oraz <span class="_ _8"></span>Operator <span class="_ _9"></span>Gazo<span class="_ _0"></span>ciągów <span class="_ _8"></span>Przesyłowych<span class="_ _1"></span> <span class="_ _9"></span>Gaz<span class="_ _0"></span><span class="ff3">-System <span class="_ _8"></span>S.A. <span class="_ _9"></span></span>Grupa <span class="_ _8"></span>świadczy <span class="_ _8"></span>na <span class="_ _9"></span>ich <span class="_ _8"></span>rzecz <span class="_ _8"></span>głównie </div><div class="t m0 x1 h4 y218 ff7 fs0 fc0 sc0 ls0 ws0">usługi budowy infrastruktury gazowej. <span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">16</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _8"></span>zakresie <span class="_ _8"></span>segmentu <span class="_ _8"></span>obróbka <span class="_ _8"></span>stali <span class="_ _9"></span>ryn<span class="_ _0"></span>ek <span class="_ _8"></span>jest <span class="_ _8"></span>dużo <span class="_ _8"></span>bardziej <span class="_ _8"></span>zdywersyfikowany. <span class="_ _8"></span>Szeroki <span class="_ _8"></span>park <span class="_ _8"></span>maszynowy <span class="_ _8"></span>rozbudowany <span class="_ _8"></span>o </div><div class="t m0 x1 h4 y8d ff7 fs0 fc0 sc0 ls0 ws0">maszynę <span class="_ _9"></span>do <span class="_ _9"></span>laserowego <span class="_ _9"></span>wypalania <span class="_ _9"></span>blach, <span class="_ _9"></span>nowoc<span class="_ _0"></span><span class="ff3">zesne <span class="_ _9"></span>stanowiska <span class="_ _9"></span>spawalnicze, <span class="_ _9"></span></span>centra <span class="_ _9"></span>obróbcze<span class="ff3"> <span class="_ _9"></span></span>o<span class="_ _0"></span>raz <span class="_ _9"></span>komora <span class="_ _9"></span>śrutownicza </div><div class="t m0 x1 h4 yd7 ff7 fs0 fc0 sc0 ls0 ws0">daje <span class="_ _8"></span>potencjał <span class="_ _8"></span>do <span class="_ _8"></span>o<span class="_ _0"></span>twarcia <span class="_ _8"></span>się <span class="_ _8"></span>Grupy <span class="_ _5"> </span>poprzez <span class="_ _8"></span>spółkę <span class="_ _8"></span>Stal <span class="_ _8"></span>Warsz<span class="_ _0"></span>tat <span class="_ _8"></span>na <span class="_ _8"></span>nową <span class="_ _5"> </span>grup<span class="_ _1"></span>ę <span class="_ _8"></span>odbiorców. <span class="_ _5"> </span>Celem <span class="_ _8"></span>spółki <span class="_ _8"></span>jest <span class="_ _8"></span>szersza </div><div class="t m0 x1 h4 yd8 ff7 fs0 fc0 sc0 ls0 ws0">współpraca <span class="_ _14"></span>przy <span class="_ _14"></span>produkcji <span class="_ _14"></span>podzespołów <span class="_ _1"></span>w <span class="_ _14"></span>branży <span class="_ _14"></span>automotive, <span class="_ _14"></span>rozszerzenie <span class="_ _14"></span>współpracy <span class="_ _14"></span>z <span class="_ _1"></span>branżą <span class="_ _14"></span>maszynową <span class="_ _14"></span>oraz <span class="_ _14"></span>wz<span class="_ _0"></span>nowie<span class="_ _0"></span><span class="ff3">nie </span></div><div class="t m0 x1 h4 y5 ff7 fs0 fc0 sc0 ls0 ws0">dostarczania produktów dla <span class="_ _0"></span>branży budowlanej. <span class="_ _0"></span><span class="ff3">W tym <span class="_ _0"></span>celu </span>Stal <span class="_ _0"></span>Warsztat prowadzi <span class="_ _0"></span>inwestycję polegającą na dostosow<span class="_ _0"></span>aniu </div><div class="t m0 x1 h4 yd9 ff3 fs0 fc0 sc0 ls0 ws0">zaplecza produkcyjnego. Dodatkowo w grudn<span class="_ _1"></span>iu 2024 <span class="ff7">roku Spółka dokonała odbioru</span> <span class="ff7">maszyny do obróbki wielkogabarytowej. </span></div><div class="t m0 x1 h4 yda ff7 fs0 fc0 sc0 ls0 ws0">Ważnym <span class="_ _8"></span>celem <span class="_ _8"></span>do <span class="_ _8"></span>zrealizowania <span class="_ _8"></span>przez <span class="_ _9"></span>spółkę <span class="_ _8"></span>Stal <span class="_ _8"></span>Warsztat <span class="_ _8"></span>w <span class="_ _8"></span>ko<span class="_ _0"></span>lejnych <span class="_ _9"></span>latach<span class="_ _0"></span><span class="ff3"> <span class="_ _8"></span></span>je<span class="_ _0"></span>st <span class="_ _8"></span>również<span class="ff3"> <span class="_ _8"></span>wzrost <span class="_ _8"></span>produkcji <span class="_ _9"></span>w<span class="_ _0"></span> <span class="_ _8"></span>zakresie </span></div><div class="t m0 x1 h4 ydb ff7 fs0 fc0 sc0 ls0 ws0">wytwarzania <span class="_ _0"></span>urządzeń <span class="_ _9"></span>dla <span class="_ _0"></span>gazownictwa, <span class="_ _9"></span>która <span class="_ _0"></span>ma <span class="_ _9"></span>się <span class="_ _0"></span>przyczynić <span class="_ _9"></span>do <span class="_ _0"></span>poprawy <span class="_ _9"></span>rentowności <span class="_ _0"></span>realizowanych <span class="_ _9"></span>zleceń <span class="_ _0"></span>w <span class="_ _9"></span>zakresie </div><div class="t m0 x1 h4 ydc ff7 fs0 fc0 sc0 ls0 ws0">segmentu usług dla gazownictwa. <span class="ff3"> </span></div><div class="t m0 x1 h4 y219 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _8"> </span>z<span class="_ _0"></span>akresie <span class="_ _8"></span>segmentu <span class="_ _8"></span>OZE <span class="_ _5"> </span>Grupa <span class="_ _5"> </span>działa <span class="_ _8"></span>głównie <span class="_ _8"> </span>na <span class="_ _5"> </span>rynku <span class="_ _8"></span>klienta <span class="_ _5"> </span>końcowego <span class="_ _8"></span>jakim <span class="_ _5"> </span>są <span class="_ _8"></span>głównie <span class="_ _5"> </span>gospodarstwa <span class="_ _8"></span>domowe <span class="_ _5"> </span>i<span class="_ _1"></span> </div><div class="t m0 x1 h4 y21a ff7 fs0 fc0 sc0 ls0 ws0">podmioty gospodarcze. Spółka piTERN wysp<span class="_ _1"></span>ecjalizowała się w budowie mikroin<span class="_ _1"></span>stalacji OZE. Planowana jest d<span class="_ _1"></span>alsza ekspansja </div><div class="t m0 x1 h4 y21b ff3 fs0 fc0 sc0 ls0 ws0">na <span class="_ _0"></span>tym <span class="_ _9"></span>rynku <span class="_ _0"></span>poprzez <span class="_ _9"></span>zint<span class="ff7">ensyfikowanie <span class="_ _0"></span>dział<span class="_ _0"></span>ań <span class="_ _0"></span>handlowych <span class="_ _9"></span>na <span class="_ _0"></span>rynku <span class="_ _0"></span>c<span class="_ _0"></span>oraz <span class="_ _0"></span>to<span class="_ _0"></span> <span class="_ _0"></span>bardziej <span class="_ _9"></span>świadomego <span class="_ _0"></span>odbiorcy <span class="_ _9"></span>szukającego </span></div><div class="t m0 x1 h4 y21c ff7 fs0 fc0 sc0 ls0 ws0">rozwiązań <span class="_ _0"></span>przyjaznych środowisku. <span class="_ _0"></span>Od dwó<span class="_ _0"></span>ch lat<span class="ff3"> <span class="_ _0"></span></span>spółka zależna <span class="_ _0"></span><span class="ff3">piTERN <span class="_ _0"></span>rozbudowuje </span>ko<span class="_ _0"></span>mpetencje niezbędne <span class="ff3">do <span class="_ _0"></span></span>sprzedaży </div><div class="t m0 x1 h4 y21d ff7 fs0 fc0 sc0 ls0 ws0">rozwiązań <span class="_ _9"></span>OZE<span class="_ _0"></span> <span class="_ _9"></span>dla <span class="_ _9"></span>klientów <span class="_ _8"></span><span class="ff3">biznesowych. <span class="_ _8"></span></span>Obszar <span class="_ _9"></span>ten <span class="_ _9"></span>powinien <span class="_ _8"></span>cechować <span class="_ _9"></span>się <span class="_ _9"></span>w <span class="_ _8"></span>najbliższych <span class="_ _9"></span>latach <span class="_ _8"></span>najwyższym <span class="_ _9"></span>wzrostem </div><div class="t m0 x1 h4 y21e ff7 fs0 fc0 sc0 ls0 ws0">sprzedaży.<span class="ff3"> </span></div><div class="t m0 x1 h4 y21f ff7 fs0 fc0 sc0 ls0 ws0">Pomiędzy <span class="_ _3"> </span>odbiorcami <span class="_ _3"> </span>oraz <span class="_ _3"> </span>Grupą <span class="_ _3"> </span>Kapitało<span class="_ _0"></span>wą <span class="_ _3"> </span>Emitenta <span class="_ _3"> </span>nie <span class="_ _3"> </span>w<span class="_ _0"></span>ystępują <span class="_ _3"> </span>żadne <span class="_ _3"> </span>powiązania, <span class="_ _3"> </span>które <span class="_ _12"> </span>mogłyby  świadczyć <span class="_ _12"> </span>o </div><div class="t m0 x1 h4 y220 ff7 fs0 fc0 sc0 ls0 ws0">uprzywilejowanej pozycji względem konku<span class="_ _1"></span>rencji. <span class="ff3"> </span></div><div class="t m0 x1 h4 y221 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _12"> </span>celu <span class="_ _3"> </span>zminimalizowania <span class="_ _12"> </span>ryzyka <span class="_ _12"> </span>uzależnienia <span class="_ _3"> </span>się <span class="_ _12"> </span>od <span class="_ _12"> </span>niewielkiej <span class="_ _3"> </span>ilości <span class="_ _12"> </span>odbiorców,<span class="_ _0"></span> <span class="_ _12"> </span>Gru<span class="_ _1"></span>pa <span class="_ _12"> </span>stara <span class="_ _12"> </span>się <span class="_ _3"> </span>pozyskać <span class="_ _12"> </span>nowych </div><div class="t m0 x1 h4 y222 ff7 fs0 fc0 sc0 ls0 ws0">zleceniodawców <span class="_ _8"></span>na <span class="_ _9"></span>oferowane <span class="_ _9"></span>usługi <span class="_ _9"></span>i <span class="_ _8"></span>produkty. <span class="_ _9"></span>Dywersyfikacja <span class="_ _8"></span>odbiorców <span class="_ _8"></span>możliwa<span class="_ _1"></span> <span class="_ _8"></span>jest <span class="_ _9"></span>głównie <span class="_ _9"></span>w<span class="_ _0"></span> <span class="_ _9"></span>przypadku <span class="_ _8"></span>sprzedaży </div><div class="t m0 x1 h4 y223 ff7 fs0 fc0 sc0 ls0 ws0">produktów <span class="_ _1"></span>i us<span class="_ _1"></span>ług seg<span class="_ _1"></span>mentu obróbki <span class="_ _1"></span>metali i<span class="_ _1"></span> OZE. <span class="_ _14"></span>S<span class="_ _0"></span>pecyfika <span class="_ _14"></span>o<span class="_ _0"></span>bu tych <span class="_ _14"></span>segmentów cechuję <span class="_ _1"></span>się dużą <span class="_ _14"></span>i<span class="_ _0"></span>lością <span class="_ _1"></span>drobnych kl<span class="_ _1"></span>ientów, </div><div class="t m0 x1 h4 y224 ff7 fs0 fc0 sc0 ls0 ws0">co sprawia, że ryzyko uzależnienia przychodów od jedneg<span class="_ _1"></span>o lub kilku odbiorców spada.<span class="ff3">  </span></div><div class="t m0 x1 h2 y225 ff1 fs0 fc0 sc0 ls0 ws0">Tabela 8<span class="ls3">. </span><span class="ff2">Główni odbiorcy Grupy Kapitałowej TESGAS<span class="_ _1"></span> w okresie 12 miesięcy zakończonym 31 grudnia <span class="_ _0"></span><span class="ff1 ls3">202<span class="ls0">4 roku: </span></span></span></div></div><div class="c x15 y226 w26 h2e"><div class="t m0 x60 h2 y227 ff1 fs0 fc1 sc0 ls0 ws0">Nazwa Odbiorcy </div></div><div class="c x61 y226 w27 h2e"><div class="t m0 x39 h2 y228 ff2 fs0 fc1 sc0 ls0 ws0">Udział wartości sprzedaży w obrotach netto w o<span class="_ _1"></span>kresie 12 </div><div class="t m0 x3d h2 y229 ff2 fs0 fc1 sc0 ls0 ws0">miesięcy zakończonym 31 grudnia <span class="ff1 ls3">202<span class="ls0">4 roku </span></span></div></div><div class="c x15 y22a w26 h2b"><div class="t m0 xc h4 y1da ff3 fs0 fc0 sc0 ls0 ws0">Grupa ORLEN </div></div><div class="c x61 y22a w27 h2b"><div class="t m0 x50 h4 y1da ff3 fs0 fc0 sc0 ls0 ws0">32% </div></div><div class="c x15 y22b w26 h2b"><div class="t m0 xc h4 y1da ff3 fs0 fc0 sc0 ls0 ws0">OGP Gaz <span class="ff7">–</span> System S.A. </div></div><div class="c x61 y22b w27 h2b"><div class="t m0 x50 h4 y1da ff3 fs0 fc0 sc0 ls3 ws0">31<span class="ls0">% </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hd y22c ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff6"> </span></div><div class="t m0 x1 h4 y22d ff7 fs0 fc0 sc0 ls0 ws0">Ze <span class="_ _5"> </span>względu <span class="_ _8"> </span>na <span class="_ _5"> </span>znaczną <span class="_ _5"> </span>konkure<span class="_ _0"></span>ncję <span class="_ _5"> </span>na <span class="_ _8"></span>rynku <span class="_ _5"> </span>dostawców <span class="_ _5"> </span>materiałów<span class="_ _0"></span> <span class="_ _5"> </span>i <span class="_ _8"> </span>usług <span class="_ _5"> </span>Grupa <span class="_ _5"> </span>Kapitałowa <span class="_ _5"> </span>nie <span class="_ _5"> </span>jest <span class="_ _5"> </span>uzależniona <span class="_ _5"> </span>od </div><div class="t m0 x1 h4 y22e ff7 fs0 fc0 sc0 ls0 ws0">żadnego dostawcy. <span class="ff3"> </span></div><div class="t m0 x1 hf y22f ff1 fs0 fc0 sc0 ls3 ws0">7.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Istotne nowe produkty i usługi, które zostały wprowadzone<span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y230 ff7 fs0 fc0 sc0 ls0 ws0">W celu zap<span class="_ _0"></span>ewnienia pełnej ko<span class="_ _0"></span>mpleksowości usług d<span class="_ _0"></span>la swoich k<span class="_ _0"></span>lientów <span class="_ _0"></span>Grupa Kapitałowa TE<span class="_ _0"></span>SGAS przywiązuje dużą <span class="_ _0"></span>wagę do </div><div class="t m0 x1 h4 y231 ff7 fs0 fc0 sc0 ls0 ws0">rozwoju <span class="_ _15"> </span>własnej <span class="_ _15"> </span>oferty <span class="_ _1a"> </span>i <span class="_ _15"> </span>nieustannie <span class="_ _15"> </span>pracuj<span class="_ _0"></span>e <span class="_ _15"> </span>nad <span class="_ _1a"> </span>rozszerzaniem <span class="_ _12"> </span>sp<span class="_ _0"></span>ecjalistycznych <span class="_ _15"> </span>kompetencji <span class="_ _1a"> </span>głównie <span class="_ _12"> </span>w<span class="_ _0"></span> <span class="_ _15"> </span>zakresie </div><div class="t m0 x1 h4 y232 ff3 fs0 fc0 sc0 ls0 ws0">gazownictwa. W latach poprze<span class="ff7">dnich Grupa wprowadziła do oferty następujące produkty i usługi<span class="_ _1"></span>: <span class="_ _0"></span><span class="ff3"> </span></span></div><div class="t m0 x1 h2 y233 ff1 fs0 fc0 sc0 ls3 ws0">2006:<span class="ls0"> </span></div><div class="t m0 x4f h7 y234 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff3">remonty instalacji technologicznych na kopalniach ropy i gazu, </span></span></div><div class="t m0 x4f h7 y235 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">technologiczne uruchomienie oczyszczalni ścieków,<span class="ff3"> </span></span></span></div><div class="t m0 x4f h7 y236 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">produkcja filtrów gazu, <span class="ff3"> </span></span></span></div><div class="t m0 x4f h7 y237 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">produkcja śluz nadawczych i odbiorczych,<span class="ff3"> </span></span></span></div><div class="t m0 x1 h2 y238 ff1 fs0 fc0 sc0 ls3 ws0">2007:<span class="ls0"> </span></div><div class="t m0 x4f h7 y239 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">rozpoczęcie produkcji instalacji regeneracji g<span class="_ _1"></span>likolu opartej na modelu skidu, <span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x4f h7 y23a ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff3">budowa magazynu paliw na kopalniach ropy i gazu,  </span></span></div><div class="t m0 x4f h7 y23b ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">prace gazoniebezpieczne na czynnych obiekt<span class="_ _1"></span>ach gazowych podczas przebudowy dróg, <span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x1 h2 y23c ff1 fs0 fc0 sc0 ls3 ws0">2008:<span class="ls0"> </span></div><div class="t m0 x4f h7 y23d ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">prace związane z dostosowaniem urządzeń do spalania gazu różnych podgrup,<span class="ff3"> </span></span></span></div><div class="t m0 x4f h7 y23e ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">rozpoczęcie eksploatacji gazociągów wysokiego ciśnie<span class="_ _1"></span>nia,<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x4f h7 y23f ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff3">przewierty,  </span></span></div><div class="t m0 x1 h2 y240 ff1 fs0 fc0 sc0 ls3 ws0">2009:<span class="ls0"> </span></div><div class="t m0 x4f h7 y241 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">wykonywanie badań nieniszczących spoin, <span class="ff3"> </span></span></span></div><div class="t m0 x4f h7 y242 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">zagospodarowanie stref przyodwiertowych kopalń ropy i gazu w GRI, <span class="ff3"> </span></span></span></div><div class="t m0 x4f h7 y243 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">świadczenie usług serwisowych tłoczni gazu,<span class="ff3"> </span></span></span></div><div class="t m0 x1 h2 y244 ff1 fs0 fc0 sc0 ls3 ws0">2010:<span class="ls0"> </span></div><div class="t m0 x4f h7 y245 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">eksploatacja gazociągów wysokiego ciśnie<span class="_ _1"></span>nia w zakresie:<span class="ff3"> </span></span></span></div><div class="t m0 x62 h7 y246 ffb fs0 fc0 sc0 ls0 ws0">o<span class="ff4"> <span class="_ _1b"> </span><span class="ff3">systemu ochrony antykorozyjnej, </span></span></div><div class="t m0 x62 h7 y247 ffb fs0 fc0 sc0 ls0 ws0">o<span class="ff4"> <span class="_ _1b"> </span><span class="ff7">obsługi gazociągów w miejscach przekroczeń cie<span class="_ _1"></span>ków wodnych tj.: rzek, rowów odwadniających,<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x4f h7 y248 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">badanie stężenia THT (tetrahydrotiofenu) w gazie ziemn<span class="_ _1"></span>ym,<span class="_ _0"></span><span class="ff3"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">17</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x4f h7 y47 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">w wyniku<span class="_ _1"></span> <span class="_ _1"></span>objęcia <span class="_ _1"></span>kontroli nad <span class="_ _14"></span>spó<span class="_ _0"></span>łką S<span class="_ _1"></span>tal <span class="_ _1"></span>Warsztat rozpoczęto świad<span class="ff3">czen<span class="_ _1"></span>ie <span class="ff7">usług<span class="_ _1"></span> i <span class="_ _14"></span>wytw<span class="_ _0"></span>arza<span class="ff3">nia <span class="_ _1"></span>produkt<span class="ff7 lsd">ów</span> <span class="lse">w </span></span></span></span></span></span></div><div class="t m0 x63 h4 y8d ff3 fs0 fc0 sc0 ls0 ws0">oparciu o: </div><div class="t m0 x62 h7 yd7 ffb fs0 fc0 sc0 ls0 ws0">o<span class="ff4"> <span class="_ _1b"> </span><span class="ff7">obróbka plastyczna blach,<span class="ff3"> </span></span></span></div><div class="t m0 x62 h7 yd8 ffb fs0 fc0 sc0 ls0 ws0">o<span class="ff4"> <span class="_ _1b"> </span><span class="ff3">termiczne wypalanie blach, </span></span></div><div class="t m0 x62 h7 y5 ffb fs0 fc0 sc0 ls0 ws0">o<span class="ff4"> <span class="_ _1b"> </span><span class="ff7">projektowanie we własnym centrum technologiczno<span class="ff3">-konstrukcyjnym, </span></span></span></div><div class="t m0 x62 h7 yd9 ffb fs0 fc0 sc0 ls0 ws0">o<span class="ff4"> <span class="_ _1b"> </span><span class="ff7">wykonawstwo zbiorników i urządzeń ciśnien<span class="_ _1"></span>iowych,<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x62 h7 yda ffb fs0 fc0 sc0 ls0 ws0">o<span class="ff4"> <span class="_ _1b"> </span><span class="ff7">wykonawstwo <span class="_ _1c"> </span>stalowych <span class="_ _1c"> </span>obu<span class="_ _1"></span>dów <span class="_ _1c"> </span>stacji <span class="_ _1c"> </span>gaz<span class="_ _1"></span>owych <span class="_ _1c"> </span>i <span class="_ _1c"> </span>e<span class="_ _1"></span>nergetycznych, <span class="_ _1c"> </span>obud<span class="_ _1"></span>ów <span class="_ _1c"> </span>agregatów<span class="_ _1"></span> </span></span></div><div class="t m0 x64 h4 ydb ff7 fs0 fc0 sc0 ls0 ws0">prądotwórczych, <span class="ff3"> </span></div><div class="t m0 x62 h7 ydc ffb fs0 fc0 sc0 ls0 ws0">o<span class="ff4"> <span class="_ _1b"> </span><span class="ff7">elementy połączeń kołnierzowych oraz części urządzeń dl<span class="_ _1"></span>a gazownictwa,<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x62 h7 y219 ffb fs0 fc0 sc0 ls0 ws0">o<span class="ff4"> <span class="_ _1b"> </span><span class="ff7">produkty niestandardowe wykonywane dla różnych branż przemysłu.<span class="ff3"> </span></span></span></div><div class="t m0 x1 h2 y21a ff1 fs0 fc0 sc0 ls3 ws0">2014:<span class="ls0"> </span></div><div class="t m0 x4f h7 y21b ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">budowa gazociągów liniowych o długości przekraczającej 10 km.<span class="ff3"> </span></span></span></div><div class="t m0 x4f h7 y21c ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">w wyniku objęcia kontroli nad spółką piTERN rozpoczęcie świadcz<span class="ff3">enia </span>usług:<span class="ff3"> </span></span></span></div><div class="t m0 x62 h7 y21d ffb fs0 fc0 sc0 ls0 ws0">o<span class="ff4"> <span class="_ _1b"> </span><span class="ff7">budowy instalacji kolektorów słonecznych, <span class="ff3"> </span></span></span></div><div class="t m0 x62 h7 y21e ffb fs0 fc0 sc0 ls0 ws0">o<span class="ff4"> <span class="_ _1b"> </span><span class="ff3">budowy instalacji fotowoltaicznych, </span></span></div><div class="t m0 x62 h7 y249 ffb fs0 fc0 sc0 ls0 ws0">o<span class="ff4"> <span class="_ _1b"> </span><span class="ff7">sprzedaży i montażu lamp solarnych,<span class="ff3"> </span></span></span></div><div class="t m0 x62 h7 y24a ffb fs0 fc0 sc0 ls0 ws0">o<span class="ff4"> <span class="_ _1b"> </span><span class="ff7">budowy i montażu innych urządzeń i instalacji zasilających z energii wytwarzanej ze słońca,<span class="ff3"> </span></span></span></div><div class="t m0 x1 h2 y24b ff1 fs0 fc0 sc0 ls3 ws0">2015:<span class="ls0"> </span></div><div class="t m0 x4f h7 y24c ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">wykonanie sterowanych przewiertów horyzontalnych.<span class="ff3"> </span></span></span></div><div class="t m0 x1 h2 y24d ff1 fs0 fc0 sc0 ls3 ws0">2016:<span class="ls0"> </span></div><div class="t m0 x4f h7 y1d5 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">wykonywanie prób ciśnieniowych na gazociągach.<span class="ff3"> </span></span></span></div><div class="t m0 x1 h2 y24e ff1 fs0 fc0 sc0 ls3 ws0">2017:<span class="ls0"> </span></div><div class="t m0 x4f h7 y57 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff3">uruchomienie maszyny do laserowego wypalania blach. </span></span></div><div class="t m0 x1 h2 y24f ff1 fs0 fc0 sc0 ls3 ws0">2019:<span class="ls0"> </span></div><div class="t m0 x4f h7 y250 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">wykonywanie <span class="_ _5"> </span>prób <span class="_ _5"> </span>ciśnieniowych <span class="_ _5"> </span>i <span class="_ _e"> </span>stresowych <span class="_ _5"> </span>na <span class="_ _5"> </span>gaz<span class="_ _0"></span>ociągach <span class="_ _5"> </span>dużych <span class="_ _5"> </span>średnic<span class="_ _0"></span><span class="ff3"> <span class="_ _5"> </span></span>w<span class="_ _0"></span>raz <span class="_ _5"> </span>z <span class="_ _5"> </span>badanie<span class="_ _0"></span>m <span class="_ _5"> </span>tłokami </span></span></div><div class="t m0 x63 h4 y251 ff3 fs0 fc0 sc0 ls0 ws0">inteligentnymi. </div><div class="t m0 x1 h2 y252 ff1 fs0 fc0 sc0 ls3 ws0">2021:<span class="ls0"> </span></div><div class="t m0 x4f h7 y253 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff3">budowa kompetencji w zakresie budowy farm fotowoltaicznych, </span></span></div><div class="t m0 x4f h7 y254 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff3">zakup maszyny do frezowania <span class="ff7">elementów metalowych o dużym zakresie obróbki,</span> </span></span></div><div class="t m0 x1 h2 y255 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y256 ff1 fs0 fc0 sc0 ls3 ws0">2022:<span class="ls0"> </span></div><div class="t m0 x4f h2f y257 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff3">utworzenie<span class="fs5"> </span><span class="ff7">działu</span><span class="fs5"> </span><span class="ff7">sprzedaży</span><span class="fs5"> </span><span class="ff7">rozwiązań</span> OZE<span class="_ _0"></span> dla klienta b<span class="_ _1"></span>iznesowego, </span></span></div><div class="t m0 x4f h7 y258 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">przystąpienie do idei 3W.<span class="ff3"> </span></span></span></div><div class="t m0 x1 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y25a ff2 fs0 fc0 sc0 ls0 ws0">Strategia rozwoju Grupy Kapitałowej TESGAS <span class="ff1"> </span></div><div class="t m0 x1 h4 y25b ff7 fs0 fc0 sc0 ls0 ws0">Strategia <span class="_ _0"></span>rozwo<span class="_ _0"></span>ju <span class="_ _0"></span>oparta <span class="_ _0"></span>jest <span class="_ _9"></span>na <span class="_ _0"></span>trzech <span class="_ _0"></span>głównych <span class="_ _9"></span>obszarach <span class="_ _9"></span>działaln<span class="_ _1"></span>ości <span class="_ _0"></span>identyfikowanych <span class="_ _9"></span>segmentami w<span class="_ _0"></span>yodrębnionymi <span class="_ _0"></span>w </div><div class="t m0 x1 h4 y25c ff7 fs0 fc0 sc0 ls0 ws0">Grupie <span class="_ _1"></span>Kapitałowej. Głównym <span class="_ _14"></span>motorem wzrostu <span class="_ _1"></span>wartości <span class="_ _1"></span>Grupy <span class="_ _1"></span>Kapitałowej TESGAS<span class="_ _1"></span> będ<span class="_ _1"></span>zie segment <span class="_ _1"></span>usług <span class="_ _1"></span>dla gazownictwa, </div><div class="t m0 x1 h4 y25d ff7 fs0 fc0 sc0 ls0 ws0">a  więc  rynek  usług  wykonawczych.  Dzięki  budowanemu<span class="_ _1"></span>  przez  wiele  lat  wizer<span class="ff3">u<span class="_ _0"></span>nkowi  niezawodnego  i  profesjonalnego </span></div><div class="t m0 x1 h4 y25e ff7 fs0 fc0 sc0 ls0 ws0">partnera Zarząd <span class="_ _0"></span>Spółki <span class="_ _0"></span>zamierza <span class="_ _0"></span>w <span class="_ _0"></span>dalszym <span class="_ _0"></span>stopniu <span class="_ _0"></span>rozwijać <span class="_ _0"></span>działalność w<span class="_ _0"></span>ykonawczą. <span class="_ _0"></span>Wieloletnie doświadczenie <span class="_ _0"></span>TESGAS <span class="_ _0"></span>w </div><div class="t m0 x1 h4 y25f ff3 fs0 fc0 sc0 ls0 ws0">pracach <span class="_ _9"></span>wykonawczych <span class="_ _0"></span>prowadzonych <span class="_ _9"></span>na <span class="_ _9"></span>obiektach <span class="_ _0"></span>gazo<span class="_ _0"></span>wych, <span class="_ _9"></span>pozw<span class="ff7">oliło<span class="_ _0"></span> <span class="_ _9"></span></span>rozpocz<span class="ff7">ąć <span class="_ _0"></span></span>prace <span class="_ _9"></span><span class="ff7">związan</span><span class="ls4">e <span class="_ _9"></span></span><span class="ff7">z <span class="_ _9"></span>budową</span> <span class="_ _9"></span><span class="ff7">gazociągó<span class="_ _1"></span>w </span></div><div class="t m0 x1 h4 y260 ff7 fs0 fc0 sc0 ls0 ws0">wysokiego ciśnienia i infrastruktury towarzyszącej. <span class="ff3"> </span></div><div class="t m0 x1 h4 y261 ff7 fs0 fc0 sc0 ls0 ws0">Emitent zakłada, iż dalszy rozwój bę<span class="_ _1"></span>dzie następował poprzez:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x65 h7 y262 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">zwiększenie <span class="_ _8"></span>zdolności <span class="_ _8"> </span>przerobowyc<span class="_ _0"></span>h <span class="_ _8"></span>w <span class="_ _5"> </span>obszarze <span class="_ _8"></span>świadczenia <span class="_ _8"></span>usług <span class="_ _5"> </span>wykonawczych <span class="_ _8"></span>oraz <span class="_ _5"> </span>rozszerzeni<span class="_ _1"></span>e <span class="_ _8"></span>zakresu </span></span></div><div class="t m0 x66 h4 y263 ff7 fs0 fc0 sc0 ls0 ws0">wykonywanych usług w segmencie usług dla gazownictwa,<span class="ff3"> </span></div><div class="t m0 x65 h7 y264 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">zwiększenie  zdolności  produkcyjnych <span class="_ _3"> </span>w  zakresie  obróbki <span class="_ _3"> </span>metali  o<span class="_ _0"></span>raz  rozszerzenie  zakresu <span class="_ _3"> </span>produkowanych </span></span></div><div class="t m0 x66 h4 y265 ff7 fs0 fc0 sc0 ls0 ws0">urządzeń <span class="_ _8"></span>i <span class="_ _5"> </span>elementów <span class="_ _8"></span>dla <span class="_ _5"> </span>specjalis<span class="_ _1"></span>tycznych <span class="_ _8"></span>dziedzin <span class="_ _8"> </span>przemy<span class="_ _0"></span>słu <span class="_ _5"> </span><span class="ff3">w <span class="_ _5"> </span>oparciu <span class="_ _8"></span>o <span class="_ _5"> </span>maszyny <span class="_ _8"></span></span>o <span class="_ _8"></span>większych <span class="_ _5"> </span>zakresach </div><div class="t m0 x66 h4 y266 ff7 fs0 fc0 sc0 ls0 ws0">obrób<span class="ff3"> realizowanych </span>przez spółkę zależną Stal Warsztat Sp. z o.o. <span class="ff3"> </span></div><div class="t m0 x65 h7 y19b ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">dalsza specjalizacja w budowie instalacji produkujących energię<span class="_ _1"></span> w oparciu o odnawialne źródła energii (OZE),<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x1 h4 y19c ff7 fs0 fc0 sc0 ls0 ws0">Emitent nie wyklucza <span class="_ _0"></span>przejmowania podmiotów działając<span class="_ _0"></span>ych w <span class="_ _0"></span>seg<span class="_ _1"></span>mentach, w których <span class="_ _0"></span>działa Grupa Kapitałow<span class="_ _0"></span>a, które będą </div><div class="t m0 x1 h4 y267 ff7 fs0 fc0 sc0 ls0 ws0">uzupełniały dotychczasowe kompetencje Emitenta i G<span class="_ _1"></span>rupy Kapitałowej. <span class="ff3"> </span></div><div class="t m0 x1 h2 y268 ff2 fs0 fc0 sc0 ls0 ws0">Działania strategiczne w obszarze segmentu usług dla gazownictwa <span class="ff1"> </span></div><div class="t m0 x1 h4 y269 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _9"></span>zakresie <span class="_ _0"></span>usług <span class="_ _9"></span>dla <span class="_ _9"></span>gazownictwa <span class="_ _9"></span>Emitent <span class="_ _9"></span>zakłada <span class="_ _0"></span>intensyfikację <span class="_ _9"></span>działań <span class="_ _9"></span>zmierzających <span class="_ _9"></span>do <span class="_ _9"></span>pozyskania <span class="_ _0"></span>ko<span class="_ _0"></span>ntraktów <span class="_ _9"></span>o <span class="_ _0"></span>co<span class="_ _0"></span>raz </div><div class="t m0 x1 h4 y26a ff7 fs0 fc0 sc0 ls0 ws0">wyższej <span class="_ _1"></span>wartości <span class="_ _14"></span>jednostkowej or<span class="_ _1"></span>az <span class="_ _14"></span>stopniowego u<span class="_ _1"></span>zupełniania <span class="_ _14"></span>kompleksowości s<span class="_ _1"></span>wojej <span class="_ _1"></span>oferty <span class="_ _14"></span>o kole<span class="_ _1"></span>jne <span class="_ _14"></span>specjalistyczne u<span class="_ _1"></span>sługi. </div><div class="t m0 x1 h4 y26b ff3 fs0 fc0 sc0 ls0 ws0">Realizacja <span class="_ _8"></span>tyc<span class="ff7">h <span class="_ _9"></span>zamierzeń <span class="_ _9"></span>będzie <span class="_ _8"></span>możliwa <span class="_ _9"></span>poprzez <span class="_ _8"></span>realizację <span class="_ _9"></span>przez <span class="_ _8"></span>głównych <span class="_ _9"></span>klientów <span class="_ _9"></span>E<span class="_ _0"></span>mitenta <span class="_ _9"></span>tj. <span class="_ _8"></span>Operatora <span class="_ _9"></span>Gazoc<span class="_ _0"></span>iągów </span></div><div class="t m0 x1 h4 y26c ff7 fs0 fc0 sc0 ls0 ws0">Przesyłowych<span class="ff3"> <span class="_ _0"></span>GAZ-SYSTEM <span class="_ _0"></span></span>S.A. <span class="_ _0"></span>oraz <span class="_ _9"></span>Grup<span class="_ _1"></span>y <span class="_ _0"></span>Kapitałowej <span class="_ _0"></span><span class="ff3">Orlen <span class="_ _0"></span></span>plan<span class="_ _0"></span>ów <span class="_ _0"></span>inwestycyjnych <span class="_ _0"></span>rozbudowy <span class="_ _0"></span>infrastruktury <span class="_ _0"></span>gazowej <span class="_ _0"></span>na </div><div class="t m0 x1 h4 y26d ff3 fs0 fc0 sc0 ls0 ws0">terenie <span class="_ _8"></span>Po<span class="_ _0"></span>lski. <span class="_ _8"> </span>E<span class="_ _0"></span>mitent <span class="_ _5"> </span>podejmuje <span class="_ _8"> </span>dz<span class="_ _0"></span><span class="ff7">iałania <span class="_ _5"> </span>skierowane <span class="_ _8"></span>na <span class="_ _5"> </span>budo<span class="_ _0"></span>wie <span class="_ _5"> </span>kompetencji <span class="_ _8"></span>pozwalających <span class="_ _5"> </span>na <span class="_ _e"> </span>częściową <span class="_ _5"> </span>realizację </span></div><div class="t m0 x1 h4 y26e ff7 fs0 fc0 sc0 ls0 ws0">największych <span class="_ _0"></span>inwestycji roz<span class="_ _0"></span>budowy <span class="_ _0"></span>infrastruktury gazo<span class="_ _0"></span>wej. <span class="_ _0"></span>W <span class="_ _0"></span>tym <span class="_ _0"></span>celu <span class="_ _0"></span>konieczna <span class="_ _0"></span>jest <span class="_ _0"></span>budowa <span class="_ _0"></span>zaplecza <span class="_ _0"></span>inżynierskiego o<span class="_ _0"></span>raz </div><div class="t m0 x1 h4 y26f ff7 fs0 fc0 sc0 ls0 ws0">rozbudowa <span class="_ _8"></span>parku <span class="_ _8"></span>maszynowego <span class="_ _8"> </span>o<span class="_ _0"></span> <span class="_ _8"></span>nowoczesny <span class="_ _8"></span>sprzęt <span class="_ _8"></span>niezbędny <span class="_ _5"> </span>do <span class="_ _8"></span>budowy <span class="_ _8"></span>gazociągów <span class="_ _8"></span>dużych <span class="_ _8"></span>średnic. <span class="_ _8"></span>Zarząd <span class="_ _8"> </span>T<span class="_ _0"></span>ESGAS </div><div class="t m0 x1 h4 y270 ff7 fs0 fc0 sc0 ls0 ws0">szacuje, że <span class="_ _1"></span>planowane i<span class="_ _1"></span>nwestycje w rozbudowę <span class="ff3">i utr<span class="_ _1"></span>zymanie <span class="ff7">sieci <span class="_ _1"></span>gazowej w Polsce <span class="_ _1"></span>mających na <span class="_ _1"></span>celu <span class="ff3">utrzymanie </span>możliwości<span class="_ _1"></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 xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">18</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">przesyłowych <span class="_ _0"></span>oraz<span class="_ _0"></span> <span class="_ _0"></span>dywersyfikację <span class="_ _0"></span>źródeł <span class="_ _9"></span>dostaw <span class="_ _0"></span>zapewnią <span class="_ _0"></span>podmio<span class="_ _0"></span>tom <span class="_ _0"></span>działającą <span class="_ _9"></span>w <span class="_ _0"></span>branży <span class="_ _9"></span>bud<span class="_ _1"></span>owy <span class="_ _9"></span>infras<span class="_ _1"></span>truktury <span class="_ _0"></span>gaz<span class="_ _0"></span>owej </div><div class="t m0 x1 h4 y8d ff7 fs0 fc0 sc0 ls0 ws0">zlecenia przez okres najbliższych lat.<span class="ff3"> </span></div><div class="t m0 x1 h2 y49 ff2 fs0 fc0 sc0 ls0 ws0">Działania strategiczne w obszarze segmentu „obróbka stali”<span class="ff1"> </span></div><div class="t m0 x1 h4 y4a ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _3"> </span>zakresie  obróbki  stali <span class="_ _3"> </span>Grupa <span class="_ _3"> </span>prowadzi <span class="_ _3"> </span>działalność <span class="_ _3"> </span>poprzez  podmiot <span class="_ _3"> </span>zależny  spółkę <span class="_ _3"> </span>Stal  Warsztat <span class="_ _3"> </span>Sp. <span class="_ _3"> </span>z <span class="_ _3"> </span>o.o. <span class="_ _3"> </span>Dzięki </div><div class="t m0 x1 h4 y271 ff7 fs0 fc0 sc0 ls0 ws0">posiadanemu <span class="_ _14"></span>zapleczu produkcyjnemu <span class="_ _14"></span>Grupa oferuje <span class="_ _14"></span>kompleksową ofertę <span class="_ _14"></span>obróbki <span class="_ _1"></span>metali <span class="_ _14"></span>z<span class="_ _0"></span> <span class="_ _14"></span>z<span class="_ _0"></span>akresu <span class="_ _1"></span>usług <span class="_ _14"></span>obróbki plastycznej </div><div class="t m0 x1 h4 y272 ff7 fs0 fc0 sc0 ls0 ws0">i <span class="_ _9"></span>mechani<span class="_ _1"></span>cznej <span class="_ _9"></span>(obróbka <span class="_ _0"></span>CNC <span class="_ _9"></span>oraz<span class="_ _0"></span> <span class="_ _9"></span>konwencjonalna). <span class="_ _0"></span>Działania <span class="_ _9"></span>nakierowane <span class="_ _0"></span>są <span class="_ _9"></span>na <span class="_ _9"></span>zwiększeniu <span class="_ _0"></span>udziału <span class="_ _9"></span>sprzedaży <span class="_ _9"></span>dla <span class="_ _0"></span>branż </div><div class="t m0 x1 h4 y91 ff7 fs0 fc0 sc0 ls0 ws0">automotive, <span class="_ _0"></span>budowy <span class="_ _0"></span>maszyn <span class="_ _0"></span>i <span class="_ _0"></span>urz<span class="_ _0"></span>ądzeń <span class="_ _0"></span>dla <span class="_ _0"></span>różnych <span class="_ _0"></span>gałęzi <span class="_ _0"></span>przemysłu. <span class="_ _0"></span>Po<span class="_ _0"></span>siadane kompetencje <span class="_ _9"></span>pozwalają <span class="_ _0"></span>również <span class="_ _0"></span>na <span class="_ _0"></span>dalszy </div><div class="t m0 x1 h4 y273 ff7 fs0 fc0 sc0 ls0 ws0">rozwój produkcji <span class="_ _1"></span>urządzeń dla g<span class="_ _1"></span>azownictwa. <span class="_ _0"></span>Stal Wars<span class="_ _1"></span>ztat swój poten<span class="_ _1"></span>cjał będzie oferował zarówn<span class="_ _1"></span>o do kl<span class="_ _1"></span>ientów z kraju <span class="_ _1"></span>jak i <span class="_ _1"></span>z </div><div class="t m0 x1 h4 y274 ff7 fs0 fc0 sc0 ls0 ws0">terenu <span class="_ _5"> </span>Unii <span class="_ _5"> </span>Europejskiej.  Ce<span class="_ _1"></span>lem <span class="_ _5"> </span>Zarzą<span class="_ _0"></span>du <span class="_ _5"> </span>Emitenta <span class="_ _5"> </span>jest <span class="_ _e"> </span>zwiększenie <span class="_ _5"> </span>wolumenu <span class="_ _5"> </span>sprzedanych <span class="_ _5"> </span>p<span class="_ _0"></span>roduktów, <span class="_ _5"> </span>gwarantujących </div><div class="t m0 x1 h4 ydd ff7 fs0 fc0 sc0 ls0 ws0">osiągnięcie  dodatnich  wyników  finansowych  poprzez <span class="_ _3"> </span>specjalizacje <span class="_ _3"> </span>produkcji  skupionej  na  budow<span class="_ _0"></span>ie  dużych  elementów </div><div class="t m0 x1 h4 y275 ff7 fs0 fc0 sc0 ls0 ws0">obróbczych. <span class="ff3"> </span></div><div class="t m0 x1 h2 yac ff2 fs0 fc0 sc0 ls0 ws0">Działania strategiczne w obszarze segmentu „OZE –<span class="ff1"> </span>odnawialne źródła energii”<span class="ff1"> </span></div><div class="t m0 x1 h4 y276 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _8"></span>zakresie<span class="_ _1"></span> <span class="_ _9"></span>segmentu <span class="_ _8"></span>OZE <span class="_ _8"></span>Grupa <span class="_ _9"></span>prowadzi <span class="_ _8"></span>działalność <span class="_ _9"></span>poprzez <span class="_ _9"></span>podmiot <span class="_ _8"></span>zależny <span class="_ _9"></span>spółkę <span class="_ _8"></span>piTERN <span class="_ _9"></span>Sp. <span class="_ _8"></span>z <span class="_ _9"></span>o.o<span class="_ _0"></span>. <span class="_ _9"></span>Ostatnie <span class="_ _8"></span>lata <span class="_ _9"></span>to </div><div class="t m0 x1 h4 y277 ff7 fs0 fc0 sc0 ls0 ws0">dynamiczny <span class="_ _3"> </span>rozwój <span class="_ _3"> </span>budowanych <span class="_ _3"> </span>instalacji <span class="_ _3"> </span>produkujących <span class="_ _3"> </span>zieloną <span class="_ _3"> </span>energię <span class="_ _3"> </span>ze <span class="_ _3"> </span>słońca. <span class="_ _3"> </span>Po<span class="_ _0"></span>równując  mo<span class="_ _0"></span>ce <span class="_ _3"> </span>mikroinstalacji </div><div class="t m0 x1 h4 y278 ff3 fs0 fc0 sc0 ls0 ws0">zamontowanych <span class="_ _1a"> </span>w <span class="_ _15"> </span>Polsce <span class="_ _1a"> </span>i <span class="_ _15"> </span>w<span class="_ _0"></span> <span class="_ _15"> </span><span class="ff7">E<span class="_ _0"></span>uropie, <span class="_ _15"> </span>można <span class="_ _1a"> </span>szacować, <span class="_ _1a"> </span>że <span class="_ _15"> </span>potencjał <span class="_ _15"> </span>polskiego <span class="_ _1a"> </span>rynku <span class="_ _15"> </span>j<span class="_ _0"></span>est <span class="_ _15"> </span>o<span class="_ _0"></span>gromny. <span class="_ _15"> </span>Poz<span class="_ _0"></span>wala <span class="_ _15"> </span>to </span></div><div class="t m0 x1 h4 y53 ff7 fs0 fc0 sc0 ls0 ws0">optymistycznie p<span class="_ _0"></span>rognozować <span class="_ _0"></span>dalszy <span class="_ _0"></span>roz<span class="_ _0"></span>wój <span class="_ _0"></span>tego <span class="_ _0"></span>źródła <span class="_ _9"></span>pozyski<span class="_ _1"></span>wania <span class="_ _0"></span>energii. <span class="_ _0"></span>Działalność <span class="_ _0"></span>spółki <span class="_ _9"></span>piTERN <span class="_ _0"></span>w <span class="_ _0"></span>okresie <span class="_ _0"></span>ostatnich </div><div class="t m0 x1 h4 y279 ff7 fs0 fc0 sc0 ls0 ws0">lat opierała się <span class="_ _0"></span>na specjalizacji w<span class="_ _0"></span> budowie mik<span class="_ _0"></span>roinstalacji <span class="_ _0"></span>głównie dla <span class="_ _0"></span>klientów indywidualnych i <span class="_ _0"></span>podmiotów <span class="_ _0"></span>gospodarczych. </div><div class="t m0 x1 h4 y55 ff7 fs0 fc0 sc0 ls0 ws0">W  okresie  ostatnich  l<span class="_ _1"></span>at  zamontowaliśmy  ponad  45  MgW  mikroinstalacji.  Szacujemy,  że  rosn<span class="_ _1"></span>ąca  świadomość  Polaków<span class="_ _1"></span> </div><div class="t m0 x1 h4 y9a ff7 fs0 fc0 sc0 ls0 ws0">związana z postawami proekologicznymi oraz planowane inwestycje w zielone źródła w<span class="_ _0"></span>śród podmiotów gospodarczych oraz </div><div class="t m0 x1 h4 y9b ff7 fs0 fc0 sc0 ls0 ws0">jednostek <span class="_ _9"></span>samorządowych <span class="_ _9"></span>oraz <span class="_ _0"></span>absorpcja <span class="_ _9"></span>środków <span class="_ _9"></span>unijnych <span class="_ _9"></span>przyczyni <span class="_ _9"></span>się <span class="_ _9"></span>w <span class="_ _9"></span>najbliższych <span class="_ _9"></span>latach <span class="_ _0"></span>do <span class="_ _9"></span>dalszego <span class="_ _9"></span>dynamicznego </div><div class="t m0 x1 h4 ye2 ff7 fs0 fc0 sc0 ls0 ws0">wzrostu ilości budowanych ins<span class="_ _1"></span>talacji. Dział<span class="_ _0"></span>ania spółki piTERN nakierowane<span class="_ _1"></span> są na zwiększenie profesjonalizmu obsługi klienta </div><div class="t m0 x1 h4 y27a ff7 fs0 fc0 sc0 ls0 ws0">począwszy <span class="_ _8"></span>od <span class="_ _8"></span>budowy <span class="_ _8"> </span>proekologicznych <span class="_ _8"></span>postaw, <span class="_ _5"> </span>po <span class="_ _8"></span>wykonanie <span class="_ _8"></span>efektywnych <span class="_ _9"></span>instalacji <span class="_ _5"> </span>oraz <span class="_ _8"></span>ich <span class="_ _8"></span>dalszą <span class="_ _8"></span>o<span class="_ _0"></span>bsługę <span class="_ _8"></span>w <span class="_ _8"></span>okresie </div><div class="t m0 x1 h4 y27b ff7 fs0 fc0 sc0 ls0 ws0">eksploatacji. <span class="_ _0"></span>Naszym <span class="_ _0"></span>celem <span class="_ _0"></span>nadrzędnym <span class="_ _0"></span>jest <span class="_ _0"></span>budowa <span class="_ _0"></span>marki <span class="_ _0"></span>piTERN <span class="_ _0"></span>jako <span class="_ _0"></span>partnera <span class="_ _0"></span>we <span class="_ _0"></span>wdrażaniu <span class="_ _0"></span>zielonych <span class="_ _0"></span>rozwiązań, <span class="_ _9"></span>kt<span class="_ _1"></span>óre </div><div class="t m0 x1 h4 y27c ff3 fs0 fc0 sc0 ls0 ws0">s<span class="ff7">ą  obecnie  w  początkowej  fazie  rozwoju.  Emitent  poprzez  spół<span class="_ _0"></span>kę  zależną  piTERN  prowadzi  działania  nakierowane  na </span></div><div class="t m0 x1 h4 y27d ff7 fs0 fc0 sc0 ls0 ws0">zwiększenie <span class="_ _5"> </span>udziału <span class="_ _5"> </span>w <span class="_ _5"> </span>rynku <span class="_ _5"> </span>B2<span class="_ _0"></span>B <span class="_ _5"> </span>oraz  b<span class="_ _1"></span>udowy <span class="_ _5"> </span>farm <span class="_ _5"> </span>fotowoltaicznych. <span class="_ _e"> </span>W <span class="_ _5"> </span>tym <span class="_ _5"> </span>celu <span class="_ _5"> </span>Emitent <span class="_ _5"> </span>do<span class="_ _0"></span>konał <span class="_ _5"> </span>nabycia <span class="_ _5"> </span>gotow<span class="_ _0"></span>ego<span class="_ _1"></span> </div><div class="t m0 x1 h4 y27e ff3 fs0 fc0 sc0 ls0 ws0">projektu budowy farmy PV (w tym ce<span class="ff7">lu nabyto udziały w spółce Polychromatic), który <span class="_ _0"></span>został wybudowany i </span>w kwietniu 2025 </div><div class="t m0 x1 h4 y27f ff3 fs0 fc0 sc0 ls0 ws0">roku <span class="_ _1a"> </span>uruchomiony<span class="ff7">. <span class="_ _15"> </span>Dy<span class="_ _0"></span>namicznie <span class="_ _1a"> </span>rosnące <span class="_ _1a"> </span>ceny <span class="_ _1a"> </span>energii <span class="_ _1a"> </span>spowodują <span class="_ _1a"> </span>duże <span class="_ _1a"> </span>zainteresowanie <span class="_ _1a"> </span>podmiotów <span class="_ _1a"> </span>gospodarczych </span></div><div class="t m0 x1 h4 yb8 ff7 fs0 fc0 sc0 ls0 ws0">inwestycjami w OZE, które zagwarantują im długofalową stabilność cen ene<span class="_ _1"></span>rgii elektrycznej.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 hf y280 ff1 fs0 fc0 sc0 ls3 ws0">8.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Główne rynki, na których Grupa Kapitałowa TES<span class="_ _1"></span>GAS prowadzi działalność<span class="_ _0"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y281 ff7 fs0 fc0 sc0 ls0 ws0">Grupa prowadzi <span class="_ _0"></span>działalność <span class="_ _0"></span>na <span class="_ _0"></span>rynku <span class="_ _0"></span>specjalistycznych <span class="_ _0"></span>usług <span class="_ _0"></span>w z<span class="_ _0"></span>akresie <span class="_ _0"></span>usług <span class="_ _0"></span>budowlanych (<span class="_ _0"></span>usługi <span class="_ _0"></span>wykonawstwa <span class="_ _0"></span>obiektów </div><div class="t m0 x1 h4 y282 ff7 fs0 fc0 sc0 ls0 ws0">gazowych), <span class="_ _0"></span>wytwarzania <span class="_ _0"></span>produktów <span class="_ _9"></span>oraz <span class="_ _0"></span>świadczenia <span class="_ _0"></span>usług o<span class="_ _0"></span>bróbki <span class="_ _0"></span>metali <span class="_ _0"></span>oraz <span class="_ _9"></span>usług<span class="_ _1"></span> <span class="_ _9"></span>związanych <span class="_ _0"></span>z <span class="_ _9"></span>odnawialnymi źródłami </div><div class="t m0 x1 h4 y283 ff3 fs0 fc0 sc0 ls0 ws0">energii. </div><div class="t m0 x1 h4 y284 ff7 fs0 fc0 sc0 ls0 ws0">W zakresie wykonawstwa klientami są lub mogą być zarówno sami właściciele lub operatorzy infrastruktury gazowej będące </div><div class="t m0 x1 h4 y285 ff7 fs0 fc0 sc0 ls0 ws0">głównymi <span class="_ _3"> </span>wyko<span class="_ _0"></span>nawcami <span class="_ _3"> </span>dużych <span class="_ _3"> </span>inwestycji <span class="_ _3"> </span>w<span class="_ _0"></span> <span class="_ _3"> </span>zakresie <span class="_ _12"> </span>gazownictwa <span class="_ _3"> </span>jak <span class="_ _12"> </span>np. <span class="_ _3"> </span>budowa <span class="_ _12"> </span>kopalni <span class="_ _3"> </span>gazu, <span class="_ _12"> </span>magazynów <span class="_ _3"> </span>gazu, </div><div class="t m0 x1 h4 y286 ff7 fs0 fc0 sc0 ls0 ws0">gazociągów <span class="_ _9"></span>czy <span class="_ _8"></span>terminalu<span class="_ _1"></span> <span class="_ _9"></span>LNG, <span class="_ _8"></span>oraz <span class="_ _9"></span>konsorcja <span class="_ _9"></span>budowlane <span class="_ _9"></span>realizujące <span class="_ _8"></span>inwestycje <span class="_ _9"></span>infrastrukturalne <span class="_ _9"></span>i <span class="_ _9"></span>przemysłowe, <span class="_ _8"></span>których<span class="_ _1"></span> </div><div class="t m0 x1 h4 y287 ff7 fs0 fc0 sc0 ls0 ws0">elementem składowym są rurociągi i instalacje ciśnieni<span class="_ _1"></span>owe. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y288 ff7 fs0 fc0 sc0 ls0 ws0">Popyt na usługi oferow<span class="_ _0"></span>ane przez Grupę Kapitałową Emitenta w <span class="_ _0"></span>ramach segmentu „usługi dla gazownictwa” uzależniony jest </div><div class="t m0 x1 h4 y289 ff7 fs0 fc0 sc0 ls0 ws0">więc od stanu i stopnia rozwoju infrastruktury gazowej w Polsce.<span class="ff3"> </span></div><div class="t m0 x1 h4 y28a ff7 fs0 fc0 sc0 ls0 ws0">W zakresie <span class="_ _14"></span>se<span class="_ _0"></span>gmentu obróbki<span class="_ _1"></span> metali grupa <span class="_ _1"></span>klientów, do których <span class="_ _1"></span>kierowana je<span class="_ _1"></span>st oferta <span class="_ _1"></span>f<span class="ff3">i</span>rmy Stal Warsztat są <span class="_ _1"></span>liczne podmioty </div><div class="t m0 x1 h4 y28b ff7 fs0 fc0 sc0 ls0 ws0">działające w r<span class="_ _1"></span>óżnych gałęziach <span class="_ _1"></span>przemysłu. <span class="ff3">Odbiorcami <span class="_ _1"></span><span class="ff7">są firmy <span class="_ _1"></span>produkcyjne, <span class="_ _1"></span>którym Stal <span class="_ _14"></span>W<span class="_ _0"></span>arsztat dostarcza ró<span class="_ _1"></span>żnego rodzaju<span class="_ _1"></span> </span></span></div><div class="t m0 x1 h4 y28c ff7 fs0 fc0 sc0 ls0 ws0">podzespoły.  Branże,  z <span class="_ _3"> </span>którymi <span class="_ _3"> </span>kooperuje  Stal  Warsztat <span class="_ _3"> </span>to: <span class="_ _3"> </span><span class="ff3">auto<span class="_ _0"></span>motive,  pojazdy <span class="_ _3"> </span>szynowe</span>,  bra<span class="_ _0"></span>nża  maszynowa, <span class="_ _3"> </span>branża </div><div class="t m0 x1 h4 y28d ff7 fs0 fc0 sc0 ls0 ws0">budowlana, energetyczna i przemysł rolniczy. <span class="ff3"> </span></div><div class="t m0 x1 h4 y28e ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _8"></span>zakresie <span class="_ _8"></span>świadczenia <span class="_ _8"></span>usług <span class="_ _8"></span>z <span class="_ _8"></span>segmentu <span class="_ _8"></span>OZE <span class="_ _5"> </span>potencjalnym <span class="_ _8"></span>klien<span class="_ _1"></span>tem <span class="_ _8"></span>jest <span class="_ _8"></span>szeroka <span class="_ _8"></span>grupa <span class="_ _8"></span>gospodarstw <span class="_ _8"></span>domo<span class="_ _0"></span>wych, <span class="_ _8"></span>która </div><div class="t m0 x1 h4 y19a ff7 fs0 fc0 sc0 ls0 ws0">poprzez <span class="_ _1"></span>propagowanie <span class="_ _14"></span>z<span class="_ _0"></span>achowań <span class="_ _1"></span>proekologicznych <span class="_ _14"></span>stosuje czyste <span class="_ _14"></span>fo<span class="_ _0"></span>rmy <span class="_ _1"></span>pozyskania <span class="_ _1"></span>energ<span class="_ _1"></span>ii. <span class="_ _1"></span>Kolejną znaczącą <span class="_ _1"></span>grupą <span class="_ _14"></span>klientów </div><div class="t m0 x1 h4 y28f ff7 fs0 fc0 sc0 ls0 ws0">są gminy oraz <span class="_ _0"></span>przedsiębiors<span class="_ _1"></span>twa, które <span class="_ _0"></span>zlecają wykonanie <span class="ff3">instalacji <span class="_ _0"></span>OZE w celu redukcji emisji CO</span></div><div class="t m0 x67 h30 y266 ff3 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x68 h4 y28f ff3 fs0 fc0 sc0 ls0 ws0"> <span class="ff7">oraz zmniejszenia kosztów </span></div><div class="t m0 x1 h4 y290 ff7 fs0 fc0 sc0 ls0 ws0">zużycia energii oraz uniezależnienia się od zmian wahań cen energii w przyszłości.   <span class="ff3"> </span></div><div class="t m0 x1 h4 y291 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y292 ff2 fs0 fc0 sc0 ls0 ws0">Polski rynek usług wykonawczych w zakresie <span class="ff1">gazownictwa </span></div><div class="t m0 x1 h4 y293 ff7 fs0 fc0 sc0 ls0 ws0">Polski <span class="_ _14"></span>rynek <span class="_ _1"></span>usług <span class="_ _14"></span>wykonawczyc<span class="_ _0"></span>h <span class="_ _14"></span>w <span class="_ _1"></span>zakresie <span class="_ _14"></span>gazownictwa postr<span class="_ _1"></span>zegany <span class="_ _14"></span>jest <span class="_ _14"></span>jako<span class="_ _0"></span> <span class="_ _14"></span>bardzo pers<span class="_ _1"></span>pektywiczny <span class="_ _14"></span>z<span class="_ _0"></span>e <span class="_ _14"></span>względu <span class="_ _14"></span>na li<span class="_ _1"></span>czne, </div><div class="t m0 x1 h4 y294 ff7 fs0 fc0 sc0 ls0 ws0">prowadzone <span class="_ _9"></span>inwestycje <span class="_ _9"></span>w <span class="_ _8"></span>tym <span class="_ _9"></span>sektorze. <span class="_ _8"></span>Realizowane <span class="_ _9"></span>inwestycje <span class="_ _9"></span>wynikają <span class="_ _9"></span>między <span class="_ _8"></span>innymi <span class="_ _9"></span>z <span class="_ _9"></span>ko<span class="_ _0"></span>nieczności <span class="_ _9"></span>realizacji <span class="_ _9"></span>z<span class="_ _0"></span>ałożeń </div><div class="t m0 x1 h4 y295 ff3 fs0 fc0 sc0 ls0 ws0">polityki <span class="_ _14"></span>energet<span class="ff7">ycznej <span class="_ _14"></span>Po<span class="_ _0"></span>lski <span class="_ _14"></span>i d<span class="_ _1"></span>ostosowania <span class="_ _1"></span>do <span class="_ _14"></span>wymagań <span class="_ _1"></span>związanych <span class="_ _14"></span>z c<span class="_ _1"></span>złonkostwem <span class="_ _14"></span>Polski <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _14"></span>Unii E<span class="_ _1"></span>uropejskiej. <span class="_ _14"></span>Podmiotami, </span></div><div class="t m0 x1 h4 y296 ff7 fs0 fc0 sc0 ls0 ws0">na których <span class="_ _0"></span>spocz<span class="_ _0"></span>ywa <span class="_ _0"></span>obowiązek realizacji <span class="_ _0"></span>zadań w<span class="_ _0"></span>ynikających m.in. <span class="_ _0"></span>ze <span class="_ _0"></span>wspomnianej <span class="_ _0"></span>polityki <span class="_ _0"></span>energetycznej <span class="_ _0"></span>Polski <span class="_ _0"></span>są <span class="_ _0"></span>przede </div><div class="t m0 x1 h4 y1a0 ff3 fs0 fc0 sc0 ls0 ws0">wszystkim Grupa Orlen i OGP Gaz System.  </div><div class="t m0 x1 h4 y297 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _5"> </span>ko<span class="_ _0"></span>nsekwencji <span class="_ _5"> </span>powyższe  s<span class="_ _1"></span>półki <span class="_ _5"> </span>są  wiodącymi <span class="_ _5"> </span>inwestorami <span class="_ _5"> </span>p<span class="_ _0"></span>rojektów  w <span class="_ _5"> </span>zakresie <span class="_ _5"> </span>infrastruktury  g<span class="_ _1"></span>azowej, <span class="_ _e"> </span>a <span class="_ _5"> </span>ich <span class="_ _3"> </span><span class="ff3">zakres </span></div><div class="t m0 x1 h4 y298 ff3 fs0 fc0 sc0 ls0 ws0">obejmuje <span class="ff7">szerokie spektrum zadań inwestycyjnych </span>- <span class="ff7">od budowy kopalni do budowy gazociągu i stacji gazowej. </span> </div><div class="t m0 x1 h4 y299 ff7 fs0 fc0 sc0 ls0 ws0">Jednocześnie  na  rynku<span class="_ _1"></span>  inwestycyjnym  aktywne  są  mniejsze<span class="_ _1"></span>  spółki  dystrybucyjne,  jednak  zlecenia  pochodzące  od  ty<span class="_ _1"></span>ch </div><div class="t m0 x1 h4 y29a ff7 fs0 fc0 sc0 ls0 ws0">podmiotów są wartościowo nieporównywalnie mniejsze<span class="_ _1"></span> w stosunku do prac zlecanych przez największe podmioty. <span class="_ _0"></span><span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">19</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h2 y47 ff2 fs0 fc0 sc0 ls0 ws0">Konkurencja i pozycja rynkowa Grupy Kapitałowej TESGA<span class="_ _1"></span>S na rynku usług wykonawczych w obszarze gazownictwa<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x1 h4 y8d ff7 fs0 fc0 sc0 ls0 ws0">Znaczącą <span class="_ _9"></span>rolę <span class="_ _0"></span>na <span class="_ _0"></span>rynku <span class="_ _0"></span>u<span class="_ _0"></span>sług <span class="_ _0"></span>wykonawczych <span class="_ _9"></span>w <span class="_ _0"></span>zakresie <span class="_ _0"></span>gazownictwa <span class="_ _9"></span>odgrywają <span class="_ _9"></span>największe <span class="_ _0"></span>spółki <span class="_ _9"></span>bud<span class="_ _1"></span>owlane <span class="_ _0"></span>w <span class="_ _9"></span>Polsc<span class="ff3">e <span class="_ _9"></span>jak </span></div><div class="t m0 x1 h4 yd7 ff3 fs0 fc0 sc0 ls0 ws0">i <span class="ff7">specjalistyczne spółki działające głównie w branży wykonawstwa g<span class="_ _1"></span>azowego<span class="_ _0"></span><span class="ff3">. </span></span></div><div class="t m0 x1 h4 yd8 ff7 fs0 fc0 sc0 ls0 ws0">Realizowane <span class="_ _e"> </span>dotychczas  zlece<span class="_ _1"></span>nia <span class="_ _e"> </span>w  obs<span class="_ _1"></span>zarze <span class="_ _5"> </span>wyko<span class="_ _0"></span>nawstwa  p<span class="_ _1"></span>rzyczyniły <span class="_ _5"> </span>się  do <span class="_ _5"> </span>ugruntowania  pozycji <span class="_ _e"> </span>Grupy <span class="_ _5"> </span>Kapitałowej </div><div class="t m0 x1 h4 y5 ff7 fs0 fc0 sc0 ls0 ws0">TESGAS  na <span class="_ _12"> </span>tym  rynku <span class="_ _3"> </span>oraz <span class="_ _12"> </span>do  uzyskania <span class="_ _3"> </span>doskonałej <span class="_ _3"> </span>reputacji, <span class="_ _3"> </span>potwierdzonej <span class="_ _3"> </span>m.in. <span class="_ _3"> </span>wpisem <span class="_ _3"> </span>na <span class="_ _3"> </span>listę <span class="_ _3"> </span>kwalifikowanych </div><div class="t m0 x1 h4 yd9 ff7 fs0 fc0 sc0 ls0 ws0">dostawców <span class="_ _9"></span>w<span class="_ _0"></span>yrobów <span class="_ _9"></span>i <span class="_ _8"></span>usług <span class="_ _9"></span>w <span class="_ _8"></span>spółkach <span class="_ _8"></span><span class="ff3">dystrybu<span class="_ _1"></span>cyjnych <span class="_ _9"></span>i <span class="_ _8"></span>OGP <span class="_ _8"></span>Gaz <span class="_ _9"></span>System <span class="_ _8"></span><span class="ff7">oraz <span class="_ _8"></span>licznymi <span class="_ _9"></span>certyfikatami <span class="_ _9"></span>potwierdzającymi </span></span></div><div class="t m0 x1 h4 yda ff7 fs0 fc0 sc0 ls0 ws0">jakość świadczonych usług. <span class="ff3"> </span></div><div class="t m0 x1 h2 y29b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y29c ff2 fs0 fc0 sc0 ls0 ws0">Rynek usług budowlanych oraz obróbki<span class="_ _1"></span> w Polsce <span class="ff1"> </span></div><div class="t m0 x1 h4 y29d ff7 fs0 fc0 sc0 ls0 ws0">Okres <span class="_ _9"></span>ostatnich <span class="_ _8"></span>kilku <span class="_ _8"></span>lat <span class="_ _9"></span>w <span class="_ _8"></span>budownictwie <span class="_ _9"></span>był <span class="_ _8"></span>czasem <span class="_ _8"></span>licznych <span class="_ _9"></span>inwestycji <span class="_ _8"></span>budowlanych. <span class="_ _9"></span>Środki <span class="_ _8"></span>płynące <span class="_ _8"></span>z <span class="_ _9"></span>Unii <span class="_ _8"></span>Europejskiej </div><div class="t m0 x1 h4 y29e ff7 fs0 fc0 sc0 ls0 ws0">przyczyniły  się  do  przeprowadzeni<span class="_ _1"></span>a  znacznych  projektów  mających  na  celu  rozwój  infrastruktury  krajowej,  a  przez  to </div><div class="t m0 x1 h4 y29f ff7 fs0 fc0 sc0 ls0 ws0">minimalizację <span class="_ _8"> </span>ró<span class="_ _0"></span>żnic <span class="_ _5"> </span>jaka <span class="_ _5"> </span>występuje <span class="_ _8"></span>pomiędzy <span class="_ _5"> </span>„starymi” <span class="_ _5"> </span>a <span class="_ _5"> </span>„nowymi” <span class="_ _5"> </span>krajami <span class="_ _8"> </span>c<span class="_ _0"></span>złonkowskimi <span class="_ _8"> </span>Unii <span class="_ _5"> </span>Europejskiej. <span class="_ _5"> </span>Kolejnym </div><div class="t m0 x1 h4 y2a0 ff3 fs0 fc0 sc0 ls0 ws0">etapem na rynku inwestycji budowlanych, <span class="ff7">są inwestycje na rynku <span class="_ _0"></span>energetycznym. Zarówno największe grupy energetyczne i </span></div><div class="t m0 x1 h4 y2a1 ff7 fs0 fc0 sc0 ls0 ws0">podmioty odpowiedzialne za prz<span class="_ _0"></span>esył takie ja<span class="_ _0"></span><span class="ff3 ls12">k: <span class="ls0">Grupa O<span class="_ _0"></span>rlen, Tauron, <span class="_ _0"></span>PGE, Enea, E<span class="_ _0"></span>nerga, Polskie Sieci Energetyczne, <span class="_ _0"></span>OGP Gaz </span></span></div><div class="t m0 x1 h4 y2a2 ff3 fs0 fc0 sc0 ls0 ws0">System <span class="ff7">p<span class="_ _1"></span>lanują na <span class="_ _1"></span>najbliższe <span class="_ _1"></span>lata wielomiliardowe <span class="_ _1"></span>inwestycje <span class="_ _1"></span>w rozwój <span class="_ _1"></span>infrastruktury <span class="ff3 ls4">ene<span class="ls0">rgetycznej<span class="ls5">. </span></span></span>Inwestycje <span class="_ _1"></span>mają na <span class="_ _14"></span><span class="ff3">celu </span></span></div><div class="t m0 x1 h4 y2a3 ff7 fs0 fc0 sc0 ls0 ws0">głównie <span class="_ _14"></span>trans<span class="ff3 ls13">fo</span>rmację <span class="_ _14"></span>energetyczną <span class="_ _1"></span>poprzez <span class="_ _14"></span><span class="ff3">stopniowe <span class="_ _14"></span>o<span class="_ _0"></span><span class="ff7">dejście <span class="_ _14"></span>od <span class="_ _1"></span>spalania <span class="_ _14"></span>węgla <span class="_ _14"></span>kamiennego a <span class="_ _6"></span>w zamian <span class="_ _6"></span>produkcję <span class="_ _1"></span>energii </span></span></div><div class="t m0 x1 h4 y2a4 ff7 fs0 fc0 sc0 ls0 ws0">z <span class="_ _0"></span>niskoemisyjnych <span class="_ _0"></span>źródeł<span class="ff3">. <span class="_ _9"></span>W</span>ymaga <span class="_ _0"></span>to <span class="_ _0"></span>budowy <span class="_ _9"></span>infrastruktury, któ<span class="_ _0"></span>ra <span class="_ _0"></span>dostarczy <span class="_ _0"></span>gaz <span class="_ _9"></span><span class="ff3 ls14">i <span class="_ _0"></span></span>energię <span class="_ _0"></span>elektryczną <span class="_ _0"></span>z <span class="_ _9"></span>nowych <span class="_ _0"></span>miejsc <span class="_ _0"></span>ich </div><div class="t m0 x1 h4 y2a5 ff3 fs0 fc0 sc0 ls0 ws0">wytwarzania. </div><div class="t m0 x1 h4 ye0 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1a"> </span>związku <span class="_ _1a"> </span>z <span class="_ _1a"> </span>wprowadzeniem <span class="_ _1a"> </span>do <span class="_ _1a"> </span>systemu <span class="_ _15"> </span>p<span class="_ _0"></span>rawnego <span class="_ _1a"> </span>ustawy <span class="_ _1a"> </span>o <span class="_ _1a"> </span>odnawialnych <span class="_ _15"> </span>źró<span class="_ _0"></span>dłach <span class="_ _1a"> </span>energii, <span class="_ _15"> </span>Emitent <span class="_ _1a"> </span>dostrzega<span class="_ _0"></span> </div><div class="t m0 x1 h4 y2a6 ff3 fs0 fc0 sc0 ls0 ws0">perspektywiczny ryn<span class="_ _1"></span>ek b<span class="_ _1"></span>udowlany w zakresi<span class="_ _1"></span>e ins<span class="_ _1"></span>talacji OZE. <span class="ff7">Niezbędne <span class="_ _14"></span>w<span class="_ _0"></span> najbli<span class="_ _1"></span>ższych latach <span class="_ _1"></span>do przeprowadzen<span class="_ _1"></span>ia inwes<span class="_ _1"></span>tycje </span></div><div class="t m0 x1 h4 y2a7 ff7 fs0 fc0 sc0 ls0 ws0">w <span class="_ _0"></span>z<span class="_ _0"></span>akresie <span class="_ _0"></span>budowy <span class="_ _0"></span>„zielonych <span class="_ _0"></span>źródeł <span class="_ _9"></span>energi<span class="_ _1"></span>i” <span class="_ _0"></span>sprzyja<span class="_ _0"></span><span class="lsa">ją</span><span class="ff3"> <span class="_ _9"></span></span>rozwojowi <span class="_ _0"></span>tej <span class="_ _0"></span>gałęzi <span class="_ _9"></span>przemysłu. <span class="_ _0"></span>Nabyta <span class="_ _9"></span>w <span class="_ _0"></span>2014 <span class="_ _0"></span>roku <span class="_ _9"></span>spółka z<span class="_ _0"></span>ależna </div><div class="t m0 x1 h4 y2a8 ff7 fs0 fc0 sc0 ls0 ws0">piTERN <span class="_ _3"> </span>ma <span class="_ _12"> </span>na <span class="_ _3"> </span>celu <span class="_ _12"> </span>bud<span class="_ _1"></span>owę <span class="_ _3"> </span>i<span class="_ _0"></span>nstalacji <span class="_ _3"> </span>zaró<span class="_ _0"></span>wna <span class="_ _3"> </span>dla <span class="_ _12"> </span>prosu<span class="_ _1"></span>mentów, <span class="_ _12"> </span>jak <span class="_ _3"> </span>i <span class="_ _12"> </span>dla <span class="_ _3"> </span>inwestorów <span class="_ _3"> </span>komercyjnych. <span class="_ _15"> </span><span class="ff3">Ostatnie <span class="_ _3"> </span>lata </span></div><div class="t m0 x1 h4 y2a9 ff7 fs0 fc0 sc0 ls0 ws0">potwierdziły duży <span class="_ _0"></span>potencjał <span class="_ _0"></span>rozwoju <span class="_ _0"></span>tego rynk<span class="_ _0"></span>u oraz<span class="_ _0"></span> zain<span class="_ _0"></span><span class="ff3">teresowanie <span class="_ _0"></span>prosumenckiego <span class="_ _0"></span>rynku <span class="_ _0"></span>energii w<span class="_ _0"></span> Po<span class="_ _0"></span>lsce. <span class="_ _0"></span>Mimo <span class="_ _0"></span>zmian </span></div><div class="t m0 x1 h4 y2aa ff7 fs0 fc0 sc0 ls0 ws0">w systemie rozliczeń, rynek nadal dynamicznie<span class="_ _1"></span> się rozwija, szczególnie w obszarze magazynów energii oraz pomp ciepła<span class="ff3">.  </span></div><div class="t m0 x1 h4 y1d7 ff7 fs0 fc0 sc0 ls0 ws0">Grupa Kapitałowa <span class="_ _0"></span>TESGAS poprzez spółkę <span class="_ _0"></span>zależną Stal Warsztat <span class="_ _0"></span>prow<span class="_ _0"></span>adzi działalność <span class="_ _0"></span><span class="ff3 ls15">na<span class="_ _0"></span><span class="ls0"> </span></span>rynku <span class="_ _0"></span>obróbki stali. <span class="_ _0"></span>Polski przemysł </div><div class="t m0 x1 h4 y2ab ff7 fs0 fc0 sc0 ls0 ws0">cechuje <span class="_ _8"></span>się <span class="_ _8"></span>dużym <span class="_ _5"> </span>potencjałem <span class="_ _8"></span>produkcyjnym, <span class="_ _8"></span>zgłaszającym <span class="_ _8"> </span>z<span class="_ _0"></span>naczne <span class="_ _8"></span>zapotrzebowanie <span class="_ _8"></span>na <span class="_ _8"> </span>produkty <span class="_ _5"> </span>stalowe. <span class="_ _8"></span>Otwiera <span class="_ _8"></span>on </div><div class="t m0 x1 h4 y2ac ff7 fs0 fc0 sc0 ls0 ws0">znaczący <span class="_ _1"></span>rynek <span class="_ _14"></span>dla <span class="_ _1"></span>spółki <span class="_ _14"></span>Stal <span class="_ _1"></span>Warsztat. <span class="_ _1"></span>Emitent <span class="_ _14"></span>dostrzega <span class="_ _1"></span>jego <span class="_ _1"></span>potencjał. <span class="_ _14"></span>Ilość kie<span class="_ _1"></span>rowanych <span class="_ _14"></span>z<span class="_ _0"></span>apytań <span class="_ _14"></span>ofer<span class="_ _0"></span><span class="ff3">towych stawia <span class="_ _14"></span>przed </span></div><div class="t m0 x1 h4 y2ad ff7 fs0 fc0 sc0 ls0 ws0">spółką <span class="_ _8"></span>szansę <span class="_ _5"> </span>dynamicznego <span class="_ _8"></span>rozw<span class="_ _0"></span>oju. <span class="_ _5"> </span>Dalsze <span class="_ _8"></span>działania <span class="_ _5"> </span>rozwojowe <span class="_ _8"></span>będziemy <span class="_ _5"> </span>kierować <span class="_ _5"> </span>ku <span class="_ _8"></span>obróbce <span class="_ _8"></span>dużych <span class="_ _5"> </span>elementów <span class="_ _5"> </span>w </div><div class="t m0 x1 h4 y2ae ff7 fs0 fc0 sc0 ls0 ws0">oparciu o specjalistyczne centra obróbcze<span class="ff3">. </span></div><div class="t m0 x1 hf y2af ff1 fs0 fc0 sc0 ls3 ws0">9.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff1">Perspektywy rynkowe </span></span></div><div class="t m0 x1 h2 y2b0 ff1 fs0 fc0 sc0 ls0 ws0">Rynek gazu w Polsce </div><div class="t m0 x1 h4 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Polski <span class="_ _8"></span>rynek <span class="_ _9"></span>usług <span class="_ _8"></span>wykonawc<span class="_ _0"></span>zych <span class="_ _9"></span>w <span class="_ _8"></span>obszarze <span class="_ _8"></span>gazownictwa <span class="_ _8"></span>jest <span class="_ _9"></span>bardzo <span class="_ _8"></span>perspektywiczny. <span class="_ _8"></span>Jego <span class="_ _8"></span>rozwój <span class="_ _8"></span>uzależniony <span class="_ _8"></span>jest <span class="_ _9"></span>od </div><div class="t m0 x1 h4 y2b2 ff7 fs0 fc0 sc0 ls0 ws0">inwestycji w infrastrukturę gazowniczą <span class="_ _0"></span>w Polsce, o<span class="_ _0"></span>bejmujących nowe przedsięwzięcia, takie jak budowa <span class="_ _0"></span>gazociągów, kopalń </div><div class="t m0 x1 h4 y2b3 ff7 fs0 fc0 sc0 ls0 ws0">czy magazynów gazu, ale również i nakłady na modernizację już istniejącej infrastruktury. <span class="ff3"> </span></div><div class="t m0 x1 h4 y2b4 ff7 fs0 fc0 sc0 ls0 ws0">Opracowana przez <span class="_ _0"></span>Ministerstwo Gospodarki „Po<span class="_ _0"></span>lityka energetyczna Polski <span class="_ _0"></span>do 2040 <span class="_ _0"></span>roku” (PEP <span class="_ _0"></span>2040) przyjęta <span class="_ _0"></span>uchwałą Rady </div><div class="t m0 x1 h4 y2b5 ff7 fs0 fc0 sc0 ls0 ws0">Ministrów z dnia 2 lutego 2021 roku wyznacza główne kierunki rozw<span class="_ _0"></span>oju sektora energetyczne<span class="_ _1"></span>go. Strategia ma się opierać na </div><div class="t m0 x1 h4 y2b6 ff3 fs0 fc0 sc0 ls0 ws0">3 filarach: </div><div class="t m0 x14 h7 y2b7 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">sprawiedliwej transformacji wszystkich regionów,<span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y2b8 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">zero emisyjnym systemie energetycznym, </span></span></div><div class="t m0 x14 h7 y2b9 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">dobrej jakości powietrza.<span class="ff3"> </span></span></span></div><div class="t m0 x1 h4 y2ba ff7 fs0 fc0 sc0 ls0 ws0">Polityka <span class="_ _0"></span>zakłada, <span class="_ _0"></span>że <span class="_ _0"></span>udział <span class="_ _0"></span>odnawialnych <span class="_ _0"></span>źródeł <span class="_ _0"></span>energii w<span class="_ _0"></span> <span class="_ _0"></span>końcowym <span class="_ _0"></span>z<span class="_ _0"></span>użyciu <span class="_ _0"></span>energii brutto <span class="_ _0"></span>w <span class="_ _9"></span>2030 roku <span class="_ _0"></span>powinien <span class="_ _0"></span>osiągnąć </div><div class="t m0 x1 h4 y2bb ff7 fs0 fc0 sc0 ls0 ws0">23%,  emis<span class="_ _1"></span>ja <span class="_ _e"> </span>gazów  cieplarn<span class="_ _1"></span>ianych  d<span class="_ _1"></span>o  roku<span class="_ _1"></span>  <span class="ff3 ls3">2030  </span>powinn<span class="_ _1"></span>a  spaść <span class="_ _5"> </span>o<span class="_ _0"></span>  30% <span class="_ _5"> </span>względem  roku<span class="_ _1"></span> <span class="_ _e"> </span>1990.<span class="ff3">  Planowana  jest <span class="_ _5"> </span>budowa </span></div><div class="t m0 x1 h4 y2bc ff7 fs0 fc0 sc0 ls0 ws0">elektrowni <span class="_ _8"></span>morskich <span class="_ _5"> </span>o <span class="_ _5"> </span>mocy <span class="_ _5"> </span>5,9 <span class="_ _5"> </span>GW <span class="_ _8"></span>o<span class="_ _0"></span>raz <span class="_ _8"></span>uruchomienie <span class="_ _5"> </span>elektrowni <span class="_ _8"> </span>jądrow<span class="_ _0"></span>ych. <span class="_ _5"> </span>PEP <span class="_ _8"> </span>20<span class="_ _9"></span><span class="ff3">4</span>0<span class="_ _1"></span> <span class="_ _5"> </span>zakłada <span class="_ _8"></span>duży <span class="_ _5"> </span>udział <span class="_ _5"> </span>gazu <span class="_ _5"> </span>jako </div><div class="t m0 x1 h4 y2bd ff3 fs0 fc0 sc0 ls0 ws0">surowca energetycznego. </div><div class="t m0 x1 h4 y2be ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>o<span class="_ _0"></span>statnich <span class="_ _0"></span>latach <span class="_ _9"></span>zużycie <span class="_ _0"></span>gazu <span class="_ _9"></span>ziemneg<span class="_ _1"></span>o <span class="_ _0"></span>w <span class="_ _9"></span>Polsce <span class="_ _0"></span>rosło<span class="_ _0"></span><span class="ff3"> <span class="_ _9"></span>i <span class="_ _0"></span>w <span class="_ _9"></span>2024 <span class="_ _9"></span></span>roku <span class="_ _0"></span>wyniosło</div></div><div class="c x0 y0 w3 h0"><div class="t m0 x69 h30 y1c0 ff3 fs6 fc0 sc0 ls0 ws0">1</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6a h4 y2be ff3 fs0 fc0 sc0 ls0 ws0"> <span class="_ _0"></span>blisko <span class="_ _9"></span><span class="ls3">17</span>,2 <span class="_ _0"></span>mld <span class="_ _9"></span>m</div><div class="t m0 x6b h30 y1c0 ff3 fs6 fc0 sc0 ls0 ws0">3</div><div class="t m0 x6c h4 y2be ff3 fs0 fc0 sc0 ls8 ws0">, <span class="_ _0"></span><span class="ls0">co <span class="_ _9"></span>stanowi <span class="_ _0"></span>wzro<span class="_ _0"></span>st <span class="_ _0"></span>o </span></div><div class="t m0 x1 h4 y2bf ff7 fs0 fc0 sc0 ls0 ws0">9,2% <span class="_ _8"></span>w <span class="_ _8"></span>porównaniu <span class="_ _9"></span>z<span class="_ _0"></span> <span class="_ _8"></span>2023 <span class="_ _8"></span>rokiem<span class="ff3">. <span class="_ _8"></span></span>Prognozy <span class="_ _8"></span>wskazują, <span class="_ _8"></span>że <span class="_ _8"></span>zapotrzebowanie <span class="_ _8"></span>na <span class="_ _8"></span>gaz <span class="_ _8"></span>ziemny <span class="_ _8"></span>będzie <span class="_ _8"></span>rosnąć <span class="_ _8"></span>szczególnie <span class="_ _9"></span>ze </div><div class="t m0 x1 h4 y2c0 ff7 fs0 fc0 sc0 ls0 ws0">względu <span class="_ _4"> </span>na <span class="_ _4"> </span>wyko<span class="_ _0"></span>rzystanie <span class="_ _4"> </span>tego <span class="_ _1d"> </span>surowca <span class="_ _4"> </span>w <span class="_ _1d"> </span>elektrociepłowniach <span class="_ _4"> </span>i <span class="_ _4"> </span>mo<span class="_ _0"></span>cach <span class="_ _4"> </span>zapewniających <span class="_ _1d"> </span>elastyczność <span class="_ _4"> </span>systemu </div><div class="t m0 x1 h4 y2c1 ff7 fs0 fc0 sc0 ls0 ws0">elektroenergetycznego <span class="_ _8"></span>oraz <span class="_ _8"></span>z <span class="_ _5"> </span>uwagi <span class="_ _8"></span>na <span class="_ _8"></span>niższą <span class="_ _8"></span>emisyjność <span class="_ _8"></span>w <span class="_ _5"> </span>stosunku <span class="_ _8"></span>do <span class="_ _5"> </span><span class="ff3">paliw <span class="_ _8"></span>kopalnych. <span class="_ _8"></span></span>Głó<span class="_ _0"></span>wnym <span class="_ _8"></span>sposobem <span class="_ _8"></span>pokrycia </div><div class="t m0 x1 h4 y2c2 ff7 fs0 fc0 sc0 ls0 ws0">zapotrzebowania <span class="_ _8"></span>na <span class="_ _8"></span>gaz <span class="_ _5"> </span>ziemny <span class="_ _8"></span>będzie <span class="_ _8"></span>import <span class="_ _8"></span>oraz <span class="_ _5"> </span>wydobycie <span class="_ _8"></span><span class="ff3">przez <span class="_ _5"> </span>podmioty <span class="_ _8"></span>krajowe. <span class="_ _8"> </span></span>Szacuje <span class="_ _5"> </span>się, <span class="_ _8"></span>że <span class="_ _8"></span>łączny <span class="_ _8"> </span>w<span class="_ _0"></span>olumen </div><div class="t m0 x1 h4 y2c3 ff7 fs0 fc0 sc0 ls0 ws0">produkcji <span class="_ _0"></span>gazu <span class="_ _0"></span>przez <span class="_ _9"></span>spółki <span class="_ _0"></span>w<span class="_ _0"></span>chodzące <span class="_ _0"></span>w <span class="_ _9"></span>skład <span class="_ _0"></span>Grupy <span class="_ _0"></span>Orlen <span class="_ _0"></span>mógłby <span class="_ _9"></span>pokryć <span class="_ _9"></span><span class="ff3">ponad <span class="_ _0"></span>40% <span class="_ _9"></span>krajowego <span class="_ _0"></span>zapotrzebowania <span class="_ _9"></span>na <span class="_ _0"></span>ten </span></div><div class="t m0 x1 h4 y19e ff3 fs0 fc0 sc0 ls0 ws0">surowiec.  </div><div class="t m0 x1 h4 y2c4 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y2c5 ff3 fs0 fc0 sc0 ls0 ws0">Najistotniejszym <span class="_ _3"> </span>celem <span class="_ _3"> </span>jest <span class="_ _3"> </span><span class="ff7">zapewnienie, <span class="_ _3"> </span>aby <span class="_ _3"> </span>źródła <span class="_ _3"> </span>i <span class="_ _3"> </span>drogi <span class="_ _3"> </span>dostaw <span class="_ _3"> </span>były <span class="_ _3"> </span>zdywersyfikowane,  a <span class="_ _3"> </span>krajow<span class="_ _0"></span>a  infrastruktura </span></div><div class="t m0 x1 h4 y2c6 ff7 fs0 fc0 sc0 ls0 ws0">rozwinięta <span class="_ _4"> </span>w<span class="_ _0"></span> <span class="_ _1d"> </span>stopniu <span class="_ _4"> </span>umożliwiającym <span class="_ _1d"> </span>zagospodarowanie <span class="_ _1d"> </span>surowca.<span class="_ _0"></span><span class="ff3"> <span class="_ _1d"> </span></span>Dla <span class="_ _1d"> </span>bezpieczeńs<span class="_ _1"></span>twa <span class="_ _1d"> </span>dostaw <span class="_ _1d"> </span>operator <span class="_ _4"> </span>sytemu </div><div class="t m0 x1 h4 y2c7 ff7 fs0 fc0 sc0 ls0 ws0">przesyłowego <span class="_ _8"></span>gazowego <span class="_ _8"></span>(OSPg) <span class="_ _8"></span>–<span class="ff3"> <span class="_ _8"></span></span>Operator <span class="_ _8"></span>Gazociągów <span class="_ _8"></span>Przesyłowych <span class="_ _8"></span>GAZ<span class="ff3">-</span>SYSTEM <span class="_ _8"></span>S.A., <span class="_ _8"></span>pozostaje <span class="_ _8"></span>jednoosobową <span class="_ _8"></span>spółką </div><div class="t m0 x1 h4 y2c8 ff7 fs0 fc0 sc0 ls0 ws0">Skarbu <span class="_ _0"></span>Państwa. <span class="_ _9"></span>Przesył, <span class="_ _9"></span>dystrybucja <span class="_ _9"></span>i <span class="_ _0"></span>magazynowanie <span class="_ _9"></span>gazu <span class="_ _9"></span>są <span class="_ _0"></span>działalnością <span class="_ _9"></span>regulowaną. <span class="_ _0"></span>Dla <span class="_ _9"></span>zapewnienia <span class="_ _9"></span>bezpieczeństwa </div><div class="t m0 x6d h7 y2c9 ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x1 h31 y1cd ff6 fs7 fc0 sc0 ls0 ws0">1</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6e hb y2ca ff6 fs3 fc0 sc0 ls0 ws0"> Bilans Energ<span class="_ _1"></span>ii Pierwotn<span class="_ _1"></span>ej w latach 2004-<span class="ff5">2019, MI<span class="_ _1"></span>KiŚ 2020<span class="ff6"> </span></span></div></div><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:737.180000px;bottom:450.980000px;width:7.540000px;height:10.980000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">20</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">dostaw d<span class="_ _1"></span>o odb<span class="_ _1"></span>iorców i <span class="_ _14"></span>roz<span class="_ _0"></span>woju systemu<span class="_ _1"></span> GAZ<span class="ff3">-</span>SYSTEM S.A<span class="_ _1"></span>. zobowiązany <span class="_ _1"></span>jest do <span class="_ _14"></span>opracow<span class="_ _0"></span>ywania <span class="_ _1"></span>10<span class="ff3">-</span>letnich planów <span class="_ _1"></span>rozwoju <span class="_ _1"></span>w </div><div class="t m0 x1 h4 y8d ff7 fs0 fc0 sc0 ls0 ws0">zakresie zaspokojenia obecnego i przyszłego zapotrzebowania na paliwa gazowe<span class="ff3">. </span></div><div class="t m0 x1 h4 yd7 ff3 fs0 fc0 sc0 ls0 ws0">Polska <span class="_ _8"> </span>unie<span class="ff7">zależniła <span class="_ _5"> </span>się <span class="_ _8"></span>od <span class="_ _5"> </span>dostaw <span class="_ _5"> </span>gazu <span class="_ _8"></span>ziemnego <span class="_ _5"> </span>z <span class="_ _8"></span>kierunku <span class="_ _8"></span>wschodniego, <span class="_ _5"> </span>na <span class="_ _8"> </span>rzecz<span class="_ _0"></span> <span class="_ _8"></span>rosnącego <span class="_ _5"> </span>wolumenu <span class="_ _8"></span>dostaw <span class="_ _5"> </span>gazu </span></div><div class="t m0 x1 h4 yd8 ff3 fs0 fc0 sc0 ls0 ws0">skroplonego, <span class="_ _8"></span>gazu <span class="_ _8"></span>norweskiego <span class="_ _5"> </span><span class="ff7">dostarczanego <span class="_ _8"></span>gazociągiem <span class="_ _8"></span>Balt<span class="_ _0"></span>ic <span class="_ _8"> </span>Pipe<span class="_ _0"></span></span> <span class="_ _8"></span><span class="ff7">oraz <span class="_ _5"> </span>w <span class="_ _8"></span>ramach <span class="_ _8"></span>handlu <span class="_ _5"> </span>wewnątrzwspólnotowego, </span></div><div class="t m0 x1 h4 y5 ff7 fs0 fc0 sc0 ls0 ws0">poprzez <span class="_ _0"></span>dostawy <span class="_ _9"></span>z <span class="_ _0"></span>Niemiec <span class="_ _0"></span>i <span class="_ _9"></span>Czech <span class="_ _0"></span>(w <span class="_ _9"></span>2018 <span class="_ _0"></span>r. <span class="_ _9"></span>prawie <span class="_ _0"></span>81% <span class="_ _0"></span>zużytego <span class="_ _0"></span>gazu <span class="_ _9"></span>ziemnego <span class="_ _0"></span>pochodziło <span class="_ _9"></span>z <span class="_ _0"></span>importu, <span class="_ _0"></span>przy <span class="_ _9"></span>czym <span class="_ _0"></span>60% <span class="_ _0"></span>z </div><div class="t m0 x1 h4 yd9 ff3 fs0 fc0 sc0 ls0 ws0">kierunku  wschodniego  tj. <span class="_ _3"> </span>z  Rosji).  Wydobycie  krajowe  w<span class="_ _0"></span>ynosi  ok.  25%. <span class="_ _3"> </span><span class="ff7">W  połowie  2016  r.  rozpoczęto  przyjmo<span class="_ _0"></span>wanie </span></div><div class="t m0 x1 h4 yda ff3 fs0 fc0 sc0 ls0 ws0">pierwszych dostaw <span class="_ _0"></span>komercyjnych <span class="_ _0"></span>poprzez <span class="_ _0"></span>terminal <span class="_ _0"></span>regazyfikacyj<span class="_ _0"></span>ny skroplonego <span class="_ _0"></span>gazu <span class="_ _0"></span>ziemnego <span class="_ _0"></span>(LNG, <span class="_ _0"></span>ang. <span class="_ _0"></span>liquefied <span class="_ _0"></span>natural </div><div class="t m0 x1 h4 ydb ff7 fs0 fc0 sc0 ls0 ws0">gas), <span class="_ _9"></span>co <span class="_ _0"></span>stanowiło<span class="_ _0"></span> <span class="_ _9"></span>ogromny <span class="_ _0"></span>krok <span class="_ _9"></span>w <span class="_ _9"></span>kierunku <span class="_ _9"></span>zróżnicowania <span class="_ _9"></span>zarówno <span class="_ _0"></span>źródeł, <span class="_ _9"></span>jak <span class="_ _9"></span>i <span class="_ _0"></span>dostawc<span class="_ _0"></span>ów <span class="_ _9"></span>gazu <span class="_ _0"></span>do <span class="_ _9"></span>Polski. <span class="_ _9"></span>Do <span class="_ _9"></span>terminalu </div><div class="t m0 x1 h4 ydc ff7 fs0 fc0 sc0 ls0 ws0">LNG <span class="_ _0"></span>w <span class="_ _9"></span>Świnoujściu <span class="_ _0"></span>drogą <span class="_ _9"></span>morską <span class="_ _0"></span>sprowadzane <span class="_ _9"></span>są <span class="_ _0"></span>dostawy <span class="_ _9"></span>m.in. <span class="_ _9"></span>z <span class="_ _0"></span>Kataru, <span class="_ _9"></span>Norwegii<span class="ff3"> <span class="_ _9"></span></span>i <span class="_ _0"></span>US<span class="_ _0"></span>A. <span class="_ _0"></span>W <span class="_ _9"></span>najbliższych <span class="_ _0"></span>latach <span class="_ _9"></span><span class="ff3">w <span class="_ _9"></span>wyniku </span></div><div class="t m0 x1 h4 y219 ff7 fs0 fc0 sc0 ls0 ws0">prowadzonej <span class="_ _0"></span>rozbudowy <span class="_ _9"></span>terminala <span class="_ _0"></span>w <span class="_ _9"></span>Świnoujś<span class="ff3">ciu <span class="_ _0"></span>i <span class="_ _9"></span>budowy <span class="_ _9"></span></span>terminala <span class="_ _0"></span>FSRU <span class="_ _9"></span>w <span class="_ _0"></span>Zatoce <span class="_ _9"></span>Gdańskiej <span class="_ _9"></span>udział <span class="_ _0"></span>LNG <span class="_ _9"></span>w <span class="_ _0"></span>zużyciu <span class="_ _0"></span>gaz<span class="_ _0"></span>u </div><div class="t m0 x1 h4 y21a ff7 fs0 fc0 sc0 ls0 ws0">ziemnego <span class="_ _8"> </span>mo<span class="_ _0"></span>że <span class="_ _5"> </span>znacznie <span class="_ _5"> </span>się <span class="_ _8"></span>zwiększyć. <span class="_ _e"> </span><span class="ff3">Polski <span class="_ _5"> </span>terminal <span class="_ _8"></span></span>w <span class="_ _5"> </span>Świnoujściu<span class="ff3"> <span class="_ _5"> </span>jest <span class="_ _5"> </span>kluczowym <span class="_ _5"> </span>obiektem <span class="_ _5"> </span>infrastruktury <span class="_ _8"></span>z<span class="_ _0"></span> <span class="_ _5"> </span>punktu </span></div><div class="t m0 x1 h4 y21b ff7 fs0 fc0 sc0 ls0 ws0">widzenia <span class="_ _0"></span>bezpieczeństwa <span class="_ _0"></span>dostaw <span class="_ _0"></span>gazu <span class="_ _9"></span>nie tylko <span class="_ _9"></span>dla <span class="_ _0"></span>Polski, <span class="_ _0"></span>ale <span class="_ _0"></span>i <span class="_ _9"></span>krajów <span class="_ _0"></span>sąsiednich. <span class="_ _0"></span>To <span class="_ _0"></span>jedyny <span class="_ _9"></span>tej wi<span class="_ _0"></span>elkości <span class="_ _0"></span>obiekt <span class="_ _0"></span>w <span class="_ _0"></span>Europie </div><div class="t m0 x1 h4 y21c ff7 fs0 fc0 sc0 ls0 ws0">Środkowej, <span class="_ _12"> </span>a <span class="_ _12"> </span>znaczenie<span class="_ _1"></span> <span class="_ _12"> </span>handlu <span class="_ _12"> </span>LNG <span class="_ _12"> </span>rośnie <span class="_ _3"> </span>na <span class="_ _12"> </span>światowym <span class="_ _12"> </span>rynku <span class="_ _12"> </span>gazu <span class="_ _12"> </span>ziemnego, <span class="_ _3"> </span>także <span class="_ _12"> </span>z <span class="_ _1a"> </span>powodu <span class="_ _12"> </span>zwięks<span class="_ _1"></span>zającej <span class="_ _12"> </span>się </div><div class="t m0 x1 h4 y21d ff7 fs0 fc0 sc0 ls0 ws0">konkurencyjności cenowej w stosunku do surowca dostarczanego gazociągami. Istotną kwestią jest zapewnienie dostępu do </div><div class="t m0 x1 h4 y21e ff7 fs0 fc0 sc0 ls0 ws0">surowca <span class="_ _8"></span>odbiorcom <span class="_ _9"></span>końcowym, <span class="_ _9"></span>do <span class="_ _8"></span>czego <span class="_ _9"></span>niezbędna <span class="_ _9"></span>jest <span class="_ _8"></span>rozbudowa <span class="_ _8"></span>krajowej <span class="_ _9"></span>infrastruktury <span class="_ _9"></span>przesyłowej, <span class="_ _8"></span>dystrybucyjnej<span class="_ _0"></span><span class="ff3"> <span class="_ _8"></span><span class="ls10">i </span></span></div><div class="t m0 x1 h4 y249 ff3 fs0 fc0 sc0 ls0 ws0">magazynowej</div></div><div class="c x0 y0 w3 h0"><div class="t m0 x6f h30 y2cb ff3 fs6 fc0 sc0 ls0 ws0">2</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x70 h4 y249 ff3 fs0 fc0 sc0 ls0 ws0">. </div><div class="t m0 x1 h4 y24a ff7 fs0 fc0 sc0 ls0 ws0">Długość sieci p<span class="_ _1"></span>rzesyłowej gazu <span class="_ _1"></span>ziemnego w <span class="_ _1"></span>Polsce wynosi <span class="_ _1"></span>blisko 12<span class="ff3"> <span class="ls3">151 <span class="ls12">km</span></span></span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x71 h30 y2cc ff3 fs6 fc0 sc0 ls0 ws0">3</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x72 h4 y24a ff7 fs0 fc0 sc0 ls0 ws0">. Krajowa sieć <span class="_ _1"></span>przesyłowa musi u<span class="_ _1"></span>możliwiać pełne </div><div class="t m0 x1 h4 y24b ff7 fs0 fc0 sc0 ls0 ws0">wykorzystanie <span class="_ _0"></span>infrastruktury <span class="_ _0"></span>importowej. <span class="_ _0"></span>Dlatego <span class="_ _0"></span>niezbędna <span class="_ _0"></span>jest <span class="_ _9"></span>rozbudowa <span class="_ _0"></span>krajowego <span class="_ _0"></span>systemu <span class="_ _0"></span>przesyłowego <span class="_ _0"></span>gazu <span class="_ _9"></span>–<span class="ff3"> <span class="_ _9"></span>plan </span></div><div class="t m0 x1 h4 y24c ff7 fs0 fc0 sc0 ls0 ws0">w perspektywie najbliższych lat koncentruje<span class="_ _1"></span> się na rozwoju sieci:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x14 h7 y24d ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">w <span class="_ _1"></span>zachodniej, <span class="_ _14"></span>południowej <span class="_ _1"></span>i <span class="_ _14"></span>połu<span class="_ _0"></span>dniowowschodniej <span class="_ _14"></span>części <span class="_ _1"></span>Polski <span class="_ _14"></span>(<span class="_ _0"></span>od <span class="_ _1"></span>Świnoujścia <span class="_ _14"></span>do p<span class="_ _1"></span>ołączeń <span class="_ _1"></span>z <span class="_ _14"></span>Cz<span class="_ _0"></span>echami, <span class="_ _14"></span>Słowac<span class="_ _0"></span>ją, </span></span></div><div class="t m0 x24 h4 y1d5 ff7 fs0 fc0 sc0 ls0 ws0">Ukrainą) <span class="_ _1"></span>–<span class="ff3"> </span>u<span class="_ _1"></span>możliwi to <span class="_ _14"></span>przesył gazu z <span class="_ _14"></span>terminalu LNG <span class="_ _1"></span>oraz z <span class="_ _14"></span>Baltic Pipe <span class="_ _14"></span>do odbiorców krajowych, <span class="_ _1"></span>jak <span class="_ _1"></span>również e<span class="_ _1"></span>ksport </div><div class="t m0 x24 h4 y24e ff7 fs0 fc0 sc0 ls0 ws0">do państw sąsiednich, a także import surowca z kierunku południowego od nowych dostawców;<span class="ff3"> </span></div><div class="t m0 x14 h7 y57 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">w północno<span class="ff3">-</span>wschodniej <span class="_ _1"></span>części Pol<span class="_ _1"></span>ski (do <span class="_ _1"></span>połączenia z <span class="_ _1"></span>Litwą) –<span class="ff3"> </span>umo<span class="_ _1"></span>żliwi rozwój g<span class="_ _1"></span>azyfikacji w<span class="_ _1"></span> tej <span class="_ _1"></span>części <span class="_ _1"></span>kraju, a <span class="_ _1"></span>także<span class="_ _1"></span> </span></span></div><div class="t m0 x24 h4 y24f ff7 fs0 fc0 sc0 ls0 ws0">wzmocni integrację energetyczną państw bałtyckich z Europą kontynentalną; <span class="ff3"> </span></div><div class="t m0 x14 h7 y250 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">w <span class="_ _0"></span>północnej <span class="_ _0"></span>i <span class="_ _0"></span>centralnej <span class="_ _0"></span>części <span class="_ _0"></span>Polski <span class="_ _0"></span>–<span class="ff3"> <span class="_ _0"></span></span>umo<span class="_ _0"></span>żliwi <span class="_ _0"></span>przesył <span class="_ _0"></span>gazu <span class="_ _0"></span>z <span class="_ _0"></span>FSRU <span class="_ _0"></span>w <span class="_ _0"></span>rejonie <span class="_ _0"></span>Zatoki <span class="_ _0"></span>Gdańskiej <span class="_ _0"></span>do <span class="_ _0"></span>gazociągów <span class="_ _0"></span>w </span></span></div><div class="t m0 x24 h4 y251 ff7 fs0 fc0 sc0 ls0 ws0">centralnej części kraju.<span class="ff3"> </span></div><div class="t m0 x1 h4 y252 ff7 fs0 fc0 sc0 ls0 ws0">Realizacja <span class="_ _12"> </span>celu <span class="_ _3"> </span>poprawy <span class="_ _12"> </span>bezpieczeństwa <span class="_ _3"> </span>energetycznego <span class="_ _12"> </span>Polski <span class="_ _3"> </span>będzie <span class="_ _12"> </span>możliwa <span class="_ _12"> </span>jedyni<span class="_ _1"></span>e <span class="_ _12"> </span>poprzez <span class="_ _3"> </span>realizację <span class="_ _12"> </span>projektów </div><div class="t m0 x1 h4 y253 ff3 fs0 fc0 sc0 ls0 ws0">strategicznych. </div><div class="t m0 x1 h4 y254 ff7 fs0 fc0 sc0 ls0 ws0">Prognoza <span class="_ _19"> </span>zapotrzebowania <span class="_ _19"> </span>na <span class="_ _4"> </span>usługę <span class="_ _19"> </span>przesyłową <span class="_ _19"> </span>na <span class="_ _19"> </span>lata <span class="_ _4"> </span>2023<span class="ff3">-<span class="ls3">2045</span> <span class="_ _4"> </span></span>została <span class="_ _19"> </span>opracowana <span class="_ _19"> </span>dla <span class="_ _4"> </span>potrzeb <span class="_ _19"> </span>Krajowego </div><div class="t m0 x1 h4 y255 ff7 fs0 fc0 sc0 ls0 ws0">Dziesięcioletniego<span class="ff3"> Planu Rozwoju. </span></div><div class="t m0 x1 h4 y256 ff7 fs0 fc0 sc0 ls0 ws0">Największy wpływ na zapotrzebowanie na przesył gazu w <span class="ff3">okresie 2023 </span>–<span class="ff3"> <span class="ls3">2045 </span></span>będą miały:<span class="ff3"> </span></div><div class="t m0 x14 h7 y257 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">prognozowana <span class="_ _3"> </span><span class="ff7">transformacja <span class="_ _3"> </span>energetyczna <span class="_ _3"> </span>związana <span class="_ _3"> </span>z <span class="_ _3"> </span>konwersją</span> <span class="_ _3"> </span>paliw <span class="_ _3"> </span>wyso<span class="_ _0"></span>koemisyjnych  na <span class="_ _3"> </span>niskoemisyjne </span></span></div><div class="t m0 x24 h4 y258 ff7 fs0 fc0 sc0 ls0 ws0">producentów energii elektrycznej i ciepła;<span class="ff3"> </span></div><div class="t m0 x14 h7 y259 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">p<span class="ff7">olityka <span class="_ _5"> </span>antysmogowa, <span class="_ _5"> </span>mająca <span class="_ _5"> </span>na <span class="_ _5"> </span>celu <span class="_ _5"> </span>obniżenie  p<span class="_ _1"></span>oziomu <span class="_ _5"> </span>zanieczyszczeń  <span class="ff3">powietrza <span class="_ _5"> </span></span>wynikająceg<span class="ff3 lsd">o <span class="_ _5"> </span><span class="ls2">z <span class="_ _5"> </span><span class="ls0">produkcji </span></span></span></span></span></span></div><div class="t m0 x24 h4 y2cd ff7 fs0 fc0 sc0 ls0 ws0">ciepła w źródłach niskiej emisji, takich jak domy jedn<span class="_ _1"></span>orodzinne i małe przedsiębiorstwa;<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x14 h7 y2ce ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">poziom cen gazu ziemnego oraz ich relacja w odniesieniu do innych nośn<span class="_ _1"></span>ików energii;<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y2cf ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">r<span class="ff7">ozwój rynku zeroemisyjnych paliw gazowych takich jak biometan i wodór</span></span></span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x73 h30 y2d0 ff3 fs6 fc0 sc0 ls0 ws0">4</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x74 h7 y2cf ff3 fs0 fc0 sc0 ls0 ws0">.<span class="ffc"> </span> </div><div class="t m0 x1 h4 y2d1 ff7 fs0 fc0 sc0 ls0 ws0">Rozbudowa sieci przesyłowej<span class="ff3"> </span>–<span class="ff3"> zawarta w Krajowym D</span>zies<span class="_ _1"></span>ięcioletnim <span class="ff3">Planie Rozwoju Systemu P</span>rzesyłowego Plan rozwoju w<span class="_ _14"></span> </div><div class="t m0 x1 h4 y2d2 ff7 fs0 fc0 sc0 ls0 ws0">zakresie <span class="_ _9"></span>z<span class="_ _0"></span>aspokojenia <span class="_ _8"></span>obecnego <span class="_ _8"></span>i <span class="_ _9"></span>przyszłego <span class="_ _8"></span>zapotrzebowania <span class="_ _8"></span>na <span class="_ _8"></span>pali<span class="ff3">wa <span class="_ _8"></span>gazowe <span class="_ _8"> </span>projekcie <span class="_ _8"></span>na <span class="_ _8"></span>lata <span class="_ _8"></span>2024 <span class="_ _8"></span></span>–<span class="ff3"> <span class="_ _8"></span><span class="ls3">2033</span> <span class="_ _8"></span></span>umożliwi<span class="ff3"> </span></div><div class="t m0 x1 h4 y2d3 ff7 fs0 fc0 sc0 ls0 ws0">dostę<span class="ff3">p </span>do konkure<span class="_ _1"></span>ncyjnych rynków gazu.<span class="ff3"> </span>W wyniku<span class="_ _1"></span> realizacji projektów u<span class="_ _1"></span>jętych w <span class="_ _1"></span>Planie Rozwoju nastąpi dalsza rozbud<span class="_ _1"></span>owa </div><div class="t m0 x1 h4 y2d4 ff7 fs0 fc0 sc0 ls0 ws0">krajowej sieci przesyłowej.<span class="ff3"> </span></div><div class="t m0 x1 h2 y2d5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2d6 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _10"> </span> </div><div class="t m0 x6d h7 y2d7 ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x1 h31 y2d8 ff6 fs7 fc0 sc0 ls0 ws0">2</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6e hb y2d9 ff6 fs3 fc0 sc0 ls0 ws0"> <span class="ff5">Dane na<span class="_ _1"></span> podstawie ba<span class="_ _1"></span>dań statystycznych M<span class="_ _1"></span>KiŚ, Poliyka<span class="_ _1"></span> Energetyczna Pol<span class="_ _1"></span>ski do<span class="_ _1"></span> 2040 roku <span class="ff6"> </span></span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x1 h31 y2da ff6 fs7 fc0 sc0 ls0 ws0">3</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6e hb y2db ff6 fs3 fc0 sc0 ls0 ws0"> https://www.g<span class="_ _1"></span>az-system.pl/pl<span class="_ _1"></span>/system-przesylowy/i<span class="_ _1"></span>nfrastru<span class="_ _1"></span>ktura-przesylowa/kra<span class="_ _1"></span>jowy-system-przesylo<span class="_ _1"></span>wy.html  </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x1 h31 y2dc ff6 fs7 fc0 sc0 ls0 ws0">4</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6e h12 y2dd ff6 fs3 fc0 sc0 ls0 ws0"> https://www.g<span class="_ _1"></span>az-system.pl/da<span class="_ _1"></span>m/jcr:7a2da<span class="_ _1"></span>22f-b473-44dc-b31a-6a1968<span class="_ _1"></span>2a2c8c/krajo<span class="_ _1"></span>wy-<span class="ls16">plan</span>-rozwoju-<span class="ls16">gaz</span>-system-2024-2033<span class="_ _1"></span>-czesc-a.pdf<span class="ff3"> </span></div></div><a class="l" href="#pf14" ><span class="d m1" style="border-style:none;position:absolute;left:237.740000px;bottom:1160.180000px;width:7.540000px;height:10.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" 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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">21</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h2 y47 ff1 fs0 fc0 sc0 ls0 ws0">Rysunek 7. Efekty rzeczowe realizacji Planu Rozwoju na l<span class="_ _1"></span>ata 2024<span class="_ _0"></span> <span class="ls3">203</span>5 </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x75 h32 y2de ff1 fs6 fc0 sc0 ls0 ws0">5</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x76 h2 y47 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x77 h4 y2df ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y2e0 ff7 fs0 fc0 sc0 ls0 ws0">Łączna <span class="_ _0"></span>długość <span class="_ _0"></span>sieci <span class="_ _9"></span>przesyłowej<span class="ff3"> <span class="_ _0"></span></span>powinna <span class="_ _0"></span>wzrosnąć <span class="_ _0"></span>do <span class="_ _9"></span>ok. 13,<span class="_ _0"></span><span class="ff3 ls3">8 <span class="_ _0"></span><span class="ls0">ty<span class="_ _0"></span>s. <span class="_ _0"></span>km, <span class="_ _0"></span>z <span class="_ _0"></span>c<span class="_ _0"></span>zego <span class="_ _0"></span>planowany <span class="_ _0"></span>przyrost <span class="_ _0"></span>sieci <span class="_ _9"></span>w o<span class="_ _0"></span>kresie <span class="_ _9"></span></span>2025 <span class="_ _0"></span></span>–<span class="ff3"> </span></div><div class="t m0 x1 h4 y2e1 ff3 fs0 fc0 sc0 ls3 ws0">203<span class="ls0">5 wyniesie ok. 0,7 tys. km, a w okresie </span>2028<span class="ls0">-</span>203<span class="ls0">5 ok. 1 tys. km.  </span></div><div class="t m0 x1 h4 y2e2 ff7 fs0 fc0 sc0 ls0 ws0">Sztandarowym projekte<span class="_ _1"></span>m inwestycyjnym związ<span class="_ _1"></span>anym ze zwię<span class="_ _1"></span>kszeniem be<span class="_ _1"></span>zpieczeństwa ene<span class="_ _1"></span>rgetycznego Polski jes<span class="_ _1"></span>t oddany <span class="_ _1"></span>do </div><div class="t m0 x1 h4 y2e3 ff7 fs0 fc0 sc0 ls0 ws0">użytkowania w 2016 roku terminal do odbioru skroplonego gazu ziemnego (LNG) w Świnoujściu<span class="_ _1"></span>.<span class="_ _0"></span><span class="ff3">  </span></div><div class="t m0 x1 h4 y2e4 ff7 fs0 fc0 sc0 ls0 ws0">Obecna <span class="_ _14"></span>zdolność <span class="_ _14"></span>regazyfikacyjna <span class="_ _14"></span>terminalu <span class="_ _14"></span>to<span class="_ _0"></span> <span class="_ _14"></span>6,2 <span class="_ _1"></span>mld <span class="_ _14"></span>m <span class="_ _14"></span>sześc. <span class="_ _14"></span>rocznie</div></div><div class="c x0 y0 w3 h0"><div class="t m0 x49 h30 y2e5 ff3 fs6 fc0 sc0 ls0 ws0">6</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x78 h4 y2e4 ff3 fs0 fc0 sc0 ls5 ws0">. <span class="_ _14"></span><span class="ff7 ls0">Dzięki <span class="_ _14"></span>wybudowanemu <span class="_ _14"></span>termi<span class="_ _0"></span>nalowi <span class="_ _14"></span>Polska <span class="_ _14"></span>o<span class="_ _0"></span>tworzyła<span class="_ _1"></span> </span></div><div class="t m0 x1 h4 y2e6 ff7 fs0 fc0 sc0 ls0 ws0">swój sys<span class="_ _1"></span>tem <span class="_ _1"></span>gazowy na <span class="_ _14"></span>dostawy gazu <span class="_ _14"></span>praktycznie z <span class="_ _1"></span>każdego mie<span class="_ _1"></span>jsca na <span class="_ _14"></span>świecie. Kolejną <span class="_ _14"></span>inwestycją związaną z <span class="_ _1"></span>dywersyfikacją<span class="_ _1"></span> </div><div class="t m0 x1 h4 y2e7 ff7 fs0 fc0 sc0 ls0 ws0">dostaw <span class="_ _14"></span>gazu jest <span class="_ _14"></span>rozbudowa krajowego <span class="_ _14"></span>systemu <span class="_ _14"></span>przesyłow<span class="_ _0"></span>ego, <span class="_ _14"></span>która umożliwi<span class="ff3">a <span class="_ _1"></span><span class="ff7">dostawy <span class="_ _14"></span>gazu ziemne<span class="_ _1"></span>go <span class="_ _14"></span>z<span class="_ _0"></span> <span class="_ _14"></span>ró<span class="_ _0"></span>żnych <span class="_ _14"></span>kierunków </span></span></div><div class="t m0 x1 h4 y2e8 ff3 fs0 fc0 sc0 ls0 ws0">i <span class="_ _3"> </span>przyczynia <span class="_ _3"> </span><span class="ff7">się <span class="_ _3"> </span>do <span class="_ _3"> </span>i<span class="_ _0"></span>ntegracji <span class="_ _3"> </span>polskiej <span class="_ _3"> </span>sieci <span class="_ _3"> </span>gazociągów <span class="_ _12"> </span>z  euro<span class="_ _0"></span>pejską <span class="_ _3"> </span>infrastrukturą <span class="_ _3"> </span>przesyłową. <span class="_ _12"> </span></span>OGP <span class="_ _3"> </span>Gaz-System <span class="_ _12"> </span>S.A. </div><div class="t m0 x1 h4 y2e9 ff7 fs0 fc0 sc0 ls0 ws0">poinformował, <span class="_ _0"></span>iż k<span class="_ _0"></span><span class="ff3">olejnym istotn<span class="_ _0"></span>ym <span class="_ _0"></span>zadaniem w <span class="_ _0"></span>2024 <span class="_ _0"></span>roku <span class="_ _9"></span></span>będą <span class="_ _0"></span>prace<span class="ff3"> </span>dotycząc<span class="_ _0"></span>e TerminaluFSRU <span class="_ _0"></span>w<span class="_ _0"></span> Zatoc<span class="_ _0"></span>e Gdańskiej<span class="ff3"> <span class="_ _0"></span>(je<span class="_ _0"></span>go </span></div><div class="t m0 x1 h4 y2ea ff7 fs0 fc0 sc0 ls0 ws0">budowa <span class="_ _9"></span>ma <span class="_ _0"></span>podnieść <span class="_ _9"></span>bezpieczeństwo <span class="_ _9"></span>energetyczne <span class="_ _0"></span>Polski). <span class="_ _9"></span>Pływający <span class="_ _9"></span>termninal <span class="_ _0"></span>ma <span class="_ _9"></span>być <span class="_ _9"></span>kolejnym, <span class="_ _9"></span>nowym <span class="_ _9"></span>źródłem <span class="_ _9"></span>dostw<span class="_ _1"></span> </div><div class="t m0 x1 h4 y2eb ff7 fs0 fc0 sc0 ls0 ws0">gazu <span class="_ _0"></span>o <span class="_ _0"></span>zdolności <span class="_ _0"></span>r<span class="_ _0"></span>egazyfikacyjnej <span class="_ _0"></span>wynoszącej <span class="_ _0"></span>6,1 <span class="_ _9"></span>mld m<span class="_ _0"></span> <span class="_ _0"></span>sześc./r.<span class="_ _0"></span><span class="ff3"> <span class="_ _0"></span>W <span class="_ _9"></span>2024 r. <span class="_ _9"></span>planowana <span class="_ _0"></span>jest <span class="_ _0"></span>kontynuacja <span class="_ _0"></span>prac <span class="_ _9"></span>projektowych </span></div><div class="t m0 x1 h4 y2ec ff7 fs0 fc0 sc0 ls0 ws0">dla <span class="_ _8"></span>części <span class="_ _5"> </span>morskiej, <span class="_ _8"> </span>a<span class="_ _0"></span><span class="ff3"> </span>także <span class="_ _5"> </span>realizacja <span class="_ _5"> </span>prac <span class="_ _8"></span>przygotowawczych <span class="_ _5"> </span>dla <span class="_ _5"> </span>części <span class="_ _8"></span>lądowej, <span class="_ _5"> </span>w<span class="ff3"> </span>ramac<span class="_ _0"></span>h <span class="_ _8"></span>któr<span class="_ _0"></span>ej <span class="_ _8"></span>powstać <span class="_ _5"> </span>ma <span class="_ _8"> </span>gazo<span class="_ _0"></span>ciąg </div><div class="t m0 x1 h4 y2ed ff3 fs0 fc0 sc0 ls0 ws0">o <span class="ff7">długości 250 km&quot;. Oddanie do użytkowania całej inwestycji planowane jest w</span> perspektywie 2027/2028 roku.</div></div><div class="c x0 y0 w3 h0"><div class="t m0 x79 h30 y2ee ff3 fs6 fc0 sc0 ls0 ws0">7</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x7a h4 y2ed ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y2ef ff3 fs0 fc0 sc0 ls0 ws0"> <span class="ff7">Aktualnie <span class="_ _14"></span>prowadzone <span class="_ _1"></span>są <span class="_ _14"></span>prace przy <span class="_ _14"></span>budowie <span class="_ _14"></span>gazo<span class="_ _0"></span>ciągów <span class="_ _14"></span>przesyłowych <span class="_ _1"></span>„dużych <span class="_ _14"></span>średnic” <span class="_ _14"></span>i infras<span class="_ _1"></span>truktury <span class="_ _1"></span>obiektowej. <span class="ff3">Dru<span class="_ _1"></span>gim </span></span></div><div class="t m0 x1 h4 y2f0 ff3 fs0 fc0 sc0 ls0 ws0">strategicznym <span class="_ _8"></span>projektem <span class="_ _5"> </span>zrealizowanym <span class="_ _8"></span>w <span class="_ _8"></span>ostatnich <span class="_ _5"> </span>latach <span class="_ _8"></span>to<span class="_ _0"></span> <span class="_ _8"> </span>inwestycja <span class="_ _5"> </span>budowy <span class="_ _8"></span><span class="ff7">gazociągu <span class="_ _5"> </span>Baltic <span class="_ _8"></span>Pipe, <span class="_ _8"></span>który <span class="_ _5"> </span>umożliwił</span> </div><div class="t m0 x1 h4 y2f1 ff3 fs0 fc0 sc0 ls0 ws0">dostarczanie <span class="_ _9"></span>gazu <span class="_ _8"></span>do <span class="_ _9"></span>Po<span class="_ _0"></span>lski <span class="_ _9"></span>i <span class="_ _8"></span>Dani <span class="_ _9"></span>z <span class="_ _8"></span>Norwegii. <span class="_ _8"></span><span class="ff7">Rozpoczęcie <span class="_ _9"></span>przesyłu <span class="_ _8"></span>gazu <span class="_ _8"></span>nastąpiło <span class="_ _9"></span>1 <span class="_ _8"></span>października <span class="_ _9"></span>2022 <span class="_ _8"></span>roku. <span class="_ _8"></span>Za <span class="_ _9"></span>budowę </span></div><div class="t m0 x1 h4 y2f2 ff7 fs0 fc0 sc0 ls0 ws0">gazociągu z<span class="_ _0"></span>e strony <span class="_ _0"></span>polskiej o<span class="_ _0"></span>dpowiedzialny <span class="_ _0"></span>był <span class="_ _0"></span>Operator Gazo<span class="_ _0"></span>ciągów <span class="_ _0"></span>Przesyłowych Gaz <span class="_ _0"></span>System S<span class="_ _0"></span>.A. o<span class="_ _0"></span>raz duński <span class="_ _0"></span>Energinet. </div><div class="t m0 x1 h4 y2f3 ff3 fs0 fc0 sc0 ls0 ws0">Ten <span class="_ _9"></span>strategiczny <span class="_ _9"></span>projekt <span class="_ _9"></span>pozwoli<span class="ff7">ł</span> <span class="_ _9"></span>n<span class="ff7">a <span class="_ _9"></span>import <span class="_ _9"></span>paliwa <span class="_ _9"></span>gazowego <span class="_ _9"></span>do <span class="_ _9"></span>Po<span class="_ _0"></span>lski <span class="_ _9"></span>w <span class="_ _9"></span>ilości <span class="_ _9"></span>10 <span class="_ _9"></span>mld <span class="_ _9"></span>m</span></div><div class="t m0 x7b h30 y2f4 ff3 fs6 fc0 sc0 ls0 ws0">3</div><div class="t m0 x7c h4 y2f3 ff3 fs0 fc0 sc0 ls0 ws0"> <span class="_ _9"></span>rocznie, <span class="_ _9"></span>co <span class="_ _9"></span>stanowi <span class="_ _8"></span>blisko <span class="_ _9"></span>50% </div><div class="t m0 x1 h4 y2f5 ff3 fs0 fc0 sc0 ls0 ws0">rocznego zapotrzebowania Polski na gaz.  <span class="ff7">Powyższa moc przesyłowa została</span> uzyskana 30 listopada 2022 rok</div></div><div class="c x0 y0 w3 h0"><div class="t m0 x7d h30 y2f6 ff3 fs6 fc0 sc0 ls0 ws0">8</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x7e h4 y2f5 ff3 fs0 fc0 sc0 ls0 ws0">. </div><div class="t m0 x1 h2 yfb ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2f7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2f8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2f9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2fa ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2fb ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2fc ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2fd ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6d h7 y2ff ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x1 h31 y300 ff6 fs7 fc0 sc0 ls0 ws0">5</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6e hb y301 ff6 fs3 fc0 sc0 ls0 ws0">https://www.ga<span class="_ _1"></span>z-system.pl/da<span class="_ _1"></span>m/jcr:c7544c72-11f<span class="_ _1"></span>6-4daf-84a6-371741<span class="_ _1"></span>4d5ef9/kd<span class="_ _1"></span>pr-<span class="ls7">2026</span>-2035-czesc-a-<span class="_ _1"></span>wyciag-<span class="ls16">do</span>-ko<span class="_ _1"></span>nsultacji.pdf  </div><div class="t m0 x1 hb y302 ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x7f h31 y303 ff6 fs7 fc0 sc0 ls0 ws0">6</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4b hb y302 ff6 fs3 fc0 sc0 ls0 ws0">https://www.mon<span class="_ _1"></span>ey.pl/gosp<span class="_ _1"></span>odarka/rozbudo<span class="_ _1"></span>wa-terminalu-<span class="ls17">lng</span>-w-swinoujsciu<span class="_ _1"></span>-umozliwi-dosta<span class="_ _1"></span>wy-<span class="ls16">ponad</span>-8-mld-m-szesc-gazu-rocznie-</div><div class="t m0 x1 hb y304 ff6 fs3 fc0 sc0 ls0 ws0">6989216133360576a.h<span class="_ _1"></span>tml </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x1 h31 yd4 ff6 fs7 fc0 sc0 ls0 ws0">7</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6e hb y305 ff6 fs3 fc0 sc0 ls0 ws0"> <span class="_ _1e"> </span><span class="fc2">https://www.mon<span class="_ _1"></span>ey.pl/gosp<span class="_ _1"></span>odarka/rozbu<span class="_ _1"></span>dowa-terminalu-<span class="ls17">lng</span>-w-swinoujsciu<span class="_ _1"></span>-umozliwi-dosta<span class="_ _1"></span>wy-<span class="ls16">ponad</span>-8-mld-m-szesc-gazu-</span></div><div class="t m0 x1 hb y306 ff6 fs3 fc2 sc0 ls0 ws0">rocznie698921613<span class="_ _1"></span>3360576a.ht<span class="_ _1"></span>ml<span class="fc0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x1 h31 y307 ff6 fs7 fc0 sc0 ls0 ws0">8</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6e hb y308 ff6 fs3 fc0 sc0 ls0 ws0"> <span class="_ _1f"> </span>https://www.ga<span class="_ _1"></span>z-system.pl/pl<span class="_ _1"></span>/dla-mediow/k<span class="_ _1"></span>omunikaty-prasowe/2022/li<span class="_ _1"></span>stopad<span class="_ _1"></span>/30-<span class="ls7">11</span>-2022-gazociag<span class="_ _1"></span>-<span class="ls16">baltic</span>-pipe-osiagnal-pelna<span class="_ _1"></span>-</div><div class="t m0 x1 hb y2ca ff6 fs3 fc0 sc0 ls0 ws0">przepustowo<span class="_ 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zjXdeM47vV6vu8j9cKjjvt89e8T0X96jOP4ypUrS0tLvEGxECKKoqwqnKbp+vp6LpebnJx0HCeXy2UtHWIyhoTk664h0kRSkSGtKVAyIPJEmhNpSiowoksUGVKCbEv6ikTcSIKmFTQ6aaFcqRghUzKO7VYESR2mUhoSgkjcrWXYUgkSRCTIccN2yy3kBUlK0ziKLcelYIM6QRqpqi1zBTVWnPjUx57qNBtGSJLO0Ojkk89+fP7K+aWlpTAMx8bGJicn2+12mqZvv/32gQMH+PjgdQKIv/AoBehsjQWX7rIg+56Pj+O4v9lN1iasX1b3fYTmPyD7PtgXFRd9kyS5/04J4NG7LloWEWWbn1mWtby8XK1WeXqP1np1dXVra8txHCmlZVm+7xcKBSEELw6zbXtsbKxUKtG7Z4j5gmMvaUVC7o28GSIin8gjkklHUiClY8l8J7FylpBEDlF7de7m6/8c76zPXzsfplOO6+4/sP/gwYOFo09QqUKRJqOJFJEh2yaixBvuBC0/lxMqbXd2Xr/wk8+89BkttZIOyaQTdwubyxde+8k//+TyC5//ytOfeHFje8eWYmxiQlh2mEgv7z/51NODjknTdGRkxBjT7XbjOPZ9f3l5WQgRBAH3cQNA/IUHGc7e/wM+WMjgRMvDedyVPY5j/pitOGZcAulvl9vfkNK27Xw+r5Tiysf9T+YhzEBSSu5RwL3o8ZL7MKmX58xwIzmtNR/YLAHjEMEjim/pLcuSUu7u7l67du3WrVtPPvnk8ePH+ZU/MjLiOA7v1lYqlTzP8zzPsixeTcszffuH2vgTuydJUWqZrkojkRJpQYlvjKOl6Bpq9qLe8urSxV67t+/oycLYFJHsBT3hqI23Xtm+den0qWNPf+L3bG+6s7Kys7qy+c65W69/vzw2IqUycazTNNHaGxjwBgbLT30q5+dE0DImVd1W/c5b1D6uLEvYlmw2r547t3Pj6uHjp//b/+5X8qP7U2P11mr1RntAyHp91fGLleFRW9LTTz/N05muXr26ubnJV4FKpSKE8DwPs5sA8Rd+cWn4gSx949TS6/U6nc7y8jLHQa5wsP4HJ0mSBZqsOw9/5B66w8PDlUqF/4az8kN+SLNNQeM4xgvsQx5JLvfSXt3Xtm2OwjwKjEMEjwqeyZO1d+A5DBzvzp07t7S0ZIzZ3Nzk3dHa7fbg4ODMzMzg4CBvETw7O8sv++wcmEXD7I0gpSRBZEgpoSm0yBiKTNi2dCwsr3Hhwo1zb67UFkefGPXd3Ct//38NDw6cOHXKc5yfnHt9Y6f1y5/7UmV6lvwCbS7lTx+5szZ/vbH15NNPzc7OhlGkLIvfgxtbm3fW5vPf2X7q81+INtbTTksnycE4kLVNytkkpZq/5bxz+Yv/5X+UQ6NpLAPjGWVNHT7xztXLFy5c2KlvHz9xcmR4OCXKGkO12+1Go8Gtf5966ik+Ph+4Z9T9A0TZBs7Ut7wEJ5APfHjvaeV5/7IcHGTE34cr4/bPx02SxHEczpeWZXEGpb3t2uM45le2bdtJkhBRHMfcv5Yfzx/7Cw9hGEopwzBstVpJkmQbXR47doy/lnvZeJ6nlAqCIJfL8RzZ/lrv/bt81TrbK/XFVrhbLQ/7Tj6OEmUrLdNEJAnFsUkqpvIhw/qDle3e6ThOGIbcqAh9fz9weSxN0263y/dCrus6jsOvGRxJeBRPwv3rHLJkkM/nkyQZHBzkl7fv+9VqtVwu8/BRqVRqNBrNZrNQKGSRNzt133v+sYQ2FAWBZ2nbisOwIcKu7HRNtzf3zpsDg7mnv/C7anaK2rvmlX9enLt68/o7xfKAVu6xMy9WTn6KnALJHPnl+sbaXEf7h0+PP/+SLBa9NCFLOklCUk51On69fvv/+cY//K9/7jpOGAQ6iZWUweWLuYMHyFY3/uXszIH9ximQcFNpkeNoQ1qQX6ok2pBOO81dHQdSWUI63B6HJz+4rjs2NpbP53/GWpH3eRLuX3JNe73YswHGeyIaUtoHPs5ZS+l7OvThFH33EKHv70MVf3lOFb9MuZPU7u4up1KlVBiGPMTMS2673a6UMpfL8ffp9Xq5XC6KItd1eT+zIAiSJGm1WltbW41GQyk1OztbLBZ93+fyJ59xeA5Ap9MJw3BwcJDPShzBubErx0T+zvys7u53QHG9sbVwa8mk4vTxJx3PJaIojbRMhdJEwqWHbn4Yx/0gCDqdTqVS6T/h4ozwc8VfKWWr1QrD0PM8bgKa3aThYMKjhU8L2SgWtzXgFBvH8Y9//ON8Pn/kyBHeqo2HODhSxHE8Pz8vhDh06NC/+ZrvCmPSqCAMRR0Ke9TZ/cl3/lMvaKdGHzhxfP+ZZxN7kERJiETpLvUa1G1s7zZzxWpueH/PqXQN9TRVo0BZOgwDy3Jzrtvt9VzXkVIkSWJZSimKkyS5dra+uTk8uc92bK1Nd6e2/M61NOpZJr3xztvP/PKnpr/4e6ScSPqtRElHSkNJEL/28nfra0vjY6Mvfe7zynG0sfnCtL29zZePiYkJvtx8mHd3/+ITIrpn8/n7b0jw4nz/BzYr92Znad5XJRvW4MXK99xpPLZQ/X24BEHw13/9161Wy/O8sbGxL33pS2+88cY3v/nNP/qjPzp9+nS73f6zP/uzycnJP/zDP1xZWXn99dc3NzcbjcaRI0d++Zd/uVwub2xsfPvb3xZCnD59+uLFi1rr5557bmRkZHp6mufpcuWYK7ue53FdudPpWJb1gx/8oF6vf/WrX+U+Vtm9YxiGtm1z6uUczG8ny7KiXlx2K4f3e9ffufmj135SLBbHxsaGR6q2bZs4UUI8bK+v/opCf4EHJ4IPdjB5szfP8/rXyON4wiOH00A2TKyU4rv9JEmiKBoeHj58+DBPeOWKQNYBjWcANxoNPiXSXhPJrEtavzDZrlg53ahLocz169//h3944vSpqc+9RJSSFMbLdxOlLJ9S8uyCdAaolFaHdCpUK3VSQVKSo6goc3FMJHxpSGoq+0XeKcNSDmmSgpR06fRzBVKddjOW0vM8FfZOPvUsmbSztjT70mdfefll59p5K+cPHX02R44UjhCUmFQI0ekFRirl5uIoth2XN+8YGhoaHR3tv/X9MH1+soHE/lkQ2VqUbLXJPZEO3n8C5gObNbYPgoCna2ctj5B9H9L4+6B2dnhEKaV2d3dfeumlj33sY3/+53/+yiuvNBqNK1eu3Lhx4/Tp07dv375z544QYnd391vf+pbneV/84hc7nU4URY1GY319PZ/Pcw34Rz/6URiGf/AHfzA4ODg3Nzc3N1coFE6cOJHP569fv95sNi3LmpqaqtVq29vbxWKRSxccB2/evDk0NERE169fJ6KhoaGZmZnLly8fOXJESnnr1q1nn312Y2Njc3Pz6IFDN+Zu3Jifnz1w8Mknjt6+fXvu5o3VtZVD+/cPDFbpfazk+8X/42Ylh/6RSj4dPITP9mGWJInWOpfL8R0R9bXDw8GBRy7+8vlKStloNG7dulWv18+cOWNZ1vr6Oi90IyIuH1DfXj+cM7TW9Xrd933f93/G6MegJUl3yXdqb7x59fU3Gkk09dTT1A5DI0R1KCRXSNuECRGFWiSJMUY4jmdZKm9TSpRoMqGOhCSinEdSkk4piUkIMoKIKNWpTjQRdV3Pko4oFA1RSFLmdJp0LJPkZ06SSfy35i+/8g+FgZGhAwfzspQaSwspdaKk0CSMUERKi7tzQ7POx9kh+pBvcD7fZmfUbKu8e5ZW31/UhJ8rR62vr9dqtTAMgyDI5/PVanVqaio77CiuE5H60z/904f8KT5W/0Ltdvvll18uFApxHN+5c+fkyZM7OzuDg4NRFB04cODll18+evTo1tZWuVy+cuXKiy++mM/nwzB0HGd8fHx6erparb722mvnzp2L4/j3fu/3BgYGzp0798Mf/nB0dHRubu7VV18tFArf+ta3Op3OxMREuVyem5trNpvf/e53+YZ+cXHx+vXrGxsbs7Oz3/nOd9rttlLq29/+dpIkb7zxhuu6c3Nz//RP/3Tw4ME33njjzTffDHrR5SvXumF07o1zlms9+cxTft7rtFqry2thq2uRsvNu/7K5h6E1BL/zefYzL3bJJkj9mzPMcBbuP71GURSGYS6X4xsJLtvgEMEjWjPLRuTfeOONq1ev7uzsbGxsCCGGh4dHR0f5MVz3zVYA81e5rmuMabVacRy7rptNojD3W7xWv3Zt6e2r8wu39x07fPqzn3FGRnWpGrulxMr3EunLxFeJY5EgoRxHWDZJSdrYJnKo5+p2XrZDxyJbp5SEaaBlTHZCKk5lYGQkrVjYsbATYYqCrDRRSiqjpUmEbXzSju6RTJ3Jsf1r5/5eJL3p06eJpFC20UaQXrgz3+v1jLQOHjmmbFvulWZ5yYS1t7vyh2xzeXcHkG73zp07b7311tWrVxuNRrlczuVyxphmsxkEQRzH97eZh/dzYLOGPBcuXLh27dry8vLm5ubq6irvybK+vt5qtXilO07X1sPzL5ctRez1ejwun83X/mi/Ae650+31eufOndva2vrkJz958uTJ+fn5I0eOrKysXLlyZXd3d2ZmJgzDnZ0d13WfeOKJOI6vXr363e9+90/+5E8qlUoYhoVCwff9kZGRf/zHf/yt3/qtH//4xxMTE5/5zGdmZ2f/4i/+IgiCQqGwtra2uro6MTHR6XQWFxc7nc7m5mapVHrllVeKxeIf//Eft9vter3++7//+57n1ev1+fn56enpubm5TqdTKpUuXLiwvLz8zDPP3L698LFPvTAyOvS//x9/ee78j55/4bnxserk6MjW2vad2wvrG5tjnfGZmRm+HmQDLjyj7j/LjkE8WB8EAc/wq9fr/GSq1erdXUn3ihA8GMeVD9qbTcXPn68E/TWMx0T/FidE5Pt+t9ttt9vc8OExPCDw0dAUQhKlJs0plVK00diMROT5udHxoepwZXBowJCuKeUQOUQ5Imki0gFRQkks7ZyyrJHhSpsKl2+8447lm71WxS+SjmWSOo6je10pRRqE7d3d177+9YTswfF9z33+d/zRqaDR1bIohfRtImMKliZSJBwisnhoiq8MShC5RC5JItpbTiGJ5L/at1HJNpHQtpWQMkpqZUJKJVFiJzllR7Y1UC3f2emSX03lBHXJEmSldijC5pBph62cUNQl490910VR1L/nM9drsz2f+cyQdb24Z0oD13f5Us7NMXjGyNWrVy9fvsxLUDzP4xGkNE0vX7589erVXC5XLpe//OUvK6V4Skmj0eBVMVyGz07C/HP5j7RXWuYf9D5H+fsbI2Q1mv4+Htz8Phst7A8kxpg4jrmS0p9B738kEfGE8v7dgrKrEh+TKIr4Wtm/uPD+n97fJYMvZGEY8kHI5XJZnf7MmTO7u7u8NJkbPV2/ft2yLNd1X3vttWeeeeapp08bSoIkkdI18l1HSVBClBIlLllkFGmLDJEkIymiyJARJG1jSd680EH8fUDCMOS1VtmCsMfhBqV/Qurg4ODzzz//yU9+kt/nOzs7Z86ccRzn7/7u7z7+8Y+fOnXqrbfeOnny5OLi4re+9a0XXnjhhRdeOHfuXL1en56e5qVpL7zwwokTJ7797W+fP39+dHSU50XcvHkzCIJqtfrlL3/59ddff/XVV1dWVq5du/Zrv/Zr7Xa71WrNzMycOXOmUqmcPXv2mWee0Vpfv369UqnMzc09//zz+/bt+9u//duZmZnTp09/85vfnJycPHHixJ3lleXNlepIyVFpyVW2Dmwyxlij40M5z9vY3G63mzdu3CgUCjx6mOVLPnPRL3xJL59EgiCIosgYw606u91umqaO43DXi/4NjbgdMjfc4BMNj/U/ninhnvkhfO3JpomjQgOPKNtoQeQoi0y6cmeh1+zklLNvfHLf1L5ysSJJChLVOCYphRSCRKpsLZVOE3KtOIpdO2e7shzsngjbjR/+IJfL3el2h4eq1QP7qaWlSYOd+tzrrzd3GzPHT+0/9VRuaMwYyySpUyokfA0WtDd/4QGJC0QkBTmCiNgYzrcAACAASURBVMgIMpqkVE5SEiSplTQ26gcOHtVRGOfIsngvDnKUJRNtGbG0sLlvfIQn4xKRbducurivCxcO+293s4p4f/kgmxyStc7kYLqxsXH16lXePoP7SHiex+VenlrNn2SZ0hhz8eLFixcv8sQSy7I8z3McJ5/PSymLxaKUcmZmhu/A+6v42fkqS8n9F51s0kV/xTTL9NlccO7nmH2T7FfOzoS8EJyPTP9XZck76y+URdusjsBROGuvkQ2g8a/AwTebwtt/wLMfx1/oui6v53nnnXe63e7AwMD4+LgQ4tixY47jdDqdWq2Wpmmn0+n1eltbW4VC4cqVK6efOkWUOkoKYYiE1kbePYebu/sFkkpJSPrpXxORJKHJyL6kjOrvA8MDSdm6geyl8xHOwf2dH2zb3rdvH/dR59e64zitVosbqn/84x/fv3//1NTU2NjYV77ylVdfffVrX/uaEGJsbGx0dFRr3Ww2Z2Zmtra2Tp482Wq1Ll269Ou//uvf+MY3/vIv/zIMw6997Wu1Wu1v/uZvdnd3Z2dnn3rqqVdfffV73/temqZHjhyxbfvgwYO/+qu/+ld/9Verq6uf+tSnvv71rxcKhUOHDr344otxHFcqlTNnzkxOTp4/f/7o0aPFYvHzX/jc//y//E8/+O7/9/TRg8+dPNZevCXyJWPnbH+gMlD2C/nl1aUbN24MDQ3V6/Xh4eHJycnsHNd/x/zvfVNx76Vhb2SN9+wIw7DX6/Eyl263G0URnyg5+HIv5GzJi+u6H+1X4/s/tryQgjuh/ucq5wN8eE6cSinTNFlcunP5zTc7jdbU+MTB2cP7JmbuXvSNUGKDTI50joQnjDJGxWTHKbk5u6Mp6HULuxvr//StTq/7xPFjbpK8/ePvf+ozn67Xa7cX7jSazerw0C/95ldocJakTYkgx02lHSSpsGwjSBBJYYiMogd0WrGIBGkicze0kBEkhBZuShT3kh2rm544ftpIqSWFNlkJkTHDA9X1xtZuu3v+4vl9o7/C7+h2u+15Xla17a9M8Rkgy23942Y8JTqLehx8V1ZWNjc3r127FgRBsVgsl8uVSqVYLObz+e3tbT7fViqVJ598knNht9vlcgNfLDqdDn9n/racC3k94uDgYLFYdByn2WzevHnTdV3P8/bv38+pkc/nfGLn0MkBIxtzzoImP4esqyNff++pntzjnmtZf0TOZshkOZiILMvi8W3uvMQ176xqy1/ORzK7TgVBkBXIu91ut9tNkqTX6/V6vZ2dncnJyX379vH87HfeeWd7e/vkyZOzs7M3btyoVqsTExPc6tQYU6vVms1mt9udmJio1WpCCENSEglKyWhpqC/WSiJJRKHSUghLkNBEhoQhSwidBV+19/J6RAs6D0njs+yFuLa21ul0Zmdn+Y2UdRH/SE4D6l/fmp1Q+puuR1F048YNz/Omp6f5LCCE4MVtHDiiKOJYxu9SHovhG9YoiviNxEVN/tyyrFarxS0g+OzG7/zshph7CWcHP5vyxW9arbXneXxCTJJEuVYctExrl1q7prlz/crlUmlg5tgpkS+nbj43UA21SZJka2urVqsFQTAxMTE8PFwoFPob7v4CXlT9fxPHcafT4V+5UCjwSpcoiorFYrvdllJ6npfL5bJb8CRJuOU7t4crl8v0GPehzIbzkiRpt9tEVCwWs1cLghQ8kpKUhNjd3Dz/5sWFhYV8Pn/w8KGjTxwrDpSNJkNGSkF0m4xPwidTMFomhoKIXJ8SQ9oEUqXq+qV//t/+/LP/zX/t+h557jtvvHHhR69Ixx6aGPv4C58oTk9RqRS18k55kJQdxCYiS1i2IcEFWkGppFSRkvRA3kdtczeu0F7hLlGUEmmiZGdr/c6f/Y9P/xe/Q8ee7eSmYiPzhuyUtrbuXJi7sri44dvlr/7GV23PtFqt+fn5/fv3l0ol3tmR+qY/9U9pyJocZ7MjqG+FcRRFCwsL165dq9frQgjXdYeGhoaHhwcGBizLqlQq3KxTax0EAce7IAiyi1G9Xt/d3Q3DkCNst9vlb84TD9I0/c3f/M3h4WHLsubn57///e+7ruu67uc///lSqdTr9Xzfn5ubGxwc9H2fu9pJKXnZDE845ud5//Wo/4rcvyVKVuLln85Xk/453tkm8PwA/i2ydYT9syCykyo3iuZfkPr2YYnjeG5uTgjRbrd7vV6j0Wi321mBOUmS559//tSpU3yQf/SjH62trQ0ODh4+fDiO4+npab514R+xs7NTr9cLhQIfq43tjV7YGR8dVZosoXSSSsshEnvBlkhQYCWClEVC8b2UIBKaRGqINFlcJX5024c9dM98dHS0Xq9zva2/V/NjUv3lYqQQIpfL8XT1Q4cOVSoVfsNk/4vXW/D6rezGkd9jnNL4tpi7lTWbzVKpxMP9xphKpUJ723LyT+STCN/pcpszfuv2p2FO2NlewVEU5fP5VCeWEnEUuOVSvLzYmZ9v0uJwabByfEBHQdJquYNV27YnJiamp6d5wCuO46mpKd4v/hf/b5okye7uruu6XM3NTjpBEGxvb+fz+Vwux92OsxZvjUaDe14KIQYGBvr/vR7bAjAfAR5l42shn/0x/wEeSVr32u2rl6+sLC5ZyhqfnJrdf9grFlJttNaWpTRpmQySdLW0e0JGkjSRZWuLUtHatttbraXb5y5cHHvxC12v4u6bDtN4/BMvvfTsC8XyoMlZ5Dg9YWkydsFLyIoj0sqRQgnBNTWSROJuofYBVaMSR1BfJdkYMoKEoiQk5RapVFT+1sW3hw8/nVAcCFsJaYyuDo4cnzxQ9YfbkVmubY0PFS5cuDA3N3fr1q2ZmZknnngin89rrdvtdrfbVUpVKhW+KGRlYC6scvGFSzOlUonLLisrKxsbG8VisVQqjY2NTU1NVavVNE3X19e5Dz0R8RAc7TXniqIojmPebY6vU3zL3Ww2edOiOI75ukZEfGLf2dnhUX4O00SUy+WCIDh//jzXXLMuFjxsxbuZHDlyZHh4OIqiTqdz584dnpBQLpeHhob4asipNIu/XAHp39Sa+hq60d7kBL6qcurlujUn+F6vxyHedV2e0zw7O0tEYRhevny5VqslSXLo0KEjR47Eccx7bnc6nay+wNM/LMviSSlpmi4tLfEmpgMDA8VisVgscpGLy2T8xLiCw0eDZ0JeuHTRLxY+80ufGh4YICl0FMm7r0CLX45akCFDRCmREaQMCU0kiCS/tExCwiD+PphCtBBExrKUMOmd27f27dsnlX3fnMJ3X1/Nwz71pH8HwvvX8BmjhSBjtCEjhdRGCxJuzt5t7O6u7BpDR5844rqu0akUFAZdx3FIkDHGsmSSBLmclRoTpYFUMk5CpZQUlCSRJZUhEpocZeKgWcrbadSxpCRBgnSaxMZoYUhISeQIIptIpGmitdGpraQwqRBCWlII0RNKWZbWSRAFjqW0TqUwtmsrpRKttaGk07VMShsLG2/8S27zVi9Ktq64lYkhqzIadHapWDIkpFKpMYeeOPLWtWuxTlbXVirl0tDQkKafnqL3pqjxv6p4r3/sD/iiykag+LQYBAHfmmfT1/L5PN8qGGOyNl58HxKGoe/7xWKRV3xjQ4d+2aaACL7waFNiY311fmnByXvlger4vumBsSoRBXFsWVILE8ahn1ZIUkIUEyVkBEUqbcpot/X2pR//7f894uSe/tXfXa/u3xI2xYV8sUx2bBGJXC4lMkRdIpvIdyjRWlnCkneDrzJkCRJEwpDgaRAP4p3UsRz+TtIQCRKaJLmKKDZFR5HOFwYqo7duLQ4LSdSLibrkOEpK7ewbnZqc9etB7/byctDaun37Nke3ZrOZy+V4kfTFixdXVlZKpdJnPvOZarXKK9KyZMYjlnfu3FlfX1dK/cZv/IZSyvf9/fv388Lr6enp/fv3cwk2iqKsX3L/N8mmWPDk4HK5nK1pyxrPcyDe2dkJwzCO48XFRd716eTJkxyLiajdbpdKJc7BPICZ9ffkQdSNjY04jqvV6vDwsNY6DMNLly51u13P8w4fPlwqlVzXvXPnzoULF2zbrlQq5XLZsiyu4HLBiFdOj4yMcEWAt1aNoigrss7Pz1+6dGlnZ4efBv9eWQmpXq8fP358enqag3K9Xl9eXuYHzMzMtFotKeXIyEiSJNVqNdtrmutcXI7h3jvZhiz8i9+8eTP7cVkZ0ff9QqFQr9fX1tZee+21Qmmg4FUGKqOpTurb27Xa1hPHjpGQqRAJkSbSRPbdGTRCC5KChCEygrQgSSSEJkof5ff9wxJ/9y6fpttpW1IIk9q2ojQWgkiqB7sq4Bf8e/G6Tn7P8PhRNk1KCEGkhTBap5p0FEWdbrfVasVx5Pne2OiYMg4JwynZcRwiLUgIYcgYS0mixAgllRRE0hJkkjAMLaVIkiRNRMKktiKiWJEmrUkbIhJJwmE8SVNltLJt6XlExo5CkxjhWHvRU5MhKQclkZKxcoyOeyZNpbTSKNJkWVbOaJJaO2nUeuuN7tr1im4WbNVYvrly9c3JF15KEp1XkgTFSaxspckUim7OsR3L7vU6vW7OcjxhOYayc74g0g8o977rdcWnjCiK+IabzxdZuy6+M+FeMGmaBkHAlQO+0XccJ5tYQh/RSTg/7x1d/wZCaCEJD+1dWX+r2uwemCNa/6gFmXT22BMtnd5ZWhmfmRmZngx0KoWQFgmRGNKWTDdt7ZikkCb5zo6dtCkNjYk7ays33rry3O/+V9Wjx7YbKtzWs5PTBS9vUioqRZLrZmQEFQwRkVBkCX5KlLV2EHdrvoKMJJIf+OTXP9dLi4iMFjrRRgthpNGJNBQGrZ16EPa0TpWtdoKQgp7j5hxlkZAJWa5U5BakEMVi4djxoxs3b3/84x9fW1vTWr/44ota64WFhXPnzmmtfd+P4/js2bO8Cq1er9u2/dnPfrZSqdi2vbW1tby8zHNz19fXOSPGcfzUU09xNSEMw1qtxmtauK0nL7GgvQkV/JFHMhn/U2b/N3vA2NgY/+6Tk5P8U7hgHEVRu91OkoSLqUeOHOFGjZZl8fmfi9NxHIdhyDP0+HPf93kPy6GhoewpBUGwsbGxtbXVP/yVOXTo0OjoaBRFi4uLr732Gj/bJ554giM1Lz7LustzvTyKolKppJTipkO3b9/m0d2RkZFqtZodVSJKkuTEiRO8wC67ePVf4Pq7QPDLm/P32NhY/7QNHsjlTV4ty/rt3/7tt67OjY5O3L55Z3xqdLvVPXfl2mqjWSgVBqtVv5T3/bwQ0g5blpOPdU4okQois/cC1UTqAY5WPPbVX5bzPFvJXq+3ubFerVal9YhV1u+fS50lXc7BPPjC79Kg10uS2BBJKYhMGIVKKduyRoZHcl7OGHN3pOGntW5l7la8DZEhI0lLKYUxWutYSSKTaB2bsEMmJaHDIAw6PX5XR1GUpkmaaq1TIXiyr7HTFcex4zhutVtKCs/zLEt6vucXfNf3Ldux5YQQJASRNp3tWhim1cl9UrlEitLU6Jio26ivL2xttVNZKFTJcpqp1VxcNlNLw7OHkqhlKWmLhJLU0UneNGVq21Y+EVJZJJXSe3Vf/q95oMX8LJYppXq9Hk+ZKpVKPPVib9hTZ6tooyjiphA8rpRVfPu3KUK8yLrXoW0kPJzxl0fb7zkVZNu58ee2bTcajbm5ucOHD5cq+Xq7ofzcyWeeHhoZlkJGceTZyiYtKErjnqOEIl0WYbh5Z+Nf/oWWFmfGxkOpLs0vDz7/Sfu5z6+oHMnI7N7MF6006tpujvReL4f+BWjq7gnu7pxc03dqJ0nGkHwwb6ji2ptEhnRIm5uNlYVWa7dUKCwszNdqtXyxsL29vdstuflCVKu7ZDl5rXNWSlILKaUi0lJoSWZ4eHh7e3v//v2NRmNpaYnXe7ium8/nLcuq1Wpc78waHnPRNIqicrl8+PDhQqFQLBaHhob4aHNuM8ZsbGzUajXLskZGRnjlQP/N84fZTM62bU6u2bfKmlfMzs5m19+sQRt/5Osjd0WQUp48eVJK2W63jTGLi4v8m+bzea7X9l81uESSrfrluG/bdqfT8TwvCIKdnR0Ou9w3mp9eoVDg+wFuXsETLfhCk8vl+PlnJbPs4PTPLuvvEkt7C+yob2UeT67gnjzZdZCLwWma5vP5oaGhXq93+tTxvJNf2Vw///obtxcXgiQIb9/wc3avVRdxZ3iw/MILHysVR3QQGqeoHY+ULW2i1NDevHIl7tarEH8fDCllnKZEFAaBpEe7rQbttfrjjYWDIKjX641Gg8/CUkrP8x3Htm3b930hyEtiz/Ns5+4uO7ZlG7N3nyf28uHdk+XdE6c0UseJsoSwLJ103Zy1vbG8tbnS7ba6vXYSG9vyisXiwMDAyNgQzwTKlrJatk2JjJvN7c3NbrPRajTrm7E2CZ9HHMdyHMcO/GKxODAw6Lq5Rm1Xk1UpW1a5qiyPpI6bWws3rnRWVktDw5PjU0W/4PiF3Zi2Yu0US+7AAOVS6jWC5jbF3ZxvTw+p6zduXl/ffeL0GceWYdyzbP/dhUPx7/GKSpKk0+l0Op2BgQGeZ5a16eGTl5SSB62IyPO8rO0GvXtm9mMe+PprvaavJT4iFzw8sgDE0URrzW/wLCTxgHuj0Xjrrbfeeecdx3EmxUR9dydNdalUsoVKjc7ZtqJIUUKUSqVJGG914c71t7eW5psrd/KWXF2/ubYbHDzz6X2nPtFqu4Wy1xDdLvVSlUQqtKQQP61ayL4T9rs79Yr+c7kgIX66Vu3D3gQIWl1560c/XJy/XSzkCnlvPYlt2/70Jz9Nx05QbfutxZ3Fm7d3G62RcrVi57bTnlEWD3DfLR8T+b4/MTHhuu7W1la3263X61EUVSqVqakprqFyHOQCAU9mrdVqrusqpUZHR3kSahbpeEuLbre7sbFh2/bk5GShUKC99WH3F7A/wD15/24j/U3N+Bne35qGH+k4juu6PMON7+q5FxD34DfGVKvVgYEBvkZwG12eXBFFEU/S4PouL6EZHR0tlUr8lxsbGzzfY3x8nCce8BKa7Jlw8O3fgjS7ZmVll6xrxD09lfmRPFWak3ej0SgWi2ma8rYA2Ry/e44SEfFaQ891ZBROjlWMSLthp75Tb+1s+KlLtVXVrXc24s20Nnj8l+TUTC6nYkEBt+QSd1+x4t3FuUeylPOQFbR0HEWkU9txttbXPd/zCgVpqb1+HIJfz32v34cuH3Oo6n/B8XLLJEkcx+E9KdQerU23E0glfN83Jk2TZLex43vuXnnSCOHtfZ/sN83+vXh6Q2S0NkZHYWd3Z3tp6Y7vu/lSwfdc33NtK2c7OT4DkBB3m/lxOTdNwzDYWb3Wq9ellMOTEznfS+IoTuKw0+m1m7yXclxbyeU8z/MdN9cLwk4v9IsVxyvaXt5y3Ha35Rd8W7rUDJJOTFoNT842OkGt3dp39Khlu9ps1lbvbCxcb24ueo44cOBgfnhyvRY0E2d8//Hy4JQgh8TdUUZ615RfnmT0od5c2SqEVqvVbrcty+LJWHzOiqKo2Wzats0NiXlHD/4j7TWp6T8rvZ9t4R6T+MubNrVarYGBAR6VQzM4eKiqv5yEeBych555cv/MzAwRhWF44cKFS5culUql2dnZ0YmRfL4wWB2WygriyJHKlkRxW8qYkqCxcHNnfSU5/44cLkeDhd20e+Y/fLFryeWVRrE0OpQbd9Kc1LTV257fnp+emvYLniNswc18yYi9ZW2GSJHPMU2QeVfdN7uMfYi5v/3ZsVZbffvyxUopf/zwIXIdoRMjhREqsVUUJ8qInNNcvfT20muXP/mFX6OxsaRYapN0yPVTImO0FcekrdTmcMbva+78E4YhL6Tmduk8mp8lLV67xvvg9O8fEQTB7u5uu91O03R8fLxcLnNV4p6WYR/4NNsfY+5ZkJBVOqhva+tsBhfn3azHVDY8m3Xb7f8mvHyNb6t4CJe/cxiG/OO4jwQXdHm+Ac9Y6J/fnBV0sxYZ/RPq+p92/19mk83uORtz3Ofbue3tbf65Q0NDPGevv7NE9uvwNrFpmirqyrRLTi4O9dLKZm193Qpaprn96tf/z0nRLKY9amzO5U986ff/46Ev/WoonUjmtTEFUipNiYiESpRI772lQ/X3w9y7Ow4ZTWm6sLgwPDQ0XS490ufixcVF3nF7bGws2+uh70UsiIRODZ8HlRLlUrG+tSWMLpSLJtWmL/sKkX1h35QbvSOk7Dbba2tr29u1/fv3Dw4O255nwlhYNkm1N6t276PWcRDarktStJrt+pozPf2xwugopQlJ6eTIIZMfkkSGwpDCMA1vtJrNzc3N3VYrDHrlYrFc8qvV8ubm5s135l3fm3j2OXdglGSJRJ5iSeTIei3n+akhx7WCrfWRsl2ZGVwMFxuby7evrB1/+hPT00fXt4PWzmqxUHbsshHKGE1C9q94Ew9iThGfHYIgaDabRFStVvl0zNG22+1WKhXupGiMGR4ezha38Qyqe/qcI9vdH4VxTOBhwyui6vX64uLi4uIij2JzS9discj77+RyubGxsa2traGhoZmZmampiTRNwyixXKtgO5SmIkkojml3Y3Phxs0rF0zY++RvfpXyJcr5pHJEvtntHZk4ZATFYc9YcRiHJd87MXZ6fWV97MhoGGorJ/lMnRIR7Z3JKeXTsLgbi7kkYfonfT2Qd5Q1PHX801OOpFhQkiZGm8SkWihH2VqRJgqoMf3MU7RYu/ntfzz061+xCj4JJ+HOw5okCbV385+NwvO4WTYyxrVb6mv4wHXW/ukHWutarVar1bjrwtTUFDdQy5ZV0F6Hrw85vNY/4SFLhPxiuGfLtP4fkZVds1kQ/KtxVA2CgCcfZ9Nm/rW+v9nWGP3rqvubwXELs/4QnPX3vWfPuf79L+4P9Fl9LdvTLo7jzc1N7uZ56tQpnshRKBR4/kP/75u18uTnYNs29ToUb+seRbE9PuDvHz4mpKG4TT/4Rn55YdxOigOWMzKZbK1RZzd2/NTLSWEZ0ndHLUg86q0uH7r4a7Q2OpVCnD79ZBj0gl4v5/t7L5eH7mj3V7z6d4HnJ7y5uRlFEY/y9Hd++OkrW1C+kO90Wjs79ULBs5S0LVkuF8Ow292NXd8TVo5f+VprKUgbI4g0pfLubSJF4dbGxtbuTtPzy6dPn/QLVTIWJZZQBdLCmL3Bib4waTmeMUSGqsMzQwMH7sZiZUhwhYI/GnIK5BAVVWlIlw8YEwVBeyds73R2t+v13V67NVj0SpXy+uJCoZWWJ/JaGMsrJrFJcn57pz7iOttrK0tz512KDh6cOHh0dtMO65vbN966MBWbwYknYmGnQUtLXypFQqcpkZS89FmTkcYQ6b4RxJ+j/tF/4uDG4NzFhuu+/P7nYTs+EfBOFvecxxHvfsY1JusWx9cP/uP9ZYb+KgsOJvxitNvtpaWlubm57e1tDhzdbrdYLPJM0KynYRAE4+Pjs7OzpVIpjiKllO/ljCGdGpmkJKi5unrzzR9vLN06NDFy+Fe+2i0NeCLX3moX3SJtpqXSMNUCKjqpMB2nJxxp4rCk8tQmSkgGUll7VV1BRJIXyGtKudi7t6pjb6UaaW7SIB9Q/C22eS83Q0aTpUgIEhYZQQmlmuKUIs9f3VyZPnXqP33rL3LT02NjQzLnpGT0XqZRdDdscbDjRWPZ9hb8v7LmpNkEgziOuW7K/dG2trZ4y4ZqtVoul3O5HO0txuAyBNeJP/wQdP8GE/2L5LK6b392zP4X/zpchOYvzH4jeveqMrpvr+PscsOXFZ5knG3RTHvTEnjrCr5/4O/GpeX+XeL6R8+yn57t8dZfD+6P8vy79Hq9VqvlOM74+HgURa7r8mAmt3W7f0SOn/Dd7sJS687um1fevnD5Zi438MyRY6cnx0gm1NgZsWTJVbSxLYfSzdXVo6QLnl+nVPQnRkPCkMCubw9QkiSUJsKyojDc3NwslEs5389WTaapfsi762e9HZaWlrTW09PT/HJ8z6FhKYgsynlukgSddnOgXCJp8gVHUhiGHUsZyyihFAmhjCFhlBSkE5Mk0nWjoFfb2qrV39YpjU1Mj4zPknbJKDIOGfenI2s/88SibX4Qd5e7O4Oe7u7qYogoFKOGtCLt2sbPD/uj0UDYoLhT2dmqrS1GYc8oqu00ixPK9ks9TZaTi8yu7dpx0E2iXtiu1xtbKtx+4qmjY0ePJFG4246vXb4wE6T7Dp2MwraWeamUsFwhKBV37yr3WqH9HOfEe24t+ICHYdhsNo0xvNwtK2NkZ6v7a7rv+ZfQf5D5lWxZVqFQ4O1UeIyPD2xW4eAxUNpbgII94eBegU6tNLFIk60SsnokrR6pTS27SVKmZEJosop3txDLdhbg5MRvUh63SZJkYGCg3W7ncrmXX36ZIxfnMF79E88eKCfWiKaqb+0uXe8NWKklCuO5cTNSdB2hozRYSZU0SqskUVEUdYPbV9+ur+0MjUwf/8Lv5MamSRV94RJRcXiIiKhERJT4FpG2ZVHGvpRSkw4oSEuhtrRdkWmaKqmyS+zehfa93wUP5JLWf4cpC1kpOfveex1apHEsUjRlyiPBQPQf/of//so3/n7o1ddKxw8nFWfHK/UMTVFV9BTlYimITEpEriOJNBmjlCQytuMQkdW36XF/mZPnyG5ububz+dHR0UKh0L//cBZP+4Pmh/zd/7X5EveM3fWHh+x/9ddo+x/AYf09Lwr3POH+X/+n0Sorsr77X6e/wUX/39/zPe8fdbynVCyEaHe627X67Mx0Pu8bnQopyMR3cwVREhHZFJvIJIlrckJacZyQK2Sw/db/+9ejO/NKxNc3N53CwFfPfCpW+dbq9au3Xqna1Eq3wwFZ69SdstWOCsdOvkBWPk6SThAUvUFB9t1LtTSxSFIyihzE3wfDdhyTCCFlvlgcMTqI4zAMXcejDzEv/hccERzHWVpaEkJMTk7yE8SNTQAAIABJREFUvJ9sq5j7n3+qE9uWlYFSY7fWbNXL5SLpxHWlTigKW0opI20hFQlNxug0lZaSIm7Xd2q1rXa7XR6YGB+btNy8ToQQlhCOkdbdXtXc8fFn1k+1DKk/KQvaaz1m9malFQ2RMSYUWhklja0si2TBGi0PFUZa60trS0siL4yWSZoaEkS6XMybrr22vDBSrRw/dvjOzbS+u/3WuTcOHj449czHCotreml9+facjuKBmWc8e4DSWBtBlifeNZdb/1zHPDuwWfk2DEPezo27f/PB5/l/3Ceyf10t3dfRDAn437zNKBaLXFnn+Ns/nMeZmNtLKaV4j5X7L1E4yI+zbk4mZAz9/+y9WZNkyXkldr7P/a6xZmRGLpW1b72B3QAbwAAgCJIDcBnCRIpDjdnMSEOTzOZBi+lN/0DPepOZzKQH6QdIJlGcITgiwQGxkACBBtHofauqrKrMqlwjM7a7ufunB4+8HVWVvQHFZjVY/lCVtWRGxL3X3Y+f73znZARjdVK1MKkiFfQdStGxAjTQwT0dS3X6ABFtbGy88sor77zzztLS0te+9rVer+fX3izLwjDsdDqNRqPdbodhGCdxe2ExSZJU60jpChUlgYEx1VC7ye5PXv3u//F/ttqN3nLPaRlOhlujQXN99Vd///e6Zy7nCPYRTuHOPLh3HtOcPix9d3fXl/582NA8j/gIjsCiwaGQU72F5Wef+o9/+Zf/7Oo5LUkPLudoUoyaSWMGnWVuKZ5tJ0Tvwat44axz7saNG6dOnTp16tQDzv2Px0NA+c65vChv3bq9tLjQaLbEGTlu7qlvUxkWoVORjQGUocvMQScsMRmN/vr75qA69Uf/gzvYV7fu6DjtXnkGUXvVOWjG4e7/9+O3X37nxaaky4327jR/utXOR9PNvYMfvvbWr/3KVzuNY7BLcID5JFufPXLwN88yTT5SxRVFcXB46AiLvdCLH/Qj74Omtb5z587R0dHTTz9dYzJf36mTD+fxp7WlEReHQauVZpMRkQMZDlVYcZ5lSjsoCxZUpS0LYnKV29nZubu91Wg0zp871WifAdgWToh0GAMPhMa/78qjjrkBQZ3jzfPokyqjAu2ILJRAWQ5FYqBiMqrba5fqzs2dUDc0VFWVSRyNs2EaqsWF5v6tt29PBlfORM9+7rNvvPjj3bt333jj+uXL3D1/MU3ab795bbB1fVLEp55Z7rY6rLVjVJVTAdMHv+sTsK+/1L6uxMxZlu3u7lprfQqOV/6JiA8N8j0KSZK8F+R9vF5/GIbJ+/iUZem/8EIIj4C9BM0X4Orc7PvOfo8v8j/yEVe+o6EEGTiAElY8tKlQFDFpARnkNh+NRj7o1Yttnn/+eQ+IR6PR5ubm0tJSURQ7OzvW2ul02u/3O51OmqZpmkZR5MOxomJqm9GQwxE0HGIXZVlhtVNizOHm9R/++df+m38LkrzMjMnP6+DLi13Vaqtm2xQQsXHIAfSDXbi+fH/nzh0fL9/tdpvNpo/h/ARc/QqqcpJqC9N64vLSwfaf/sn/228tRJ3elS9+URppAR0iOcZSgnu68/xvJzee+yuwvr4+Go2m06nPKJ2XSTx+8h8KDXF0eCDOHIdRSxBovHsmIQAKZI1RFEAMT/bbdHT49k/2fvijo8P8yd/4w1FwQa1eaTcmOo4kjnIHQyLWpf2Ff/E//q9RBDY5psPBjYMc8sOXX3v7zt2Rke1bW6uXO3BeuOPcw/Yq/ccOf8MwJHiaM+j2eioMwySuHUBO5JAeqbG3t7e9vX3+/Pl5eRCOfVLve/MOorWyTpxYY6qDg72jwU4ahWkaTcfDQDNMAamcMZPRaDQ6yvNsOp0qxedOr7cWFzSzrVLigLWXrTIrCJyQk1lmIb+/eQK5+x4Ar9B4F6YoN4HVJBpCYOUUSstaJ85aawwj6XT6hSgBRVpbVypYBvZ2t/tLCzDFrWsvrp45c+GpT4HV/u7eK69fO5eZlQsXLwjt37wVdFuNVgtMtiwpCrRiuXeKf6SZ5a+wc25vb88nGK+srPjqpw+zmE6naZp6YrJu7J3Hvo/jGz4M/K33fn+KGI1GdVD2YDDY39+vw+gbjcba2pqvhz72hXg87huTAKkjZS2oApXiklIQh9AgK+Xu7vDocPzyD76X57lXoPoj1rlz506fPg1gbW3t6tWr3oHLl9fX19frLqV7VlozVUQRUAJDhghUZRuhHryz8eIP/7y33syffZoARh5XeQIVqhAlYep00GqKwpSgCJ0TcN7e3l5ZlufPn6+xnde/ennGI42DCaSYhCvL4UL/s7/7dXs0KN+4/er3fpitbHSfvWKROyTzJArd40txcj6R7x7TWq+trY3H483NzUuXLtXCFTxOiHx463C30xkeHY5Hw8WlPhEZK6Tu2euDsXYJD81+J7Bbf/HHu6+/PJ2OVp599vk//JppXYRKyEB1ugJMcilBSRPTUk0EweKK8VncXfQWpmY62r1160zYfOX1t3/43R88d+YqvCiZxMH3wT2Gvw9nsD9UchAAIK2kGv74R3/96c8+3+r1rBhwYOEYPDt0/P0bn1mY911DmCw5B2aQYRYc7Qyvnr+cJppgAQvKlVJwSokGQjjyPxQEcZaFibWqDMKpjDd23/6WorLMRvkkC1W80F4wTz1DRNs7+9s7A3C8tLy+duZyq7sYRk1AiYADfXw0V8e2cPyRrvfcid7NPvEcH0wqgYAIAQFUSWVDgByRYiFIt7PX7hRl6dhqKjWHOg5N6VzQc5DTVy68s/HCO3937dLTF5745efuvvS9m7dev72xqWiytPaZ08u/bJJztrlaCqlAQSQgO2cHxCCmOduaul+hTnEE4KlH/3+8V8Mbb7zx0ksvXb58+dKlSz6tJ0kSpdT+/n632/XcMI7bdWsL5PpI/ZGIydpvfL6D4T5+aJ5XroUZD/aBnYi8H5TKfOAbq79l3rNivu2jfrcPfop6/743l1vm07Pmm9jyPPcOfVmWHR4ebm5uaq3X19e90yeAa+/cvPbOzUuXLyjFzllmf4nk+EWJWc23bH/UD/t4fKLHGDAsLWYNVbGd2lwBlO9PJvvv3Ljx2vXtg3HZp2btD+AjG31+TZ7neZ6vrq76FDHfW+zt1b3rav1sO+e0CmAp1VwBGZCj6tq8emvr5T//1tgePvcH/3TfTEOlU4qSIFZwUlQUxCCGY5QOVhCdoNn15Y4kSTwux7FJgkfqj/rVDwAFOATQI2cKRruzoM9R+Dc/zvcOONAMU+fZzqdzcN2VIe5Bad28ZUGv19vY2CjLsu54O3GaPx4fifTFcU9eHMe9Tnvk4S+zMS44vlM0W+c1YNgdYnJ0/YXvVQfjz3ztdxe/9jtl1B1ZXjTIBxm3YgooDV1CQsJhyNMioyB2TONJFoZxGISq3aVwbzTdPb16em1hiZg9q/YLcCMfxdgLv2b52ZI2Gk899VQcx6YoRLOD0eyNRT6muL33R5PWWlYs4qyFMdWtm7fa3WachFWV26KI4hBKAUxQIAWQJzTJ25ExkzOoptDVZP/OjWtvJWn39Fq/0WzYopqOpiTq1q39dqfb6ZxaXr3aWljmICGErGOIEih8DEQ4+QOJv9ZMAYtYEYhz1tl8OBgf7FIQEQTEIiRQKgibzc5g/2B7c3Pl8lOv/OTHr7y6ccmsrzz1eW50Nm7efuXtu2eLu+cvnaW0eV9r7X3seI0XMWf4gnsNYmqnxo2Njc3NTWvtpz/9ad9x6FPOd3Z2dnd32+22JyZrR4K6hcvbnvum3Zo6us91/EGINq+CrS0j7kOc91lazv/ryU4gP9+yeN/W8uBOU5tc4vhcUUPhumUNJ4ns592s63RNZj46OrLW7u/vTyYTn3HfaDQ802OtXV1d3tnZ27hxs7vQabdb86Bk5kX9mA36BdqY72uKn3+w61Orf5D8It8yLlSOKRKjIPTyN/6f5vabydZPJ/tbE8Q5Fs9dfhbryz4A1mPKMAyrqvIq2zAM19fXG41G3Q/knPMOD/MogYgqbgTWIa8akWUqQpQ7b7348jf+8rlf/kzzmd/Eev+c7cEKnAMLGNChE1SBMmATkyU4YOmkTx1F0eHhoZ8L8xPHV5weTe2vvylHgqaCqgAKY6JDNzkQt9Bqnv/Uk9ubt3A0RDOmUEBUVYa1ttZpze+2Z4g7cQP2P7woCiLykWaj0chb6/jV5h+5dfrDnXL9lZXpxsbt27eDOAmjRLdmaaYzQ4akouKolU83f/DdIo5+67/7r8zKk5VeznPb1tpVR/GCBhUgEWQsjkRBKHJlICAXhlFETLkVVsH5S1eySs6fWl/pLbjCslJQ4jMNjVSgT2pbs36UF1NmjuK4DMMbN26cOXdOB5EtqyDW8+D0Hxb+ai2VmRJxUVW7O7tBrBf7XRWqvKjyfJqX06DdU0oFOiRhawBxYcAisKYidswTiie7t27e3NjoNBsL3VNxmgYL/SAvBGOtgmefXIFScARHAIso0jGgnBCI+F1g+vc1Zv4IIG8HQU6ss0Rghtbc7LXXFxv7k0JM5ZyIDoyD5qDR7hZlmY0mxoQrV355ONjbGkjQ6iw/+VWb3tjeHqJ92iU9DhI6dr2ZZxnnuQQ8YGleu8t5vy0vv9va2ppOp0tLS6urq0tLSz6VJ4oir8O+dOlSzVPWnuQAqqrK83w0Gu3t7dWWjXw8PDj2KmHPaNYtjA9SrfNE7330Kt6ja/hBsvkDqZEH5bMn0r0njvsc5n2V1hsPzYdn1lt4zRnXCZ/D4dB/Uff3eAf1NE3Pnj1rjCmKIs9zn25KREz6wsUzt29vbW5uRtEFIijFSrF/RRE8zsv4hRkPPvAeAtapivXfe/cxpVSTi+nB4cuvvPnWtVvPf/q5je9+5+mt718trsHlB9Itgktf/6P/+nr/Yq/X80+UFyydmCo//8U85vZfG6ZpLp1UUbnf0tON733n7otvPnF5fflzn8XS8qEOUqcAQLs6yYroniaE95pXrVZrd3d3a2srTdPFxcX5h/kRfKTn31JB0ECDAINAB7Fu71cHzTBoXzn/2msv3fnWt9d+9UtVYxQ1mlGgs8KQ1u44kvl9aq5FUcRx7O1yved9bQP8eI4/3Dvo0wAaaeNoUkzLcV4cXLx4MY6UM86WU3E2DjbpYIJh+fJP71z93X8zvfzpTKKeVW0omMolnAMKTHAq1AQL5wAOwwhCcKxAsKAgsEAQhsuLS2VWQODEsVYQcU4UU0Cf4POMfjTv8bvMgUiQxK12K04SCwmD8JGaQyKWFUbj0cH+IAyi5eUVpbWIi5IkjIM8mxyNxlEYJzEFOmDNJAKyEMPKMFOZ7+9svbq7c9hsd5qtpTDtBY0uVBOR041JVZVcxWwZxMQapMUKrCJFRLAOIvj7tkK2HvVCSBzBMTnFFhCIs8Zg79Zo5xbHbaXYERthQ8o4xEr1eku21RmOisneYXt9bWWpH8UMVS5dWO+eFa2bKug6Ct+/IuatE2tIWpcFvHNZWZZ37tzZ29ubTCaNRuPKlSsLCwtRFHmrRa/MG4/Hi4uLaZp6FwK/Ftehx8zcaDS8Stj/jR/eHNQPY8xgMPB6Pq8k9jiyjjsKjgcekBmcuHjNb+Hz8csP4tcPqYWof6BvwXmQhJ4npea/3QP6PM89IvG2GB7Kz1+NGjrXH7a2dveWGh7OOud8zpC/Qb5XtarsyspyVZXj8WhpadE5KyJOrDUVhJUK5oOUH49POgFcP5b+sakdT/2UrFugfH1gt9z/93/5Z8bFQ+V6dnqj3LuaZHBjjA23bNnWONNZX1yvHVrmFeTzSQEnvpl5vx02KLUboUqpwtbdo5+8+uSnnut86jm72LPcCC2Pwln2GoMUiAEFhA6hzHlHBidP5+Xl5d3d3e3t7V6vV5PQjz7a03AEgiY4wCEBLwYLTgpZW1p58uKP/vKbnyW38tu/b0YHOk5hXRg1S+NYfwDWiePYGJNl2d27d5VSV65c8ekY9Y2rPcIfj59zOOdYUbvbbXSYtD4YHN3c2Lh04ayYQktBrpI3f/jX33qhal/qfvF3Vz/1leG0bEdMKgc5EBNSC8rBDFEIFESxsBARQZjmfEeddZHixW5n587d3YO9mxsbp8+e7i/3WViB+dFL3v3Es7817WesTVrN0Xh8+9athaXFtNF6yPE4H2Sw9QHiB2AymezvHYRhtLKyplg7EYZWmohDpQIznVhbTsdFqHWaxMwCIZKKYG1Z3dp4fXtnY231wrkzT0/GiMOeituAQmCDdjge7EnukkbCKgAEjoTAmmZduPJxqD8IFUMgQmRZrKtKFkuK4YzkuaCI2Y6L3JlSK2WgCIoJxiFUgdJBLz3bWDh99/b+rbvlynIvTlphyprIQRvRzkHPwbITfJGPi2XOOU/cennfcDjc398/OjrKsmxxcfHq1av9ft9vdR4CGmM8LO71egsLCz7kog68qXcvn9Je05/T6bQ26jpR/FAUhTEmz/OyLKuqyrJsPv2y0Wi0Wq060ZqZfdWv5oPrIOV53/j7rM5/HuRRS5mPGyG55m6ttZ7q9nH2HvLWoNbT4R68aq29nLFmi73X+n2V3DrwwoNm7/SUZVmz2azd4611QaCyLC+KPM+nN25cC8MwioN2u726ulqHEj1mf39hqKkajD6YdbK3t3d0dHTz5s21tbWnn36amRf02tnFM8rwyNgOa3HEYRd5Fxhw3KPOgg1C/1zhAY1QXaZ4r4rHPQkItuxEMskPlbM//tNvLZ1/pvP8F9FMJ0prcCwoZw0Pnsg6zgqiD/68VVU1Gg1jzHg89uWm9zq7Pmqjgwpg0YoUw0JbNElNSzsp8+7Fs6duX/zBj3/whWefWz11RrJRnLbFueDdzqr3/Gi+GaMsy7Isz507V2PfR5kU/4QOVgriwjASYgt02u3NjRtHg+byQhPWXn/lxfxPvnH1d//TxvO/UYTLo0OsNELkJRqmUM4hjJ3SAqcAkEBZwALqOBzWr/Uk0IBiaCBQyIvRD//j3wxGw5Jdb2VZE5NAVfjE2v4+gqlv96oYVRRYa4w1rFSapPBdZqh5BhA+gCH7wBfEvdXn+a/nmn5mfmLWegOHWVTleDjd3j1I4nR19ZTyQTkCEJwRYkeiF1pxWWTldGrzUVFIGKogDAi2KvL97TsmL5968vlO9xRTWwd0MKyWEiXGkrbQlpt0uHeo4yAKlIhg9qSyg0BoJiCWh3bNjy8FnDjf7gaCRg5n4ayzxpjy6HDf5NN8OhFTWVupye7+7Zu6u7I4HqatZUcFcwIh56RyVhMqZeMwXVs7Mx3mR0fDw6OyshNLLo4bnYWlRpLOQ8AHNQDOyXA49KYNVVXhOFVkOp0y8+rqar/fb7VaHlnWQKooisPDQ2PMqVOn/Ibky6b3IS2fUI+5nEwvkMADCuP6QkVRFARBHajjAaunin1mZlmWnkad7yermdQHxb73kbJ1RKe/GjXJWo9aVuHf2HQ69Yjc/6sny+ft9uZNLTx3m6Zpu932eNf/q3/FeRR+IsE8L3CsNcS+Jb+qqsFg4MvcXnJdYyBjTBDoK1cuHx4Ozpw5rTQXRX5wcLC1tdVbWEySZi3FrsXHj767y+Nx4hpyog4+z/ONjY0333xzZ2fH/zEMwzzPAezfOTqbrLRIokbaWlv8tgurqnmwyz3ubR7Yo7ZyOoW1tWb0QWnBiVhqPnRwNunUMASHSmU7o2u3d5/41d9E0LAUh0g96RvPerkAEoDFZ7BRHQB0Mg/iH34/8a21WZbVuWiPfjVDGQPFBVFJnChoA3JoUIxmB4E8/5u/HqTBrddeXj13lrQSMUVuo7Q5p0JjH4dxIm/l44L9jb6vvfgRT636ZA1bVRywdVI5EZFms2mqAkim+zs//tu/eWLtif75p3JrgipbaKTILRQqRAbkQEIIZYb/HODm2uZq2U8degIxSajanebh5Aihykzu65UwBPoEc/mP+lsnYg70qTNntm7dPtjfX1zs13dJ6GFQwHSPgYvAOXfcNkFMhDpA3K+8frOvKhcEwWg0OtgfpHFrqdfXpETAQFG6ULNSCsRiKox2wigKu5EdZYPd3UE2DgM9GY+uX3tncXHx2S/9GgdNUAqXKE0cZEVp44ZyVDpUOiaLIi9HUcIgEgGDQEwiwjXufziqcxE5dj3z12FWAaficG9/Z29nd2/77u7dO5cunV/q9ZYXukkSm6o8umtaV5Kp6MPBQbwwViErDkCKmAEWQcAQZzSCXqe10ExJGWOnOg529wav/vSn0yyf3798Md3zlH5H0TpcWVlpNBqDwWAwGPhb0Gw2T58+3e/3kyTx7GMcx8x8/fr1V199NUmSJElardba2pqXDM7DuBM1uA82n70XRXFfv5rf4+c7xt4LO9ZI8b7cdgDzCfV5ns+rDsbjsXPOXw2Pqn0RuUYDly5d8k17tS1ULUUgIh/JVud5PqibvA9lvn/nXI0nPHS21l67ds03Dvpd3x8MPCV8XHf2Bw8n4hYWFogFQBJHQaC3tra+853vTKfF6urq2bNnT5065WeWJ5K9gPjx9vaJg784DvnzMRCbm5tbW1v+qRaRJEkWFhaUUrdv39ZaF921UwudjraIuJDyC//yPyt+8jevjg7PtNLp1SeWnv3MzUbzAlEt+a1F/zXOfn+9u58y1loJNrvjCCO78VcvtM9cCS5cHUcpCcXGV+NA9aMuBHIEknfxQK1+OPmFnHPtdttnz/qF6EEm5VEcuUOIIpQjQAhtC+R+vbYSB7S8cPVLn/v2f/j25OaNxpnzZKsoTN8lgd4HVSt1eHg4HA77/f59uUKPizwPHx0xg8gaG4Z69/AgTaJepwVn3/zp3y22U/3F36u6a3ExQbWHKLSNxhhJAB0ICLBkSEQXDJDvzxcSIQgsw858qyDiYhJ4zlEpJs2V2KPpxMI6x8oI1GPt79/bcNaKGDgZHh21nDNto7WamScROeChXPtaR8DEcmwMYP25x1ki0poJJCJ5Nmal8mx6985hURQL3cWFXl8pJgGcgBBFBBiIhVTEAk2SHeV7oyzPRKogoOHwiEh97ld+vdXpAU1BG1YDOoioRa1JNooaDYEAErDuLjSybBTmHEWRsU4pTUIA88x/Rh4W/K2XcmJhYgfna/p3b1wjYGlp6eyZM1WeR3GUNhpKazAHREvNblVM9t54sxgMkt07/TOxWAdExJGwslbYCUGIHVyZTYdxU6vAFpPJcLB3dn29v7rGasZBevkpjgUPHrQ5B631wcGBtfbSpUu+rbvOFfMRUHEc7+7u7u/vJ0ny1a9+taZO76u9PsTSxHst5Q/+Tf0e6k4gPJByOb9/e23xfO8O7q0pzxcl6uvgMUHt41ajbS+9mEftH4lVve/AUFttTKfT6XRqrT116pS/UzWRXKOT4xeSuV+dOFhn/CHn9On1pcVlQIlIlmVvvfWWUmptba3RaIhIFEWPEfA/2JILsLGgaqSMATpG8ShAMMt9sAF2A6wWyCIMYBRcBzZ2zJWAGTqkkl7+5o/2dm6NzVFpnCNuNjtxq7m0usqaVpeX1lYXFYHZMRILjKwLAyZRX/4nn8MzT3xXgvFi//l//gdZmkyACqwFSghwkApiiRxAoIAAgYadQBhOAaHTGDFKIoNpC+P8tVfe/pM/K3b3s8U8SNqHk2L53JNf/Z2vK9KhsSAFLsH+Eyf3P/wf5YpFUdTr9QaDQd179+gTwGWzxUDT5zcLEDmE/oTRstQ2gXHr6xcuXH/hj//DV/6Lf5stLtxmXiFqVwBjoiRGpaYFGifsPr7LIk3T+/TZj0HwQz5wQrFWEBeFAlSjo71Orx8129ZkDQ2H6slVgQzQXSmLKAi5mKATAixgcewqb4w2J+am2eGG7wEVLNY5Jiam3Z3DlmpOJpOmUaEBK8qpiMNP8Cr9qMNfVgoiDu7JZ5453NvTAjghFiFyfw/WZ2VV+jKxqnvKyIkIxDqRsizzPL97925RFGtra2fPniYQxMCJeNUmsVQZKQcYcYUxxXR3pyiyLMuKKneQIEjWz19Jl06hcs4wgiZxKGAiEkDIiBjAsTAoYoRhK5pOx1k2ZiZmTXIsW5+x3yQPdSXxmRdOnL8IzHz5qWdYBzO3R8BmmYpTEMF/3kZTaLBy7tL4cH9va6PbToOkBU6hGcTMDGF/poBYY8fTcTk4GjRarbNnzxkbkrxLnXrtqScpawuCMIycc0tLS+PxeG9vr9lshmFojKkr7Hmee7Mzn/bkv/1h1ddOXKY98XniIv4+Pek1dsScpuLBGJR5qPr+H6S2Hpt/ofdC/B9yv/nA/1YUhafblVJec4K5hqR5Cce7S/RcjaWqqiDQTDzNxtevX3eWzp271G63Aaytre3t7W1sbNTGHY+x7z/ctgrAr7qo4CyUI+cCsQp66mwAB4JjlDYJtXFZBH14805uqt6Ztco5CrWsxHe2xmmj0Uwbnd5ib2m5u9DrdFqAhFoFSom1M+92RuA3YHFgBWZoNRgNASqKKoraWsDwmgQ5dpllBxZSFuxAcRWAyDFZGEucQBJxKPMwz77/o+8/+U+eOX3p0mRysLO5w1Fj7anPqN4aHAkFIJaZdfzPKLWZP/IZY/xR8JNB/Z6A7wlEECczPaESoUYrmQz3kQ2o1EtJj6zFsSjUQik+Afvmed5qte7evbu9ve3TSeZtcB46H/GPm/sFvHmOCIiWlpZ2Dw53trdPL/c6i/03fvLCpb2dzpmrkuUqjKe5pCk5C48daLajf6h7wcxFUQwGA99OEwSB99T3vc6f6Ev4yLO/4kQcRODcwf6+q2RhaREiIhABHsJcuqc1XmufTlwVJjfWOOdMmZfFrCO+KAvFarm/2Gq1QCRiRCxjppQVWOcsqKxMVmbD8Wh/PBmacaC0ipN4aXml0eroKFFBw1llOKQohDiGczDOiLU2y/I4iUhYJCAKQCR0lMSpqUyZlWHApMDERBpQcASR+27gQ8kOqJmWp/8pAAAgAElEQVRCpZSVBqCtOGuFVSBhbKGMcUysFTuxSLmhw+FgT4rJ4NY77W4/6q0RQmHtmJljZxzE20JUe4fblakaqgutmSOllYibp0hro986xNjPsSAIiqLwqt84jieTyZ07dzqdzmg0CsOw1+u1Wq2aPJ7Hlx9S1fBROfKqqryU9v1/eK1VwLEV6H3bwIO9bvOY2It67+OS6568un9u/tUfVCy8DxH1Ia9GfSDx0QM+aMDv9w+qQe6lqOdBsERhWJkqr6bW2rW1Na2iJEm8pFtEvGvH9vb2cDiseeXHe9w/wJLroAQwWjQJlFUIusiAAhjt3cqzYXy+j6oPbSgQTO316zff/slPHdxvX/4XBdy+OUoudFft5d7CWq+70Ou0Qh1o5zRpBvHMR1HDABokwkwCUQSweufV16Zl9YWvfAlCadQ5EtOCqdWIArLQHvWaY8FibLQNuNRSwSgzjfMCewdot978sz8jqU7/5hcA1yhOX3gqAkJYDY6cjhxB3m1t/xlbd/zM8gJ3vyA8aNT4CGMnd0z1zeFhv1z4vg9GmkbWTKbXXkmXPwu4AG0g8ZYADnrWJ3Xv8DGQXnMSBIFfwebN3R+Ph30fxYtS2p1uq7t0Z3v7YHB07sz55sLSd//dn37l95ut5YsEAxUUAs1gdl7io8Ef5n7UO7K3ePdeSRcuXPAPv5e6fXIX6kee/SWe5kWgAih19sxZgsK7vXH00OfT4eHhwcGBD5ef9fFUuYg0Go1Ou83cNsakaRpEAURMWcJVTipTlWVZZNmkLKalmRwNtifTgyBEu908tf58EKooTXQUQ4dONChyHIICIeST3JmpR0XM7MTGcZuIxYIZzoIDbrfa49Eky4psWsZh2my2IQpQx+K0h3kN5hXAMwswFU5NRaQCHRnAMYhAWjmgBCx0wBHJpLfQ66f8xis/PWzunnsiihZbIFEKeWGTKAZcNp7c3t46e64/Go8oUMSB4oDZYW5xrPur5gS1DKAsy8lk4s13t7a2PAH52muvhWH46U9/ut/v1x4OXpn6gaZIP8/18R1m3urhPvh7Ivs7r1M80RsVJ4kTjg9jGvc2uXvBQ93rVl+u+TC8+c6z+X36o6L/+yJCfKedd4gry9IXB05Mkpv7LPeA+2k2TZN0NDq6du3aysrK+qklIj2v9Oh0OmmaXr9+fWNj44knnni8t/2DsUoECBSUAirBKDMv3n777v6Wef0dHh4tXjndX/ul5lOXK2MODwY//sGP7OG4sdAejUdZQnfu3tZwq2dO9/qnG0EcAwpWA0qsWAenoZXXbZGAIAwqUYQQTPPbr792+sK59tWrTmmBDoiBHFAC5cAW2gsS7Zwgt0rZAgZWwcS2Qpmj13W3br7y4t899VtfBGhoqzYvwhHCyJIurNb64Sya812b3kL7k3WTPQjGPAgmgnhOkEnQXV2/ePXKT1964bnLa2XSiNsaFACafDToe5huei9wb4yTJMl9wq3H7O/DLNN4IaQIQCA2wGJ/Zb8sVMq//ju/+/1v/umNn774S791CSIcwDowHXOGwvQeVYAHtzDMGY+Ox+M0Tb2dc52f+osJf+8zKMXJqbAVEURCr58lAmhCyOAINoGNslhpSCAlpIAArIVCB83AcWS0PpGRmjUGCaVJyzkLsgbltbfeXF1f7y4sMYdZWQVBVFLuo9QYTMQkTMRinQiI2MGhlhwxnDNKMeB8PrB1hixn2eRoOMimI2crRayV6sYhIQh1HASRJEcGsMyjqoDiMp/qGLrKTDY8vL1xsHdLaWstOwTMMThqtrut5StBHIZRGMYhJRdmTB4AAyKyABMp2KqsTJEHQZzEIR13eDAzIKwhADGsi4io2UniRllWeVFke+NNpRDoIIpDrRRRQ2aB7MojHAgRq+PnWuoQ47rEdd89BkBSZ1sw4BULYApAUGIjDgHAmdndmd86LIkljntFq9rOTO/pzxej4cbt293DUae9EC304yQsp9XW5iGr6OzZz7CedheSo4P9TrLAlhEosIMLjrkHKO2cK4hDa0GimAaOgv3heFAUyIqj0csLaRwy3d25K9BPPP3L/f6iv7keKd43D3/updYTTO8G3RMqiAS6yMeDuBFZBF6C4ktJBCKGcxXIAULkkB2ORuMwSpJmx0uuAAXW5K/z8eGFjl+ilhbPNhIDTSD2EScCWLgKrlJkmcg5q1TEzE6c74YTsbOmzQesyH+2S1Ez6PUGP0uRnfOPmzfuvU8ubIUhcCIkACQMwunoSAr75IWraZLCimM3X0H2GPrKlStvvPHG3t5er9fDvVrnx1vex8H+0swCVxkYU91+6/qdO9dfu/OWmR6evzvqDbPpm2/8RfqDz/7+19e/9HlTjMbFdHW532y3727u6YXkdGNpIUk4bBQckhiCCSHkSpOXOohBBKugAQ04C3YOIqYisZsvvRTF8dO/9hVouDCuHCKOgNL77hgoB5jZpi8MxxCIHZMCbFKVMRxGR9XB7o3XXtvfuXPxS5+7+iu/kU/KZmMlpwSiFCKrmNW7ZzL6UADgg/dHa21RFJ4Jqx0qHnVe6f6Frj4qgwEtcELSWnvy17/213/2J9dfffXpL38JXAIloNiLUfjkS9dut4Mg2NzcvHPnztmzZ0Vk3hP9Mfx9iPB31otI5C+uMYaUUkEEWCTpc1ee+NtX30KVS5IWpoyC0MJpHEt+js2dPswxj5lPnz7tjfYnk8m1a9cuX77sAfEn69T3s7C/3tw0SRKvOKwrsPMNLs7jIgIQEsCsiaIZ2hKa6alJADU39eQDCVwiHFNkFEXx+vrpVqfLQVhVNlCqKPMkViCGzG7qsd8kmAkEBjtxRVEAiCJv1++skyzP/HjrzVcXFrpLS4sLvbZWsNYqDhppSweN4+pQawZLWAgyGmN6tN/otbduXNvevHXx4rlGu6V0FIQp6RQqRhTNwtThAHHyfkEGQRDEcay1rhuGHlg3/RNKWodKqySJjTGT6XCa5dNsysy9hZiZCUpgIUSkiH2bCM3Q8H2BhPevPtXxDvCunvgjbAoKxy+jgqjR7jTS/lo1GR3t7N18+40rV5yoPirbbka9pVVoa5wdjQ7DOCFmWKl5pnd/HpPiQEScNYoZpJj18tJqa2GFABQTKiaKaGvrzvrqyulT/Q+0bX7IC44T0jSLK2N/lvbbMQAmglgrzgWBsq7Msml2MBCRvDDOUdruku+OFOvEzUDqLPj3vus9+0OgvOoHvuOHyYGEmb0PHRON88zXGbUOoyiK4+Rh8kNz4SDMHARBnud5ntfrQB0C8l67mrjjQxUzEaqyfPvtd2xln3rmGY4jZ+REOw5jTL/fv379eqPR8E4gPtvvMfz9eIaB0cxK2Eyyw72d1/7qL2I7WsVo7/WX3/q/vvlL1IbIZj/Ot6/962f+pyfO9c2XPpMNy1NnLixfWANBChuNptKiOCwZFmJQZdPtuzc3NlZOnVk4cxlKV8IGSOAAETiQIMvefvmlT33uMwg1giAXCVUwGpukGQuU9QJgQPtfXaUlhzMQI2EYwETG4uDg9ve++83vf2ftyUu/9NXfWLv0TFlyrJo4KqUTVmJJbEBMgHUS8mzJ43vB388Af2uvt3lzwEffzfqB9cbNfhfy+aLOubHrtE63vvxHq9/43//npz//eWiDQMCi/He/R+ABM3vjcGvt1tbWwsJCzR0+ljM91PUZ4iDiiP0aSkGgp0W1tNQrd69hPPiL//AXz33512AqEltWFTTCmVvAR3gsPSYpy9Jr3nyj83A4jKJIRHzI3y8y/PUBp9Pp1DeSz+92zjl/gJgpsMkX5FkQzbp1FbzLhkAD/tDIvtWA3q1ffcAS408fgCNWzVb79ddfv3j5qg5jrTUrJdY7QMCLEx0ZJlKKRaQqSuesUqQVicPoaDidTg8PD+M4LsvSOWm3288//ywBxpmyzPPSBDoM4xiahZwQRCAuIDiiimwJlK1moAq38darg8H+uYsXls5fgopAGhQ6aBEFx8TKwTkRJlYn9SHVtIFPCkjTtO7iv//hIy1wMkNXBHCgVae1aBpVnmdVWR7uHwRBEEVREIRESqwlpZ11zIpZOfcBQFbuAbvHrZ/HUjsAROp974515DTrZrvXaLSrfLJ183ozpJVTq66cvPPOK/lme3nlfP/M5aoYwoEDKSvbTBsgLYqPX00wo5/F2YrYAqSUFoeqslDOsmVmdhBxzpYqDNJYp922YvcxkyzEDHFuZlJBTGZGlpMADiIQaIapiul0NJ2OG0mTma1zpTHl4KDRbLIKlAKBnRgR5tkEnD91zF18hnMWcMzkH8Yym45GR4Bjn6GlIqWUx75hGMEfNR+22UWdnhUEgU8G8eqUD6RziMAEEXLOOVtNJpPLl6+wUqGOXGkxt5L4hcV75htjms1mo9HY399fX1+v0zEeb3gf27Cwitz+9p0ffu9bnXzcHO+stCQ9OmiF0creCE6TrlaNw3iUTyYs+YUr59r95YogQKIVkhaZgqZ7aDZgcuSTl370/Wle9FdWwA7KMtgJYMmRjIpxN4oBuEmuRBAFOawoJUAr1EZQWVF6BlVZRImBySAFnEE5bXKC8Rij6cYPf3R989o/+5d/uPzUE9MknUCHqoFcgwKDTM1CjJ0CB1zTXhb3Vf8/4vnQP5Zev765uTkajS5evOgV//MRGI8idThnVCfOd00oiJhiyqyYmYmrKDEkmgsVxBhOkSzCt14DLCBUoBNU01prb0a5vb3dbre3trYuXLhQ+8N4kXSt2no8134O8tdDqpkBs5AQyBjDYXz75o2//au/uHzu/NlnPoVGSwTNtGnfFU1+xHLQscLNGHPx4sXBYNDv9yeTiWfujDGf3Bg//SHnOY69rP1uVNcyrMzmEIFIHMgQnAX59glHCB28nlRIybGDAH0E4e7xMVpIBKz0hQsXmZkJVTG1DjpoeG4JIhZOEY3Hw8l0LKay1pZlNh6NxuMxETcajThOL1+6GETp4d7e1tbWZHgURc04CRtJ2mw2iIhYKdaAEkAUM5SRgElYLMTCFZiMlOT7O1udTnflwnmoBlRDhARKoEDagYng/MpKUCd5g9c9TMxcVaaqKq+ROkkeqiC+wcgzIH4LsFpxqxFTg6piMplMjw4PtdZJnKaNJkisqaCc4vcuUNXv5N2Xo2MWk+b5AX7f3F0iIU3GObHMLgijhbNXG256sPnWi++887pie/6Zz/ZXOy4/CnTktCrKXEBR2nZgpfSMHpybaMxOXFmWhlVDKWWdtkYsiw5IK+hYm4qGe3eUVK00ILGCj5VOoGPLC2a2pgojz/GrWVIUEcFNp5PpdMSK2q1WmqRgBpEz1Wg02t/f00GQpGmcxFr5g428e8YQVd+V4ztgiCwgzMraqijyyWRsTNlopD6hg3RDsRJ42+B58p4f4keuEao/N04mk9rl9/1bucUKNBF5F2nzwgsvXLl8+dzZ8yCGE3nAktmvpH5qnD17dnNz03faPQ7C+HiHq2wWUliWh0+cX9l86a/V3euaJ93Xrl+ajNLChnohHrjq9c3xn3/rNZcfRI0LZ08J5wXiCgBzkwj5BNpN33ltPB5Njg5GBwe/+vWvR0t9J4V1sByBFITESRilFk5V5omz5+6+9Wb32UtWRwZIBVQhV9CaxCIQxyywJaR044Eb7TPZ7du3tv7uVRUGNuIqDi5+7cu9Tz1bWjC32DUBVSkIQwMkosgpEZ7Jt+Y8fcn9bPaR884nAHxVZH9/f3l5GTOfk0e3LkzEgMycLpngHGwpzupAoSoABeuquDMSNIEnnnjqxf/47ef+1X/pWBuQFrBz4BPyvur4yX6/n6Zpo9EYDoc3btzwJZ2lpSVPn/nD84l5fo/HR4TA9XYt48m0ncRiiigKqslw5fOfR3sRFFghnoUbuzly5SPofvxd895KX/jCF2oV3Hz7xy8m/PXbHoDJZFIUhY8xrBu9HSkhUqiUlCS5ciVcpUFCgSASBBAiCoDIzrhhBALAHUOfD9jV+N2sNRAzKVWOJ7euv3nx0qUwjIKQLaQqXVHk0+moyCfWlVWVK5JmM03ioN2J+r1WZaooTMI4UcQCV2ZjRVhfW2222qKc0hoztRaB4MAE5Zw4IkcwblbVhq1gc2Sj3ZvXNbul5T5UKFDOknM008+y7yeeNcd6Xvy9Sma+SOTc1J+V3+PgJbPCBmnfgi9wBA0nVpxzVrHutDs+FKHIs7LItQ6yLE+SpNluEwnBvE/V696ZRO8/wfDAmcWSBSxRQEozM6y1VaXC5PSTT0cNdbh7+2h/Z+3MGZW2wYpgs+lU61hRZBwzeeNs3wHjX8mIK50p7t6541x46tT5IIk1KQs21hVVVuVHdnJ4986tbncxiQNIBfp4q2kiAIIoDIIgy7I4jiEE+HM1G2OzLDemTOI4SmKtlXWKrI/qC9qdbhTHRVVk+SQvJnEcRVGsOAARxFJNA89AsL8XBrAEWGum00meZ0Gge71Vv3UxwTgRiHMykxnwz6lmPHmDx7H5g18Bi6IQEZ/nNN/b9yAT7CGrs7Yoiul08rnPfS5NUyFYYwlMJMT3mEX4gppfbcMw9I7Oa2trfrV9XDn9eIYCRyqG0KWr5/Uz537y198INvYWgmokYsclguTtaqJNIz/MZWdgOAu6VdqOnDssVWIASwmSCGVuXnrhR3/7typJqyA8d+XpqNmD5dIhCEKBFXGg1DHlyDVArJfS5u7WHZBMYQiiBDCwgKvQ0GLHhwwLKcvt2z/6m+++9sorkVb9fv+3v/w76DaxkMpikiM1iLTm0CZwyhKmESpCS2ZKo2PV45zojuhnPivWLZ7NZtOzm2VZ7u7uLiwsfBIObDMRF4PEGZNNymzSSCKUpZtMWXE5HMYXPhuFuRvvdLVsbW4iy4uIDKAqwIkE1YOrb70UxHHsy8Va68FgoJTyTsA+FaVu0n0MfH/2Q+rxWs8zDR4WGvFwNGwnQbazGaI6MGppWkaNUEEzICA1x21Zwod89L3+wRP2xhgR2dra6na7noLxdP4vFPyt83UAeJFfEAT9fv/u3bvT6bTRaDQajdm2R2QEmiqyA7N3HZM9rRwAYk0cghQWnwBiipYctJWZYIXEggWkBAr35gzPu1/5r0VmPTHWijjjQKdOnVKKdaCKyeT23Z2yLAS2kYatVqO3uD4ZDYbDwUKvHcWxK4tiOp2MM1tVRT6tSqeUJuIwiJppUwUaKhDnk968lFkxyDrnnCUia40OAlNmSlvAFvu7YqZlYdK0GTe6cDQej/JibIwNw6jZakdJak1FrBUpfcyavReqICKl2Fd7vXtIvcfPGSXOY1Y6bmnyjQeedswBhCoIoyRtoZhOJ5NJnudFkVVVkTRSFQTzblnetLX2zBKKj+EL8bGM13PAs8WR7nkf/pwgzs26kTyz55w4EUBBKdJQIYKk2e6MjvbssNy5eb1/9rzudsXwZDxud5cFgSIWiNQCOXEQh3ICbbLJ0d7u9pkzl8NIg1RhxUJY3Oho0FRlIw5aadDrtaNIg0WcnAjXHm6VcPZk+iqHUiySpulkaqbTiXNiDawVZwmgMIw63QUVBoCFrZSKZ/eLHMBx0oyTxDqTZZPJZDKZjJvNtlIK4DCInSOmgBnOkZdx59kojmPn3MHBgTGm1WqnaWOeL1FKAcRMc10MtcfQw7kY8+IEvw56OlZEDg4OFhcX/X7mA+3q/cxzA4qUKcsg5IODg/F4dGzmwEoTQT1IP9Rdxp4f6na7165d6/V6Xhz/GP5+TFuCYxJVTXNup+L2D47uPN3mo63b0tCbCUYK49PnhsP48lc+1/qjf31p862ffuevbn7jj1euXmn0Fxpx4qKmLfXo1hs//uF3+6dOP/lrXwuCljS6lgMKAi1ggbOlFgsLF6pCkJKCtW+89Mrpzz0BpWYBxBawYNiAjM3HOjHIxtdffOH6G2/0107/5//tf89QnLYQNaAIUeAQGCF2HHHk7QuIJSTfbRrMzth1a6nMmoT9zPyZd+86sN0n8gyHQy+EiKLI+zA+uuBJIAJmBThrinw6+vY3/zyGjZw52Npa7/c/9aUvtvI92H3G7u0Xv1Pdue7291znnPFpS44dTp6QD56ErbXNZtMfbv0G5C9OvaQ8nnQ/G/XrBMe9I0Ji8zJrN2IpJ2+/+pPf/sP/ZC84neuEnRIiDcxcAAQgOBaDuv/6g3dAD3DjOM6ybDAYfPvb315aWvrsZz/r2xx/cdjf+Wex9vXM89xHuYRhWJalN/brdrvs92pXkD0Y3Xph8+W/irI9VU6194BQ5Jh6z/xeeuEZsIJaYKXF+q5RgUCIah/teq+tvU7dDGORUrqy1nm1kI6Ip5u3tqoi67aaQaAajbXFpYU4DgJNzGLKIkkTU01HR4fTCZuqIkGz3U6aLSa2pSFiYu074wTGVIpZEZE42MpVVZ5l00YzCaPQlHkcBsZkCoWUWTke7B8Op9NhmHaitD2aFFMzjoJWtxkba4qyNMU4UE7pUEwFUqxCyLy64D2PVlVV+Y6iD73BzwEHmf8WidJGEMWNRsMYI0CR52YynPdkjZPEWRCx1opZgSE+5sKJOQ57ZmIiJsyCNWY3y8PhY956lovnSm/QICRibeWsOGsmY5YpVKN/+oq6tXXnzp243WwFPBpXadIMdArRIg5wzCz++AhmFrAzxeT2rWsLneZSvyfOCFgTK4YYq8hqTZTEWvFofBQvrXrJ2sfLmMCWJSsJwjBFunXnVhw10rQVxTFBE2utNCue2Xao0M2e7uOSk3MgUhwkSSsK47LIssloMp4qFfR6SzqIiJwgIChAxFZJkhRZNh6PNXOzuxCG0ey0j3s7FE9oWPx74VTmN7baY27efnhe105EzlZwZm/7sNVsLC0tzpUT+MO8yzAMu93uYDBot9sf/x55X1QV/tE0rWthVAAFJWyejQ+LocQuXgj1ctA+/9zk3POX/tW/4fXPoq2sLpZXk6/F/OM//ffX/uqb3G1wu7V85sL5tYu3brxz6dPPnPvCV4B0nHGgG7nTEaEqbKoooAhwEFiBpljgwGplsWeGR0U1RtCaVT4YAechWSmHyCa7b7628fZPv/xrvx6evlJmEi6sFYYOVB6QalOqLLW8MUQIpyDkFMoIZQQn6D7QgQFfF/Pi358N/s7XPfzCmCRJFEXXrl1rtVr9fv+Rxk7iq4oARBE1k/Dr//z3N17423PLi4h/5cU//ca/+9/+l3/2B7+XXmq+/ef/d7h362waoMicF2N58pj4xFlTI1o/X7w8tAYS0+l0e3tba+0lf4uLi51O5zGU/ZnQ7z3GpwSXJNHkaED5+PyVC+1ucwetI2OlsqHiQIMIcFRXWu1HZECqqvIOJ9evX8+ybGtrazgcdrvd2sz+F4T9nZ/Sk8kkyzKvWC+Kgoj6/f5gMJhMJkTUbrcVqkhNs+2X7770jWDv1UZ1GJWVgrJMRsGx23rRnaZB/PRvMaWl0yEBzkIchAVsAT23ZeJe61PnnAiyrBgcDkeTiXVOK9VIorX19YiRBIpZkPTEOSeG4MQ5kGNWcRybsnCVVRwS6bJ0050BANbcbLVYDAsrVkRM6t0ngeC0qiIu8qOBpEHciOEMl26aZTevv70/OFhZXVm98EzaaOsoFQOwBmmAAkJgy2wy3t/f6XYXgjCGQKwhVh/YhxQEgW+SxQPxtu+ihffDNMHcXBBnLXEQNcIIIuIgFjJLUPO/5VnmL6xzzv+mWEVxHCdJEIQ+345mHlsgEWF3/BGk1nJ44YWIFHlWFLkDO5nRK0GgkyQJVEPREpHYnJxWd7e3clf11/5/9t6sSbIjOxM757j7XWPNiFxrrwJQC9BAA40GiGZza5IaNUWjhjMaPuiBZjKbBz3ph+hZTzLJ9DBmI9nYSENyxNnEYQ+bTTa7m72i0WgAXagtszIrMzL2G3dz96MHj7gZtQAo1MZCo66VJRKZkbHc69f98+985/vOoWgT1cASMwNqQ5ZRKiXJcjI4uLX9wWS6b1ifOHkK0RqrJROTNLrUeUomlySKQX+WjNPx1GtvNLubaJ8oIjFaS6WsLbNZkmbTdmdVKd/3QiIfQAATkruh5iPKIiEs3E5cDASzNZaYBCoZeoTIFpVSZZlPpxMhBKLwfd/zA0Tq7+0TURCEQRgSKQsEjIzCZek5NL40MOi2QcKPBQO7Ieo2bJ1Op8rAq3x/l0Pg2FpBaKw2WRnHMQAwEAK5tEK81yS73FfgIoWyLHu21D3pdXUCqiZzKMO40Vxp9d99b3Ol0RtPVOyLF07Ti8/1qTawSR1UVGS1c6df++f/HEZDeO+nl69eu/nzd8e/uH5QZl//2ldBCZ2WtfZWylJKsABKCYEATFDMQHpzEAYAUq298sXvfOvfneyft+uR4jlBa3SaFtNQ6Os/+fE7P/xet9P1WnXwlOfFWamNimbo+QCegThbDH8LWoIB40NJtgRrQd6jy9ou/j3w6r2c7+1GrDOufuedd8bjsRBifX39qb3IuGiRZWtREEQRZLNTX3gJbAkAr3zlDVtm3/v3/+atr7+a9HZWV5qX3798mtkyW5wblhr+uG2DOznutEwmEyHEdDrt9/vD4XBtbU0pNRwOnYzq2Q334HcqLsNfyJLEl+pb3/6br756CRoRph6g8ANFFsCCzWGe04d3AouPW/IWpXghRK1W63a7V69e9Txvf3//4ODg5MmTznH/lwf+VjezC3mK43g2mzmz/dXVVSFEs9nUWo9GI2vtSoyQ7yfXfjzbfWdLDSI9iJUP7JUkc8klWZFd61/94dbWRex0rQ5IiMWWm9w1qPw+q1dPksQ1zxZFcevW3myWdNfWt44dj6KQEMGa2XR47RfvR7488/xZbQopBaFYSALUbDxKJsMg8OvtprXSqRocAgSA7e0bQpDnqyDwPc8DZa2xbC0BKEKlQK345XBo8gEofzbs71472Lm1v3bs5Fd+7dfAi4QI89IUpdJJz34AACAASURBVA28kCyUlg2AEKS8WDLrohiladsLSUijmSpz6Y9mmIQQvu8XRVFNGR8Nf3kJ5VQ/qprbGIBJCgZrrHEfllARCYdKUGtrbaPZmL+w1mVZlsVgOp0mk1EYhrVazfMCIQQgASBYWwFlJ8+w1o7HY2OMA+tCiGbcbNWaJAk86ZxpAQhBOOANQK3V48bk6SDVRhtt/SAAI8CCmCsewAJYZgIOQ6/TaTGP+8PDssxQCioArEYCtAZtgaYYH0xubX/ohUEU1zVbC3f2TDzuyVRKpYtsOh2VReb5ot5sMwMzzlU9DGiBCBHlInduPtkshVMzoQAX6WdmZW4kqXrcEJ4EhCxJsixLZ+PpZFAURT2qR7W6FwTWAFtGQgYBLADprh0R3XvIPAbsW32fJIkTPlZFm8r1yV2LaTK9uXPj1OlTUaPuigz3iczdq6Rpmud5u93+B3E9W47l+3x150gomoVSSuXk+5ve1/6nPw+/LaV84YUXXnzxxXarZbixUtia8EowyjsFpYBIFHWenvqVYwI3dj8Yf/vbg7d/CH4Lcim8Vl4QSlAAggGxZLCAyIEqLYQ0rZlDKJpp2B2/3o0PfgJ/+ifHfvfrvEEGckEyHH+YHA7/6m//XpN/4Y3fP3XuEvgxGN+C8ADAwHGYR8BAfDRCvDkvoJyB8ZEGbekaCnjYttnlMVnVPZRSL7/8cpZle3t7SZJsbW05f8CnrXpwFHtAvrUKAAoRqkDNc+xeOP386bcG3/3f3vsP35aDMr3YbH/l1cs//S/n1lvGjzMZgh/5Y4RowCRZRaVrFmfwEAWUiIyIFqRFImtfeeWV8Xg8GAza7fbJkyed+GE4HPq+32w2nymAH/QS5qLQwkQF+Tn2xeC9D/7fPw9LT6yfmW1+tTFO9Xivver51qLzgo/cDaDc4I/v70UqaOtG+5kzZ4bD4d7e3tramuODXWPGZ7Q1+R7ih+pedR/JGFOWpdOtF0XhjLoajYYzAS04S2/8qH/j/abMZTHyoeDCWOBCcAZUCBNRMupvX3//J2uvnPXiDhs792tmZxZ19LplWRZF4Uh1InJdoqurq43GWeH5AGQZjDECbL3e6HQ6qNNyMi4DKrWD0hbAzJLEsonjuhf6AAJRAAujjauzM9sTJ04Ya0qd51k6HE4LYkmuYg3SWqtThSaf9fdvXSuyifJEXXS+/Marwco6qqBgmVsE8iUJBrRgUQhAKkEbZlRBc2VtNB4OJrNarJTyjUH5seRCBSZcuu+9dlHLbZW0+MmR+IHxNm7YzlkTIiQABkNgBSAASZIeAdjCzHk3lJ4XepEJ46jU2mo9m05HwyGRECSEEC5Yt9JWICIDdLsd93sn/AVDwALIuF4WRrQgjLHIilAho801kFzpdPcHB7VG4ocA5igmgsG6i2LZkpTNzkq95eFl3e8dtNrHUARQGrDIVieTyc71azVl1jbXmseOI3sQd6ZFUVPhk7xbsiydTkYkuNluK0XWUeIoAAhQuFYvy4sMDzxSG1oEYtft6VAVMIDV1nGcJCVbBrB+GAaBr60pi3w0HLraKiCiIGSybjFfbN4t3r1+P4lVhIg8z4vj2FUzAcA54LjN0rL2VwLX4xozsy7MXGh4xFh8Igi+efNmHMcrKyv/IMJf93Fc3VYI4ZQen5OFdVku9fLLL29ubna73SzLDg4Otra2yrIUIiBkctouFEAkiIXwcsjqq2vx+QsHvX2IQpgVKFgqsjSPdMEl4koQEAiAEIQkBA/g+Uuvfedvv7H/7//tK3/8PwpDkPLPvvudn/38g/Nf+OLFL74h6yvgRYASSBAIy4w031g+DZfGnbHhcOiUbK6+72TxVYP80zyEFnP+nOoTQpz4wh+t+Zf+/D/+ye/83n+7EtLb//YbP/5f/vdUm8Ma2BXvN3/1q/XTb2FYt6YUQpjbduFcfWutrdVqrmO+urNcx8uFCxee/tPy1B6Wjac8KEAIqHn+j95+20d84bd+87n15wZl2du92V7vOE/Ve5pKPfBRr9f/8A//MM9z17CU5/lnV/4r77mjrb6urq72+/0wDFut1s2bN122TZ7n3W53ZWUlyzKNoxuTq3l266QqApMiZjlJTQqtqBuWJQtZYpqMbuybU9oSBJLA+AAAVlPBgsUoS8qyLLI0S5LxeHzlypVTp84mRf7FV09OZ0UcE7C1yAAWmUigNTDqD8K4/u2/+v6XX/uiSHedY6jnBaPpVKmg2ekGtWZpLJNnAACMZWucihREWWgppFQQIGullY+sM4QCPAtUAIfpYL8/GEnVOHbshUZ7ZTcJodViLyy0lsKXDuu4fwTE4CPMra/QgrJUg+HocFTO1ldXAQ2WdReRAMIVnGzF1AIAEbpwyKo1bXkjxTzXrN/HJn4+AzPDbWYIotIGL0g7j5ZYQmaIQIEbvX79yMTn7s3fMiV29IxEAMI5XKCdw1q5gOKAVjTORKCmk2s1b5IN9qF7gvMS46Yl1vOuFASSyMgQINUpSDaO6RtXPpjtX4k6q8AJZJzsDa5d2wvrnfXTL0fNNihPI1hg6cEdrW+fdg+qeeY+EQEBgAXrvp/rnUFYA5IAkW2ZZlk6nU6iWi0II6E8wyA4vA124l3WB8u7F+cs51QoyMw8K6YlaD+qoQgsC20MAghg5Dz0ZSqm/XRofWxA4NJhidScRXY0Oy9IZUJgLrUWQjAuU5X4OBZ4900URWjYIzHLMuNbQjZsyiL1pRIMEmD7ytVBoS9evEjk/JkZXSEClg1E7iTv5+ST1q4EtLW1VbXWaa2rMtGiKZaryb1aa10ac5VR54ZE5dcWBIFbCTzPcwUN19hRKZiLonCOFtbayWSitW632492/fhMwN8q39uFjyilpJQHBwdzWoSAkAiYEEEQMDAhg2SQjBLCGqrAdeeCcMHdrtru8v9wbgmNBq0AbLCUjOBbUGvn3vzD/+4//8n/Jf70X/XE2v6MT7bFr/3BP107fhq9GICAFJBy1Q9kJ159ii5Kv9/v9XpSSlfW73a7zhzwKS8gVH20i9AoJCIhBEcN21pPVG1iA7+z/vLv/bPZz3eKdHZ+M9zrX/3R333zWFY/+/KrCD6QZw1LQTjPInOzFFoAJcSijYeqevpwOKzVanmeSymftbQ+4HYFJQCCQGaNrD3EyXQKvg9+mM8ywXql3XYta4+2dcHtjjzPc+K0X3LjszAMq1nP9/3JZBKGoVsYlFJRuHL82Av7vQ+LwX5pfbClUD4yWigZCSWm2CjDevfU6WClXQRQFCyJi3RWpOkw1xNtFWKrUU/TdG9vr1mvv3jpQqn12edf0GURBHKeRsNHNCcRhmGo8/T8+fNhrRY1I9AahEiTNGII47ryfUCch8GiABDIhAwWXGiWATDWGhCoFDLnKA2DsTo3RdI/3B/2D+NoZXPrmAxqdh5laRmY0NnvfwLdJqWs1epZNhuMhrVaLNAiMINFi/NAyaWowWpEKqWEEJVVZKWefNLllE9dwuB7sXgMyM7gA5gYAFB4nj+bpTybobfiCF8UDgQxVU5EbMGaaKXdOKxd/vAX69OpFPZgvy9V9PyFS8prWCJtWEgQSMyWHrrML5xt+5F8iiq3Dpy3cTCzzWfJLJkQYaPRkJ4nhGTGh5k+eJHIp7VOkpnxyfMjJZW1hpABJVgjiJrNVhjGhMKyq13coZhll6PNxgKg9AQbhieJBhBJSkZIZykIsNYGfkAMOs/BcqvVUkCu0HmfFvfVmXGKIM/zXPSx53lOYeauTuWZ7zhmWBIqeJ43mUySJKnX6+7Z0jTNssyFc5ZlWZZlo9FwAMXJ7ivcrLX2PM/3faftyfNca+2qXi557nO0sgrhJiVYiLmHw2Gz2RRC9Hq9ra0t0HeZIKJj/DxECSrISwOzFIImIFkEmrssYRUwiUAICZgAyMsJLEBgwFLsn33hja++OXjv8m/+we+P1s40MQMhQfo6NyQ8EApQINDCwIxdSeFpOIwx4/G40WhsbGzAQsnmthBPeebZsjajgkqIiOqAkp2VPFGDzD8eZ0I1f/2CZbOf9y/WfqX33R/8/Ts/Onv+BfIloAWjhfBg7m4Ky6TLUkDsvKhy/fr18+fPu3PyTPzwoPUpsJZRMhkNZXZia+vvf/gjQATpjYd7F547BYvJ7dGeXjeXus1wEAQOBP/Swl/P81wdJ8sypdR0OhVCDIdDz/PW19elUq21S7B+YzjYKXgmhLTAGgAQStbM3PM7tHqm/cobE1MAg9HZzmEvGx9aQbX148dWVrzSWMvT6QQFIJlut5MkyUqnpotCkgsGwOVkXK2NH4bKk5ubm2meRoBAQpc6LwoviMJGg5ksMxI5T1QBc5yFAIiGsUQBKEqwpSly4QkgwLI82N+5euW6EPLUqbOdzpYgH1hRpDzuuQ48IaQxfB9TCYVBhAj9fg8RW3HsVnXgRegHu90xLTNebgp48kUEvKt79w42hT8eYuLcdeVIXjcPNDHzIDSUUWdVBXk6MTvTvXG/39xoA1hrDQlpQKPzH3IEERguc5RlGAZEeLC/L1TIFKxsHK+vHuMSklxrbSwZFIxEguTDAmBDd+9ljsKQQKOwbE1ezBhso9Ei5QHQXMT4QECz4tUQMQwj5ZPWlhmstYLI2pIIEKDIMmNto94WJBHmpqWLScwefWUNSKgEa73YhuBC0/jYVxS2Rkrp+36WZ2jZl561pS611frD998/e+Zsp9mGT+PuWd0Lbqfd6XR2dnastZ1Op3LrW1ZnLa+d7g8Hg4Exxvf96XTqGm6c86iL63RouN/vx3HsqrEOQLvl2fM8V92SUqZpOplMHBr+vCVuOMp8uQr013/914eHh2+++Wa9Xj9a7XhJULtkF8RAIEWS5VBo8NlqS371e7sMjBByYB8AStccaiEpVT1udE8dH3z/h9BZyZgjJuVH1rIMQgYxzbIwiBEQwfInhvo8cRBZWXrBwgMBPmu2Ict3a64S//ypV86cnly7ufbS6163Mxb+DKhUfgkFpV42nQJYMCUoI1w3x9KmyC6GU4X73WZ1Op36vu8Yn2fih4eBv4jICAQGGHSWjmeJmWVcaAIwSSKixuOAv77vDwaDK1euvP3221/+8pcvXbr02SWAPxn+EtHGxkae58PhsCiKTqcThqGr1yulgAlqJxpnvqxHt2Y71sAQbIoEKAHZlqyHtTPnXvwqyLryauNkfPPGjU7sbZzYlFG9kGHGoICY9Wg4zLOZCejmzhXfU++/88PV9bUojr2g5oIyaAHECJHZgrWTZJqls/ZqG3x/OpqA8oK4xkyGGdjO1QTG/UmVNaeBc2BtTV7kSV6ku5dvaq2N4SiKnzt/odHoKllj8JgCNmRzGwSR0U5meWef1bKSbXnxQATfC+O4kedFIRLpeaTUXOY6R5TzJn1naUxESZK4yCu33P6DTQc8FwDcQQx87C1oFsgeFjjYABpgA8iMEq2eTpJkkoVhdNDvRSsbSioXluZq+i4iBNkCaECTDPt7ezeb7dbGiVMyXJv0h0jKWgIhACHNCihKEsJzEyjJTzu53/bpqohgvMdihsAABtEKIawxxlqyds56oUB8cFQ0rzZKJQCUImYBKC1bIgmgnRmc8wN2FNLiT5xLiQG0c/aLSmBAkHmRFdrW4voR9n38RLB7hSAIirKYTqeBH4Sh5zLxNjY3ZeBXi58ziPj4sVRhX7vI1YvjWEpZxa07PWWVnuoe5hCtqzU7b3YXmKy1zrLMqQzdnzvOOAgCrbV7vFuDHa3rQLBSChGzLHPYd+5WweyMhz9vOLhy4SCiw8PDv/zLvzx58uRLL71kraW7Wi2ZgdH5AVhgVsqHehu8eOGXDQKXZ01n3qfd9toCCDDAQigCFUC3y2UBFr1aG+2sZAKSaWmFlF4Q23njpxtMFuBpoVQRsdVq7e3t7e7uttvtaqDeYeX+aK/ObWq0BXJ199rycF3uWL0f7DvvPbUtXwC3j+VC5kmu2k2tNUohOVN2FmDqSQFzfyFQkpjtnJSHI4Otqkrjzobbo548edLda04/+gzKPsClJyBtmAQAaj3qX//Zuy+/+ip1OyaIBJJo16r6w90bm4eEvzdv3rxx40ZRFO+///7Gxkar1ar2Np+tSfKT0YMQYjweM7NbfpzbkaszCiFsCWh96pxpnn1zOJ3NpjsSUmsLsCylUEq1z/9GsPkSqNbP33k/zewrFy9EgQIkRq8ERAApEYQSEla7TUmmyNJe70AIIUi3V84z2HmNfMG2aaMFCVJq9cRxPRlbrdPplInCIGQhtbVIgsgZTjEQomVAC2xAF8wFCs6m08PD3f39veFwcO65F+I4juoNJUMSntYCZYSo8gLYWj8k4sCQIXLrn/Ocwo/kQplcxAQzt5rtyWQynvRrtVogaswuue3OYFshRBiGDh9Mp9M7vFQf92D6RK73vsjgudQB53Ji1IBmAWm1kNTeOtGexYN+78qVG7PpoBlHQpAF54yBc8wMFrgcH9762bvf31zvHr90CQqbZVzvbgFJXWijbdyoh4wO2STTKQB0Og9nrun60SoPOKXmhkDzPh1ruCQA35dFkQ4Hg253DQkRCZAsu27AB8S+AMDWVTaIhGAQbNGYwtiSoJxOp0ohsnDjnshlATjUa49AMJcAMJtOR6OpH8YA9SfD+85PnpJu9QqDMEkmyXRqSrV/61b/oPfSy19QQpgFcF9W/n0if1at60qpWq1mjAmCIEmS8XgcRZETU1ZTrYO8iOjYXN/3nYyBiOr1ejXvOz2DWw/a7XaapqPRqCgKJ7FwC7BeHEmSOMLYod47VpFf+mMpc+dIZl2r1bTWvu8HQUBEt6Wjzx8M5JTrRQaDwyCKgAQAEZLzRZkTgku+fAwCF6lrTsTrIWaToXn/cm11C0pDIJg8ALQghBK8NLgJCNDiU8b+1ut1Y8yVK1e2t7dfeOEF52i7bIfyCAnau4FvVUV05eklOgY/BjTfY9uP6P4qozZIm9c6WZH5K+0kma7EtQJ0ZidAWZLcCqIY2BmAAqJka5nNYqMO1sJklhvUcRy7W3U2m7lNaeWG8Qz7PswEbK3JbVaTIGeTYjw6+/WvA3r9SSYAQWfo1x7HrNVqtZh5e3tbKXVwcFAZU1bT8mce/labRWNMmqbD4dAxMZUy1Q1ol+zEQgI11LnX4lmuYFZMD2eHPan8vDBRq1OEJ6/dmLLYXmt1V1a6HjMYtqZEz5PMAaA15c3tG6NB79hG+9qH75VlevzY5sWLLxpGILKlITEP7HGIUSlFBNboMp3+/N2fnXv+zGyWtVfXpRdYRmNZIM2dCYHZZgjaatZFPplMp8l0PBoxcxAEx45dePGlthCKpEKaN+8rQRZQWy08wQAlW0VSokBARJpHVR0ZL/AdlT8AECQRwYJBoCiqzco0SaYoyPMiazQKAOf6NaeCAQBcqJ6zjsqyzMkN73O2evhb6I4rfzcNesfIuP23i2qXS8cAALRsteUSwSACg7B5iVD0DwbjUT8K1XC411zvIPpsAFAyVLOzBpsNDvfQmjCKIc1ARiqsl6VBYYRSUpFlJmSlpFK1dJYu5yotpy1Uy0M19d/LUNn91QwBjNV5nud5HkWRNcYyA7NlNmhRkSQ0eVGWJTIBIpBki4Cuy/Ah10uBQMzIlng+eIhBEBrf9xANMBERMywyCI0QCKgBrdYZEaI1eV6Ox1NjXDDPEzXR5MWZV1I16vUiz5PppNNe6ax0PM8ztxMP9xPvdPfFiuN4MBi41qvRaJTnOQAEQeAklS5EymWGVwuqK6dUNhSV9/7yOPF9f3V1NU1Tp+mCRd9PnueOdXZFmApVfJ7rs8zsurw9z4uiyFl84F3aH2RQCBZKEgzTEbIF8lw4grYgRRW6doSFGUIX0+0tNtoCTD4avv2Td86dvQgUOIPoKl7hXm0X+FSdKLcNa7VavV4vy7LHF+hwR4d0VaetRHSVN+U9R+99EisWMxDqWKu284Ofw2QYBJHmQiOCCCBNA78h/ASAgCSA0JZdDCwAszFAxMaMRqMbt7ad2j4Ignq9XqvVhsNh1bH6eauoPCrqFwC4NMZagwZAA9piOgVd3kpH2ymebNVBPq5bQ0oZx3Gz2ez1elrr2Wy2PKI+W3S+/JilqCxLZ9fnioBCCNdMXSWgAoDmkhG1oThco42XGgHuX7u8c4Nf+43fqcsatLrgBb3D/q1b+/nksKnCaze3z1y6RCzKaUpS1kL/vQ9+cf3a5dMn1jdWWzeumE6rfuL4cVCeYAJQQsg53HQdYwgkZJYnAtiv1y5eujSd9DzPBzZaF1KFRJgXWeBJXaRc5iriZLS/s3NzPJ5KGfl+fPr0c4EfSz9GFEYbIf0lbtlhWUvEDAUAIzJCAIv2+o+AjMtRW3YhwERmFuTV6/XJZDKdTqMQPC9gy0IgA8/zEOxt+3Lf95Mkccu5EKLKwngA5uZTYpj7/fO79B+4BJsZAHSRj0aHRZnGkR/XQkESiUBTZ3Ors9G+eeWDyazHxQhVU0HoemJcxxvYzKTj6WSIYAgJRADCJyTy3ESpwTKSQBKgtTF2Oh6FYVi5AVR4143MO5qiqjPsDOaklC6LSIqiyLLZbJbnubW2KCduFXGitJKBjOcrD5mVlMBkrRWS2RokQYQPes6XB5IFnCdBuPNJRAQUBH6ez4TTTzMgERAKBiTO09TYbDIZ+b5XZEWprecFrVYriGrWPCE0gAtPNxICAYw1zOwrb7vf11pfvHgRBQKR4wKW/SLuc2hVNdw4jg8ODpxuoV6vz2Yzh1mttQ4K+77v0OodT75Mj939zO6bWq3mULIzkXBo283dy0j9c05QuT792Wy2srIShuF8m+H6iN0AZhfgaQRZ4BRNPrh1Iwp9QAEWWaAxLI+kD/PmAAYoOfLIIGS+pRJVIcGb9SYf/PzwYPwr//gr0FyzGQvf8R7ES7bni7vl6QLAbkvmElIdznt8L1Tt9itRQTXdOf9QR6lUutsKnXyqvVwIU5gk4WbjVE38l3/xvz73G19bPX8xQcFC1UUrGcnW6haIwMVblsYqKYw1UiAzO43idDI6efKke1dlWe7t7RVF4WQPy3uGZ6D2U2Hf+UUkGfpYOifZOFqp1fauXD2I1mvd052VJsjxYyJDHFDpdDrb29vO3/rcuXOwFBbxGYa/y/O+1noymRBRq9Vyd5Rbh9za45YNS6Uly6jSEmy8dnPQE9Gx0uv/7N29577wZT0QP/jxX507c3oyHNfj2I+iMKpzbnsHvTCux+3W7uVrvZ2r505unjy9OerdrMf+c8+di5stAAmggP3bc/2YGSxbpRQhsNWTZHqwe/PchQvSk8zIbLSxvhKsM4l6Oh3+4oPLlopGo91Z24jCRuDXQURsJbMEkELOfcjwCMoxACNaBAvgMjTDj6RCP5JM5WWGr95o9Qf9wWDQbnf8UDHrI28ynH+qirCMomg2mxVF4Rz7Hv9IerjNN0OVYAIMDNoYm+f5cDToHeQkoBbWOq126AXCE6ObO8gZcTrubzdXPZCBNSVJYGuQLdusf7jre7S19fxoMhu++/7axlk/IiQQgkgSClmWmRQSSQkA5UmhpNskVEkcDs24hcc5ct+9c3Vj2EHh0fBgnmfTqDn3K9cpBSiAjbZkQRCwQEqT6WQ8ydJZiAJQWWsYUDwC6oLmchq3lKNrkUcpZZ6DNrmY1yWQjc6zGbOdJkMGXRSFUrLZWtNae8qXyjcGH2/g211HYbRLDJdSsOEyL+Io8jwPpbRWo31YXWbFZiVJ4sLl4zjO87woCmNMGIbOb/iBlULV3skpjpanvs/zqlypPys/DecC64TXVXVlGSEDEKJFyCOEwxuXf/r9b3/l638EjMAMJKy2c2rg9lKZYTSkpZ2ACZG8XAD1r13+1jff+NJbZW3VklcXLpwYF67B1VwDd6svnoZ9wq1bt1xE1MbGRhiGj/UaObTtooOXF+7BYNDv95VSrkjd7XYfuJAoyxogQZtO/6Nf869/8Dd//n+f/vG5kxcvNs8dR8ZbvQ82Xv5t8GNGZQE1CoFAJAAtCQGI1pZore/7lQxpNpsNh8OqLHPHSHt23D/2deyvBmHRAhr7/nvJYFhjG7RardU2zQMNHw9iIBJCtNttBwivXbv26quvxnHsJorPVgay/Jg6jpQyDMMkSQ4PD8MwLMtyOp26uGOxONAUbAtDcVJaScFwqtdr9VPPn79649ZffPNb7a0z0g/anU4QqGQ8nk6nNgj2BuPMWo/sre0r7//s7e56/dz5M6P97Zs3rq6tduqNJpAC8IAiYGmtJrLLyzoiIqBlIwCCKFxdaUg2NktB+UjkSaGLVJLdu3Glf2u3s7HaWlv1wxqQAoNAHqAEEJZx0SivAWg5RgtB0JyhEA+KJI5CaJE8ZG63uvv7+2maBlEMAK51CdEZL8yLwm4ldlXX6XQ6nU6rWeNpXivnvr/zy0N+FG9Fp7aOrc+ScZalvb3rVw8PakHcigKBhmxe5uPxYK/Z2gTRQGNZArIGQfl0enPn+vkLp4JOJxikh/3yg/evKt8SkRAkpSBJQRAGUU0Iv91djyI/y/LprFfZEDpnK6efDsPwnjsHd4vmeT6bzbTWYVgPgkApDxHKsnTguNSu5C0YBApBiIgcxfXADw4P+0gyjBUSa2PmZduHOnu3reK45MEJYMsylVENELLZpMjLoiikIt8PglDOZsr3lSdj3ydr2BpGQbf1Yj7+FUUICczaGNRW59nuzZsIttlsZknihX5ptBQP5WTiRPBBEAyHQ2dk5jrVnPzUqUHc4cDZA1TxYCGHWLaAuKNt6HN+OJrD9QuWZTkHK3c0ATAjGAkAYMiaMpkKKcAYW+kW7pSJEYDrkrMAGWjJCjTAtfd/vBUHq698aeI3LYNvAIRdDAYCN03z0g3DT5H611o7GAxWV1dd39vj69yoQhAnk8n+/r6zMXGFC5dRpbWu1+v9fp+IDg4OfN/vdrtuKbAWOAAAIABJREFUZaksCO8LcZpO2ewMssR2PFwR/02zOfnWT81/+v96wSx67XSOP+qs/TEIxUAaAAgMAyG54hgAp7PUyXyr6opSqtPpLO9s4Zntw4PiYERkNr1h78Y73xn93V+/8saXgzNnJ411IAJrjdWEj2ucSylrtVq9Xh8Oh0mSHBwcOPh7nwaXTzX8rTb9UspmsymlnEwmvu9X91glfiAitAGCZfCbQhoLTXVusPMLsBlRfuGl87ujtH+r9+N33t5c6za77VGZoxcmWVloHehiMDg4OLhx6eKbhzc+HB7uNWvB2voaCAEgAT1rhLFAOM/R4nlfFTBbQUiIDOgFwe7hASK2N0+gEtZylk1MkV+5dtnm0xMnt+L2Jqu6MUBWAKExAGiRANAyWMuMlAMQgUSQANLhUufDs2jP+Bjmc9m9/6MMgYmBhafiuFaWZakLKSXwPYIJqg29cx5N0/SzICTHZaabGVkbJIsowrgWRGGjKUe7/d5O7+agVwtNku4l6QDADm5tt4+1SXpsCyCGIh0f7OoiGxwebna70UrXC7zWqiqLXbaWrTa2KI0pyyTrzwxLTwVeWKspL2TPnTeHWsqyrNVqFZl3T16herzv+1EtAgbDQEBCBpYZkJGAcOGxRYwMYEpmC0S+76dZIpT0/AiJH8XZu23kWAZki2CRyFiLYIzOy1zPZpkQMgrDIAqQEAmyWVrmpS8lgkC0CAAk2Cyj3sfOAVu26GooBGD0SqvNYBBAeR4Kp79/2FneddNfvnx5bW3N1UwrbOqEg5VWwRmnfNp5vJILw5LI4XFHZ38mjmoZU0q53kHHuDs75MAGShiFIvHISPAt+JwIiPp53Dj7lZd/6+3tm1dOfvG/tpIPOBGBZ0E3gNAgFBJAoAAJcMsHAVGHokZQqLTfysytSYQXvgbNUyqbYS0cB7ZxW/FtKb74PqtxjxmFLHehubgWKaUDfI+qcOfqrtXwdht416NZr9f39vZWV1cvX75sjGm3227JOHXqlIsid/m0g8FgNBqlaXrhwgWn3gYA5zHvAmIq3TwsGpjc4h4gpAS1CCKtxnbTnrq41v1dQPjB6G//0//5P//REISSwIYgDyz6bFkoQpmWrDzfWDiczDpra8tP/ozrvf9jChACCNZgUmAG8MaZDesRa+MLA8UEJjf9/o78ybuXf7H94uu/3vjV3wG/3kFpETQpgE28F657dNyH6HQ6169f9zzPgWDXv/TZkordO/S40hI5019HjTjqZVm1w8ygLSIgs7NAadTr0cbq5Z/fDEJGyqXSr7/55UCJWi1sNVu54QJViyiZTA62rxb59Njx9TSZ/Ohb31vfWPV92Wy3m+QzFSyMtowCie7s5yEiBlMWhRAgheistKUUiKBnKSqvLIp3fvLDZuhdePESegjGZxsCIkoCBEGWwTKwBYNgAYEhXyBdWOjKABiXYjYeYpJ1lrhC2rLw/YAZ0jSt1+uAdlkmsexK4+pZk8nEWvtZYH9vvzQoAC0wMts5TmHuHNuwqV5tnoBuAHJsBrvJMLl1cEvJrmquGA8C6RXJOEmm3dX25vFjoDUIlCqoezVoZnPuCAGQ2TDKAFgC+qawQgiEo9q31vrw8HB9fb1KLrh7qq1MS4IggKWRxQzGWCEIF05oxjCzQQACi0IiAxodxlHS62VZSkoiycewoMLCAhnY2qLIZ7NZnuswjJqdFbAWiFiXzjNCSgUWTWGE7wOANeYJwwENVjBYgGyS7O/eVCQ8Xwa1WCiVJNM4jh9y++YuXxzHLgEuDMPlbjYXx3BHK8KDvcRy0+TnvNHtnkej0XCkY6/X63a7cRxDAQDsCD+BILmEcmZyrahBAD7JQ0qHoheDv2kEaADhGWPRJxuBcDd0aXOgLoDVGRAAGyhSw3ZwePhClgUrqxmwhae6kFqRl44gd1GCj5zRdGi12uYhYlEUzqaaiKIomk6n586dOzg4cNGGTibkUHK9Xneg3Fq7u7vr5j03yJ1kwsF0t7dx7RCe57k7K01ToWpGAJcGBAVSgRXAAKZcW9v48utvtv/qB6PRqLW2BgCAhJYdqvY9Pzdm/1YPAFZWVp5wP+4vz/7zSJg4H0tB4AGALq1PFtIk6x1MP3j//Q8/3Dh2duPYcZ2mMngSgEEsYvxcR7Irpbr2MFcm+gxlIMuP2vQvW1V7nucsS4IgcMLKo84SP7JuwWCriEtjddgRa+enk8uHHx689dZbKysr85XGgAfgMQsAo/WoN0wSc/78G6dWZ77/+nA8W1k7puJOkoubuzfPnol6u9vTyWTz2FrvcG91dd1qUxR2tbua5QUJ4Xmy1AaF8A1lvYPC41k+OxgeDifJ8dPn1jfPWoyAFUoFVagCAwC5932kdYBoMcAYwACZxYCbDz+2t5O8S5Bp4UZBt7MR7pWsYwcZfGaDQviSjTZ5kYJWpHxrEcljQFqk1LpGQyddbTQad2yan946zOKELM6LABQAgfvwJa4Q2Nbz6wY0sUbdyCG83nu3yFN766flDoEVDV/qbAYoj116FcKukZElQYrRlkgbt5E8gpiBGYGBFFZuw257VpZlq9Vyq8Xd3snuJN9hbLl83aRAZrsAn0AISIAI7Npu2ENSAky71Z0mI51CEPoIwRyxzh86T8NYPDnigkVmZgDLzCTASXdccZEIkRVYicaFhDKiyfL+/v4vtEm88lwU1bvdDSkjMArACbpKIEMiZbCs0IntAADF8qLLT4Aci6yxxljLYahKU/i1lh/HMogtUxQ1rX3YZc9tubXWZ86cOTw8dI4o7iI+ZKHtozDK58rg7P5p4NOnT//gBz8AgHq97orppKSwBQpLVvnIAhPQI8FxTdRMf9S7tqMatjb8gCgG6IBc55LJpxKgYLCgBRee1Ktc92zRkABZAqa48sPv39jZfv23vgaNhjamZPBE+DSfmarbrDIbcQjykZ//PM89z3OzivMqqdfrTgSf57nv+1LKra0trXVRFM483kFk19/pZEL9fj9NU6cQi6LIuaYQkVt0ms0mEVV1M2dDRAiCTZrMYk9yGGtrPCVAUyNovvXmr+c/3b5+fbu1tsHWFVQFAjLbvCh2b+3nebm6tirFM/T7oCjzjm+RBIo8Z8HF7s/ehnT83g/+Rhj9/KtvnPrim6LdBfCdkT3Pi9GPt/rnxOWe5yVJsr297TxzlpsaP5Pw9543eaPRcG3X0+nUKfDc1hOWYpOcx4q11vf9M2fOrKys+L4fRdEdFfyqU9XtXNvtNsjSWFC+v3biBJAP6L+wsg6Mm8ePg7GkOC+zoFafjSa9w97q8VPXP7js+369Udu9tXvy5PHeztXtvZvRzXopYOv02S+++gVSMcmQrYBPFwj/0VTVstZsbmp4L3hxZGeGi7o2LBzA54JOtliWpS89l+PFhpluK8IGQeBYro+q3X/WjsXkxwQAoPyouXLu3POTUb/VjL36is1Km017uztZXkopmVwGHAHbowbBJa4OFkl1bly5TZor4U2nU5fL+gj5ncUncBcdETkIwlLn00kiBHm+mf+WDSDx3PWHFiWU5feMzCCE0KZAREFk2VrLJIiZkQ2Aa/MpUWHSnyLIzY2TfuMkomBLxlhkIAJEQCJAa53z2j/oUWQZSSk978rly5ubm4WxrrT6qEQ7lUix3W7v7Ow4yy13bitHp2fHY9vXHkkzn3vuucPDw263e+HChffee4+ZS2QmI4EFgoQC+tdgeEOP6VZR2722Y3b7ncuHBzf+5aRRty++fPbXfz+BkKzwCogRUBGTmEDWLSckCdIZsBne2vnGN//in/3x/1A/capMEqqvhCIsnm7o5EpJjvd1pysIgrIsYcl+8VG9kONHlFKHh4eDwSCKojzPndPw2tpa1UnmGqZd8OEyRjfGRFF069at7e1tR6zEcewqKuPx2IHddrvt/uTg4GA8HhdFEcWruUiy8cDbXI+i+ryD0RNsOfSaI7+eFRqAgBmQgC0Aep53fWcXmI8fPx74qiiMp57J6B8IX1YadxeHC4IBIg9vXvlwtaZ+9t4HtXb79d/9OgQ18GuAqsiN8uZKeQJ+fPC3WtGCIHCZF8eOHXM7LlgSz/ySwF93kwOAM9ccDoeusuyUQw7IVlveSjXRarUqZHzHszFzrVZ76aWXer3eZDJpRRKlMiWAUNYAsEUSVhuSHki0XK6sbSCKqC4vfGGzLMqT584RIYI1XAZhoHlWq0dnzl8Qfi1srcqgyRZNiQv+j+Fj07mYK8/a2wIbF3QxLn7It4G5CivjHeIMXKpdHP2QGRCEEAoAytIoH5GO9BVVLoCLXXW2XE/GE/HTYoh7EmYfix/n7kTofPHLMs9NWcrJRJfFbN3vyCAm3wsn49ImQBJQuEQoRgJm/Oi3Ue2+3DLjincPSZnf628XEu2FyS0QRnFdF3k6y5UsHWF4NAyQ5nF3jIi0/AkqWqUsSyEo8AMpFDhZO+l5jIXOjS6LvPD8mvKb1lgiclkqc3J53tRGbNk8cWn4HaNFOhfwhce+K6S6K7LssvTwl8P13Tpmq9o/P1sgnxj8VUp96Utfcm3QLkUvAWYgAESrTXJ4+e++mfzih+Hm+Qmux+3NC//kv0dp0sHMJJPdn3+4m/4/x15+GetN6/u5DMF6CCIyMSe74EkosjSbffub//mrv/u1+vEtWxaq3tAoitLIp7uKuiz8dRszKaXzRHqEIMA14bhV1dliHjt2bDweOxWKy3mpXu4Ow/iKIFBKHT9+fG1tzT3MdTHOZjMiWl9f11r3+/0gCA4PD10ZzTlXHOyPkiRXRF4QI5CSItcgCQLrl2M90Lh17DgAORNPYxkJ2LJAqrUaUaBKbZR6Rv8+6J6HDaBr7hSWiRnzbHbt2ofdmG5dv3L98s9/8/f/EFobYEEXAB6RH1SVa5wHJD0W/ODIJheoefz4cSnl+vq6W3/dEvAZIibuC/5WixkirqyszGaz0Wjk6FsHgt0nd/6ptVrNsZjLC+Hykqa1Ho1Gw+GwLMtGowG2ZJSkEBhJegBeURhPBdYyayuUB0K5NIXSWMuovEBI1HmyurWRz6Zh3ZNhWF9ZEfEmiBg4AABBFsgyGGCmO6xqb782LqLTFZ6XbLx4CZtWSNcu8C8vIeAjK55FGxMud/Qzu1UcgUFKRSQc0oa5w9WRyb9rxjLGFEXhtIyPg/298+M/HPz9xLcnjm5IBBBA3O8NFYkzz33BluVkMvN8GzciUkGhJ3mWK58s0rzfEBFuF/+5c1VZqyzUxWyMyfPcDcX7fGP3B3/xrrNHaK2QfqPRnkxGWTZWypN+AGDBggUWpObOJGDnj7/dfXZBVOdFWNTCWJIAYiADrAFKAN3b30vzrNPuSFkvmRAFkgAWwGDn6bIWARCFoCcNAe8YLaRUniS39g+iKAIA93VZyP7w8Ld6Bt/3+/3+ysrKM973CR/OAihNU2evMR/GgAgKASURlObGtSuvnD3R/dXfAtyw8SbxOGGzr+2p0Pe+/a13/vRfXf13/8aEYu3C+ee/9nX/xMUpBxMRdE0Ovd7N69f+41/+xVd++7dfeP11UFIzsrFSSV9Jy0+budk9pouyLEej0WQycWfJ+VI/Qulatc9XSm1vb4dh2Gw2XQqVs+NwbQzu5RyPe0cFrFpHPM9zbzgMwyiKGo2Ge3LnR3b9+nUnNIrj2CmM19Zb5c5EhEEQ1RgUElgPSILI7N6V3TRuXDx2wk3tzOg0aW4PwNqwYQQw2ir5bKf6YLOtdryvU98BwM0bVxsetyLvz7/xF2+9/sXG2ReGkzKIYhF6CNIsJJtVqMxjuneqnmPXgpmm6dbWlovrSpLEDZ5fHvgLt7e4VqjXiZDSNHUQxPlG1Wq16XSapikAbG5u3rMXezKZDIfDWq0WhmGtVrNlMisKoUJmNAaIkKRi14PkkeGyzLTyfSukkIDW0bRWKgG2yGejg8H+xUtfEnEbrGCWjonjRcTUfVyI+RPe7uRwxwOg4oCtXXok8oIvrtQOSA6s3AGimAAtEEnpzflgR4s78nkR3Op2GlmW+b7/pDooP5FBfCQ7yLl787A/9LwoDmPy6mzzWZZkZRHWYgYBQgopARGPSHiCu3pfmDnL8qIoqnwj3/cdq+pEI9WC8ShThRaVAAYEEqwLoYIw1KPRYRRFsUJAKkudl1pKz/MDl/zHi77GBUXEzOz6UQLfn6Wz6XRaCyOhGLFkmxmbH/Z60yRtt1bjegcgJIEAchETwCjclgkBQCr/H7y+lKcpAwyHQ/e54igmclnQ89CKh5wHK40vMzv9Q71erxKtnh2Pl3xaGl7GmD/7sz977bXXhBDr6+tZlqkgIJaAZA0Aq0svvvK9//Avf339fPzSqQlSkBtRC5thfWLTzltv/NalY3D1g93vfu+D778zClbX/uCU0pOB8r//Z396dfvGIJ194fXXz56/ACgApQwUg3SzMsFTDX+dJ8P+/v7Ozk632z08PKwayHzfz/PcBXS7YQxLGWx3YOiqbEJEaZq6pjRn9eC+ugG/v7+fJMnGxgYs+uFcnfC25VzKT9zVu1qNE/6634ZhePr06e3t7TiOnXzT3dFZlpZptn7quLGuIIcgobTG0/bt7/3oxYun0qKMlAfMSChRlro0xoxH45VORwgEQ57Ex+o/8EtzVABgefoDALZg2BoLWTL1iTfOnLjx9vc9zzv78ivGYtTsWECzWDGfmOeCAydSyk6nc/XqVcc9pWnq2pRdG9wvD/sLt3e5Op7SqYuWFQ7VBnQ6nbqvp0+fBoAwDJ1Awm1Mfd/XWnc6nXmxBimZzbpr7bzUJBQSMwqXKEsAiFIFCgBIgGVgRGYLbK0tyOZ721dybVH6IBSIGEsJC8Uv4pGb793d3EucHBtrBVJZ5qXJwyBaVA3mus/qge4/ZVl6njTG5kXm+54kwWxcjdsYMNr6fkCEi7Y5ZkCjmXAedu/7ajgcCxmEtUBrdk/uylsO+KZp6jJd4VE04nyqmNkqmXaZwHPvwj1VpXKjo93FJ789gWSsIQI2XJQmDmPPj4A9EQRr6/5wvDfYP+w02/v7BxZYILLDjQgEaIwRJND90EGuPC/L0pEfiDgej52PuqNb7rjEn1aq8cmfhcjpv21ZeL5fb0TT6RQIgjAeDvt+GEtJi9MFzJZQLl0IRkRCQkTwvIaSs9FkcLjf7jakxCybztLJeDJcWztRjztEMaDnDKjn/ZqIzPNiAjNEUc0RwdWFeEzryvJgcEs1LARRyHz16tXNzc3VjQ1TFIs955Hl3EPuPZbjrOr1uhBiOp06R+fZbObI5mfHk8F5vu//9Kc/jaKo2+1KKaUBtggAlkAFzdbq8cbaZnzhAsT1iUZodCJd1EtTAOaqRp2zVOuuvvzm2s2dH/3lN9I/+9cnL16c/vXfBFsnf+2Lr4btdq3dgSgypBA8C05RjE8sveWBD9f2niTJuXPnms1mlmVa68FgsLe3d+bMmeVp3AHfyq/3DtyzHK9NRKPRKEkS549bdaE5Dv4RyuHc/FmVpBDxxIkTjtVbunmtQrKFoVAxMBtTCBsSQ57jMA03t4TwgEkbIwUBwng86fcHvu/Xa7Hjntgy0jO8e7+Asgq2YGZiMIURSiZJcnBr12bTMyfXd3/6w7e/+3e/8wf/FFTTisgskVP4JKzebysmVNEQ3/nOd27cuHHp0qUvfelLrkfzs7LJeVjzJqd8cG2kk8kkTVN3X7VaLWPM/v7+qVOnjDFV+mJZljs7O86cxbnEWQAnHXbrPMylsredv9uFt64aoHU6zCcHZ5+75De7wARGg1SwZFn2MZmYS1fIAljLZpZNy7KQQirlz6lHxiX6c874WmtHo3FRFAA8GU8JrKekp3wSQkovCHxEBDbAZqEF9diZRyCDNdb1LLFx0Nht+t3XJElms5mzrV22uXm81x+ttRYYrLWOs3dJWszs0jutIc/zHBtdqcBvi178+HfIFXJlbUprtZAClXRMuZQeoizysgwQkIENgCYwhsmV0gQJmJfUmJmB56uFM58GgEr95oS/j/NEAQBYtkQAiCQFkA0Cz9iwP+ipyVQpz/f9+bbnIwbe/DMs9hVxI045Hw8P6604T7Pe/mF3dSOOGiQDsAKY+KjDEo8IgfnGDB/3bHe3C1i1VGdZlmUZmHyeDp1lQimix8I+VF1EjUYjyzL3v26IPmOSnhjO29zcfPfdd40xh4eHa2trYEskAYAWAYNGuH4iqjXNwaGtaQ1YAhXSBLIILHLuaYhSv7Uz3j1+6rUzvxe/86//xfX/4xtvvfmm/K/+ESgfshyCGMgTMrBOIlU1Cz/dCNhaOxwOXQAsLMQ/UsrLly8PBoNms7ksbLtbk7C8x3MEcK/XOzg4qJzITpw44VpBhBCVd++jcpZYRtJVXdd18lU/CUM/VP5oOMlQdlsNW5YZzshqbziA0SRqtTzfd00tgDAYjG7e3L1w4YJSLmbZKfue3T0PQlQhIgpPKhqNZzdu3NhYqXXPbMLs8Cff/duLr77m1buwegpKlMurE1bs73LP0uNFwJ7nNRqN9957L0mSXq/n2jE/Q6f9U8PfOz6eu1GXVXqHh4da6+effx4Arl69evXq1fX19SoUBBF7vd7GxkZVEgI2ZV4IBEIggUfYYck0wSyhEEIA1qSz3eu/qPlYlBLQAxAgxRFUuM2h7OMGHIMRBIZtUWRSSqnunqFug79RGPt+wGylkACQpVNd5O4Iw6jZbAFa534FCMiMpAAZmQEtIHi+8HKlTc5sUBAgWmMqGY3neZ7nVSamD9BB/4nS3rv4AwSANE2djc48GQgJcN6k6HqZnbLNMayOHqjUyR9PMC9YHGA2RZkzsfQkSgnaAhMjNOtNrEkJqdG6/P/Ze9Mmu67rSnDvfc658xtzRmIgCJKiKFKD5ZItu1R2lVwe2uHwB3dHfeiIjuiI7v/hH9IfO6I7uju6JldUuR2WXWW1JZUmWpIlmiRAAiCQyOllvuG+O52zd3847918SIAESAFoWOL9gEggEy/fu/cM66y99lplEXRYoSAKMSEzqPseZF3XzGxM6NGP32xauuJpTPM2aXAxLNHnrliURiw7dlEUKzUJw7DT6ZEOQRQAwtLA4iFPB/1TQACFirvr3XoG+3t7zjWb6xf7g3XUCYi5z/bx7Cix+tT8QH2KMoBVRrnNRfMH3aqqRESsvXDhQtLtAbNtGjK+SQCf7Htov15fX79165Z/Dz6L4dPd9RltEloPBoNOpxNF0Ww2IyLgElBbDC2CA6A4STudf/jZWy9svxGlXecsQdNIJRg4bQQwAPhsbwcbgWTrV37tN//svX/QX75W16zAOQoDnQhqEA2wGhPnV7/n10XfOTedTvv9PgD4+m/TND6ScDQaeUzsyxePHKueBDk5OSGiixcvVlXlfcqOjo48yBiNRrAswT29j3MOowuKIZXn84P5fH46dlTN06ZP0LFN6PhoNrq0BXXNCsFXvS5cuKC1J7mciARGfzp3Hv8o1XYuLqvobv/geDwe9/v99UEKrpwc3v3g5vXf/r0/wHQAEOtQLZKFljzfauo9wFNn3T0NEcdxGIaIuL+/P5vN/LD/hYW/DyXt/RfeMdtzuh4QX7p06datW/v7+8YY3zkRBEGSJK1DoXNObNOUc6M1eQ09OAQEoVXuts3LRBFEkSovpqPRwd2Xrl44kQ5QIoKoRHwj2pn57kexv4s5LzUp3TSVP2c/xClN2qwhBBDnAEAhonMCCEEQR0HM7Ob5rK7r09ORMTowRhtDith7CYsVcCgOpG6aqqxmAjrt9JQKAXjVx3SVdftkteMHwehHA2LHFhHzPJ9Op2maEuF8nvsP7DUtYRj6EKO6roui8OujN9aJ4/iR4goRWtTDgeumCiODCry9rb/RJycn+fEHVy70siR0tgaxKJZAIzAIO3YigkhtIIifcrAU4LfK2qfjEydnCHghX7YIYG2lFaICAu2YEVSSpiaI2JtAiwIkXISzygOH5hVcxw1Abdk2VZOk3cHaRUANrEQIUD3iozz97i8fVbp6e71FqNc+BUFw/a33t3d2YudARCkFT02M7B9rFEVKqclk0lqPf7prPpuraZoXXnjhypUrQRDMZrODg4OdLRQMS1aN0mDZmMB0enY2i5EEgJhjCUA0G1VrqlC4cbZujBCwwf6l91R/vvWSjTpxmLLDCpStxWgw6myt92Kf5xn+esP/CxcuwLJB3JMCSZKMx+PZbLZaNGurfA/OMn+Ws9ZOp9OXX345SRIfzH737l1jjK94MPPly5fruvbK4Kc60fx+JCJOyXBrqyMwEZsgFfW4otG9O7d7N+ehdWjozp39pmmqqjTGlPMiDAMfqJFE0YIRE0D16Tz9GNs3M3s2bf9orIIo6w02hh2gEqaT9370/d/6p1/VWY/6W3MhdBA/0JvtSd/FBHr640Qplabpzs5OHMfr6+v9ft9/hH8s2W8/L/u7WgdvQ0rv3LmztrbmvbVfeeWVk5OT2WwGAHmen56eBkFweHgYLWcIWetsY4xSROIskgJgPLNTuC8gGAGEG3L2eO/O9sbAlrPe5uugYrEOQRCdAD/+UAMArVTVVNPphAiVIsdOPVjDPQPSKOIJVLKuFhFNCFoRqazXd3Vd10WeT+sKjTFhZIwxRVmIWJSG0LGtqrpktkEYMjdIWgSJVEtkTqfTTqfz0FyGJ1JSefBf9KIbQ4LA9Ps9pVRd176+5jlpz7T5y58QAMA/zcd6n0vylIWbpk7ThAhEGqDA0wubW9vcUQR5Xc7ZVlIXrI0iAwwgnOc5IgZBuDTrcf4cde64/Lhv5pPAX17aeCAAC7Nr7HR6GhhF5G1MHCIqUsCCpBG1N6nBhx28iAgWRiIiIgiuzkcnx+MkydbXdsBq0AEIiiASiDDfTwDLmc3I4phGTxMEt6cv74XkE32iKPJhhKPRaHt7u9fr+ZtOWvv1Fp90tXqVEYnjeDQadTod32P06X5BS5DmAAAgAElEQVT5bC5jzNraWitCvX79+s5Wj4UbCQS0FQbEoCg2ty8jIVVNHBA0BBBSCRFKpF2tiuO00hCVzgWytbHzenE3iz7by51jJ2mgF+aTcFazff7dPXzkhNdceUcXH7fW6/Vms9nt27c7nU6apr1er8UEH1aO801vLboNw3Bzc9Ovt62roJ93T4/9bSHLCgfsECSIowwhAtChRUN3Dj6Qpt7sdXubm4oHaRrUtdNaEcHx4ent2zeHg+GFnR1v1qa0+nT6PM5lrfWGzWVZnpycTKfTyy99LgiVVoB1BfMZxGGqydYVBYGgLhgidX/jumf92hbtp6YaOmeuZ4wZDoebm5s7OztN0/i+z18W9vdBNOypQY9XtNbOVZ1+JxsMWISZZ+Ojk/275WQ62ecwTtKs47hKIkNcA1dAAA5Bhd45FRgcogMgAQImadBVAMXkZK+uy0svvnjvg/cTFVtHSCQL/+37IuFlVQIjvOihBxFxvhcfAeezXBz2OmvahCBaRAviEvfIChAHQEDfjoSgfQyPiLCAB8UmCLWKkrSuy7IqJnkhkiNqESYUELZNhUhJ0omilEgJWxAEUt7e1RifhdHibBavg3tE1QTOukSkBR+LHiSA2hu3MQgAsSCKQkAC1TSskIrmuGlsU82jMNSESmmTGF72aSGgiGrVYH5pbp0jW7YDlv67/idbQQIzKwTbNAJV0xTs2JhQAAFIBEAEbDk7vXewd31rI6ttA4D5JBdkpNJoo7ViN2OWMOzls3meF0aFgVHADKQQEBwINcuyj2r3TBEA8LkQCOiD4s4KAS0y9T/mnCVSROpBoaGAQ3AgBgSRARCJy6IY5dNDjhOtQ1Ch1qY3WFdBKEJLKxAGwYVyR6z/fQwkgJ7RIgQQJ8xgm9lsyuLSNFOBD3PWXtouizLIfWrmB5ElIq0ufj9/Ae7+GS3Abl6UjWUnIiJKmyiKFEFdlePj/a3tCwLEi0BqeNpO1S1/9o+IXfjFuPyU9yW7yWRSVdWdw9725rCLIFWlAwTowa/8K+xlEGZRMwcwVismoEWai1KcbUGnKqp13XOz2xv1RM9voFyOKC4sOgFFEAAgVAA1IDLENWgBeCJU54OMCMpqlpE8WCj2NUx/ymr9ZHw9pBV9NU3jeVl/tXr0NE0vXrw4nU5ns1mapsfHx/v7+3Ece5sar/T12bBeVeIdJKbT6bVr1840gQAeRniQcfny5VZG/OzAgWsgTASgJhgBBEj9quxHw+8dfj/6vS9Ng+7F+gjmGKIRiARUp59tyqWqKkERKkBuxJZo0l/s2eF3Pb/l+eHR1nK9nqSNal+xiF4UB7368ejoeF7OWRwQCUCSpa9dvapnUFTQRGBNGRt2s9FhzUPTR0mxamKGMDUP6OOWkb1P8/O2G4QnIHxXxt7e3mAw8FPAf3z/Z3tzfjHh74O3JkmSu3fvNk2zrFE2DlQD4BCVUsNhF8vjgidYnTCXQSfeP9x3tnSuAgNSlxRorovGkQ5jUtoyOgADoMABlCAzKManB3tBEN/ZP4VgEHYGLEhIXpPwYDFgoYdAz7cxiyVkEet71PJp6WqbRGkcdwGUCPoYDEAWcA/BHLjCTCCAoCABik8lEAQWVkEUGxODiEiADoQQUQBs0+T5HEFpZcRaRMWoEVEpjQiubhCJl0bFsnTOejRF6QAAUIGINE2tFClNHtgh1gDlLC9MFIdBXDVNZDIEVc3r6ckMmKJsXuRzrUwvy4wO2OdCL2ooq31aZ6c9X90ry7JpmqIoyrKEpQGI5yq8t5ffPCbjESIgunkxL+qmmNdRpMPQOAAWVpqyjV4Y7DiX1+LCKI47fW5UWdn5fOq4KXjaNI1wOZ3O46iTpZEiTYggoFABAyoH3uxDljNzAXa92JpEgFnUsgDHfHY+QgQBR4oARMDBQrJ9374p4AgiEAQHgLapJ+PTD5SSXmfNBN0aA0RFRICEqDz2RmjVMoDiJc4kiAzYONGKABywI+CyLMuyiuNO1un6wwqil2yxAAvwA2vGAzsfPsm90K9WvgsHEV1dVWXRCCqlwyAmrQlYnBVb22J2eXtd4hSUAi+NAHraG7PvsvXg4ym5Yn96PfTyppZ379795je/KSLdbndjYwO4R0SsFSgS5s1LV7QJAZF1QKSU+K3FetJBkQCpKLDQzFVfvXKpN77191tvfEVrjSZA9Nb9AKD8kPaGf08q1oXOBRPJCjAWb+j+CL8wT+76JQ4Rvb/v6enpxsaGx8ercdzx8nr77bdv3Lihtd7Z2cmybDqdesdGn4ea5/l4PI6iyG+UZVm2AOJ5oSRVxED+KfRA0nIK8+L0r//zCwybL74GeQnJwD/kVrEyGAzeu3GjKAqIAqPV86xdeWIlwqUezw+DVXq+DSU9t4GCQFXWSisUuHdvv6rrjc2NKI7eeucdQdi9dLl0Now0MEQEigXqqjqaFAfHn/mjr0NgIDQC0Dw3NzfLsiiKbt68OR6PT05OvvzlL6+vr3v465uafmHZ34dWyrTWPpccAJBpGfnlw0jYKJjUhZPiePTBvcMD0tONnZ1bt2/d2bu3ffFKt9OYuBOE5JqcQSFoI1qJBS4AHYCbTqb3Do52L18RpXtrm+0R5LEBus/Qcsxs6+bk5HgwWAuDEMQhKWZGUCjL6F1g+mhebRHD1VKviECAqGCp3RQnzD4w1wQYOp5Op/k897bHCCwszjkByfNZkkR49sL0oJDjwZWRuS7LIgyNRgPEQYTONXVjAYQIRaxYrspqOpv3+oM4Ttk1wK4s8jQNjQnn5YnRYRgnQRh7tIbKexjLkil/CAPn+/Occ1EUdbtdWHGB8OHD4/HYfx0QpWmKJFasEEynU6MjCAEBCaGeTfdv/SztmLKadHqDuNcHMmSSOKbQWetKqCglpZRJsnBtuEFofNjF4m4QLLh5WdX8C6LHvt6KnQEYvEmTB0y8yvEUWgdExN5Uj9SZugBAgAAMs5AggAMpy2JaFPna+pZJ+sChQtX6PfMCUePSfXwxv/y7gcW/Og3Etia03FST6Qkp3e0NwAQL+H3fHcdnsHCf+6uvezJzXddNVWjCJEmU0oAEBE3NURAUs9Pr169vrq8N07WfM2fk477bKIrKslzI9J+0q92n14ddnoYkouPj4zRN0zStyplwA2T8NLEMrMKKsWo4jBQAaGi01Ev5EC2ywQ2IrRFtrxuf3PzpJa6knirqK6Pc2XFOw7K188k9zubsxeQBHvhDzloi4o2M2minNudiNBpNJpN+vz8YDFqX8XOuOD5QzWthfcBEHMc+PcRblftD5uHhod8x2/v8caOFnuKBEzQDOAAjEksBVTX/y784fOetbpLN/uN/GIfRre5aUVZB1n/tC18ebu8SkwBaZxf0Nin4JXA988/O+yiv9mHXde3TQ6bT6XQ69dCo0+l0Oh2jAq21UnR0dDzNZ7u7FzrdjAGuXH1BREgrEKkQjIhyBRQF1FaP853hBgwHINyg2CfLfPzcVxAE77///o0bN6bT6ebm5vr6+rPcGp4j+Nv6GCxof0ASVOKNOZjARYZuvn89MObyCy/t7F7W/QBQ1fl0dHz6/vs34iTd2NjcWN9USgGgZoQGFTIogXI+Pzm++f77leUo66/tXAJl5LE4p5XzPouAm8/Luq7KfK4UhVGoNFlrtUfGCxwDAkoefb7yvUG+bo6r9V8BJyKEAZKAOEAEUnGqHbvT01NAUEZVRVWVVWOtAOR53u12Vk2z6DHWfyfTqpkChQxGBCaTqSfw/IPQIIEisVzNizFQXTadTnc+Lwgk7WSuaurKJUmaJB0UAkEihff1Dp73Emw/nW/1aIP9WusPD46dc0EQ9Ho9dlZrVdelc6C1MSYwgRF2IoCgTRwlWRbF6vDk3tr6hhOlVABikJTSWoEJsy4AVFXJtkTQzEBEwt6BwcNgDUKrZUxARmQABnDshEiTIrENeEEbO1jWn0SknI8RKY4THUTCHsgKgPIvBKBYRHnWVSpx+XQ2ipI47QyBNXBA5syscfE2UK0iVwG10oMpgSKCBrBR6KbT42Kerw3XgihZkOxaLccpeWOzZ7wWeHLLOZfnuXMuCoIojkhpEXAMJBAGuqlLTeqNN95g54QWhsQPZps/paJbGIZaa2/6+48lVv4Xg/1VSg0GAw/jptNpMc+YLQEJkgNoWq+bkOxSgqQXMZmKQTWkK+diFZGO9WycDtff/UmOPEODZHOgzCAxAygCMATOH1yVwBPqp3QPkBb4kcaYAAB5nt+8edNDFt+C1orgoyhaX19fW1vzLIAn+bwtYCuWCMNwfX3dL4leOuLb5P1PMrM/SNy5c2c0GrXdFM9VTYNyMAaARFMD+Xj8d9+9/u6PdE+ZC716rdOwQQzjLOwM15QJmQWET08nYRD4T+qaUiHBLzoA9pugp+3zPLfWegmvN1Maj8c7OzvD4dCrZWaz2cnJSah0FMeOeV4UvV5Pm6CxLAhxGC/Vi9BglWINVQGNHX/7+++8/daVL3wREJzCubOizPNzX30skW9b8kKIa9eudTqdB9R0vwTw18/tsyIOL5hMACF0XBUKOYn01ubm5vam7iTWKmbR0drmxWGnt3Z0fHRwcLC/f29jfW0wGOhAkyKb57PR0eh4dHx8kmS9z//qr6eDTdEJC8H9oRuPBKuKFIh3nCUSrOykquaRyogUoPebYG9ZhvcrHT5i/J/JShG5jSHwBLBoEOd7loSdMCdJorXK82lVFVoniuIsjVVglEZhB0rhR5pdnmPs6iYvymlVz51lpXQcp3EcGR0gEQggsyvmDbjtjW0dhtPZbHwyEubBYABoi/woCMIoSkiHYgGQkNqgpQ+1lT0XAbi6avtVIMuy1p2XENiDXSTH3O1mWhu2DpCEm8noCABEqUle7FzOVNxhpwAUCIq/mRbz2cwxIxqkAHhB4MJSGYJyrjnMIrAIszQsFpywq621ZVnapkGiLE211qQ1IoiwUlIUuXN1mnS0DhcsrSy4Wm+yByiAlbWn8/ywseXm2o5WMUAIFMpyessCLuM51pZb81IBQFZghSuFdj4Z5bOTNE7irAukwQEoJczt/X+qvQsfNpZ8v3lRFM65JEmCwMhCEIzewd6xBYD33nsvTZOd3Qur46Gt/z7t97y9vX14eNjpdB5sgf+U/X1Kl+++0lrXde0jditrGZFFLIgGYHDC0jRNGifO1oHv4IQAiBqgClQFUIoWgFj1Nc26Vz/Xe/edk+t/P7j2OUAFDjVlllHUwtRdowNuQADgSbTR3O8I1WqTBMjr8tXD2F+PXbwP+nQ6zbKs0+l4Mrht7jl38FtVOvqmYVgpeRdFwczewMQDYmbe3d3N8/zg4GB7e/vZzKCPRZqLFkelsfn0+o/f/skPPvf1ryWf/wyHsaMMrXmRu6A1gAJUgAqBNtYHrmlu3br14tUrUWjgl2BGtjrX/f39w8NDL+/WWidJEgRBXdcbGxtE1NrSM/Pp0bG1djwep51sc3uDyAvnoLHinAsC7RpnwinWJeTz+uadn/7wh7vXrm187rOgQUxADgMAsE8Dvn1CxlNENjY2ut3uwcHB/v7+wcFBp9N52t0gzy/89Q/bN4Uvi8FCwqSgqquyyC27eT4L1zZckyEhKVVV8zjbuJKtMTdHB/fu3rm1d/fehfVuL1Z7e/fu3tnrdPtXXriadNay9a3aaWuRdEjsHrX5Cdyf3IakAhOqKIGkcziaz8sySjJEsLbWyudWnEl+BR+5tLavjiJEZ29jacqHPouOxYmQVkoZwhhhPD4BaHrrm+BbKwDyfNbv91vHvseRgEVhKh0k0tZyEqeIqiyryaRAUFEURYqMNlHACBAE4dp6dLC319Q110VdTusm7w53lTaAhFot+MvHAN/nLNPPwSC/UzJzWZZKISKGUczs8jxXpD2sJsLG1nVZaKJyXoRRlHZ6+bwMw4SUQgRgYnbF3BUFDwYDbyfJAlqfWYIwW0Xmfo7f+ZY6ZuvYVkVZzOYA0O12szSx1p6eniRJ4ncgZo6TiF0zn8+dtb3uUAfetoxBFuluJIhggedFcXI6Pko7WdwZijMoxjdCtturF38/9GDk7dAArLgSoAGUyemxq+Zra5tBkAIoUQYB66YJQ70YoYAMz3rh8GEWrXS7DRz2+N65WhHVRXVhdzfrdXlF0fX4EYA/P8vS6/V8a0GbqvXp9QyOSR637ezsHB4eTiaTzUsXKgdojIhjcUasIXFUGFu5eq6YwGqgSJRWqIldoA0hKgCwDCqGDvY3L37rb/7z10zS2XwBQgSllQoaUAwgQEoYhUH4kfD3oTHC51GcBGphCOVoscCRADlAB8ACCd73Uv7zBkGQZdlwONzd3W1rXO04PFcNWy2CrdqHtZ3BXvywulR6cJzn+WQyiePY+5msutk8+6e8SmQ45ySBkZogcdEc/s23/upXX/tc8uoXOepOMEZIMzJAdlEmVAQA7JgUhYGpq8Jai1Eg7AS51Yc8b/T2I4dTC+BaIrMdA75TQinVNI3/mbqusyzb2try4EcpNRqNPOmbpmmb+UdEw/V1QNzY3vZki2WLgMIcKu1EuKoiAJcfH7x/9/idG+Nbe5uvvXr59/8lG52DJpEYlG7guZGIL57scDjc3t6eTqci8v7771+5cuX5DydSf/qnf/pkX7Gua59eFkWRz+4DIiAAYJQGpUaoZ6enW9sXupsXELXQENEIK0UBggHQRDrN+sPBuqIgn5wc37vjnKRZ7/LVlwY7l4NOHygUHQlFjGQQPA350LssK27QbfDsokbOIpZNpK11VVUHQai1koWRNKAAswiLoB/3fs1qFz7xP7no4bwvRRnPMM8yOk4EhHnZIScgYLQSlsl4ik601kColaqrikVCE/r2O1zZ9dt249Vf5D9LFGaEQRSmAHo6LhADhYFWkYiytqmLaVnVUZQIqqqoPL3Jzp6eHnd7WRh1vHQVBYXB3yGWVfB9/tN9SHb0fRcs3XMYFowms1jryrJA5qapm7qcTsfEzfrW+t3b72e9TIWJDjLHmlkzi7VN3ZR1xd1uR2vyOYDYcqOeWkVEIUC/nzCARYKinNV1NZtNEYCQsiTtdrtBFHk22hcrPc6z1tbVnEgxg3OsSBltYBGXvbT7FQAp2U1ns6OyzNfXdrTpICYigRchrw66JQr0X4Pf6xGFgBEbBIuuFnGnh/eKeb62Noy6Q6FIQIEoAVTKrLycR9RPIPL6XOcinEk/BFaiVYqimM1mQRDEcbzYpYh44VuH7Bqt9Xw2vfn++0qpOEkIEGghu/dKmGewzPkKchAEd+7ciaIojuPVbelTNPyULu+6TUSTyWQymZRlub57qTcYRlEkLEoY2SqslXLFB9dPbr6V1ifHe3fvvn2jHu0l6CLFoUjU1KEiLSW4Gbz1d9/+T/9WbW78+Ad/1zdRd2MNkBBQTGBb4a84AFk4JH7ke3tw8TkPfxEdoBV0zo8WBQiWxbIPFAdz/0vB0tN0Op0aY/r9vm9pamHcQ1fCc0XI1X95qJzXOVdV1f7+PhFtbm6maQrP1tjhw6gcP/2ttRBWQmVjj/fe+kl+8+6X//nvQ7TOqttQL5AgKBUYAFRABEg+wG4+L41Rx8fHVVUNBn1Eap09z5lUPrdD/dxYWs3t85pmr+30jYzW2jiO8zy/d+/eaDTyvpAe9vkt29uDZFlG1GbXLzdx9JstE0pRzJIoQLZSFMag5LMffeM//vBv/nZ3e+cLv/mbw8+8BEk817GlMEATOIIalzr554UCR0TvWDyZTOq6vnTpkifCn+cn/uTvXxAExpj5fN7r9YgIpPHkL4IQMDCrrBen3SjtoI7QZGJbalYBKEQj3CBykITb8QAubI3vvDOdzXcvXsHeEESDIKMWUIAft0DcAtP27K5Ck1alLYqirqsk0Y4t20pRoJQh0oBKsGbnfNGdFlm7i+YGZy0gKmXuXz7OleOXIGrxfWIWQsPQOKFevz8dnzpnh5ubiGrQ7x2NRlrrwERu4SQFrbCsJRjuW3YlFkYERtBVMW8aStM0CDQ7qKqmKfNpPlPK1I5P9w6Kqh70e1mnbxTbppSFOxeLOEBCrf1xgRbmcE9A0OlAUISUjuM0MGFdl6GmqpwjCrIt88npXp5PT9P+rgjPZjMrjNIIi7OlbeZR3LfsFGpSAAjM55XeZ0VNdN7sbDKZeO+hLOuws9T2yQkDqjjtxKtJdcRIFMV1ns/nZRknHfSWEeJt9xFFQNtyNp7n0353PQz7gAlIiETeZ2/1UaNHimzb1zcKQRywBWlAGjCqmc6n06nSQZT0UEUCZgmZEeBhJiNPlNV4cDHyCcZe0djv971pnT9xCUDDYFBAoSLkpg4Cs3thJ+t0CRG0EX6mS5V3VGTmJEmGw+HBwYF3VPVF+acbef1LfwVBYK2dz+d1XfvwxeXByRskoquqerT35ne/89bf/dcInaLENToI9a984Y0Xv/RF6G8ghXDnfRGLWQCBvLy79eIf/3c/+e73/u7NH1y89grEBL3YH3N5MZeeGBC0SzYi0EYBs2sQMSCtgByAfVi9S2vtYzj97Fj1NWsdHj6ZnZMnVn13+MnJiYhsbW35ZrjnDSXQ5LgLZV+5fFZfW9sGq4ESkRSAcFHYau8ALauRBgC883FZ1UkceQjo9R6rleHnv+Kx+rj9o/GIFgCOj48PDw+rqvKZZ0VRhGG4tbU1HA79o/TMgreFzvO89YRe0AR8bshxJ41dmavAqFhDVY73795658bv/d7v966+CGkHCK2OGlAAGhfyPHnie8TPc2bwx8XhcHh8fLy3t8fMJycn3W7Xf+rn9ik/efjrjbFms5k/J/kjDiMBAAugAJZl3QiqFClmDhDPkKl/qoKEIsCCSIBx1NnN65FVHVUR6UCIBDUCIcgnM/5AUC0CLso6Tftahaenx+V8nmWZNsYfzkEE2IJ2pLyhsABYZmmXMBFB0iwKz5r96Yw1bGnkFS5VGIQRtaqK0lkaDvsRqbKs8vFpEEQ6CKMgFMcNWgTUWgsuJlIbDuStBFtAo5RiB8ucNonjSGslIo4likxgEmujMOlESbdsIEyw0+mYgAhcnHWrcg7zaRBEOiBgFlcLqCX6Y0TPQOuPOxNW/2q0EVnENyFSHKdsqzhJZtMTRF4b9mdHd0KthoNe0O1ZF4HqgBh/59kVRS1FMauqebfX1aQEeMXshWAV+woDuqapibDX6xsTihCLQVLAi3ZCr8xGXPQ3igiAFUFtTJYFRVkcHY8AfX0ABSQ0URoFiuqqzgWg21sHyoBjERJ0CAKgl0/WL0g+FpjPKHNulAJAB7YWW0+OT+f53Dbc6Q5VkLFoIb0CdfETrNGP8zjaGKeWXvLwpWkav7UbY7IsU4vT3bJMCaA1oiCzRWeR8IP33jdBmGQdFgBriZ4p+eA1dv5Dra+vHx8fz+fzRYnp0za4p3n5zdtbFvjulnJ8op01AI0gAyllRBKTDr/wa1/77Oe/INUsMEmSdov55N67P/3bf/9/hHFCUWc2m2skV+ShuEuvvSbp2md+/Z/duX7rL//1//nrv/9HaZyiCggDBmBAhXrh6fgxp8BDLEEEDAIBkKsBLNrGQ3aFCtGggKiHj+Q0TY+Ojpqm8SWRcxTpJ7iTHgD5kZzn+cnJySuvvOIPdS26en5A8Fv/+t+//vpnod9Vb93qpD3o9kWHlSIBsArqEFrj2fYdezGAd2gRgbJqfN2g/e5znlazKuZefdCexPWxUPfu3fM5iKenp/1+36+lcRx7WO9foRWP9Xq9w8PD09NTjwUXY+C+o51DcFzXiiyUpZtO7tx471vf+Kvf+vrv9F77AgBIkBSIVpRGrYGMCJADDaDwObE+a48KPv/i1q1bZVnevn372rVr3jPxlwj+AkC/359Op94aBlCEFmasCgCVGu+foAp01EGTMRglLYjxS21llCbSji0LEwTh4GJf90zWZQEgWpoRMHlS9VGxuw9Tsy7LUgBxlDG7MITBYJhPT+/cuQ3CnSRLk04UxqiNtY3WmmhRDxKRuq7LsvQUSJr1Op2BJ0B8VoVXuLXvCpcpX0tIRFobEalKFlYAGHU7SHh6Mo4S1wtCRDw+OnKMSKrf73f7HW+v611UPLPuT5B+1gXaKyD9LuBERNASkdKOhaumYGTSSmkzWF9XFDCzs7UQp90hIB0c7PV6w25voHztGrFpbFXXYRiaQH1cB8qH+S775YCAkIjEWraOIj2fTU9GRxd3huBsJ42iOAYCQ6ZsHIhWAISsFIW9aJbP8jx3LtQqWoppV9YOb/Ig7Nlf300CQLZhYwIidE7OKlpE4lx71PJWZyIiyKjDMFZRknrWScSJyHwyHY9PkMpZPo6CSOkUJPZWeIIsUNPZ6iOAjJ60AhJgERZwCkqu6iKfFtNpVZbsQJmw0xuknTXBkFnhsutG4JNIfT/6AZ2TZft9t6oq78qilJrP53EceyW0J2ZW3WpsmyDOTIggbm04IB0oRagNAD3jY33bPu+/7vV6o9HowoULnvpdffOfXk94k9DaN3W9/PLLN27cmM1mbjrCaq5gUDnHpJmUUgpSk/Z3kmKKzRySXpMXqE6ufe3Std+B8s7tclZ2+htquHn3rbfzyXT7869LtEk4/r3/4X/88b/7v9/7r//v63+4iXHmo14YAHBhKf3Ri8zjgMUQQQNwUyE2gBa5BNeA0oCKBMkJZJsP/i+vlULEvb29OI6Hw6Fv+/t5EGp7BB2Px1VVpWkahqGfem262/MDF6LdwZ//7/9rt7F1U1/86m9sGC4MWYAAwAAg1QzBCuUDAFCVcxMEp6en3vfgvffeS9O0KIo4ji9fvhzHcVVVD7K/z5HZxQNriHc080/n6Ojo3Xff3d7e3tjYyLLMx3u1JPG5/+6/lWVZXdenp6fOuY2NjYeU9xBQHAbQHJ3y7PTNb3/n6IMP/tUf/b7svgxBLDo4bZwV7AWRcYAMgCzaWV5i7KQAACAASURBVM0Izx2u1Fr3+/3Nzc333nvvzp070+nUlxN/icQPIhIEgdZ6Mpl0u11aYN9FxhoAHo5Ost5Q6dA5cAQGq9URQSSCzCACPqJA2QbevXF397Lq9bO6dtoYQCHAhaUrPKbxGd4/6JYg2oFjIKQgiILBIE0jEAeMYu1kfGKtg1CtLnm+2JpEYa/b0VoLaK9KxdVWfTn3q1dvDlZVOZ8XRKrXy6yzGpsgidPank4nWdaN4zgMI1RmPi+bxnrtvPeR8dSvb07yOiRmrqTqdrukwNrauiqKQpDGOfEYzrpKBwYQrbMCpmEBAaUDdgwIQRgHgTFGIaEAIyokaJq6KHMTKATFwj//uEUiARQBdoIAOgiK6TiOo+FLV6ma3js5Ttd6gMJ1jQEExoggASBoFLbgVKCxoul8hpqU0nz/0yRvaYQeAYs2SkQQiEizW+hSlw8OHAOSEoElbEMAIQIQYnGktIDPOmEBEJQoDaOQjw+Pm7pe62/5+DcQQAIiZPCqHT5jf0UAWEBYXFWVdV3V+UFTFuBcZEzW66RRosJMwKCOgAIQtVrB4gd1Mz/fzV8JGRIAmM1mVVX545O11lqbpqlvIPOFmlUd7eLQAuBYAqXqsjq6dzdJ0243E1mUI55xlo//jV6CWVVVv9+/fv16r9eLoqgtiXx6PaXipq8+RVHUNM1gMEgNoavAWaM0a2SARgggYgdOYhMEc45NvxP0N7k+oeIkuvBihAbAOIrWX/vKwIkz+nAyHYhVyK+88soPvv0tiANg57tEGYAFaIGsfq4CCAAgI6AjYUCGfOJGB8ooCEOIUwgiUNge5FalZb5/fzAYHB8f+4aezc1NX4L7xAWHNgxsPB77Znn/q1cDh5+f57751Tde+idvwKy8+Rd/Eb2004RUg2iA2DFyCVQ4tXZuofLLi7eKOzo6YuYLFy5Mp1Mvm2kp0uf8Wu2O8LutN4GezWYXLlzY3d31z6vV+LaP1bvjJUnS9vn5Hkfvg9bv91eHjaxsH+X4pJpP/urP/l1+fPzf/PEfw6VtzLqliAVRJokB5qdlP4qAATTUACWABtHPzfrQOp+GYdjv970e+uDg4KWXXnp6Md3PC/xdLRN4efjm5ub3vve9CxcukAIUXjqaRqXVg0tfItJOZwRkhMmpBRr15ydQfkj4djmHFYfVK29sNfVM2EVBCq4GCJzzRTdgVcOC0EP07Jtga19FKMvMH/HggtnKyvFLwC4JOAIVBytuSouW4yKfl5PG1f3hgNlo3QHxYl8LWPvCvgAurCURBZiA8nnh1wIj5EvPHq36WnMYhv7gSKSKpjEKsmGnsLPZfL/XHSqjAHWSxSxKET84zlaXyNPT/aPjvUF/czotEaIw6AjUAnVVTWb5aVXZTmctjDrLaDQHSACslGERFXQ62bCpLTdWRxq4AIbQVPPZ2KACqBWy5YgInBNEpIWHI7d5TLKIult88qV3xNLlHoCoBjROVAPAgIHRTTVzzXh07/qVy1v37r41d3uhY6hGFHShaIgiEUNBBhRaRg2hdRLrFADIKYXn8ZbXpoIQAoI4gxAoUtSAYqAGxKAEXqLbnrRXFeMishxsCgQWeXss/qTGDk1AWbep3Yx1ASoHSYEVIwhqAcOAzioAMNoiVCgloOX5bDo6nk+n7Bj7W0lvM4mzIIgAaBHbIQRAwKAQ5X4CFVf3VITVNKlVKtf/e9sN6eV08/ncu6x7mOijSTzLCwBFUXgqwlexz23hnnBqaadFh7KtkYCFuRGtTYOGwrR2ChG5cT6A7Rkvsu2m4pMCOp3O8fHxCy+8sNBZfXo9NTTgUZpz7o033njhhRdmh3etEAgqhQRgnSOlQAEzhGmMAAELA5QCoe5RLxV2SIpFMRAaVAINc2LR4Kj+/neL730ns9P33/rbzfWXzPolzRZBiUlrFkOBFWATWEAL0HiMBRAAEINBkGoE2lQMpUoqQAOgEHUDEYGiEjAHsOQ3YHa3fvLTd//+pxpBE9m6tlWtCZM43k3W034vfeVlWR8KQBUkBaiIUsqyQdLrxJ0qr0bzo717+2EUh1GaJaYpm8Aon2nDqHjZvPI4Y9gXqZqmyfPcGNOGybez9Rk9VhAGJ8AIpPy265ueFThkVoKsgeuD/cO3nXpj8ypIHIAYsCgCgMLmgfVYiBSz7OzsWGuPj4+3t7fTNI3jeDQa3bt3bzKZ+L3POeeF+/7ztqnaq6vQ0xjGq6RAi9hWFWJKqbIsp9Opb4cwxqyvr1trP/jgA2bu9/uewW0P/+3z8h/B1wd8YbYt0qZpuspEMDOpBiS0AkikyhHYfPTBrb/59o+++MY/3d5Zz3bWAQKnAkUKQTGIBux3I3AABKCQQGlA/QSsgc5nwDz6Rz78ZRBQnMQm3uhvjPrHariVmAQsgANecf9YJct/Adnf1hDEGNM0jdarpz30hz9E9FZWyzpX67D7oN2sUhDt3b2Vz6YvX3tZnEPUAkyaEMD5rC0gOXNLhfttHh8pjnzEGEITaVtZtgCklFkAa4TlW0U8ywk7+xB1VflUd3ALsZe/POr1ZTURceyMCYCtsEuS5GR03O0M2m1e0Uf1/vupG8eJomYymZRlMxwMFm+LaJnBoc70RgtfnvvLW3EynUxOT089ntCB9qDcWkvKs78OBL00wlqrtT9M0FLt6j1tF4cNXHzLP4yzDGCF4LxUyTlnKxC3vb05Ojq4d3BEFM1rfu/GB3WDgqHDMM2Ga5sXOr1Qkfbrka+dGWPa5uuPWOHuqyp9Uvp0oeXXAAjGBEqpqqw6Xe0JX5SF5oYdGOVdQaywFXbF7PR0dKxEemsbQRBhNlRkiJSPXwYPfBFB6HHe27llwo8KZq6qymvR/ESrqsqXXNphBgDeYt0zdm33yceuQyGyczoIb964kfX6URS1Vqb/v69f3mvd95g//w47/6gv73rmed8vfvGLPgni5s2bybxI09QPqmUczuK/xNS2dBBAgItVQfRy7XQgtoR7Jzfv/Zv/7eXRePjZi9/+0Tfp+JtfufTy7rUrcPUVMFQLB2KN1tPZpAqiIOyqRT26VCxGAVmeVDpKAhM4hJMBKDsujBgwHQB2gc2NzFx9obgDrH7yzW/dvDv6Z//8dzuXr0JtwTqo5jDPpZjh37/5s+98+/g7f/4bf/In6qVX6mYcRp3G5gYjQkjjNI1SlbnRuDid5jJrXr66HZLynRzinBi1QCaPcSf9LrC1tTWbzeq63t/fz7Ks1+v5ysazVT74kphFUAoIgcABEjIAo7DmTu5ufOdHP3nvziu/+rXtq79S1VUSIogAEWAMED8Ywu4twonEGLO5udmerjc3N5um2d/f96PFWvvaa695KXkLJdvo4Kd0rl5dH8660JYKB88XeA+Hqqp8asNsNptMJs65NE3X19eTJFmCkvvSjOEBM9B2pSWi+Xw+n8+9jnxtbS1JEpAZNMYqIlIGG/mHN//s3/6nr/zR//yZ134VMK9UrbCjfKjS2S9oJxcaUOaJqX5l5Rd84jvblitRGdPp9l689tLuxQtRHHHNKlBOHKzoqp+ftfqpwF+P/NI09flMZ1Tdsj7CYgHdomRJ4fLWPcQ8VVygEXe3rs6zqVhgYaTGSk0mQNJACGA8HGUAaqGpPBhBAA+tLj0S/oI2OoikLp0VEyoQlLbwDgoAzzWHIQIChkFAiFmWKST4EGMm55wIKFSA4mxtrfV6YoUILEQEuAz1vR8ArcJfY4IwjMcneRxrrbUIECGSMiYMgtAYCoIAoT3mqkWqGTh/Z0yU9BRZa5umKcrC5lZrms8LJKWDUOkABJgdsyiltPZK2dXHqfz+5g8fsupf4LHwUthN4J2Pqzu3r58e3EojaKppd7De6Q2TtIMUApkg7AAGqEMVpLBMJ/ZEpr85D6dG8L4zTuvI6WO2P5ZScJVfXAhanBhjjI6KeQnCIK49/giwIXFsRRqFFsDNppPJeGqCaG2wrtMUAFgC8GVcREQNXtYh6sNMpR90nfSVo5ao8BGaAODdiz3qzfN8Pp/3+/22w9pXG6Io8i6E/jaGYWiMWV2AHnE3lAJ3Zi/pd6m2ovfsC7UPPkrfaHx6enpeVPfp9USvtlzAzD/+8Y8B4PXXXzfGFEXhl/dPBlmyfvzB3gzT1IAevvTZ3/2d3yn2itGP3vrBW9fnb/5DHnRhfX1rvLd++dJwZ2e91wd76FiU0kAEdQNNDSw2vTSdF738iO+8ee/tH8xuXEfQav2FIt7SV1/rX3stSLqTvetvfus785q/8lt/0Ln6KjeOokTYYdaFdQdV2by8+9na3fnp23/9199Rf/X97e3LO1deHFy6CEnJilljaass7UdpN6/47t7x7bujLNK9JDR6Cfge+6Ttp553DGDmo6OjyWSitfZGSc8OGYhnbny+z/KssjylADgCWxwcfP+HP3z1V7768quvMjtF6vHnaRuK1FKhm5ubnU7H/8zt27fH47HvpcnzPMuypmkuX77cWis8PfbX32H/3rwGrDXEbDtqer3e7u4uAHgbL2YeDofezP5xxvk5t2ClVBzHSqnj42MvoYkiARRFICDN6OjWd77z9d/93Yuf+5wdz/RGKCIgz7Kwhh+HIX7IVbX2BSAiEg1Sm4/unhxs6Q1BOPjgYHNtLcuydsd5NI31jxf+eq2q35zyPF9f37j/eMEsFhFEHAATkkW35DjRay7PzaVy0gSRUaKvv/Xu1ZeuhlmsUZw0LF6eGLSPiH1qLZ5ZjSHAo8xT1SOXCVKBAFRVrYOzmDHxxS45N3rEsVtOrQZAziVfr3qvIiIhMVuF2DR2NsuTJKmbMg5jAUZgEfVhK2ErTiKUYl6ISJKkpIjIM3biLNtGtFZKmaUd7WofCQE4AOTGkgpDFYaRJGnHOQvAdW3n88JaF4ZhFFIQBIjkbA1EXpoteJbNjF6OL3BGvvvfggJedQcMXiEidVPlFzaHF3Y6d979e0ty5cVXVbIGpAAI0AgjUiAO2Qp6g3BFPulgNBpNJpO1tbUPmZ+8ssC1qXv0CdjfVQQsDMyN0iYMk6auuapJORBBBOEGSUCmhIBKnG1ORofj8WkURr3Bmo47XiVMKligXC9Wf5RVybml/5yZqK8VhmHouXAPdtsCYisAWFUTtuyvn5Kyavr2GFddVSaKrr/99nA47A6G7eb0PFSv/MzqdDp++/QNfJ9C1adx5XnuT1xvvfXWz372s9lsVhTF+vp6HMfnZDMfj1Suys6wd0/cren0lVe/MMnWB1e6mzuvAsyb01nudBlG8J785Pvf2b99s5dEv/GVfzL89V+De4f14cHtuwfXb97aPzwu7enOxjrM5ptZ9/KlF1/+w/8JNi+4k5ODux+8+4O/ePs//C8ByYiuvvb5L/2zr/0WRGk5bYJ+3xIiIIMVsMpkM2h0CDtfubD7+d+Gk8nx3373zf/r32xcXA+20zKU7ks7l155eZ5rnfSzJL54aeeD23dGx/n2oHNhdwsFHTOQoscetKsc4XA4rOv64OCAiLrd7jOV1MuCJFggX1z61CNrcBb41o9/+spnXn3jX/wLV1Fd11GceGd4eOwoKL8QeZirlPL2t3met3/2er1ut6u1vnnzZtM0rVPs07s8xe5htz88E9HW1lav10PEd955xweU+MOeFz/4t1SWpa99PeZTbikGrXVVVYi4s7OTpqnWGuoSqIMAAO7Gmz9IO9nF19+oifQwAWIrzSc1tfoEwPeRd/txlLuLMrWAEAooWB/2ZrPZD978/tH+wXg8/vzrX3j99dfbKLTnp7nzqbwPP+IHg8GtW7fwvspIOzhYhB3XpAwu+a3FkfHc6EcdxRqQ02587drVIImasjRpIgK1c0rpc5SQr0p7DE2PwSHJo1LdBFCZgIics8IOkVGUVxczEIKQ3PfqChUhGqVLEXFOltEAq+iqhSCISKibuqiqKokTRK6qKs4W32Lmh640snLN8rxpXBgkSi26vHgh1FNaRUprD0e9IfH9XpUKgNFEACC2FhFSGgmQKE07Wi94vsnoSCmVdbtBmgEAiwCIl1GLP2jcT8P6O7OisVAADNyAq4Cb737zG/1+9OorLyDK7u6uxH1HHR8NqFWASICEvvwG0Bp/ek2VP6l/9MxZ3FohEJ8a8YjkiIcutWdaWwJCbBpXlY1zmOd5p9sDrFHQG00AF6g1sJuNT2azaZZ1hmubJogFCICQiP3oksX9WEQayyq8/Sj460Gt3zmccycnJ0VRdLvdIAgQsfUK9UGseZ575/zV/7vq43vu9R9nm/Eg27NTYZImScIr3Mkzvh58w0VRDIfD8Xic53mbQ/vp9cQvf2/39va+8Y1vRFEURZEfh1mWtcPskxxggnBn99LG7/zL/f/nvwAGoPocZqAZVGTSQd+ZaT7vfOGr25953Z4c/8O3/8tPfvjjtRs3xuPJnZPTzSsv7l77zG/+wWdT91Oo4Vt//q3e2qXtr//3kGw6AXfJ7bz46tZmd/K9v9RVXn7pT9Y/8xmwrphV8WC9Ym6AiNAxOQGjdAUkgJWrw3JOYbz29d/+jbXuj3/6vf337h7mx/SOXov+MNj6al3PKdSOXV7MbV01LvGLHfKjObQPG8/ec3A+n+d53u12nyX2Xb4PaktRfvUmEBSruLmzt/fbf/TfwrxEnUVx2tjGaPV4hOB9a1pbNXLO+UD1ixcv+syathNOaz0ejweDwdO7Ay3G8Pqxo6Ojo6OjJEmI6N69e3t7e0Q0HA47nY6nKv078aFunnf4GEe7pZNdS4THcezTj5kZ2IKICFhpxuOxUcoHTwHCfJarbgRzBv18+Ng8xrA2vPC8Xzh8Aa51+qkKbs7enhwcC/OdO3euXr1KRM+bCZp+GoPMP/sgCFa3W8eilCcghZnnxTTPZ1qrGMTfF6UVkUKlFmcJ758rBIrEMWoFqrn+1vVef7AWJiJk0AijkNDC+Usci6/PeNDBIChn4oaHx8LJQw4y5/7aNHUQ6HI+BW5EKqRouWTIgwNFRLw3sFK6aZogiNpepXO02QKrIQJgYKIwpLou5vNC2AIYEScAAHp1Iq3iZq8HcI7TLAtNxAwLSaoAkQ4Uaa1ZnM8mWP5SWoWqANg0VmsFpBFQEBiFgJKs693ZRDjQUTGbTadjU5Y6CEjrIIpQFq4Kcs7CcGlyLLjwDiNGAna2rOenKNWvf/VLAHZ6eiSAveGGqAhUiiDC/iyBbJnOXOkWaiGfd+BFNavetD6ZDIBFHJIAQj7NiRQsZB4kS3vwT8Yo+LvpHIMYQl3MiyyrkQhIg3OADNpW8/x0dFKUdZL1ev01bSIGzYIgiEQotLQZ9h8H2PlZsBha55JRvbu+z4tm5rquPWvr+yazLFtbW3vQosH78ngXMz/p2iZc+JBE4ofSt+fBtwhqPR+NXnzxxTRNVRg9kjt+9nIIH9E8mUyGw+FqafJTKfCTvc9+C//yl7989+7/x96bBVl2XVdie+9zzh3f/HKszMpK1FwYCEAAixAJNckm0Rw0NSUr5O5o0fqw2qEI2V/+kcMf+vKP7Qg7HOEI/8lq9aChm6IGSmyRakoiQIAgAWIGah5zznzznc49Z/vjvPcqqzAVgAIII3Ajo6Iqo/Lle/ees8/ea6+91pobfp+bm3Mkt3ffrdZFITl4+KHed75Pazt0TCoKLBeZLn0wAlRUafYII78l4rl7fuFAvnH9xe9/b/bIwU8+8ig1Z9mPLcoUjubD3gO//vDf/eGfVp974cDpn6XAH0iVo4oOf7px4AEwZcVvMRKGgQpIg7UMgoFLK0koESBAm8kayyBNNSh0LqGETz/4wD3LiMaM+hef/sEP/+1ff+Z/eDAIw0ynnc7AmHLxwOJMowrWMqAgwe8sJ7ypEe9c5brdrtNK+iA7KK5JBUiMYADYgcFcki3IalIKGk0QgpXKtSYS7/TTTfELF5RcQsnMvu87t5opv6tWq+3t7VlrZ2Zm3qfqej/fN8uy7e3tEydOVKtVR891424zMzNTKbrpCNN0YOs2l/p+V5Q0TTudDgDU6/UbAcpTencPG/PIcPzeu/f+4TuAwEBcsPB8zfjmfd8P5rL7/vb2D53KKeuRx36pwD74S815Oyx2d3addNV0MXx4RCrl+xcx3eCkMUA0dYJlRBQojSl73cHm1rq1FvtbTg3bzaS7I9xdvu+LQKEnUElAqTwzP1sPKw20IIUCgCwH8nIgcrAxEQODndAnEPDNjv930CuxWlCpFPWzIVEbyEJZlrk1yCIQ1rCx6AiXcKP5jlLKIAjzPE+SxIn1wr6xx325AgKAkr4ngFn7vp8kqTUGhWQYK0/t74BPMxsXNbTW1UplMvcDCDQBLgmJiKS1JY9J0QIA6QY52qXCVsnAadYyM7AllAAghQ8MCIyEQrFqNUuts1xnWSo8NRwNmq0WAmqdKenb0tiJ+As7gwniG1i+EsDY39pev3q2t7c+06432429brfaaFGlbcEf7y7CMXWYaD+B2D1Bl/A5Ae2p+rIjbOU685XHzNaYPEtGo1GlWhdCMSK/Pe/lbdI450jpeX6t1kpGwmhdFiNVkQDsTJkH3Y2i0KWBuFJvtmaFFwEIAEIUjGCB1M2bfIIFODze+WDD9Ehw9zDLsjRNncZzFEXTvB/e3BDVVY9OarBer0/j9f7c5V1o9bO1KHBzczMMo0qlApOF9SHJydwhaoyZmZm5ePFir9er1+vT4aGP0987nCgRzc7OLiwsXLhwAREPHjwI+wg2t/m8bplbKFIDkQ/DwdLJU5upnlEVW2IKyvrIzKCFsNiTIifVEoJM7q8csfFPaitHVHOBK40Cwz7DDtb9Jix4w5//zfoT3/j3B+5ewHDWF40BNHIv8LymBIggd1QoAQIA5TS6jIUKnS8cWUkZgZZeAhYhD1oiRBCVhaOPtF/7wf85WL/WOlIrRoN+p9tut5YW5yUwgHGzIPhO1u3+1NDlSY1GoyiKV1555fTp0x/oumUai6kjWAAD4CGYdCg8OP+jH1brLQCEICIWxoIQtD8xeovP/Ppoc4uinAN9p3PwQojZ2Vlm7nQ6rVbrltt1OxOB+5VJp6m2Oyym4jnOyc+91Gg0ajQa9Xrd/XgURfuGlGAqLn5LVX+bj8Z15GDfvERZlk5icvIirMJQIxBRY2WlHwb9jQ11aAURleeVyCg/IP73LY9Sa62UcI3WIPDKsgQZlE6TxNF2mQXi9DtFWeZ53lAxWpgqXAlBwpPIOL+8gl7Awrvvkw+4PmSWZW5E+yOL/k7TTWuty1R4rIHldjtbLpX0Di6vLC4eIEKbbNmyLIqiLIpS67woSmuKZKR7XWYuUYNk3wtCz4+jelir7W5eTxN7cPU4CT+QBKIEGMuPjQM1jzUZbi8mmVu20C0FnoCSbS5FGXpWD7ZVPAvIUhAiIxsUhEIgGmC2bNkyMxApQcKTHhvO89wpwbnH7+LdvsEjhMntAXD5KxRF7ofKIdpTKpj7qf0woXsRpTxTWiJXVBkkgYjWMI3LsJuVNHgK++5f98hMfOO7LhqOJRSQlLVW+GEliPJ0ZG2pM93ZXq/Wql4QIGgkEAwohJPLBXIeeGgBgbm0ZZkNPV8sHZidnw3TYW9rczM3uHBoDihmIyak75sYJDfeyqRMdFV7mqZ5nk9viLW2Wq+UphAEhISIvh/6vg9CsHXMjPcURMbCHiB9P9ZZmo5GeTYQPqWjPM9MkuUAJggrzbjuBRUhfGvF2PRk/Ist30zAsWyZgSfSETipV6aKP0VRjEYjZ9q8f0xtmtK9Gdrq5JOyLHMt1DuY/M3OzirlfXikam7ZrS71r9fra2trtVptCod/nLDe2Wu/2eTi4uIdeU2vEm3bQdCevbC2duTUQ7pMPVRaUgoWwVbQA4l1KjxrbNk35ejquVeGaa8+1+SxAI8RSPOQ2TL3fYB2o3H3/bsmrKhWCiEBBFAGXJK1WkiX7SKUBDQGqCxMZhIA0M0ZT7mQZCHUKANghAIaS7V7T+9cvuCHtUp1ZrZem1s6UIwTqddF19s4HPenVg7FcMt4fn7+XXspv+Pt42KU012ajIsbBMPaEwhFeu2llxZXD4HwwIJFYiEYiMHibffEbx9rKMtyY2NjNBq5Ztc0Z3V36fZvyP7JBOc256bJp2BzlmW7u7sOXzh58uT7Gp2mFifVanVmZmZjY2N+fn4MgjKA9C1ACRaCIE/SMI4tkTXWWtew/mDHGCZL191qJCABxpRIyEYLYLBgmUmQIpHnqZLKGquNkUJITw5JC/fm2YqAEl2QLqSSYiZsVhYSrwyCwGUsTi7zo6z8MK1onSQTkiVy7VpLRMxAKC0bIrIWjLGBqoCHfjwma8L06NIamLMy7SXdfqeztbVnig1irFZqrdYsyQTIAIDNEyJCIZEUIFlbAgtA4VK/t3eFJXtjsTps9JY2MZUIBkwKetgbdVvGUtDCsCoJAdiYorQulSEiJYRnLTMYNoRIQRCRJGfbRkQO0r4JKnYwIBAgIQhAICKtCz+4YVa3H8ab1sru+2VZmtJKh77cTOtEFAhg2Lze72PfcqeJZS/uy30FwI1igpEtAhgWgv0whLIIfNXZ2Ux6u2RixymVypd+AIxsmYTHKMZnDUDJdntnq+KbNOmRSZdPHD3z3Eu11mxcmy1LKaQPUO6fcuWxft1EBJpu0H+jKHIf3JWPRVEURdHrdWrVivI84HIw6DcaTSIBFojIAlnL9B62GSI7Gz/0oyCsZNmo398ritEo1UKGSgRzB44CCSQFVujSIpIgAQjIFsAB0LcGehLAYNlaYwwCMgpHXXBUh+FwGIZhGIZTh7P9HYM3Ye+Mf4vnec5pyXXupsvs3X98IZJ+98L5C0eOHiUpP3ifi7fFI6ec5lqttrm52ev1ZmZmnELIh9lo/v9313S2siiKO+limoPyYzB7e93ePaGKCTHRMgYEO4ZoC6jbbVDAw52//9afv/bSi//iN74eLM2CQADtAVgjx7srrgAAIABJREFUItqCNIUwhig88tkvgl9PABAgBhPyEEwfrNbi0DS1xTdkrHkWABhIASgAC5DmZeQrC0Chl6bpVr1S37zY8S40lrgsPWTwpZyqnd4YBH4nzaXpWVmWZZ7nW1tbUz+FD6KecQ1BJGAzMc8EBi7L3EMGnfevXrvrvvtACmBkN/Q86RlOJp3vTA7sYl2WZa1Wy/FA9i+w22zevl7QRkrZ7XavXLnikNdarZZlWbfbDcPw4MGDvu8XRfE+DQzsd82QUjom8UsvvdRoNHzfF0IAKCAxwd4w14WqVEoS1miXBt2mMuYdz4DdXBYhMqFlK0iIYjA9jqEEIFJ5ggV6vg+eBKNtnicVRaBQAoEp2bAwrMgg+ejFMYlQnzt3rl6vLy8v7wfgP5rp77RoY+Y4jrvdXWd2Ml3HzIwgrAEESYQFIE0oOdYy2rHkFEsPET2vMhM2W40lLrMiHRSj3qjf2do4d/nSC5W4Um3Uq7NLUngCPWLDTIgSEMAij6mfUyDzTd7tROobAJjtrTJaAKbM8mRvb+Pi2pXzaLHX6jGELCNVjSvNWhjFnvSFECQEs2WrkYXLaxEIJjbFLrlx4KVjd+wjS0y2NiIACiFKY5gNW8vAUnqOIOXcdPanwo4x4jRfhZRIjMTWGAAglx/baY2PNzLdt+6D4NRmaXwfMmM96QEba0tCA8Bgy1a7ubOxtnFtp1KtaF1Kz681WjKICcnNeY1RFcZOf6/SqNZDjlUGwu5dviyVN3/gIPlxXkgSOLZiGm914on3mYPE3WpxDGDX37eTy/O8MAx7A9Pr9dCaUucILMRYhpdvfPD3UMWxsaYkJGJSQdSqNy5d2ShN1qjPBFFLBTUmny2xIQQhhTc5XhmQXWTjGzfXeVIba02SJNYaIrKagVEppZRyB4CTQ9qvhXkLWfwNt9t+qoML6HcmvhgTxvGx48cqtbrRWvgBvG+aRO/ucpHUDYwvLCxsb2879aiPAeA7e41GI8/zHn/88a2tLc/zgiBYXV29A+srBawpKM3S0uLGmVdXTz0Eku1YjFYAAZeAZR/A/95f/Xm/3/vil79SO3ocZAgsgBUCKZRga+BFwBZ0oSQiaLBMIBVaAAHkAwkCOZ5VnuzssUeFHcNsGiwAEKCEsZeoBMGlLa1FjwoyrYPz6VM/mr+3dvXa9WjpmLxpHh7f0eE4zXqNMcy8s7Ozvb0dhmGtVqvVah9YcjD26UAAO+YmFgzC9bhLA4CxQGsZGEEgIjKQYRB452FJx23wPG9tba3T6SwtLU3hM3i3IjMuD3ZykGEY7u7ubm5uOvlhJ9/7wQCQ018xHUGezFUTABoAAgWjlEgAMSIDIrGlsY7rTwFrMMYAWCSWQk52igZjQAggAmMgyWyarl25AgAHVla8mRnyINSJr4KsSK0uK3EFJOXpSAjR27v+4osvbm1tDbJKHMdFURw7duxD1UV8X9Lf6ZhnvV7f3tmI4zAIwkmvxSXHNAGYhJmYvDOPZRTcgrfMCCgQCC2BZAYvRqiFrfkmj7ro0ai3d+nKuRdePTMzMzc/f6DVmvOC2CUJU64O375pyY0/b3o83e2NC+dfiLxy9dASF2b+4FGguMjN5a3N539yviiLarU2P7c4NzcfhXUhlLUsyAcUwGiMJUlTFNNxX6ZI8C13zYkVCCEKXQAAg7FMxpg0Td3Y03RXu0ako0pnSZplWRRFYRxYZhLAFoFBa5tlGQkOoneyi3g6+scTXrJnwIK1kggRdJ6qQIz2OmzKWjViq9N0oHuWja3VDYnAsihKznOd5WVZGo5xYaa9dfVVM9yuRnJzc31++agKYgAp/YhZAxqYklXA7pcPfn1LYToF6HrcWmvf9wLfY1P0OrrIM2OM8hUglVqTUu+RqEpIJB3Bz6BlqSiOI+VRbbYN1mddGiREQaScixuza6LeWEv2JuMVJsTS2rzIlZLVapVA2JK73e7e3l4QBPV63Uk6wGRYZEodm866vdl2czioG4DrdDqOyhbuszB8d6Bff3fvzNmzd999TxTHPBnf/JBczsvD8zwnADczM+MkIBqNRpIkrqj4OHO9I5cr17vdbpIklUrlTiGUwofMmrpUd//coy8+9aOLTz9x6MhDFAQARQkI4KMHxXby5J98I27O/uyXvubHscGYOUAKrJXkIlLWED5oNFZq4MIz2jMCGYCUFbKkyAAHN7TAXUeL3LbkscEoiKlT6PgcAiLDwL7HbPPh7rXZuu+F4dUzrzVXTjbm55NRGlbCd7do95es1tput+v0sN5po/+9Jjo329RNDz9CgDyDLIuAjHWhGO3+kwHgHY75vT36i4izs7P1ej1N052dnYMHDzrzLCexBwALCwu303OeJrVa642NjaIo5ubmXF3hmkJOLQcmZJ736W7folbp/lxeXk7TdFyfAwohjUvArCUhTZpCzEI4AYXbNFF5X945kdBlVhhDBGtra2rjRZNlpijY2jxNk9Eoy/N4bg7y/OoLP2g0Go2ZmYUDB0dZGlSqQsrR2Vd2Nrf8er2/uXn98uV6rR5b8zxUtre3NzY2jhw5Ah9t24vpDndTO6+99trKQaE1SykLrfenfWPbwP1V9P6bQo6QVAKUQEBeyOAjQ1Fmm90c2SwvP3T3zEOHM+h3dzqdzc3NlwWV1TgIgzCu1n0/ltJHpbgskYRhEMpzxBq0hosMwBqds+kDClMyg9KpWVvf+YPf/4PVQ3cNh8O777n74MHl//CNP1lYWPzN3/zNXm/w/Esv/tn/+r/8zu/89/fe9wlcTy6+vD7o7+VZf25+/vTp087X+Lvf+Y6QMo6iIAgOHzv2yKM/TyQYCFEoz0NSxtjObnemXQdbMlGqTRR6CBaRkRlRjnq7ZFDnJgzjXlz52//8F3uba7/9W/+tAaVBGpBI5CMrLpSwolrpdDqjNEFBQggDjIhsjWHzd9/7206n8+u//uueJ4w1AOaWvhIAAJZj3Bn2S23vkwO0E0s9KBmM8EW/388KW5896AkvS9IDDcmgt7fXku1r1XrVgkTwvSAOq01BHimJNq96kfHizk4nat4VzR5n2TZaSgHAklFOyhUE4HGlP0kaLbFbFW5JEQnXa2QGIBRCkk0sc6a1IfDiWi8pYFQyI8AYKY+iwNX6zHYy9Xuj2mF+ywyJCUEyoFPGACSlQ7IAOraqmvt+cCO9ZhCAU81d8qwjuZeFG2hznPI8L7TWwkoy0uQsPJISZ2ZmZmZm3iSvZac1N8V/X/d/xNQYGSakozAMbxNDYn4rTUe2Jq5WFxYW5ETCBd9OSO4dRgoz8Q6cvibt1yEkvlUW7pYXCKPYglW+ACgRbLXhr29dCSLpB76Z8CLg9jw+Pr7e4lJKZVnW6/WklFEUHThw4E4hkIIIDMHy0kEDf/xnf/7LXwnnmvcpmlTBAHtXt3UhH330i0b5WJnJNbIMAEBrEAhkIURAhkEpwBcFBDUCacG3gBZYYA7CAoT2psBmJr7t5bjjD3WejGaDBQSLRgjMkz6P8jTpF93de08eN/mn/vLf/acH4pmmMXG1dpPUw1je8O33xrQvMbUN832/Vqs5cuQH+Uzt/ik2pzHk0i5EKAro9/VoSM5hxClpyverGe9YfK6b54auXCKbZVm/3x8MBtba20l/96eebohiYWHBJb5E5NBHNw/n7v/7FxD2p3fusTLz/Pz82bNn3SdNdF5VUBhQEqBaZeYsSTy2QiggRmD4KbXZyrL0PAkMQgglRZ7n+tJZJ0uglFqYqUerS7CwANZCHENRrD311Nlnf/jqX/y1lHI4GIDlVqt1cHm5n2Uzs7PHv/xVKIrOj3/8TF7Gcby4uCilfL1A50ct/Z0elkqpw4cPb2xsHD582BhzK+R5e8Whe5M8IaR6imrVFlgLIkBjfB/ml5fml+atTvNsuLe7tbfXvXTxaugHszMz1VrV95UMY51kGVKSZIXOsyTJk6HVWa/XS3U/jmrMhKBMSefPXdzt9D77+aOLi4v/4T/8u69//esW8OKlq1vbe3cdP/nNb/7V/MLixubWwuLuN/7sm6dPn/7s5z4DwgIREHGaXrly5cra+m/91m+laXrp0qW/+tZf+17r3nvvf/nVM6mxs/MHjh4/fPbshZ2trRdfHB47sqqNLQHa7UajXj3z2qv97l6tUm3Uakp6nd3tvb2uP7cYkXr8uRe6W3uDUTpIsmFqTp/+5IsvPHfy2OGsv9fLYGVlpd/vP/3006dPn75y5Uqv12s0GnNzc9Pd/uyzzz788MNpmjpH8tsEgadJkBBgLRtrBMFwNMrSvFFvKc8HxrDWcJnx7OycNkUQxcILABSwxyyAheFyb2tdlbkkMmV5cHVJVipAUrKjZ7jhAAREHtfuN+G1yPb10c0RPNy7FEJkadLr9eq1lhBSCIUgiCSRJILRaJTnudNcRCRjyqnV9m2Xw7Sfeu0FYZaOSl1Kn96MU+PWf5ZlWuskSVzu66KhE27zfd9RwO9UnJ1SRPI8V0r5vj/14nqPr+56dkoIfB9EzW7RtGagd3XATks1mmnPXr16fTgcVavSiTQ5TaX39aj7SF6uL+8qqDzPfd+/fv06IhZF4YiM76URDNMBhmh7pvRyvmuvIv2TJ37li1u73/mf5sLfaJ76xa2yxRFgvrdbjlaSi7T5j3Ti7mI0YjwSawDfJmpowQTkk4yYuQEGzfj1hRIlllJKtLYKxMzalvuqUBYMt8jFj0zqS98yC1DIMOhmg86wLHSaJJZtu30Estm9U58/9dCrW9/+Pw6Z/wz3P4AHH9yC+3sQ+wCRhkhCiBpBvV1DRcA+CaCpCdb00PzARt/icXAgkKgRSgZiiMDsvfSTZ771+37/cjbc3gt/ewVnwAIiBKCZtwX6UFbA+qBgCEUNvff+TqbdvKIoXKHl1t7Ozo61dnZ2ttvtuo2836YYbtZEB2OVxFx6I4CQIb947XisBKYZUOEFZVq0dCWIAngjVYr3Cf2dfjo3e+eee5qmQogqtNjahiQLBXjt9K57nvjTP3rsl3NoLYJaTLm6psSKvuFGApiD1YAZEFvwM6hoIAUQvdc3+gZ9HgBQavzCJ45/wh6995aqaT8Hb/4rD81/BbavnHVkFdeRdtJD0vcBYO369af9OR8gyzJ3W6Io+vDQf8Xv/d7vvR+lj5MpMMbs7e05bU54J74pNz8i50VDYAkZi0wn/ZFAGUQ1YGJVuqYNCU+osN6Yac8tzs7Px5Uo10l/b+vKudc6O1u6yAbd7mg4EACeFPVatdluRb7PnnfX0WOHT967tLy6cuS4tXT+4pWHP/XIbrfbGwwf+9JXXj13vlpr5Lps1pvPPvfCyupdSZqneZFlxS/+868lyejKlSvdTr9Rq1uhwOILL738K7/6a/VGe3n50Nb27pXzFxYW5kbJcGd351t//S0k8Wff+Mb2zlaz2fw3/+bfhlH8/PMvnXntzIMP3r++vj7o97//j9/fWFsfDkff/LNvttszrXrzuR/9aLjX/Zn7H9jb2dvd2nn6yaf2tnafe+ZZm5X97uAP/+iPVldXX3311e9+97ta6yeeeIKZn3jiCWPMYDC4fv36pUuXsixbWVkJw/CNppd4wljF132fARjRIloENlYno1GeF5W4GoQxokKUbJxMAwNClmalsZ7yESWABCYAAZhBMezvbWytX2m02tXWLKjIMhpjwFprDYPhsXAvkMDxXMXkC8HiWI59/MXWAIxxXGRO8tFgMPS8II5iKT1CcrQqZzkihChL7QpuRLTWEE254Dwprt5i6fG4VYqEYJCtLfNkNFJBKMOqQXkLIOLWvBDC8byFEPV6PQzDIAjc6LHjJARB4JjctxGF8e2+xpfWOssyIpp6S+6XmoY3JU7ckEV7/X9AYF0UmxubjWZTKGXHKst37NhwKD6PhwTf4E2Oseb9I0s3f3occ4YAkRHAGluJ452dXd8LBEml5D4cHT+WQrtdXNBaVzCYSZ25vr5+9erVra2ter1+1113vYn54rv5TYACZQASPASxc75/6fn+Vv/VM9f9sNpUWX7+Ry+9+GIrUrtnz7x28TpUFxqtQwIIBDuanABBoFySMU1wXV/b0cz2M6am6rOv54WbslBCEaMgMsbudbrdXjesxTOLc/XZZlCPIUDKYG512V89dOny2vPfe3a1sSq9WhjGprQtxWGZowUQ7/hQ39nZieN4at/4gXLWJyNN4xYMggAOQzE/1zi4urxxfa1x5JPt+UM5Yq51pErKulAyW8pBsSSP+Y7IIE5ZXk4WYH19vdlsDofDwWDg8MLd3V1nwOZ5niN39Xq93d1dl2aN02UhrNbGk53R4OprrzalePnZp185+/LSyaNGUKhioQEV/rQ2lIvGSZK47hwBoBCGubRGAM+2G50rl8osbRxcBW2NHxFJj4AJDI4ljBAYwLFGfUDlkEv5AS2Tt7mqtUpcq4WVqh9FKgidjSwKCSSAodPt7faGWZYJIZaXl13p+5ElP+yfcnNsvMOHD6dp6ny938UhOaYduUEuMFJ445k2y1BygakUvhABgCR0vfEUOK3NtOsLrXx3u+h1m4363OpRkAr8cJLxMOgCrVgbjoYZzwRVnZYkA/TCl85cWH32hXa7/Wv/8l+VKNALP/vooz/4wZPf/YcnVo4cGw5Hxph+mmXWkucP9/Qzz7544cKF3/7t3643m/1RnuZWGwoqDelFJMPrV1+8duXc2sb2bn946cJr2egR3/dOnDz51V/4+SeefPr+Bx++q9//9re/tXZ9Y31tc29nq9vpv/byq1//jaPVavXMmVeXDyzlg/6pEyebjdbZM+c7e53NK5cXWu1PPvTwa6+d84Ngbm7ub//2b4UQjz322NmzZ5977rlKpXL+/PlDhw4BwFNPPTU/P/+7v/u7cRw7buibF4D8JktfM7BlUxZFlmVBEEWVOhhkJhTSci6EBBJCgVBal7kpQQoJTE52zOhEl5kxuZRCKlWWWidDkBUlPRJMgIAEzK7hJUi+LasMJzYWbEyR54PhEEE26y2nOCylnMSIyfqW0sVH5unKvJH+IrwNPspI4zlnEIQk/BCJCq19W6JQt9CzXIxzqhSIGEXR9DswUeedDgXfkXb8fhLhVO1heoK+R/TXGOP5fnumraS0ZUmef8fDKt+S775j9NiN3Nvx+Cpzq9m2Je5s7YRhPDs/49Dr/b4zH1+3E8AdtObCxfr6+uOPPz4cDp3EcqPRuGOThaoKbB3b1pZlCV6/kJ986JOHafbP/9P/08ddu3nmnl/6ncVHHoE8v/y9x69c32nM9724CUgeqKkg/9SPYKoIORwOz549G0WRM5uN4ziKotnZWd/331BCO0APGZmhyPTObmeYjQ6dPKIChQgaTKqTxGRtVd8RC96Dv7y4+tDL//f/df2lteTpF8KjyyuPPsojD6gG8t04Vvi+f+HChXq9Pj8/74akP5gMeCqTC8hiPHMDZcmq0qwcuQf0UvdvvnesGAhIRkZEoQcmv/APT4xIzd79QLhUCwCCvIRA3okwgG6m2Q26MPNrr73m8l0HJR45cmRzc3NtbS3PcwCoVqvOlPjy5csOWEVEn4mUZyp+d9TRo77Xbq1fOds6OO+TKU1prDbk/bTwRheWHcbv0ECbDP24gmEUBIHWCXrR6S989cm/+Qv9xBNHv/RVKocVoUonSuVeAYTAUIIbqUePQQHwBxLPbi9sEkydnADYMhJxWaKU1fbsyurhTlJKKa9du7a7u/v+2Zp8KNBfmJDQrbXXrl1bWlpyIqbM7EC4d3gOWUDDbBEMYIlsLJZlkSolPF+BsFaWhMpYZCMQRJGWwlPCI8QyGe6sXb5SjZuzR04geSADUzCwQFTWEpNSURWlHAyzdmsOyCcRXLm6trW1++v/9b/42c98ptZo7XU6L7965vOf/8KTTz3942ee+aVf/hoJdfnKtX/6hS/88Omns7xYXjkYV6tnzp+/+777oriSFsUPnvrh577whTTPn3vhxRdfeeVzn7r/yR88Pjc/f+999z7z4x8/+DMPvnb2zOHDR2fnD/z42Wfvv/9+XRQXL1xoNBr/8L2//+qXv7yzs5Nn6Wc/+9kTJ46vr6+/8PxPFpeW9no94fkvvvTSzzzwiX53t9GoHT567HuPP8kq/NTpBx5//HFm/trXvnbt2jUA+NznPvf5z3/+4MGDOzs7xphDhw7t7Oysrq7KN9auer3rt9MLHn8ZmxJSMhyMRqMgiKrVhrVI5MBdIhIAbMsSUEgp8rwsS6ukh872DEWpO73ttf7uVhSHrYWlEr1Uc1aYLE1Gg26SjBhYKoEEAEwE+6Ffx/Kd4tA3AGkAAM5Gw36vJ/2gUW9OtEMEAjGDtS4jZNdsAoA4djOR9hbyKk1m7t4UWUW0jBYBwQqwtsyzdERSqSBCIcXrphMc5uS6SC4uT1PS/drpt+lD4UDRt/jifd1Dp4s8zVqc7OXbNfveUhSFbVnk169fj+OKUgqmStV3jvzANxc2OGmvTR70LY/e3vxP91ZcA2IiFGg5CKPADwe9vgWrlHLLHt7cNOTj6xZFkSk5stfrnTt37plnntnb21NKLS0tHT58uN1u3ynX6xzBdRSshVBRVIs8wgs/eTEZJp88fRKe/NNm71z7kV+gxmxeX1686/6F+QNxxbPCIkg0Ao1gAsTxkOhUKTbP806nY609cuTI3Nyc0x3qdrtBEDhJwdefQWgYUKDlTq+3s7s7MzfjV3wktmAYNAgjBIDhivJUqkVJRX8PfZYwOvfD7x/5mU+hFbZS1+QJfMcplivOW63WzbYI7/ulx7ASI5cIFpCNYRRE7m74YZKaePNS7eQxTRwIWHvyH3bPvDqzciheOpgHNbAclADqDvA0jDHO7mdnZ8cNrbpChYgajYaLn9Vq1ff9OI7b7Xa73Q6CoFKpeJ5XrVbb7Xaj0VCezyhBUuDLuxbboU6e+f53P/PpTwZzs76qDEe5UqEUP8395XDfoigGg4Fkm2RJd5QEcVUpRYxUiSXwC889u3nh/NzSXORZLcbSJO4sNFNBUIvATlf/g9ZG25/d7b+QyPE/AQlQIBEgMQCSBIA0y7q9gRDChZH5+Xmn7vyRJT84bsdgMCiKYn5+fn8ScDvbezosaa0F1IQ5gEbUAAVDbnTS3dsQwoZVj3Wy2e1kRemrCMGzFqUnESxgWeSD69cvM/iLB0/JqMmqatgjv15SWFJgKWD0QYSVStxszyL5QgalAcPUaM0eO35ceoGQMisKRnn4yNFWe/bU3fceO34SkeJq5ROfuP/4iRObW1svPP/C2vX1Bx98aHl5RSlfSs9aePzxH2xt7VQqtS996StHDzbTLL146WIYBSdOHD9y5HCtVjt2/PjM7BwjLh04EPgqiqLjx46FYXDh/PnFhfn7P3FvXqTPPvujZqv62D/7IiuBYbx6/MTaxvVBb/vIoYX5+dbJT9wHQXTfwz9zz7HD7mRaWlqan59vNpvnz58fDAYrKyu1Wm11dfWxxx7rdDrOzfzNlx1OOuaGCBnY/cUYg5D1e708KyqVWhhWCBWhBJSAEys/ZCQBiCSk5/lpmpWl8YKArSUCU+4Ww24y6M20Z+OZBRU1/Kjmh5Ug9CtRgIhplg+Hw9Fo5Fzv3Z/TKxuO0tG+ryQZDQZ5lo2GwyRJarVaXG0gEQIhuj/HhyAiEqG11s3ruA/ObEejYa/XNcawZXBOUMDWGmvNRHTYTtxIrNOes+O4YwkMoTFFovNc+mqUjNLUZFmWZdn0zcPEQGjqG/TWbaPXr3zHWxgf5zxO+NhBndYiUb/XtdZIKYEt7PMlcq1D11+byga9Pv2dbi6HGk8bNVNfg/2FEQMLIUhIz/OQBNxM2H2nIeyWNMuCRUTLBoEJGFgjGASLbBAsgjVWg5tTQstsgI3TJ0WwDBbBIhi48WWRLZFEBl951Wr1pVdebrVaU/eQj9Pf209HnLjv+vr6Sy+91O12Dx06dOjQoePHj8/OzgZBcKfIqQUAAkgEZksMZDFePNj24yuvvTrbvbTz9Her2m71sf6pz3Zrhz2vUg1ia7qlsIJ91AQMViBMzAWm9PpOp5MkyYEDB6IociM7zNztdt3GdBMRr1u65FoJRVEMRoPZ2RnfEwKsBKPAIGdo05ByOeyKnS1lRksLlZmjB0e9QezNtu96COoLfVnR6AXv/CYMh8NardZqtRxJ9ANTftDjj20RS4ASGRnYkmSSIH0Cml05svE3/+/MffcGQZAO+4//xTeO3n1i5eHTQbU5YimBArBwJ96t1rrf729ubjqdMmc73Gg0arXaRN7HdzCwUioIginRJQxDF2mFEEEQxNUojqNqFPgem97mC099v0gHh44cwaBO6KGvflro7353+kaj0W63q7VqvdlIC73X6/tRLAFxNKoeXFltN8+eebnM+vMzVSmVtFpyKZiRFEwggYlJiQW8Ef9/itUyABjLxrIxbOx4nMdaZiAG7HR6Z86ec6DMYDDodrunTp1ywNBHk/zgNFm11ufOnTt69Oh7ucVEpMvc8tCTChGt0abQe7s7RMaa5OrZl7a3twcyPnhgpVGZVYrYWCQu81QGuLG+MRgkx44+4NVmGYVh1CQRcOJaM07eAvRda9oyIoqVlUOLi8tSktOunZub+9zcQlGYk6dOEWKaZvOLC0eOHd3rdlrt5iOf/lQcxmjHB0aSpL7vf/WrP+/+GYZhnueDrUtHTxxbWlk+ceJuzwshrt11113Cr1jETz/yCKAJvNb83Iwx5jOf+UwQeAAGTH710tmFhZ9jMLV6fLJ+6v7a/DAr/vW//u9Q96C3DnENwPyTRz/VN16Z9x966KFWqyWEiKJobm7u0UcfdVF1ZmbGZUWPPfYYAAwGA8fAfgP4b4JLEpFLjYQQzEbrXOejZDRqt+eVDBjEPja+++mxtLLjyZJQUVRJkiRNRlEQAhti09nbTZPE80IABeQDeICCLBLaKA79MHabM7e4AAAgAElEQVQeP0o5LeSbtxbftL3ZWl0U09xReF5ZTuetEeBWZqob+NVadzqdWq2qlIyiSEhKkqTX6wZB0K7XxoPYRCDQ6oKIANCWZrxCWE4AY0ZkIKiEwWi4NezuhNVmtdXWWk916PYnWO9ue0+dzMY/juV4IpAISSCBKZI8HypVsQaFEHwz/LyfaPH6dPYNE53pLM50JvoGOJfnQRhcvnS52WqFKytOpvBOngpsCRnAIjCwMboggHFmYhmYJYkx24UBrQW6oV097tuys9osJ5xOBQxcMkpfTkwx3Ef72AXjHRwJUpZlaYxpNpsLCwuVSmVmZmaMsSl1Ow60t8uyGLN/wRcALCyFJIU8/mD70qVXfvAfT9x1iHrrqQAWXgIiSSDw9+nC2Kk3+g0ekStEh8OhMwJ0DRBHRnIaC29Wdjq2FAMLJZkZrFGgnAsEsJHMACrbvfj8t7+7ffYcpqMjJ48fvu/+zStbD//cVyBqZV49A3h33CBEHAwGtVrtAx4GsvtjJTOCFcIrLZeIAuTeQM8026UZQjKCqDD9XloW7ZUlIABjKoIUIoABuAPagnt7e5ubm0EQLC8vT1NeZnYa+UqpNE2nRAi42S96ii+whSxjFSIBgy1lq/7Qww9evngBlA957gfh6N0+oDuSL07HD9wqDQhAUOj7G7uduFLNrEnX92YbQbx6+DOP/pNv/Pm/P7jUagYNBAFCkrCAwqKvpwxQLAE0oPhpiaPdunuE3J9TAUBZWiIkwrwoe/1hHAWuRNnb2+MPk3j8+6L7y8xJkhRF8Qb51m1kz+4UN8bkee7kukbDkS40sEGG2bn5Ub9/4dy5OIqWl1eC2VXfDwVBWSZCoNFaKLu7dn3QGyzNH6rUWozKMgBKRDAWCMdWGA7jK9kgjrVdnGuDy32lpELnwGQMKyK0oEvtKxmHQVkWrUa1KIrI98FaROF5nmMvTQ3KnZNNmqZBtXqgXn/5+ed7w/7scoPTofBihtKWVkkfQBRFKqUyxvq+MqUG1gL07FwrSXrVelNBVAoflQ+osmQk865K+snOBtXng5kjheU8z13XzA1ou2Jaa+2qZJi4CpVl6bjXbzx6OFF6cGgcs0Wg0pRFkdvC1KtNKT2SvikZWEwGiJiRmY2LnTgGBtkP/bIs0mQgyARRJEjMNFqkSwQBoAAUoIcAY6sLJiGcUTCzZcOvAyBv2SpIXhA6oqsxJRmLqKa77g2GtxDdp+52u+OJTAC3D40pi6LodPb2+4m4wTWYDLERgRBCqIhAApS2LIkNcUmsA7KV2HdKDu7HJ3bnYjpl9R4LXGstQYnk4qa1WgNAlqXWas8TJMb2fDe1coRwg3dTh+23yT8m3Zg3zA79ICiL4p777tWFTtO00mjeWdsLRGCrdZEjsERALpltXpRstPtF2hE6jXFfxhie1sbMxlpTamutsaW1xlpGlAgCQc3PL4Vxdf9S/5j4eztwTqfT2d3dvXz58unTp4UQWut2u724uLi4uOi2hquR7tQQoQfu+LbAhgG0F+jCr0i78omH1578VtI4kasFGVQpiom1F6oiLzxBCIJ5LI3KbKbQmnvK6+vreZ4fPnx4+lvKshwMBg4sdAS86WqfdkKyonBLbHNjMwxDJSVrg7YEUwKyHYxGuzsXnvzLIcH9//zLkYiGL569+P1n0p3t5FM99rK0zMpS1nxZmpKInInxG86xuaLUnW5Syu3t7eFw6PpyrmX603BsGUMg1trSIhFqY2rNVlqWlaXWE3/yxwm1sDmHceTNtcHzwKqoRCAw6s4kX5VKpdfrLS4uTt3a3UE2lS2/Rb98uvb2hzhE8H1EC4AIQoHvr9x96vy5c8NLVyvHWgisrXFGaz+tfHEqMxwEAVjDxlQq8YEDC5293XyUS20ORG3gsnLoyC/86q/9l29/c/XFa4SQ5dlDX/1F5TeoOkPC14AlgoASKGdQwGr/Mp7OOUzFNPYPQE9HWqc/sv9/ujXpWhBTUeTpTncv60wfr1+/PhqNEHE0GhljoiiSyvd93xFUnOJ8WRprbZIkZ86cWVhYOHXy+Pnz57XWp06dchzoj7LpsWtnLC4uvosP6UTshRDOCjIZ9Yp8wGxDP2g2Gn4ltklWmz3wQHN+6/KVKAzDsC4EGZMJssAlc2ZKWF+/Hkfx3OJBW7JFjaQEjVEDpxYJYAgMMhghnOe7FAIAy9IKQS4+SikIiYDyXCuPPKW0zgujAVmB53sSAUej1JOBAVBKkZCmLIej0WAwcA33eqOhPGuKYmZh4fq1qxKhubDEaV+j58WN4aAfVyuMQAR+oIzWBJY8AWCHu/007ZUmaUDNm1keDRKSXrK314bBzrlXtq5fv/vnvpT2e9VoLmo23SoMw9AZavi+7+RjXNvX6R4AgINAbuMoZEQw1mR5qssi8oKoXucCJtkWTkQuDQAzjcF0p03LlklQGAelTrMsUUqUWbK1uWmKMoxrIDwA6XBiBAKmIi90Ca54GOfft2gp3DxZ7KDW8blCShuWkm6uO/fnZ5YZ3IGnlNJaSykA2YFDDhVuVkKtdZ7nbK2zXivybOrNw0YLQSqqeWFFKiSJYLAssyIdCSHitE/Vxf2NV8cxdefxVHLrXZSO7k+tNZRDpZTwPJcEg7WeIkJb6kyBQiYQ/i3pbxAESZLkee6GHd82wzbGODm8NwxJ6WgUVarP/eS5xcVFUp7TU7tjpwIAsymLpCwKZDPs94eDbpnnpiwImAhLofZzpl2MnlI7PF+FkYcIRAEiEkkhlKdCgZ6M63mSxXE8VVr8WPbhrVddlmVBEFy6dOns2bNbW1tJkiwsLDQajWaz6ci+t8lWf2foL5cMEpAcq9sQcIAgYzCmsnSk+Wv/Up+5eOW5J2vbO7WlBSKFZElVjC1Ql8KXwEDolEq9aXcVERcXF13C5HZfnueO+Lu7u+vMZaZ5gBtFWltbU2FUFEWWZcvLy616QwpKu3tRFMIg2bpw4SdPPnH98uWv/tIn73/0i1ZVSi2rxz4Nu2vB33/j7/7wf/uF//F/9uuUUYt4fHNcJHnDjzxtRDi5rsFg4G7y/lr0g3noYqqewgIAGYhRSQEIIITwANIia508ce0fL3/x618H8hM/VfUqgAIr0QAgGOI7lf46wMiBvu/arYZuGJdKkF584u4jJy5uXVmrrN4Hpm+r9Z8KVvomW06gILJ6vlH3CNfyTeRQg/KCCoDfXOUv//J/lVzoBtK++vLzg6vnW/c+BHZEpACF86YeU4DfSDBnWqDuH4OGiQTbdDx02mY0xpRl6cjWLod2G8flu9bavb299fV1p8FcluXi4qLLjFdWVpRSOzs7oyTb29tzo0duwttx8ByT+8SJE0EQtFqt5eXlVqs1PSg/mumvE+0bjUYrKytvNGv19q23sTqjEFEUVSIfca7Uhc7z0TAbdIZxpeqxsaVOEh3V22zIcAlgQTBbLT268NqrgmB+YRFYIAgpiMFaownJF8TWIDNCCcwAhiAwbIEZEfKiKPVYVyvLjOcJIiQIglCVpUFkpSQRWi7zIpNC6LIIwwCBrLXGamttv98XQrRnmpNOlmFrkXB1dXVDyb29va2t7fkDK2FUAzZRFJalBoJC5wKJiMDaUb+XjvakxIXF+eGgW+yOyBsG1XljbDOsdM6+/OO//54p8tmlo/UTs7nuFj45fNc5yTn42Rjjcl83P+v+6XKdt4IAECa1Izjo3VobxBVbGJIBWEuT6nliE+28jZFgModFoHUmBVXrtW5nuz/oVAgbjYZOc2ZCA87Bz/0kMHier3zpcmccj2Lckv7etHiUL9RELRhpPPgEOEV/96OTY0qr1oUTHXN82SQZudyX2Wqtc6193/fDEBz/19oiyxAxjGNC1EVitR7pYtTdE8QRlXqwVQx293a2ojyLqhUvMlMxUVfUTikE7xr9dcm348+UWZKm403hUGpETNOkLHW73VavU9E2xjgve9e8fttqxyXKTnLoDXJl5mqjYY05cuTIuES5w5HCEkHoB4awLPLQV6FqKimEco/WCi9EInKIxXTcyqk1ufWCdnzujU27CECCQWCzs7FWqVSn3VL+kNk1f9guR1c7f/58v9+fmZmZm5tbXV1tt9vOU/qWjOSO1RK2tCQsoEJCLolFlurvf+sPi7M/WGrEUL0Lf/Z0WJr/8o1vfPG/aSXglSpe3xzkI81luXxgvtqsstWIyum/OqGharU6Ozs7XfnOOSyO42azmaZpr9dzDosOu3JJ/8LCQuhHjNwbDGZaLSlFqUuv3jB5ur6+sd3ZO/Hww//sN/5VUYUSW9KG1rLxMm544Upz+Qxe+9M/Wv7ir1VWTiS6KmXg0nE3cPn6DbhfgcQB0i50O7L1uzgu3wvzhMZhkgDIgjSWAZEAJJdocqUHvZL85hxUm0BBFFnLmjBgoRgByfn83IlVYK3W2tUk76G3YIEZGBlJo2cwDICPP/LZF7/514BkikRg7PoNH4YrL6znk0QEKJPebqMaNeqzQvkGULAFVY8OnYqaAorewmiw8dqrrWMnIVDIFlAwgAVPgAEWDDdFNgcQuB7CdEW5pHY/L26a3U7xGrf9u92uK9uKosjz3PGIhsOh53lRFM3MzCwtLbnZtUqlYoyx1kopDxw44PhFWZY5ubo8z5mbtVoty7JarTbTbroOTJ7njUZjikN/FNLfabOmKAqYyCbv7u5KKaf997cmjry+Pt7fmXWJkhCB74+H+YuisCREXFu9b+7yhQtzqggrEowGacGOup3d/rB3cOVkUFvMNPme71SRHEcIJtOIU9KSNYZQWLYksNS5I9ojgpJyNEyIqNkMmZnINcQFMxN6vucBgBDhZM5PWWv7g74fBGEYAPI0+WE7ZxFY6NZyWC/7nd21S9desoVdObg6c+AuLEP0q0AFYFbadGf3OgDW6+3Ar+YZ6rKyJ15oQ+T3bUgRXLpQfOc7925vd0ad3e/9Vbvd9lZPRZWVLMv6g06jUXWVgzElW8sohFRA1nKBJBGRkEiI8fS8G5a3pSEGRqeVi0AAJIQgBGMLAKs8IK/iJqQAGNEgjueUxgLveAOwRXS3SLqMOI5FnmU7O9evrK37gtpprzLTBsyQpYcENgWbgwgBpEtk3zBbfOP0jfAmEGPfNWUjuLJ48jQdGyctCm2MqVQqgnwhhKyH/X4/1wbROqpZq9UySFprPTREpMuMOVeiXZUVMAZtV7NlpXXZm6vOxlIM5VBgQBxIQCEkWyAqJ0J972ZnTVtOQog4jimQxpRaF3mRDgbD0hTMJWBR2iLX0osarIcoJFgEkkVhpPQQUMqo2x1KhVEIcLMNzbRN7L4ZSauHo2xoqs26tRZRMAhEz934ko0SCCW3mo0f//DpgwdXZufmgJA8vzTGAnvibdJrLpUT12AAa4Hk2PfcMlvLwlpJVkAhZFHovgg5imqkKkLGRWo8LwIw+5DiSYsBgK1FQENSkzAGnFpeoY0QRISkAAE6EB2oRFLSaDRy01rG6FvCEaKAj69J1HXsqcOHDxdFURSFc2YqiuJdeRXd7np3I+0EJNh4UCIkdy8Gsb+41U0gnuvI4MBnv3L2xf/90rf/Y3j3vXuyGVWPHz040+ltXdq+2MbmbKV17dqmw6gajUae5wcOHHClvlvzjoEWx/Hs7CwAjEajTqfT7/cRsVarLS8vB0FgjBEGQIhKFDNhYYCFAEImu3DPqeX7TkBZ2iwb+Quxhbw/8nwmWQxM+ncvvPqLX/jVpJv+5R/8vr+89Jlf+U0xd9R1qG4B3vYXqK6WcOQH3/eTJLH7HAo/yIN/3G8DwUiWgQQYhjLTnmcg7apQdq/37nrwZ0H5mYwoSwkthV6BmAsIADzLcCdoGq5gcIbA8EaTVbdXSxtgd7DJHFSBAXIZzBxIRhp2O2J5hiB77zYRd2y7+WQBiC1iWQvlTmcoZw8ygZHA4INFtkPRaJCJlh/97FPf/GNIhhA2gMdSOcgCbMhggeAWfNe1O6Y8aZdNJUniunyO+TMlTE/5OZ1O5/Lly+vr6w7HcU8kjuNGo3HPPfdEUeToKFP2jmu2OLBMCKGLzFPS8yr1ehVgcR++YZGoyPPd3c7m5maapojoMOOPCPo7dZxyAJJrJe/s7LRaLVdevOePyjeOPwQG8MMQ0XkmGOV5o3QUVhugJEAx6g9feeW1lZXD9UaTSPi+by2/db7tulHM3Ov1tNZRFE3V2bTWblxsGsumjen9EIirrqbuYtP++3SK31pDVHpKsYwWDhyaabSGw9He5vb1K9dO3fdpgZIkF1naG+75fiWOK5J8axEAfN9vtI/qDK0WJivWLly4urkT5gX40eZeN/nhj++tHRiVPSmFkmOUqyy1G8NCJGstA5OQ1lpjDYIgRLb/H3tvFmTZdV0H7r3POXd+Y86VmTUXCkMVZoAER5ChgZSoyYPCLYXd7g6p3f3Rw09/d/SHft391R0dssIRjpBly1aHJcstKiyR4giKBDGDQBVqzKycpzff6Zyz++O8vPVqAAGiChThwPtBFrIq8913zz1n7bXXXovBMsoxArpNMDB2iRfjFoYxYxLR0W+3Kk35ltmJw0w+IrRGM7MX+EEUxsFyHAadnQ3WKaR9CCSwzUoz6nWESaP6LAXhZLl/j6ySW4SVusjd3DRNnRjaPcOe51VbRpIklVlYvV53Zr2u9rXWBkEkRagLWeQlGCPAziwsmtJTCL39TtTKBaIEtHyoCbnffUsGFFIJKf0wYNbMlsEYnWtdGlN29g8atQWrS2AiIiERCawFzxdJEpel7uvMIemqsTXpgWCtJT9IGvU0HfU6naTWOFy3FgCZkZDYGsssPe+Rc+dIKrcsjNbsPur3jOYUMF4XCEgADHZsqGGdmAOMHfQHada3oC3bIGooIdkY5ftFWSp1i7TDsgUAQgJip7KXbCUgGBcwidaUxGS0RaLF6ebqynVrbavV+tj39z338LIsEfGZZ55pt9tZlm1ubsLYRRvuVKPex0+SAcrxIcTEpbJp+6Fj8MLLUI7SrMwaQUnBA8ePX37ju2cfPNVsHmu2pyVAGPrlsNjYXR/s7Gs9nv3v9XpOPHpnN9IheK11HMeuFnJLopqMhEKDLtD38kwbgeiJFAwJEgIKYF8o4StjgQn8JoM9yFeuvvq33z928gn17M83dnY+WWuvvv3m63/ztaf+3nEnq3i35k+lp3RnZb/fd5Hs7vH8aap+J0wHxyywcU6E1kCZ7rzz1szRBVGSqDUGkjKi6bAGOgcWBUIKIAE8fX/oVCKq1+sHBwfNZtNVIx+o0cQAGlgBowUoQbHyoICF+cW1H760uPBFhJ8h4xfrzMqNlcSNWtLrF6ura83pOT+WbEEQRaq2kZo2mFAFGY8tHUEgORLAAliBhIDoiF6HuzY3N7Ms63Q6vu8nSdJut8MwtNZevXqViObm5ubn57MsA4AwDB3O6ff7Ozs76+vrToM+MzMzttGIYycarFqRbkNwop1KguhWrOtDlkXhoIJDz8YYISUAeL7vgNDKysqYD56e/i8E/roPQgjhQu1839/Y2BBCtFqtu3dUP8iTCjcnsxC10UopJEKihcUjuxvbK5cvzczGQYgb6+uNRnNm7oiUSpdaKv/97NPWWiefdVaCFVCoJFzVXuYO0UkNXBUp5FaD1lqpm1lgzCylHeNLa0BbQFYo2jPTIdmraY9ETiIvizJNM2KVRC2lfLBgGJUvvCAqhl3fq4EXX7968cLauoiiwiYkkePWjYMhvX316DPLxpRRHPiBz2yV8rQuS50TKiklsx1fAhAROokCksva0rrMSfi3+OCSQARAgyyIxGg0tLEhIhyj/9uA7/gLPmTpjC0RUUjB1hqtwaIQkoF3ttZNPqy126BUMbLX1zZ3treXj8wnbe/+d1QnDBC01qPRKMuyMAyTJJmEgNUtdlute8jdzhvH8WEoeWatdmS/FAAU2nRt1Omvrq5iadqtAw+MAEtokQkn5l7vn47IDba7jXt8rJInlGeHw8Fo0DPlThQlYZQAgUDUZcmIUqpaXWWZERTmeZ7nuda6VqtV05lVWAaSCKJaUZZZNvJ83w8iQmRgYw2wIKJSF8rzdF5oyxdee+P48ePTc7Mu/k0brYT3XjfCJfUBgEOflhAQjQuSRiJT8igrAEWz3cryLM0KFFoIJVAgsqls3Sa4jcq/TbBBKKtnGKwVzMAkjAEDgR05665KAfyx/Pfdl9nYl3RhYcGxRK6pBYeerPf4kycj9269C6lFaUBoYAlsUNgg4Y799ndeevxTz+9sbXQKSnsrs089F1y9NuUFdlppHLBJgkb9keSRIht1CtPyG07p64wCKiFEFTtadVrdUVXt4bck6HoSrAUE5Qkl0AAIJs0WiAi80hhDaC10hp1mMPSG66/81f837BdP/vrPpZioI/XppD518tRLX/366PKryYkTCAmXkg3rAAoAD1gaAISC0COq3oBLL5ufn7+NVakolftosnGX/jsAAUiwyBoAAbxSsydQsSl7my/9xR/O1IMiC5tBRMo3FksNqhRArEQpgAAEg8T3vQZuq5om4/eklPV63XkCOBegDwIoUQCNXYk8ZmImkKzT1uOP/Om/+de//enHPaoXPgBYYnB/tSreLVqLY5N5xXdX0962jG+7isn/X40wVlCh+m5VSQoAIBDkgS3QS44sRnsHaZ4OtjZ7QeAdOTI1TPMiDExmwXJIYpQNIoXOnU6W1fFryzxfWVnZ3NgoylKXZRAEyvPnZmeyvOz1+ru7u04C4cBor9e7ePGiW11BELhQmH6/L4RIkuTMmTOLi4vVHAgcjrtN2mhW13vbXwO2iKSUcu/MUwSAgoSLE7TGhmHoeh37+/u9Xs+NE3wk4e9tiLbS6wghBoPB+vo6ALhoO7eU74PIg8d+z0gEh0n0xhgwBhEtGKlQSLG2tpqm+cPnz0nhA0gSnjF3zFLd7XKstXme12q1IAjc7uleZVl6njcpSKrsUWnCb5WZh8Ohm6ySt+bgMnOp9wVJtqzzzNkwEBL2uus3rvmeJq+0djQaDo0VrdYcoGItAF24LDNyEE0bK7VW9SNLn/61X6/xAMsuSAT2ClGHZKr0veGwH8UuUtxYa5gZAIuy6PV6gBCEgbsKFxhMBIDEttRFMRoNk8C71QCH3S8GQM/zgyA65HYZDtW5gDwROOMcWIHZMAMiW2vKQltrEBgZPE+qMGw2EmXTorsx3N7Y6msMWg+ff7TRqCOpQ93v/aGUJl1sh8OhW4HuUXfmGK5lU0Fkd7urCQDXG3KblDv+hVBCSLBgLZPV2uLewcALEsa02+tM5SP0JILkw778rc36e+WDx4YyiMgGkZgtgHVygjiWSkWDfj/NRlme+0EQxnUSjCSsLQDR8wSwcAlJzkTZjZO60n8sDTeWiOI4IcL+YMCAnhcKoQiZAS2zNqCULG0R1+ougHRMCuL7Sju1h4EUzMZ5KDvIwaYodVnmZVGU0o+i2JeeCIV30Onr/qjVqmljhPRKqPQ1gADaOI0+C0K2FkyOWTcdpQYgS0e9Tmd3b69zcNDtdkejUb/f3xiJEydOnD59+qeZJvBRfDn3GKcNGA6H9XrdyeXvneudHFt0o7euFHFPmcQcISYQCAgoDPj9XEzVj86ceTothR71KRQqFDh/Olh4ZHRtPTmzhJwaSkrCMPd8lEU7jA9/lwPB1duuBiXjOO73+61Wy9V+bge4/aIEgHC4BMfoBFGxIHAGRCVJyQRzSQ20ufjtHxS5/sVf+VVoT7EXa2OhMYdeOD3T2vzGn0fZc4sPP4tQF5pygMx5G1sGghLQm4BNLqV8c3NzNBpJKefm5ur1uhOcVDX5h3jTESSAAIucI0gBnhBoGIJAwaio2265ce3hL/8v9ROnBgBAXOSoSAKXAVgNTCBAqPe5J1e9U8cWuZ3WjVLV63VndhZFkbPm+GAehYyChXAbRcAAbFEbkCKYa/ekZta+0QMoFAhEYawhQyQQDFsElMTAZqK5Xx3xjvWsOtjVHSmKgpmdsq5SbKdp6nDe5CW74+bmxLZDw8zMXBjjSA0Sst2WxhguulnW1aOg2WwOgJPAhzxrNds3Llx8YGpB1FtgobMz3N9e6w92dzrbbtK93WpOTS0ltVocJ0IIVD4DMoM12m347ul2/ieu57CxsbG9vT01NXXu3Dln1zBJVr7bhnmXUPrxV/IOvvLm2Udy7EfkMqudSva/HPbXiUu2t7eLogjD8MiRI77vT1a09yx9qNSlyIcQRx6uyJmZ6VGfrly5cnCw+cDpk5IUgAAUBMLFad4GQW733rd2MBhEUeTaLg73OMg7HA6d6aCzcZgUS7gZ1Upq4yYcXYt5bAB2uO6V4nTY3d3a7XdHRZp7ApDz0XBPm+50Oy4H2wUkJPwkbggZspFILuQAmEtmSxwKqcijZjTLZSvbXw+NhDCEkopSSplYO2bfrTEM1o16jEaZEDIMIuV5UkoiN+YMzgwBEQDZ2lLr4k7xgxDCkdqeCkWiBIpxQ3wcs2UBCNCOh40OI7gYxhtIlqX9XgcACMHoUio7E3tzs1Nr77xx/a2DoDGzdPShZOFMWsCohCgQAul+zpIfur1W44D1en3S2vZOsUTF37vBweqpllJqzUXhCEtwU9mAHqKvDXW7A2NMI+35wkPpIcpb19n9uSI2CAAoAEAAg0MJrswBFr4XBXOhLoper5fmWZQkQIBogQ2SYDZaY1Wsj0Yjlyztlrfz0WRLzCyk8qOoMGW/36vVIAwlAgAaROEFIVtGIBRqdnZ2Z2cHBSW1mkVAIvFeRkLGZEIIFyZiTCkIy6LQZV4UhdYlohdGtSgOEJlBI0FSE1laFkXpeQGAJRjTvcQAYMmZZAHoPO3u7W2sXF65/Pbq6ur+/n6n0+n1eseOHfM8r16vT01NHVteenLujONgiqKotGsfv+4qGQKAzc3Nb37zm1tbW44HmjTF+wAE8OS/cmdBGO54YY8AACAASURBVIbV6O34u1YCI7mHiwkAYg8hp+Wjx7f2DhAo8L355pK2dOTxh7//F//qmSPN2gMLmQRiAAlAHN1Sit/+qx1Aabfb165dc7PtP+m1uHfuIHtLj6C3A5TmefbUpz4Dc0scNEryS2SBHkWiffrU137w7YePnsRHDIiSDXmsSgR7WAzjrbRRs9l0+Kndbpdlub293e/3q6AWtxV/eMNwbvQNx6NvYBEEQqEBSIHwF0+fu/Dy9+onT4ApDeUS5WFkGgIg/SSJY7e1SSveQWu9v7+/v7/faDRcYuW9KJTIsS83M0ulkIBohRBJ6F9885WHP/mMp0vLhbZEKCxSntkg9IHBqQQBDDNL6YgkrqIiHcCt8Iz7owOLm5ubZVk64zZXwLjZJDdu7v7mYDDY29s7ODiQUrrBrzAM4zh2pGxl8OqIQrfHbmxshGHY8kQxShVgNDX/tT/9s2LIfS/ZE0Eh/Ha93YiT5VoiA9VutVrNpvIUjwfR0VoLSDCxdN2bcTKbOI7r9bp7q64+nGSpP6QdRgixvLz8yU9+0r2Hqt7+KMHfyTqmYvgHg8HBwYFTDjSbTfdxOyWZWyL3t4St+rYTFAIopeI48b0jAKLIjRdJUxSMQipfa6tLPXnkV8+YA0lZlrkVPNl4qlhez/PyPHdebM6cxY3VO1qxYjKCIAiCQAgHnckNgaVpOhqNdrZeZ4OhH8/OzgZeyFYjFAIWup0b25vXAI0Q5KlAhmE5zJSfHOJMBhSIzAUwc0mQsyUpRWs6LQJfKqpFkVGGKR0eRHFAgqwttdYHB3tRFLXbTaUCJT1jrUO71jrACpYNGctopSeNLceXJsCRvogC0VnhWGYgEocbF06EEjkEfDOHdnwEIZZlaVnXarUg8AjRaJ0V/YODje7GxsHe7vz8wvzCgmq2AFF6HpEHIPF+C2bdkpNSuk6ou48OE9/S7pwwiJlUtlS6WESUQkkxtrcAAGCSQXL87GO97VaxML+/uz7Y34yjGpQ5CI8No0AGArB4P9Y5AODN7iIzSACLhAAMZBEkIpblQCo/iOLBYLi3t5Mkie/7JNycInte7C7c8zy3kl0uXdU/QRJj/h4xisLBcJBlI6WUEJItM3pOOO/7PliDRIKQ2BKykGSsYQ2OJ7nZOHDuGziu/ywXiJIQrNFZOuj3+54Unuf5nldLEhQ+kGIAazUiGWvCICYsrbWIYIwmo0kQW+00FLYstzfW1tduXL1yeeX6taLU9UazNXPkxNlzMzMzSRyHURTFcRAEyvNUEGiKr1y50u/3Xa/tY/nvj19s169fd2OCzi3bbW7uqb8X3rcSj127do2IGo1Go9FwNrckI3S5YQyAUiBwrkEXvd6wuXDsxigTw5SaUoEfnFieOXH0R9984Vx8Fk7NeQggDCgOD41n7vzt7vSpnvrJxIT3eSpVQnmnjfa4CzHD6tre1taDjz0NMjEQZACMWIAQ5Icnjs8tL0ZZCWaUSkKUgVaBghQABIIdi08rZXCtVnPnjtY6iqI4jtfX19fW1mZnZ90cwoe6YuXNwWJ0fgIAgASGQYSNo4889TfffQGkAMAAra26PUgMQID0k68Ep21wE5ZuR3Jt9ziOh8MhHA4uf7BLRnCtIbJABsEgEXpl2le+f/7hB99+7aWHz58WtuklCRAXOmflq8jPjGFmAvQE0a36xqrquNPEXQjR6XQuX768sbGRZVklmEyS5OTJk9PT044+K4pic3Pz0qVLRVHU6/WyLFdWVtw6dCJal2ZnjHHDpg4Wu6imbrfbKvjAjnYOtnbW9vXITht57sGTw6m4FzdDf45SStTNjO0qfaoqS5gNibsDMKfZPfS2p9vOwQ/j5aj9PM+jKKq0Ex9J9tftXA5Hrq2tuXEx12Otau5qEd+7lv+ut6Qi5xHRWvCDqF5r9nqmVmuur29Mz2DSmO4PRsP9rhNnuyqn6lY4Gswpux31635U5TqutXaCUfctpyvP87xauO7RnZRAEBGi65IwABdFcXBwsLu7O9OeiqK4mbTJC8EAlBkEBNlB2DoFNr/w9jvnnvi0RdCDgYraoC0ggbNhQDYAQglg9CRYoBIseL70gtIaslIoYg3MloiM1gxmOOxba3zf8/2ImQGt48vxlqBaRgS2Zjjoal3s7m77fhjHSeDHRHBIpaAgj1kDoi7z4XCQZZmSztE6uskBj581RkBn3CCE8L1QEBARIQiPPL8Ovg3LHme9pNYk4YMKgYlBIijL/GGklrvnuSrZJxHtu7Zv4C4jtFXrwY13MhIaCRDW546Ndnhnd2tr9Vq7OeV5EsII75+p5M13xbefxWM/t8OUKiQFKHw/YHb+pgdhGCZRSE7rAjxZ1mdZZq11J6ub9jOGiQQ6xwkp4zju9TqDHtdqNSGkBctIAJbZkDGSIKklO5trXiA9kMhMKgJg0LkxRvg+WguWxzmcbJFZSSDkLEsHg4FAbNZr7qE7PEmlI7MBlWUjkAjR94S1BpnZaCGMHgxlEADAhddeeeWVly6/c+lgf29hYeHZZ545+dCjydSCszcWzi1xEi4gsuEkSTqdztTUFHwcevxjuRkA2N7edmbhtVptbm7uttDsD8xTVFnEvV5PKeU2Uhf0AEAEKMf2LQQAnhIw0teur54ImlCXcRSBHgShGMb++Wef+sa//KPu9l7ttPNYZAaL+i65Y5Nv2An6K0HwT+StW5XNZVkOh8N478qou3PhzdeCpKHaC6CiEoQ5bIFpwzIKjp05VV7bAasZLCkArSVInoRocEtPHCYa7r7vT01NHRwc7O/vA0CSJG6g/MOqeaqQTLzpgYYIubaR8GF2WdZns+EgmJkVpUZZSuEdqrmcxvb90r/uSHV1VLfb3d3dbTQaSim3HqIoqtfrrVar2+1WpOkH2vQtoHUW/i4azQAYQE/KUydPXHnjxUvf+04/2jh+6oFC0E6nb/2gPjPbqLcQYGxP44gFMc59qIwsqzPF8dO+7wdBcPnyZRdq6xZVs9kcDofXr19/4403nIqSiIbDYa/XS5Lk9OnTi4uL1tq9vT0i6vV6V69e1Vo70O+IOafE3d7ettY6FiPY7XQV20AtTi+ePPXQ5ura/HPnY9+CtAhoiYAg1wzAqjK/Z2AGa0pCrqZfqmCLSdQ0WWb8FEiBbrebZZkr9vb392u12ofpJ/Mhix8c+b++vp6mqStVHRr+MDo1fBeVz01pJSNI8m2ZCRlYjQZEs9nqdA7ykr0giWNfKY9IEFHlY1c1uN1bdWVoJXxxT6lb6GEYuuKsytCazAarLC8mIRcAEyEge8qbnp5uNBphgAIRUQAzgAWBUBal4cH2/s7uMEqar7z46sLisdb0EbIpYsmoAKWztGZG4BKlNDqXJJCosJZJaSBJSOhCj4BoHAerlCxLyvPM8zxmstYQSRg/2Th+Pixaq4syT9NRvZmQqhEJIqcBoMpCd+ziyyAEBIFfFEWpcxKJu0YAl3iJjHCIgy0AjZWybAHGGgtbDu0gXVvbOjjI2kdmRHORRVyyx6Qc4Xx/58UmJdpVD8v5wX3w6hYtg2YAYAHggRVIYCmoNab6u6s2G0JMwMYajSTG1jTMyHdpy/7kgjZ+rxNaAQAJzw/I8/z9/Z3O/r4nZ4LQt9bcNuvsCn2ttVNJWmuJJIC1YBCFIJaSkGv9fi9NManVgA3YEhjIBQwgEOhQCQLNmkEKzvvofI6RoSgZAKUEQChLbQwDENs0y/KiEEBBEAd+CCQYie1hWi0bQGDLiIcBb1qTIERDoLtba1dXV69fuvTOO++kadpuT51/9LFzj55vTU8ncUxRi0VsrXFLlxlIVC6/AMxSYr1ev379+vHjxz9UbuOj/nJHo2tw+b7vGvG1Ws2VDR94AMthR7eF7u3tAUC73XZfOx1w1JgJFAcSATAvuShMuXudNt/qdDpWxacferCMUKCfpzqPZBgHNCxqvu/iIhk4Aw4N3wl/qxDH24Y0sixz+of3sxKqBEf3xzzPL770Q0JoLhw7+vCj0Jg31mMpyMmG2RIXOZqFT3zy6iv/Hnr7hc8B1IF9sHBow8gAXI0STvo8VGqHJEmEEGtra51OJ47jD9UbVYw3bgQQlYGZZVBSsPGwdeT445+59PZb5xaPCbBkchSCeewVKH4S+DvZfHO9/uFwGMdxGIbT09NjiwAhXFl+D+1iC2wcK+2akpohCGObF83jxz/3/Oe/99d/4TczPejKekv7fpr679xY1RYlky9EXfqREMRsk7CCv5UhnUM4nU5nMBjUajV3E5955pnl5WXHgrlFtbS0tLe3NxqNXJOt0WgcPXp0ZmbmcJAalpaWAGB2dnZ5ebkCD85kKQiCLMt2d3d3d3dHo1G9Xm8dmddRLagl9SChuYW//KM/CL/+1fbxmej0OX+uleUeKl8QHpqYHlpkIUgpEZwN3DhFYVJ5UtVdd7VY/pA2yUajkWXZ9vb2iy++aIz5whe+8FFlf6uUnU6nc/LkyWpMeKxA/al3GNmCLqxET6kwUOGwN5BClmVeb7WUF+TF2OXOWd64abZq33FuFVXQRrXxVSkSt+UEuj+O3cEm4r4ml5RrEyGhA9aEPluDoAENKANgdbd74e23yix98KEng6g+GmUrN1bfeefyY088FSZ16YUOATMLBgRprRkNex0/CIKohkAWULgQ3lIPBl0pnPkIE1EQBkgwGAwAMAxjIdR4QTMiIgMDAxIUWdHvdWv1OEoibT0ei3onnHcdDwAEwK4MMMZkWV5FrE3UJm7/t2NxKlp3R8bPFRFJQXHSbM8FQRzPHIdoymJs2UcE8eEQclV160a+siyrhCsfbGUyWAANiMASiZAFa5PMLCGWe9fe2F1fXaovgqiTkofFwH2MtLETZM1d3jyhZ9mAtQiCBLYa7T29bbQG9kgIy7d3oABgMBi4jg0ikhAALqwKCTEvsiD081yko37gS6EkOiEHGzAajPYFzk23djZuzCzO2xIwCIpBd/PGjatXr168eHE4HC4uLj788MPLy8tJrUZhmPU7aZp7XhBEkQwjNmCB2AgLiKQEGmRjjWFrxjcHkTwFurj4+puXLl36/nf+ptfvx3Fy+uzZL37x55fPPADMYG1RaBkEljwARDFWJVZeJOxs+AAQ2SWBTeZRfwx274pTpZS1Ws2NNFy/fn13d3d2dnZpaWlmZsZxNlXz5P3LZ92Ek2Ne19fXsyxrNpvz8/NFUWxtbfm+v5f7x6dCj/Tu/v7afkrAR4MsID3K8pkzD8koIQVcorWogfPBoFlP4sDvHj6VFuDdKszJ2EXnR1kUhWu5vs+JlGri2SH46enpha/8w7HkVQSMoRWeOz49YIU5YF6ABM9nhq//8b+b+dKnjh9/AmR884hFJjDi0Cxlklac/Dzd2EwYhh92wSbGj4zDwEQAmkE5UZsMwfCnvvIP/v3v/5/nHnsSm9MoC5CeBqRD+OvGA95PjlrFu7uAXK319PT0/Px8RZZVsxYwMWR25w+Buxky3FSslRoUAUCWFSLwtIZ0lJVkRDZIN68PhlmtNbW7sfpzX/ycPHNWD0c6aqDfLAF1oYvRsNjvFoMhl8UBa6WUm2BzO0ZZluvr68aYI0eOnDt3bn19PQiCqakpJ+SdBJFujA/uJqKdfOeTo0STL5fAQkQ7OzvT09ON2aQYQOwnkqBotj75G7+29vrfvPGnf/7Zn5fx08fj2pwxRimXggGWb7JcYxE03iLgmawDP2ywe+f24k6fl1566fr16/V63UVpAMDf+VDyB3F+qPoCziphkkWvKu97IfBuBR+398d54gunOSVSa2s3tjbXPCXieuKF4WDY39/frjXbgVez9ubeXY32V3+8jTWsvlW59k6+n8ne2d0IRQYgaw3gTUdUaxBAGkS0GmxR5v3LVy4ltebMqYeCuIbCC9k7dfpsUkuuXrvw2FNPWkgZDHNgARlEqUf5cEi2kAZBewoDw2BdR56NKdPAr497HIKlkMJJy7MCkeJYMBBbxiobhrksi9FoiARB4FtTkgiBHdJ1blSHbKz7cMcpDLYsC2sNIjEYYLp1IrEigJktMRh0nxMzWLaj4crFH+1ubS0dPSHiKaZEg7IIguG+OIXddbFV9l7V1MJdd8/32yMEXVHdprBKEhuBhvqDNImCfucAshEoDciWgYlh3Jj9ILKOOy5ncrHjnTjYuSk4H0mwKKRqNBrZaEQE4R0BxUTkuk6DwaDX60VRJEEiMhECgHG2EmyTOO4bUxaFkBbRGqNNUegss2U+6HfXV669+ebrSRIP09Hu3lY6GjlP5TCKfCE2165duvBGlqbK88IwjJP43LlHn/zEc9JTNi/IjwmVJWLj3rlBW0gilDLPsnTQ39pYu3jh7ZWVa93OAQI/eP7xB84+ePzkqXprioTMCxYqAClAcMosLSKXTnZk7VgUcujt55YBO41TxQh+DH/v+nLb2szMTLPZHAwGbryhigN01FRFiML708468swd9oPBwKk8HaZ09q5BELy1ka5e3w5015LfnlqabjWiwdWrb1w5evSolJ7wsCwhUqosdQgyDMPM5BrM4WNA4l0IyMm88aIo0jR1c/pwNx3n+5Ehja9XBIAIKJmUIY8PxQMSSrAlWANIYAR7XndjtfuDV44eO+d8r32ukoZ+AhX1h71WD52/0GEARwJjlWBEnkFOGvX1letH2tMAdrS/400tOMCLrnuD9v3AX8eXuTvi+36z2ayaqB/g06jghyOtKks7lIJ0ycBCKAR45+LlK5cuBmQDO0xgFKBuzR/tbr3x6g//9qm5GdmYIalymwMqKWWQNGQYS8PAtlBUvaq1tLi46LwjPc9zgl1nmuvq6vsiUCmKwj1us7Ozbhhux0jKLGZYC8IhQhr5j3zui/NhfPF7L5e6ufjcZ0RzqkwHKogQyBpmACUr3Ms/g5uMI6Hc3vJRZX+dMSQAOOVKlSDiqvwPQ6vEd4ofDr9gBgQklNNT01PtetIISVgAbrSnsNs5ONhr1CmOWhUMqvrgFU5y92NS6l55Lk6KmKsi77ZEn0r8UP3U8c9HYACtNRsQAgQJQMkWhqOhNmV7aimO66AiyEuK6p7JZmdnOoPd3d3N9swso2AwwJKZRulA56OpJAYloMjJ8xzvISQQoe+p/f093/eMLYNARZHv+V4cJ0V+MBqNpFRSIpFwwW5uMnQ4HOR5NjXTIkXANi/LsWcx0rs9Ne7DKcsyz7O7idZv900jcklfBiwXg346zJqtqfnTZw3FFj17yNkzM9J9n3wbk/cV21cV8ZWj2QdagJaBEEApAguEIusPgcnofHf3YDToR0EJCpHB3rvi4ZaPlu9Y97cUHsYAISIqQotgSm2jpDEaDIs084REH+4kS5x2LU3T/f399rQvBR5GqbHneVk6sMZkadrvdkkMRkO9t715Y+X6xspKd38vHw0EQRSFaZEdP3H00fMPzc3NuVEPz/PCOFa+b/J8f3//6tWrGxsbb7994f/9kz/u9vpf/IVfCluzpjQgpCUXVQwoCLUdDIdbG5tvvfnmj958fXtrs1FPTpw4/rlPf/KRRx6mqAEAhkmoICu19EMDoA9LAAvWs4xogcHqUnmePTQtGl8RoBsqqhqUHyPdd8MWWuujR4+ORqPV1dVOpwMAo9HoypUrzjTDDQ1Pmum+Z1++Yk+dZ75z1HeyMUeSMfOcqNczmWAgg5oNp1CbK2+8uLt+5ZEnPyVaUwfdYdSMrbYqlFSM7DDdMykl/tgL0JKPY7eyO3+1czjp9Xo7Ozuj0WhhYaEaU/6J5L+3gGCVAJBBZCQen50sWCOUY8aNpRaRd2z56bpff/ppEPYAbIzg5QAIRjFDyey/J1U2uVA/xJrt0OSqIoEFsFP6M4JFVSCfPX/uu3/19Z/3w8aJk0JIw9aiIBjHNrAwCO/tfVbNILoPf2pqanNzc29vr9Vqvf8LrGipyZO6ojmICFgYYKG83c2dq9dv9PqDx889JJElFzUPosj3JJ6Ybb799iUg7m2shq15FTScST8RICkWFtlKQZM/3C2nWq1WyXiccgwmZqzvDw47HEd246EbGxsb2912X2jdSVVYRgz16SLAxpmnjmXx26/+0Pqw/JnPCktcMJPyhDLwMz3b4IRVznktTdOPKvx1CReuozQcDt1qcMhy0sv6bg3cd2O8cNLPAW4fyWc6ZJbHchmLJOhmGwsNBdjZ6e/u7pyJzsRBzRiNFoK4qVlkw64HpfIDYmSUbK3zmj006yKC8nABa4d9jTG+7w+HQ/cAVBaM7im9bd+/42LxJj/HTCi0l1trbJlJslCko92DQERRYwa8qLDC+oEiZUrpx9F0rbf2zqV2QMLzRyNkW8tLv+SiXp/SfsSGhe+xAQIjLZgCgYXnN6fDejVnmme61x0167VQ1UFBPshyyn1fBVFUFppI7O3uSaGajVkl4jI3gsiTpTWWEKzJ2Vok4VzSJg6IkK0OvBDZjAYHtvCk9DwvRFTAAJixdHIXdCGy6FyqAAERBJQ7qRnlzeUIuIOEaAOPfQBA1CiGDArvLYhysifrbocTeVdu5O8hsbd3YviJbzoFNgQAHrIFLDVqqUhTMeCix54NT9Znhpvbq4uR8qOSKdYYWSvIGp9zBJtqn9xQJDo2HJwznrEWAdAR70gTORTjKUKn5WJ904oEEJntRFOEmdmjYvzWLQAYgQYYGu1wb3fDjoYtKlgDMFrwysLoQluty7IwaHU+KrJ0dfU19P0yS3U2HPT7w9HAmPKgs9/tdtJ0VBr0/MRNzS8szJ49uzQzM9OcmjJFkabpiRMnCi+wFrRhP65HcR0ANQCE0GweffzEo4+xfeLimy+88MKPfnShKOwXvvgLzek5YCOYFOOw29vcX3/nrVeuXbve6fWkFxxfXvr85z57/PSZZnva830iYUG5O2MteEIQgASYgA8ENL65ynMaaDlJorsI7qLQxjCRky1+zP7evefgWN4nn3zy3Llzu7u7V65cWV1dPXXq1OLiopvEiuPYiWcmgyR+fBXqdk4hxHA4rKaIJvW4SQ1aYSLKHJQsBQrg1YuvPf9Pfgs4ABKoqCwMYIkqCIZc7O4NPJMplk5UrwVaKDz03qXbPhqNdnZ2wjBcXl52WoLKBeJ9KvSqHuD4C5J8yJnS2I/PIBgABAoYPZFbEcrwxPGNH7689NSzfUt7AgHAywEU5J6R74P9rSDdT+/uH+5/kksAJGQGYVAYKZdPnVx75bW//Dd/+Pf+2f/gLx8boZ0MPuJDJv49ab/KOgkAarXapUuXqm4ATFg1v2eDwrGt1QJzVRkAONHO+sbuxsbG5ubGVLv1xLmzMzMz49qeLQCYsmwuTIl33kpXLv/5X3z9S7/5T9vHp13bzLU/nYMNvQuIvOvp/8Gbiu/y851pWr1ej6KoJtM59oV2KmbfIHQO9teGa49+7vnr/+nfvfa9/6xxdOL5XzJ5KkIJyOkoDeJo4jz7GSKAXdHilC0flIT62YC/LlHd8zxn1TE5nXovM8LVEi/LcjAYuG/5vh8EDi1R9SG6NmYFkUfDofPSm5ub8z2P7XjwRUmvVqtlg8FBp1uvQ5jUdK5VoKzVAIIZ3810oJpsg/shTu11+1PNBgnkfHCwe7C9u//o+ceEUEDKGiuEEEgkJRCHSS2/mt1YXZ+em2eMVBD6cVOziqIYAECSLjUDsrVSqbKwRCIIBBA7pXIYhlk6DMOw2+n4vl+r16IwSLNBqXNM0ff9TqcbBF5Sawjp2bIEa7VhT3kCOc9yRPT8YELJcFh3ACCh9BiIlZKj0SgvytEoazSnhPTZJYEezg6PRcN8s0Ffm5+Zs720TMHzCOmmCzPj4T+815frpDg3+8qDuV6vu9FatzjvdD17r77gbZ0HYrDISCgYrCDRbk21G006PjdYW1m9eikbDvwpwzojz2OQniACAsuhGNtJWm2MMYHvj33BBACA1aV1u7kbxXWsubWm1A7Nq8A9WQaMceTtZPcWAbJ+J8vystSu99Lt7Y9GfW3yg87OcDggKxAlW8xzPRoWg8FwNBoWRWFsAWARGcoyTVNmDkMfAEajQa1Wa7bqS0vLx48fr9VbSb3lxrFdPF693QbPA+ai2x0MBiKU9Xpd+iGABGNLw0IIIGRGRsNMc/PtX/21X/7mN7711a/+pbX6C8//XHt2rn/Qe+fiO2+88ebFC28GgTx24tRnn3j64fOPxc0WCAkogKEsS21Y3lte+qRnZzWe8jHYfbej12EUpdTCwsLU1NSDDz5Yr9edJvjGjRtbW1tTU1MLCwvvM8nI7ZyDwWBnZyfLssXFRQd8JxMQCiEssgANtmRmZNuq+Tf+6j81H/6EWl6OkiBLcwiptMYbljsrq9FCe4S6bcEIAE2gKVXg4V3g76RLq2MHqu7fT3RO3SJ+YI0gxDiBCRAsggEAC14JskCQCP2yDI8fT8CHly/yqaWOsjEAlAAIJVhi/eNVofAuA0kfFuwdl/cw1vcjgy3HOz64clJ+5ktf/qsbG9tXL8+1W+y1DNzU179/LYd7EtM0XVtbU0q12+04jn8i3WdFc1TRlbu7u26MQUqplBpm5frmdhQFj54/f3R5QSASWgChNRuUKEArGTXDxkz7O9/6Ri30a1EMWQmeBIHAYBEsutQ3fjeI4vbkyej4d9ORf4Db58rFyqYXAGZsJMiANGAMpESkIGgURx9YibNP/6Nf2b/wytsvvyaaM9OLx7AoSYW+n0xg3p8t+FtpZaWUrlb5qMLfNE2FEBcuXKhSZCfh/N0WBL/n4pjk8PI8dw5lFQ72fd+Z000W98w2z4uiKBSzECLPs7IsjTUSlfMeZcuCVFxrEGC31y+1TWp1Y0pCYrSVgpdve3sT1r/3pbBrNduDYf+1l17c3VjJhv352RkR1a5fW33n6o1nPvmpKFKdg903X3319ImjU9O1ZmP6jTfeEu9c1TY8duapUydrUVxPs+zChYuj4ei55z6leFYahQAAIABJREFUtSEhv/b1vzl27Njy0rJlAMtVVyhOEgRQgrqdDgD0e92NrbVWu/baa68/9tjj9VojjusAllkDWSWltVYbXRRFnudJUmOGstRKeZPPDzMiEKKSCliImlS6LLvd7nDQTepNBgRQwGJCj3ILfux19rb3doOGnx50vUYgqGSWgK4q9+Ce+zXOpsPJT91SrNfrLq3adZHg1tHj22/oj42q4FukBgjAhMTMaF0ChYJcDzv9YW+Q93uQpdL3hLUWGdmyLrnMSJFLLhYAghmKwlqLzEgExpiy0MZqa43RutTW6G5/oIuizHNtNDMUeaq1zrMszbI8z4uiKMvSaF2WZVGWRuts1NWltZaFUEQkpTCmlAoBDSH4UeL7oe+HUvhJLWq321IK3/eSWozIeZ4qoYIgSJIkjCKhVOT70vNdfKUXBKUpQZD0fbS2yDKjda83YGYkyrNs76B7pNZii0VWELL0AlmNABBaiwBc2lL53md//vN+7H/3u9/r9LsAuLuznxfF8vLRX/ilL5996KGZuXkUCsa5eQSMxrJQPpK4dyGJIzXd2NPPzp77s/Ya11pKVV6Bvu9XQSFJkmxvb29tbU1PT7tAOEcQvOdxnuf5lStXWq3WQw895J7Hivu5iaGd4hwZEFGSFLy1cu3bL1967O9Pz56J4zAwusjQqCvXX/nBD6aeP9+cmyaXsc4IBst3AVvGmFqtNjs76/QP8/Pz99KkHm8axgC5VjkhMLjheiSDlAMUAGBBC5JJMxAKVrdyhRlA6dqKCizw2JnrvYDCTxGVjBHwoVrUADifeAMgARF8BQJ/7p/+19/7sz898sXnC1OIW3LO+X2uLmce53iKVqtVmVq8fxvmavH0er2Dg4M8z69evVolRwyHw1FpF4+devzcWY8Y2YApnEcbSekUUyUCJNGxs6df+O7L/+i3f0cFPljjDiyk8X8PE0hvvrGqGnFF1KQE+a5OmvcofriFbsstuERwj6BUCKCkMFNzO3r1qMSp00dn9w6+/+1vPve5Lw71ulebOvbAI/AzqPmdeIiCIHC0qcvS+0jC3zAMnTPLs88+63wib0PAPx7+3rlcJnFtWZbOKi+KImutm9qeJGLdckzToYvOE0JEfkRKNZGHg54Ucjxkaq2xTETIEDfaxuLOzg4D1ps1cC0bGouemG9tZ9wa1X3vhbi1uLa69vu//wfPPvHYA6eOf+eF77em5t98+51/9Uf/9n/739tPPP7Ea6++/P/8X//3P/mt3/rM5579D//hP6Z579d/8zej2lyYtKXyjKU0Nd/4xndfffXVk6fOTk21X3v9jd//F//ic5/73O/+7u8KgWVRpGlar9fzPCcCJaU1ptFoGLaj0Wg0Gi4cmXn99ddOnDg+OzvjhV6Z5UIJRCjzoZBef5DmeS6lLLWR0pdK2QrIVm12AABCkEgghRBShlpnaeoVygvqzASI79ZWri/PP9gKLlx+q9PpLrSPgNXEJYBgREB178uXiNyx7awWK9q+kuJMNj3vsv/je5wOExNniABsGUEAOtrEgIrmTj/QCL2Dgz3uHeBcHaEsBiOy6JEltsODjdFo1O12+/1+nud7e3tZlo0OX6UxpTHD4bCae5hs8CFiPkrdRblXrVZrtVpJksy2Z5w35NR001NhGIZRWPO8Q1yChgRC4F96581ardFuT6sgBiRwdwoRiE2ed/f2ev10ZmYmrtXBMgCC8gCJs3wwGHR3hijBj1SAVoWhAimsJU+7z7Y+608vHhv0BsqLQCjWbEvLKIQQPP5YGYBVFO/v7DSbzed/4Rdr9eYf/dEfz87Mfuoznzp//rFmu21AEEi2lkFQEFhrrWVAtEjWWDDaV/fkDekSbmu1mjMS+pj6fbdXhWUnQW21pe/s7Gxtbe3v7yul1tfXnZYAbg1Xq4ixag0T0Wg0iuPYuadNah6q1xHIUCqQy2CFZwCsmn/uf4xFsbR28fK3/+yhwWtwYhEu7Ue15g9eevWBz/79M89/CcoQJCvGIlIcQW0CbU8+407+G4bh6urq0tLSvTlqHS4nEUAlO3cyJBQAoNgoB4UFdaTG7o15f7hrt5XdegKm4iGkMeQSapk3xKwshrVazQXAVhZD1lrXF3Y5o57nxXHsnLk/8LsdHG5c4rCAFwAITGAYGIGRPReJKmg8N6vZBxLlWLsGBhGzaUgLmI66M/HG4FqYtOswBz0FGENAu1Cf7QyACIQCUGPRnwCLoBVogBJAA0wBmDz3In+/32nEAdlS64zRA5IW0QKgMWStG8uZHLlxqnHXkdg62Ot2e9u7B51uN881My4sHDt9+ownlYtUNzqPPEmlRoXjmCJdgEK2gCTJ1VmDml+LU51c3Ro8eLZZsKi8jAUc+jNPGCb8GFOwn4aRok8A4bgd6wMAJNY+6ZkrN7KLGAPEYtbW3vpzvnLtzOLRftnv59scNSWoMOVSeYUU8d8d1ztpEVOlSjmDP9/3V1dXH3jggY8k/HXpJnEcb25uOkM7d+g6nHqX4hXtHa3l29aNqLqTLv3P5Q87Z4bhcJimqXMuI6KiyPI8RxorqZVUYLhIB6Nh3w9DGpdoJAQyMyEBojUcJfUFz0uz0d7eXrPZQCd8ONS23hWLu5r1PtTiBmZn5qen5x578pknHj1/8eLVtc09IPX005946Yevnj3zwIs/+MHRpWUB9Lff/M7G+tY//m9++7Enny1KYaGOREVhmNlaqNebP/jBi0899eSLL7545oHTSJwX6be+9a3V6yvGmHa7/cu//MvvXHz7hRdeqMfR9evXn37qqeXlpa3NrQfOnnKW2v/6X/+h7wfOc+QXfvEXwyD42l9/fbc3ssZ+4hOfOH/+vDbapZ1PtE4QxjYPyIgIaC0wc62WGFsMR12pPKIxaXczAmMifYaR93tdY3Fzc9vza1Pzx5xqDkEeirrvtaZ0eWZu06xUiYeKPetUtc5i+E5h+mES020p5eORs8qbAoGB7dhi0Vpw5seMkJem1CvXVrc2b1y+cnXjYLixP+qOSrZEpjR5YTB361Cq8QS9UkopJZQ3NZ0oP/CCMAjCMAykUoKEVFJ5fhiGYRgqpepJgkRCSqmkkBKRnCobxg0OZjZI8jA6QAAzEAJbsCWX5fzCUlnqNMtISOG7xEHBlrPeMC8y6XmNqZoG0kyEAol0YdhyOtIkk/ZcxKiHo+4o03WfUIUCQDhtkTHW4GiYv/32hePHTrSnZxEEkbJA1rrAQmJLzFapWmsmSPvD4bCzfPTM//Q//6+zc/NeEIJlEBINgvKstUTCGjYWSChAIkQS94HGKMvSyWCyLPvY9uEnPb1gIqzY0Wz9fn9lZSUMw5mZGRcON+mh7gQG1YApM/d6PQCYdDi6y+NbGdYhAEJ7fho5C6JT5cHpF7/zDfjrAR553K81WyfPHn3sWRDKlJoUwFg95J4BPEwdwsnd23lxfjhh1zjhszcuwwGYDSNYu79//fo7Xlvd+O5/rk2vT8NSbXopnI7yGz/627/+49qj/9X58+ejKHIEmO/7DuYeHBwcHBy4Q9B1h3+s7u69VQch0y2drSoOmCS6cqWSnrFlNkQoXHAaIwNZRjK29KQ8MouQLU8feeXf/sXzX/kNmLUQmpIMgGhoOGgCgSXQkpkYBKNAIgbPgGetcw+ygKQUM9YazU63s7W6urB4pNUODDMgCEDAm50H9wns7e31+/1ut+vCJvb395ms53lRXF+enw3jGiHNzs7GgdIawNGiOkRmIQ7t7VECCWZEsAIYAX1kSLMfvf7mg+fPPfD4Y7bIvaRlPlIPZhWM7IzYFpeOfurX/sEbX/sWBGG7dUYxM2jLFoJAWYSMIcCfkf1Ea+3yXFy+nfNS/IjB30qdXa/XT548ubKycvXqVWPM0tLS/Py8m/52ccdOH+ywyOQxRodaTx431p0bF1WBunmeO57GgZgwDH0/EILKstzd3bXWNBr1eqMmpWB2rDCD1kVR9Hq9tpRwCHQc/GEAaxgBhJSRqpGg0WjQ7/eEJClJSidFC296pCORJK21Swmuoo8/gEVLRT0qhUQiHRVvv/3O+tpGps3J02e//Z3vPvzQ+dd/9KMrV65keX76zAPDNN3aWPnsZ59PomTlytUfXbw2yr0v/9JvKE9prQeDwYMPPvjaa682GvXX33j105/+9MWLF19//dVvfOPr/93v/LPl5eXf+73fS5Lk7bfefO655x46+8D/8c//+frG+tGjy9evX/88fRYAG43mG2+88eUvf/lXfuUrf/AHf/DySz88ODgYDof/+L/97998880/+49/2p5qnzh+oigK1/smkocHCWhtpUQHgwUJYzWgqcXBYNBPs34UIaAAB5p5HOPGzA7dkqdmjh5vzs6ur1zv7O40ag1Zb4MBwBiA8sL4vrjHR8v3/TzPh8Ohs1apTo5DmSxU9jR3iu41Mx7CYuejVG0Y1rABjRIlAAJoq40xUvlgNZgCtM3zvH+we/nC6y+/8I3t9etxEtXnlo4tn5ldOpnUmkkQekLIJFZKuVbyWN17C3ctQcjb8cAdUpwf8xcOR0Pd0LZD6dYYLYMYlI49DUSDXi8vy8gLUBBYHvR7RaGjKA5rtTTjLMt29jrWAiJZg57nJ0kt8H1m0MaUFpRSQFIbQ0Rji2hB2hgVRE8/9Uya5mxZ+B4YRASksesYkQAQxI1AQOBPO5xgjEEkBERBAAIlMACRYEAgJDqsRvg2Bc0HPy0QsdVq7e3tVYTET4m5+ejD34oxjaLoK1/5yle/+tXp6elnnnnm8uXLtVrNGaq4NoVjfLXWjsCr+Ffn+1vVIXdp3TCN7zIxAxgCXZQBlFCLlh55+Ht/8i9/9Re/4H3pdyBKwFKa6X5WxrWGQUsAAvSh4Wk0Ca8R0TXZq2L4fnVacfLLW/pdLmqBM7YAUS/TUK8d+blPbfSvvX35a3LT+nG9XkPsXjve4iPnzydJ4sT0zqCm+vSiKFpYWNjY2Gi325PVxd3u0HvDX6HHQwXjnWFsCYig3SSN0MYgMglEsIgW2Ihx5cwkFBIFgLtIEYacpQ8//Xl8dWXlT/7q6JeeD06f2oNhCxJ/yAdSEQABG7QCjQDmMg+lImYmg4IQwHIz16m0GNWbUb25sKjfvnghCCNEyvMiy7IszWamp4uiuH79uuuM7+zseJ4XRZHnec1m8+TJk9PTCaEkIQ7j6sBqJgCicXOYkcVNW3rpbo7RBRGCzpDZR4CiWFlZ+dJv/EMghDAsdEnS/8g9mFEUSSmNMciyduKhmUcOXvje9/mlV5999hPHn/88I3eUqZuGMn9nW5x77qqElzzPNzY21tfXL1++PBgMFhcXl5eXP6riB3dJURSdPn3aVfwrKytbW1tLS0tOC1Htd2P2FLksSzchxxMCCSkkABhrqhGrg4MDN2Ez6SYtBDEDkZienkZkKYU2JbN1Pbf/n703/ZLsuO7E7r0R8dbcKjNr33pB9YqlGwDBBVxEkdaYY0ojcSzNUMey7C9z9MH+aPt/8FePz/HxsWwfjZc5OiONltFQEkltJAiCpCCAxNJ7d1VXdy1ZlZVZme/lWyLi+kNkZVc3GgQXUAJlZuPUKVRnZWe+iBfxi3t/C6IrPlOlGleq8QMfnKPwXhKEwMyW2SrpxXElTYem1Dq3zBbAMjmZESqlgiBQ0k/TFFG49//jX9+yNGVZhnGEQpw7f+EjH3uxUa9nRXHx6VPJKP3TP//zZy4/YzKT9vtzc/Pf/MZXV08t1Jr1Mh/dvHZ98LFPTc/OlHkmBa8uz3d27v3lX3z5Ey++2GxO3SLs7OyWWe7Oze12e39/36WJ6rJ0PaNer4coityEYSRINqfaYRgNh4kLXtrc3Hzm0qVKFARK5KOkzFKBoAQQElttYayyssxKCkLUukRkJotsiYiJjC60LhEMIuHYw8z5HJDT4COiYQRL+cgK8AZJ/86Nt1ZOr3nVttWEsuqpHzfWaKLjdt4XE6Hb+AQChhCQWBAispT0aOHEMhIRIbEFJy2zDMzC2UIjMxtrLQIIBMMm6e31D3r379/fuLO+df9+ko48zk8sri7Ot6uV6Pyl56dPX6CoAdYlMaBBz7UgjlxKHv3HH3EHflQH8/2g72RPnuxtYAGEIpBeacEYCFRcjEbDYe55VnmlM/BlxmqtoVRgS/DDUPpBXAVEgYhs2Y0gA2vNWVEK6ftBaJkA0dhxpAshKeVpo1lnOzs7UVxpz3jEwiKIo9QlGHurBA9QPB+XZbh+Ah+PtbOPfCz+cRGwW6lcYfIDJTf+4BeZjkva3ZHy05/+tKPuzczM3L5928njJmGZk67LpGk2HA611q49+K4sMuvWDGCAsXFuKMAQGJv0+2EYlcITlZY2loUnal5pTIZCABPosRs3G8R4sqe4sC6HLPM8Hw6Hrkn4fm3rk7ovAz1yezKg8UQGQI2VjaCpb+5e+s1fF2LK7unOTrfXvTcTXp46N1/6vuM8uP6+oym7GqezW3bBB5Ps33ermv8AjJYcABmcKJmsRQYBBNqOCQ+SkC1rk5MgAgY2YFzGhwQ2UBbAOPR9Agz9Oo/653/l17Zf/vq3/sOfvPjr/7wxPdPv7jb8qemkgYTkWP9sdZklWZkFYASAIgGiBO2DlUGYpMn2nY1OZ8dTXjIYbqxvunBQSQQo7ty+7QhgtVotCILnn38+jmMXIeGa5mxGAAzWib+dvaYA4CMNsBO6MTAaIEZwFhWWKUCwZSok6lH6pa9+9fT5C9CYskCIqK2VE/UJH33FD/SNCQBKqdOnT1trUZcgcPVDH+mVZRtl//rt7/zOv7n0T38BF9qlyQSG/1Dv8zjnIcuyTqejlHr66adXVlZu3LgxNze3tLT0AbGh/KHhr5RSaz3xmXKDcf369Rs3bpw5cybPc5cV7PYba60gchp8J0USJBhYCMHAlieeWZBlWVmWTrd0HP4ygzGW2UopmU1R5kRkTCmkK0eiMXp7655hnpmZOSIrjI0/j5x4idkikpBCSOF7AYA9CodizdIYYy27z0LoOKO2VqtNSB0/1lRAHg4PyzI/f+HC05cvZ1mW57ll9jz5wgvP//b/8b899exvXPve24fdg3MXLt69e+13/+2//ciLL5SWTJ6wSdmkZT7o7e2sLM4Vo3Nf/vKXP/Wv/tWVK1fSw0GzVl+cm//Sl74UBMHOzs7nPve5P/rD3S9/+cvzM9OdTmd1deXVV1/t9w+jqDpKSwfh4qga+JGjN3ziE5985ZVvBr5/9eq1tVOrC/PTOk+RiCSNe3naGG0LPZJSKpJgmaRAArTIedbvdZJhTyifGYjGJxYEZw6KE9EABSIgZVlNt+cl6Dfe+HZc8eYbdQCrtZUKHzlivFMH/Z5XOE1Tx5lx+9zx6rtTqI1/Ao/BQEoAOtzlisBGEwMJ6cqqwBqNFkQ2z9c3NjY2Nq5evXp3fSNJkrm5ubW1tRNrz5xanK7FzIOdQXd3ZEFniRdUjbsmJDQ8iBhkYPo+wrvH4V3G7/e3j74AAhEYC8YyEUhP9PYPAcALYylF7zApy9L3gyiKvbgGTFxq66redARQBFrD2mj3bpHA90IpFTMIknmRe8rTRlswUkpjrBJiaWlRG2ZjUBICHSU926MYTpy0uPlIZzOG6+OvDz6BeBzg/3FuPQd8J1Lxn/Effij4O+miOEA5qaEOBoMrV64Mh0Miarfb7skT03fXuCuKotvtOqq6u/6P90pjAQgAxgIb4BJYm0zYUiLvd/v11sy1710583nr+6EBWQKgkK6Bf4TqxnhlIkIaDod7e3tJkrjCs+d5zWazWq2+T8U3C+jifMg+fD+6uqoUwCXU6vXzn/7M33ztKyeKKPVqarrlt2kGoSK5gBEU7Hj87qK5phAANBqNXq+3tbVVr9fr9fqkW/V4xR6+d9UgRYKxByUwWCTBYBEIBTBAL01H3V1rbVHkzLbVnJpptZCAtTaFEWyBJEjpASGzMArDKgjTeupU+n+/LK/f1ne3rm7ejs6tnWv9vLVcjNLhoJ8kw8Gwd3DQDSpBpV5rz8wsrS6GEnt5SiRe++53e71+Ja4qJcIwEkgXzq7Va1UE64VxXurhcBhFURiGbi7BUVaZ8/MJgsAt4aw1O5pEIMBaYLQAJASS01AKBtA4PqkwI4AhU4Cinauvd9L8F566BEqR8EsLnvLt+7LQ/P3CXzcrrLWWKcnKXCicaq4sLtATZ/74f/rX9Zdrpz77c7beYKMR5D/UW3Wl3zzPNzc3jTGnT592VneLi4uuMPwBWYp/FO6vu4Eng4GIp06d2traevvtt6enp621cRw7v3RmLnUR+D4iJEnS7/c8zwuCgFBpo52BGlssisJFYr4zmo/ZCkHO9NeBb2t0URTCYlnmzBzJcHl1td/vdbvd+tTUkUWa60khg7W2BACBxK4+xogPvL2YBAkSiOSolO4tZVnhVqgf5Go8do4emwfl8vLir/3ar66srhhriYiE+MxnPrO0tIgI/+V//ZvzC4u6MEvzi6dPr0zP/MYbr33jzvr1J5++/MILH2tORWCz6ZnGF375P1tcnJmfbT9x6mS72bhw7mygvAsXnzyxvHrr3qaU8pOf/OTy8vIXv/jFN954A62ZmZlpt9sL8/PK80dp/rnP/eJ0e+YLX/jVdrs5NdX6xc//clFkc3Nznuft3L97+ZmL83MLaHT/oCOkYmsRSUoVBAEpZbNhUQIFFSJhy9LmNh3206SvdVGrViqNaaHiBx1AHntusGVrLTCMKAeWgEDCKimXF2eHh510/37YOOmSGb//RX7PIXAhVY6eeBzauqE0pshs6Xm+knIig3u4/lo6sOzCEsgxnK0GZpsXB/39+5t3rt+4fn9ra5gMi1IvLi194uc+fuLUyenpmSDwS2qFEgATk3WHo9HhKBO1VnMKUfkMxIBifA4bb5DvAK9jp4x3Izvww8Zw/A4ALOxDqzezJbZCWGPyJEm1Rt/34rhKApPkUAhZrdakisAQWyQZTAAoIzvRJ1NJjkkJaJhGo9FgMHDkDReg5Z5fqVQ8zwMzNKzXNzaq1cbC4gpbA0AM7GhHgMw8sUSc0DzH59PHjSvjI1cBf9zmgFO//czz4cdsZbpV0XloOF7m7u7u/Py8c0Zz7T7XtXcTwwk9V1ZWnDPmu7NN8NiMd8kyJDwPLNej2JAXVKJQGALNbBV6fFSAPdq2GNAcN8rN87zb7V68eNGF209Sb963UtMYAT/moEYMQus5KgAyanqZTkad/erpldyAFWARuhorMoo9cJwHFybifjfLMnfdrl27lud5vV53NSDXxHuMWPwHeKf52DN7HI0qwBjQYK1HqiiynXvrt66tE1GpS2316upqVKkLITbX7x50ugrF9FSzVqv5s7Oj3f733n6zUqHDweaCsttbdw7femvj/nY3kp0KXrkJAlAgSgayhizXG40yL3c3u0m3POzkoyyrr6jm9EySDGZmpi+cf9KXKhke3r2zHsWxrzwAa6wVQjSbTRe/cjxqSmsNjiENiAACBSkJygCDLkrpeYACx5mcQEcrLR5tSAYAjAZdgKbtOzcuPPMchiEIv9PZb7Rnf+pScBy/yDUHiEh6MmeBYOrtme00WZiZXTt/bvPK9bkLT4nKzEB5zX8g+Dtpa+zs7Fy7di0IgrW1NWdR587GLnz3A3Gi+GH3hkfEYe6I5spvWZbduHHD+eM4pRoRaZM4Q4aiLJzI3TWkfN8flxmsNxgMhBD1et2hlknCkCvZHBUkDIAlAfv7nSQ9DALfGI0IzcqU7/u372ykaXby9GnfD8ARCYGIyIJhNq5ji2NjBzoOf1i4gtQk6wWIqNvtOXOWxxJGfxD4O5HNEVkGLnLt+cFgOHSiaUSQROloKMLQggRjlGGJGjA52Ly2uXnzwoWnRVAFWUmSxPN8FVfMqNClTpKMLU21p4nJWiblabSDwSCOY8/zvvLlP/vWt761tXlXCPHf/Q///eL8/L3Nra3t3SfWnhCE1Xq1zHMSQIQoRTFKkySZanjW2iIr/TBEIlNoZs7z8kFMKA6Hg5QtCvTDMAq8YL+7K5Fb7UZQqzAFYHwk6T4wkKO3PkAtOWUeKDQMXIDet707V2691ZxZnlm+bGBaKPX9jUHec3L2+/2iKJrNput4Tvx03ORMR8MsSyZGIoKEfZg2R6jHsNFok5cCMBuNDg96t27cfP311+/dvV2Uo1qjfur06acvXTpx6nRlqgHuXMSAJDKsY1n6YgTpTr53/35nj8Pa0hNPiqDGoBCQmI7Ph8clwjzGd+/Y5ZDvMdnYPnBZRgtsQLDRo8PevmVdqZxEslI6uzanLJGIko2wFoVAzeMEK3LvESyDdT1pyxpYaQ1OVuhYni6sq9frueg4D1JEygtjLSrpMxGhYLRIPPYPcnswIj4cVT65/PBAemgf94Qfcfme9O7dhnHt2rXTp0/Dw3HlP8O1P9T1dBBzfX39pZdectba7Xb7woULzmB7d3fXmc8EQRCGYZqmLr51krX2+Gs+hi3Ggi0BSiANJgTjlxn0d3e+9bWbb3536bP/bOnseaQA0AcZaJBOZYDOpwqA4YHYbjAY3Lx586mnnnIoYXK/vD/DzSUAApI9qv5aC0QAlgUBMrPNMTkATMHsX/3GS2SCtU//U4jqA61QesjsASsRTBqnx+eqWxwODg62t7dPnjzpkskdEbbVak1iC8fW+HqcvWet9TxprZPCojHW85xBGGQCgK0AEGhYF2wK3+jN9Vv97m6WpmBNfOq5IPD9KO4Ph5v37g8Oh0KIKAyrfgjG5umoLEtBPliOqrENjMF+0x7c+pM/rgxHC83Zcnqm/eJHD/KqkFJ5UiklPS+MK5EflSz2+unBweBgOBoVZYU7SZZL6T351OUs13lRIONoOFg7fSr0lDUFKv8RA/h3jldiQBCMtxZrgJmEcK0AZ78sWUtgQKGZNIJlEAweMhcDSve7u5tvvPRXL37xt1B08SvkAAAgAElEQVRIVB6j1AwaSKIas0Mmq85PD0PKMFgLpSk2dm5KoVfaU95hduuP/hzZm//N//y2NGft1MRP9n2kfk3MuI6LBI4/HFLf2Ni4fv364eFhlmXLy8vPPvvs1NSUS8B+NzHAT0H1dzI1Jwk6kxJLpVJ5+umnHc15ZWUlCAJrrcJAa4OIirxaRRZFnqZJliZgtVJKSFmaXJvcD2JtciIByBNfBhwf5vCopGTYlgRlNQ6rtTprK5VPCFrr5eWVw16PS40BuQ3OAhhgYCB25r4MQIjiAcJwWyQQM1t+4BUAgFJKx+JgPiplHa+xub6KYxcZ12Z1MVyGEMft3yOiZpFrpTxCsNbGUWzZsUFKRvK90GgmNBKEIAYuwGhDdvegw9e+KymwVpEIEKnUFlGQ8ADlE2vnHcQkQQyIyPV61bIdDPpPPf3kzOx0FIZKqZnZWcM8PTM9N79w0OmMjBYIUS0u81wIYcoCAKZarSTN8oOdsBx29rbCuBpMzXLcChrTypacD0ZpL03TmenZMGoyS2Cry4QGrHzPrzeBfLCISjE4xZMAd6nYAo3rwECeYURgQgEUb3aLJPfNflpvD4JqyEYyhUe6bzRsnRYGGdF9HdPt6EH3HNGMtY0AAFEQIGA2ygUJcn4BxqA1hMBsPdBlmQqj2EgujTUWEK3Wlm0+GvX7/Z39TpIke529g/39PMu7+/tGa1PqMAhmZ2d/7rOfW1pdnZ2ZaTSnUEoAZovjki6BiyBRgsFyv58cHqYWqF6pOl2CRWIkz30gfARy8QOsy/iIpub4cyyYh7tzj3DTEJmcGwU7MyY0bO2g37cWqrUpEnLsEmEtILk9EpiQSBAww1goffTKCI7ALQBYoGBASaCi2N3mrmklSIBlTypJgkFaROWrm9duCJQnTp5yxqh8tDrTI3Tfd+008ns4MP/w2HfCBc+yzBXSjuf/vY9xTf8/oUM40La6utrv919//fUkSTqdzmuvvdZsNl0cRrvdTtO01+vt7e1VKpVGozE5i74r7eRoQSVg4eYxkAWyAqgxM/v8i+2V01/56p/OeugvnIJqC7JEhTW3KrhDHwPY0rjNyDEuKpXKxH3iuEvrT2K4tbaKQIBGZNBlydLDFvi1IfPqR3/+W7/zh2svWqjYirKIJTCDscao45a3x89jxpg0TQHAGR9tb2+7unVZlktLSxORHDN7AmyZS6UAhC5yJSUgAbIiYF0iM0lZyRGQIE9BEQBku3uvf/PryUEHTHFyeWnhQ88NZJWkF9Wq863W3MycUH6SZlEYhIoIQGdQFIXu7BZBELaaUYAq70Ox3fnuS2U+OPMbvw6bw/7f3rzx0l/Pz89f+PBz4RMngXwoEvAiyWJuyqtVvUVVDb1aZFaAJIDQBm/cWteWwjAywOloFIY+OSPh96p6jFcqBq0tgUWwxliS6sFi+kD7CAJAICgEk6VCAFj7ta989fz5M4Aho4PQhIiCkY4bUeEH2DX38bclaA2R58VebXfY2dPlQhAsrJ29//JryEUFpAsnd7XYd6m//CiPiQfzZAK7yTkajdI0dQezNE2TJEnTdDAYuEgyN+3dIvwBwb4/en0F3uGNN1EKT09PG2OGw2GlUinLEq0kcAOgkcFXPoY2z0fJ8LAoct/3660ZPyTPF1IigzXGWKMnc1KAFKgczwK4RCwkGWtBkWQiZGXsSBAhqUFvsD3aOXvuPAplwQJJOz7OHbVeER+608bHFD7um+N4sS7Y2cF3Ifhhmxs6qlAxAJBwpyu2ppQKtMmdpA/BmSGQlAEzHDGVWSACWykkMyAKBRYZx0ZaCKBEWK/Mr8wvL61UG9OgiUcIRFrbrNS+H3thFYQCJEDBzs1mbG+MRVH4fnj27HnXGSGhEFFaJARPClPmirAYpl7kg2WhlFAqGw57nWFbYv/m2/fe+tsLF55WYW3AI41RWA0ozCp+ABwpFQLGiB5ArpSVkRKeZ0GawrdgJJWSfAA02o4N4ce+chaAQUsWAMQWADBaufDR5vypK9999fqbr587c1rVl4kiRmC2jGCtEaTALU7uGI40wUKIYNnSkaeHsYaZ/UD5inZ393SeVipVpRSYAqRAMKBLZYY27R4mB3leDg7TJMl2t3c3N+929nazNM2ykRa+I5zV6/VWq/XUxSdbrVa73Y6iKIoi8CMWPgLg2AgNgYEZJ015xSMEDWDLwhz0hoEfNKoNEoItI5E+CrvARxGdfVD+fFc2sIWxmO3duBBOhebqYAaYGQwi6FIXBiuVKaFCnAjR8GFO0UP3Ab474mQaQ1mY1NLcVu14TTmwh5JILC0tcWlAGyIFiNYCSrQWBFoYE33xPRby9wP7urba8bUIADY3N12vyW0GP8OyP9rDWSgopU6dOmWMeeONN7Is29vbE0I4kz4AcFL96elpd52P47z3HHYxnvQCgQwzoQf1aeGFqwuz3375pY9/YQVYgxBgNaCa0Gjw2FZaFIUxZmVl5bhx+/Fv3icQ/OAeDDwisGAZWIMthhYjiIlV319o+eBFczCweRW1AAmg8zIuESKYKOIf2UCdbs/N2NFoRETLy8tJkmxubi4sLEyaxcYYqRNihiIDa6UQAAZGOSjlmrkgBGQJ2NhVxiHLode9881vvPnKy/VK7Eu6dtCfWlisPrMKADxKWKq6H2bWtmoROyI2g++D73sYzGkhtEA0FgxBrqvV+Ga6zUVv4/U39r515/O/8oubV9766u/+v63Z5uzcXI52p9dTtalnPvzx+snT4FfBWLAjkP6ol4TN2enmVG+QLi0uJFMNT439GbQ2QtB79lSd/lioo5DicfuA7Ng/ZIxjxx6czABGgIayvHn1apJm1XrL2dE4KwxXOcDjU5F/+jLRLTMwxn7EPRgkuoyC4NlLO3/98uzufX+xQlQ/Htw9mXjvSzvo+DdEtL+/f/fu3W6360B2HMdra2tE9Oqrry4vL1+8eFEI4TRjk+jHn274+8jsnKw1LtXw/v37YRhWq1UUyJa0tSSQSBpTqiD0Qt8vgsHgUOtyOOgXReErpYSw1ihSDy2NhsAwCAZyYjkAoKIojbZCBmwRiIy2YMqZ+bl8lDGzEFRojUiAxMYyEQLww3swj2uJPBEsu7Fxw+nqRkeb5UTk+7ibgw0by2yJLDCAtYyWUaIDSfzOff8htMHjajEeVd0EszBWjEZlteEBEEYhACoUigGQGCUiMR4BMhexhWStcWJYKZXnjVklxhgkYuBqcyrSlf39/b39vbPnzgFbZLa6SIfprDKm19l87Tu9zVv3pLc8txZVFrZ6g6haLQoZqJrB3KJy+MkyIpDnR34QkFBEkoGArLEMQCjHNfCxHxcAW+u5n1knbrFFkZminJ1up4ODrbubzTyIW1VUkpmZgEAYy8A0ZrwwgAQ+8tklYmALxpI1zEY4QdUotxZ8Knr7nd4+l/koOez3up2k302Hg0Ha3+11pVTWEIKU0o8rtWiqdvn0SrPZiuKgOjVdrVaDKAo8TwWB0RoRgQiP5gygfeCBjK5NQADWYVoJ2uiyv78zStJatVat1WWlDkyIEkCy61sAvAP/0kMF4AcnKz7GzCEApmNOxA8nFD62gArM1m2cUno/idKmOyU+SF1mBMAiz4Mw2j/c7ezuLywuySBgQLagBMJPkt/1zj3S+S269dcVJLa2tpi5Xq//LPH4x2x3Oh0wM1er1YsXL7ZarRs3bty8ebPT6TizyzNnztTr9UmP/pGMgMdXTxHE2JKWEUAiMZBFsOSVTEoJkMGJFz5864//4+b1q0sXLkMQazuytgAhiAQCM5hSj9m9zOwq/Y754GrA8HBw8Y89Bx46MpZFIaCUUOa9jjEl+bUAMckymg6GdhgLTydZbgzK2KJvvAgkCgGT4vQjNWAp5fT0dBzH/X4/CILZ2VmlVJ7njijpCvBuk5LmAEYj0NoYc39j483XXguDoFqrVavV6cXFxvy8Hg4PNrtcFKM8zwaDbqdzODz8/K//y9pMmxl2b9/61t++2r5za+Xs+eryChYCIhOSV+YlCs8jV6IBsIw8RFElEFAy5BZQ5fd3l4Kwe+fu965d+dQv/RI898zSR15cGg26G7f6nY5/eDDvRWiw+9qbnVe+K/1q7dRpWK3U27NhJc76e/fXt2RUM0ZXqhWty9LacYCeMd+f/CAZdF6SALAZsAZJXOSAxCRRKEnKAhXo5H6awII1JktEEOzcWv/6Sy8/dfHS7KlziD4c8bDEkdTgp3tRIJ1lJu2lTao3g6aIg3TYf+a/+tX1V795Hp7J23rCsnX8mfdrNZjUQcqydLz/zc3NTqczGo1cWMna2loURWfOnInjeGZmRms9yTyfREv+44G/j5xla7Vav9/f29vzfd9XASJoXQggADLGGKMZTBD47fZsWRb7nR2tdZmNfCkkKUB7hA9w7G/u2O3WGGuMsVleel6IKNkAIhFJ8FxoN1y7dv306dOKQTMrIkE45iU8xImHoxyEMQLO83w0GjnmqFu4pZTOv0JrzSDeg4FjEqkkAOzv7cVx5cgxVxwly/G7Yd9JeW/c+wcEkH5YC4N6WRKIGEgCe+MMLRJjY1dAoDGqssCEZIxFJN8PsizT+nDCq0YkQDDMUpH0vEibxTDs9w91WbSmp4uRRiApy63vvHRw61pIfO/a1WDm9ELrpGQypSUMinIkVAhCMQKwRbBIQpIEw2U2ImDpKQZGEg4jGsvWArpQBkQSikzJ1rI1iCAECj9QlUrNm98D3d3bHnndanUeQJGxKBULYXk8XMQIAIUpEVEKYFOaohAIyMbmQ53n+53dzu7Ofu/w3vbWfveg2z3I89FgeFivRJ7kqXr1xPJiY3p2erk9N7/cnp5rTs3W6i0KKwAIxgAzSOd7c8x8QKpj6MoyI9ED0Mnjo5A9tg0ayJMiGe7vbjca9anpeRAKDKKQDCQBAfTRiIvH7aP8fR3s3/lbjwGB4yo7uFaGyfPS9wMpJbCju78PN/W7gWAffAAQfgCWgyhEkkCAggRAYYwA+fe8wjlRkdM8WWt3dnbSNF1YWAjDcOJB+7PHj4OAXfXR87zV1dXZ2dmpqanXXnsty7LNzU3P8y5dujRZQo9Xht71NY/kyeAcQxAIgREsgkHJIAFs0Jo+f/n5165ca506G1YqxWikwsDaHJERrC6LIqtFUQQAzo04SZJGo3GcUDvxRnxfNrnjR1hfSdDFzq0bX/vKlzpbm42IXlCV6ZML9PNn22EDRE8O71VKYQLBIHIWgJAkSRAEEzXecS9qInJ5N/V63dHWh8Ohtdb3/f39fac9TZJECBFe+dP19XVncxFF0ee/8IVhmm7fuZPtdL75t3+DiL1eDyzXpxqHWTEszOLKyuX/5OP1p84Xo1yQnDuxFD936e/+9f+4/torlfbch37us+Hpc2gzL66CLWzJbCy6ez8wpDO2AQECGdjZrfcyMRpsrH9l8fyT6pMXt+EEIKigCKZWl7BUVIItIMuBGXJ9/60r33z9ta0vvW5UUJma/vgv/NLS3BKFVUQgRJBSW4PAhIj8HidbTBKJFiWBTsuDDrEVkW+1QRXIMLYoSgisFwprFWiwJYAWgYBh77vf/vbl5154+hOfcgnVD1ZN4OP/LD/WVvKD/WAwyuP9bi89ODwxu+j5tUGe60pzVMH1//mV2W9fzX7rv5mennb6pfeR/DO5o9M03dnZGQwGN27c6Ha7zvdWKbW6uvrss886rs7a2tqk7TZJM/3gVCLeZ/g7WSinp6e3t7c3NjaaU+3GVD0IA2ZmsEVZal1qXWZ54XlSl6WS0kX19nt9pZQYw8cJWhUMYExpTMFgANhTQRzXEKXVICQyozVWEErfXz15QggBbOMossCFLgileFQ/NO4ROQQsiI3RzDaKwiAIJsNDRMbodzqMH1HOJlT5XIgiH/bub20P06zZmplbWHkAmBAkmmNSVHzH+g8udwEYAAQQInl+UEnT3KaavBDIZxfGY49KvkeF0TFyYgRGITCOK0p6SZLo0ggab/aF1QZsUVpJFMQxhuHB/l5RlGVeElGWZr0r37lz47pSSpd5OhrdvnmNZ04Gy6ftqB/GvjHgBYEQgDZ3LnM8SiHPVBB4gsHm1hTMSBYtCERBSC7FwFrjpHBgDQlBQrA1uiylBVSKCyhHadrrmaQY9g60sbk2TLJgApLs4jkBETAXOSEBsM7zMs+yJDk86Pa6+1mSOJPeuNb2gmB56cSly88DYavVaDbrgku2hSAwyJkpm82ZarUJMkLyrXWUEMHkjv/yOBfGGEOCgJ1JmXJ+mOwS44D5KLcF2QJbYIZ8mA8OinRYiSpTU9Pkh2AlkEKU4Cxtx6M/OfY80uNz5tMPT67jk+ThoxM+sMmdcGr5YfxXuv0SQfCP5CL3/bHv8WRHdgJABgC2xgZhnOW9zfv3mq1WpVaTRETwk1b3vvMTOV1Ft9vN89wYs7Cw4NCwy5j9GfnhR97wJjVLByiLvJDSm5ldYPheMih8jCuioUeakECxESUyIb/H5jKGyUgA0qnKxr5iOEbGAGShcvLSC/sb23e++tVz5y/6ce3a699tNKJaVUof9jeuDgHb04sULtTXPlQP6/1+qhErNc8nF/ngY8mMGkkBCINgjyk5BIA4xk06XpR6TESOKUkKC2M+vgSrs4HvkyaeXVmdO3GyzkN7886dnftv/s7Lz9Sq8lt3Ogf30u75hOIU1IBrlWxqalYvLi4uLCwcudo/MFA6Xgl2LpzO/yHLsv39/TAM9/b20jSdmZmpVGaDyuH9u+src+3nf+E/hfp0tzzc9XMZS2Grs43w6elWfX7V832q1d3ugVFkLcmoqgFyzbIy89Hf+m/xcNDZ3nn76tXDV16p1WqLC4uVRj2ebkMcAgFYywLRVuT+vevf+96te2/XbE/3trze4Imnn62fXi3LxIaJB9JjCbZSWF0YrT1tYiawXsVMf6zxieeeifJf27t9+9uvvnr1rdefCb2pZlQWHctKoSCSoE0mo5x8C6AADICrSRgGgWDACgADui72zUFvZ2f7yptvDIfDqampsixGWcLMjXqtXm80/WazOoOxNHXkSEjfgwztIKseDp/+7GUouAD0An0cBACPyzTjnyACsyE1zrof70Pa+RMDCkBhfnwzmvfvgcyEIojjYZgeGF0rtAxUUZRSyU//F7/+tf/lf39651vYej4vG1rFhYUIwTOauABgAA9QPQaS/GCrblmWh4eH6+vrd+/eHQ6HruV47ty5c+fO1Wo13/cd/HD9oglvalIh/UdY/X2kDON53okTJzqdzpWrV9bWTtfrda11WebGmKlmHQGTdGgtI6lWs4lSFqPRwUGvyPMwPIqqZldqKw0DEkslg6DieZ4xTKiYBQjBAKXRvvKtNmWeR0H46quvxnG8dv6c8j02Wnjq3fjsR8sNWGuI0Pc9KZ0jHQBwWRbM7HmePp6Fe+RUhWDGpEo9AlUeHmwf7O+ceuJso71gtQUCRjsO5gRzhHv4XXrWziVKuCdIpXw/OOyleW5CgaUBKRUKNNaytc7AYpysNja1ESTQGkZE3/eAQWvNlo02xphu0s90IaVsNaZC5WV5MtVsUrN5/epVd7nyUS4brcZcG8oUhNw3uL198+zqXCQC4kJIBhaABmwBlkEAQulZrcrM6KLXPej2eusbm/e3d4pSR1Gl3mzXG1NRXA2C0I/CMAxna1PC94zm3qB/sL+/eff27r07/d1NYbKk18kG+76gtNCFRZBBbhCEsscYrui5tckx90GqYGFh+cyZs4sLy81ms9FoMkQM0BsmcbUCgqSkMPIQNAiwWTpIDjhNhAhRhoB+UYJUQWEBSAAiA7usMjoijzFKyyAIEMBYsNYqGg+4dRszud+zZDUAAxTJQWfjzu0Tp9bqi8uAClCC8AAFm2PEGZwQKOxDCBiPVX/5MeK2RzIwjv7uYbv9Bxs6aO36XN5PSMfxAPi68WAkIq21lAoU+lGIUoRxJKQwWpdFKeTfa8HV1dJ2d3f39vaWl5fb7fYk7O3xvrM/e/zwJR+3b3nKKwobRt7cQjsd5itLq3MLc1JJLh2poST0EOkH2HucllRMJvyjG1LUBjN65tKlG3/9V1//9/8uS83s0nLaFZ392z4PD3dvNJ453+9t3F4fYfRXL37hN9PA297bipurm/v3l6stZAQAARZAujhuc+ygSfxQwMpxfjARZVnmSt1O2C0laluOLDFKJZCBPF/euPLmrdt3ZlfWllZP1SuR7I80memNr8131rfvl+Lcef+pDzP5maSRN1MdVtd3Xr169erW1taTTz4ZRZHjK0/8MSaF8wn7Lo7jMAzv3r3r8lDn5uZarZZ/Yq597uJMs/7K1//i777+kpo725HTrfM/12q3n6CiavvKI44WHtyzY0YaMjMxewDIOGqsiLqdWz47/1Sq794e3tt44ztfz/N0pDOMvWiqpoJwYXUt29jdu7O5tDz3Tz56QVfw2wd3lk6dKErz0p/8h3O+iJ49o4CKYTIlayClQZkz2PE11YILJSKj8ngeTpzTuxvXv/Fnf5Bno3/+L/8FRhGMCguSPD8O/VhIyAuAACyCZUCEfAQeAhQgGcqse+3Nb37rOyXIF1781Py5ixDFYAwUIzjY27u/sbd9b//6re3eaLs43KJ+bab69NKpterC1hu3GgmBMZAmvdifgWxcwj+WtA2WoSxBSiACZgZlj4rB6KQbUMJYwEH8QeJKCBSF1nEc22W1vdPJU1ioNIORCQzq2emDtYW7L//+zGJLzlzet8gE+ynOewZsNp7xQtkf0ujCLadFUWxsbGxubt6/f9/dI7Ozsy+88EK73XbuZpM+28S12hH0j1Pe/5FUf9/5YSYyMmNMo9F47rnLGxsb29vbU1NT1WoljmO2CARhGI8VCTYdDYZJMkSkaq0WhtEYZ7qlCSc1L8cmRUIaq9QJgEGpgIFRkOf7APDkk08iojUGATwlERgJrGX3Wkfsbx7bNwCMsrQo8jAKhSBtyvGLAkgpAMFaY9GiU2ChZWsBGAmRLRuDyEh2d/36/n7vidMna62m0TlRgGjHgiREy7kzOSZShGTtWIRB5HR+hbUaQAqUhBagBDSt5tTe7n4yHARRHUlaBgJAIgRisEe14kn5mdmyA2ls2OjShdwVudZah0FQjxvJcJgMB169rjzp8NjS8jIwp4NDPnHqQ5cvScVgM7CFyXKNJCNNKudiAEZzLoosSbOk1+/t73aSw2T9zsb+/l6ej3SZIclKrR7HsQXoD/f2t25nZVGUVhujNRtrBHhIqmS2jMpTlSio+jhdq3rgtSqyKpszTW9+9XQYVjv9pLSE0osqtbBaASXBWgEWEI1GBlJRTUV16VfIi5A8AAIhdCKHh8PW7HJpeDhKqlGtRJISgY1RKoxVGIzSTIOIbUmeChhACDy6fCiPaRqZ4fj/CgQEhKOu6bhYzMAaCNAyQFkOtu8Zto2pqcbMDIzZ3oINMAEh0LhajMdWD3ZH3zEsM5rBaK3L0kgpwyBiPm77BY+4QjgONPMD0MxO3YJ27LhhrecFiIg04WG/N5nhB1z43CPLMq11mqZBELhGjYv+YuYoivKiuHPn9uLSkhJSyvcNbroPMhEyO2O7RzrsLu12Y2NDCHHhwgWXzoPHHj+DsO/vQylqBfGHP3Tu9votEkMdJgNjpOcpAgkBj/12xkxBPlJZ/LADkQJEQqgzT5yvR9t3Nw2KxVNnoRxCTUB369rv/c7ii1+MmlNLO7u//7/+9s2X/qD+xIUgruZJ+s2X/w4vXFhdXgIwQDEgAxhi6zM/oDE8uD8elaI7AOr6gc5+QfIIvTiUSgOkWdFNB1lv/+rtu42p6ZUnnoziKrMGRSLy5p94CmamkzuHsaqqSj2IahWlU/aqPoj4VFmWm5ubQRDU6/X9/X1XOQMA3/dnZ2ebzabneU6pORqNyrJ0pA4impqaiuOYmUHr/r2teqst/GiYFiebLS2as7OzfqAq0leMkPYndlTHeYnHFwSkgNkwGAyEXF1rzMx+/CMfg73trfWbG9v39wf9wVBv/t2bUQHNevPEhz4GS43ejTeMqi9+9nMQTxXfeGV3fWfxHPmR8kI0kAkEYhMwKiYGxShLUoDgi2FIcPLU6XY93rwVbt3b/JM//OMgCDKDjEL5wQmVnOL9zu6eLaHdnmHGfm9YGM2SVOAXpijK8hs9evqZy08//xE1PQd+DIhQZhA1IK6355faRQojBgNQjjZ31+/dvLLxvY3cbHU2Oxc++kmADJqVqpAAFWOM0WZiB2atDYLA1amMMUVRBAE/zMUQgNLZRsEHzhWNBQIj1OIgq1f7/b5uNT3PI2v9qPrsCx9d/6tbW1duz7eegXQUVUNfAtHkgImleEc78r3oTxN37SzLfN8vyzLLspmZmcuXL8/Pz8NRUslP0SL2kzVGJqIgDNfOnrl3795wOJxqNT0/BNfGZ3ZxA8DSWIjiWlypAEnXZD5am3BsgnW8YjZWkzsAQ0eaNnZdKaVUt7u/ef/epcuXB8NhrV6XApEtM5AQhFaXBRwp2RExy0ZB6CslAV0oF9MDY3MGZLRGCslsjNYOsoIFEESCQet+t7OxsT43u1SbbicHB3GtCWgAgFm7cp1BbdkASkJv3GM5qutZaxGsp8S4SKhLsBl6VhBXIy9Le2CmWcSARwaXD10MHGMgqxHR1SsAQElM05GbnZVKhTylkYkNAiNbQgBmAhsGKs+y7d2tUEpbakxHetQPlQ2UiGpx0r13/8prgzzr9fqQqp3dzYNeJyvSLDNFBu32/MULTzdbVct5HFYW5pcajTpF3rhqCgRCQMl5kiZZ1j/MC8MGZFSrT01NRZ4nqcQAoLuze+tKsn+rGpS6HN7d32MZhNUGgz482Orua0+R73s6zYX0LVBuiUVQac402gt+hVUIKAMgAmAhSBCqMAiroXXcQQBAgUoJIihYl4eg2WhjTRDHhAMAACAASURBVMGk0LmAEAgA6YxDDR9vyjwQqlkGy8b5MTlMrIANo7BIwDrfuXd3r9s79+SlsDUNIrAamYRz0T2awcchoLMnc8MFli0RF7ro9fpSSs+ru1imCSXyHU0CBrYMDtIBMwNaROk4PNZaAC7LMggiQmLLbPEn0aiTUjqL5XHFGl2XxgIwCUFEtXqNEDzfA+b3hfsw2bMdzp7w2JIkybLM7fGud9zv97MsGx+Aj8q9P8O+73sHgJlTDSFkN77xZQW96OD+ve6ePnirtnj2xMmnDFe4IEFECt/ptTRpIDwWCr/zJwV6hhFI88K8tzCrDfTBCyH2ikOIGonfGs68SEr7C9XnPvLkYP/t897cyBTcn6pkxe0rV1eX58BkqWoqZAGGbAZcAJRHfiQSUFkQBOqRt+ScdzudTrfbHY1GnufFlBsZlCAHI304THSZxZ6cmz958sxZGcUJgGAR+JERiOFsWBpT+sHcCY7bloBAC9ZQ+LVa7dKlS3Nzc7du3ep0OnEcO+KytTbP8+vXr0spXezF4eFht9t1O1qSJHEc7+7uaq2JqG4zSHt7G2+Vwl9eO99aWJ6bO5MrVRgoSq0EYhA7bDcR/L0zTwpZWBZpWQaAQsZY8aEsYPrE/MyJeWBgCwxWKMxHKBXYHBA3r+2uPftpmF0Di6uf+Wd/8ru/91TPgjXWK0svy8xIkAlQkA7AVi2JRMBIQKsg4UXBbJiko7PPvHD5U5+5+fbbYK2q1oUflVlx96Xf1+nd+SfWChQpwNU3r54+/1TUnCkLFpUpKEFY/pVTz9SmWlZ4VvqEyhhLQYTWgNUAClQAvg/SZ6MX504unf8IHA6Ke/fa3e7uzv03fu//aq7On/7wc0X7w4IECsEMxjVcJZQWkMBaEEJAGKJJBEpGdeTuTARqjIeZCT5A9AejSyHJGKPZzrYaVuvbt2+3m/VmPUIWpy9/aKkqv/aVv1H111tnn+aRJt8DMK7oW4AsAbwfAP9NOGNu5pRl2el0FhYWXDz14eHhhQsXms2mm5k/dSvtTwT+Hr8KzKyNXlpcunf/3ubm5tLSUhRFCGKsG0cElHGlzogMxJpJOmsSd0BHfMgGfwJ84agAZi0I6/i4SMhW+X6j0RCCRqNhvVETJMBocray+YiEVIJQkCkKqZQ1Jo7jw8PDSTKnFNKww69MRIQExFrnCCwICRkEmmyUD9IsGfZ7vb29TSSRjLL1azf9oNLdP1SeL5SUUghJSCjjSMqAQJS6FESEdKS4Y2az19nud3cJVeBHoS+Ep33fCi4FFv3eYTE3J7wajl3AENw2/xAmAiFxDIysAWahqFav1BpVJAJmy1oyR1IkSZoOetVKnCQJgiUpVaDWzpyWnO52todJ5kmRpanNh94+FmV5OMq6/dFhmm/fWrcwAsmzCwsrK2vzi2eazcXmzBz4DGaQDJJB93B9pwNcKk/4cRTGkfJDKZU3VfOp2VyS4OLmhQ9CIDJYguyw39npbG+no+FQCy/ww9ZiXG/nhTXMQaCZNYO2bFSlppRCIZXhwvBw0O8dDvwwDivVuFL1g9CzYagUEaEtGIUQ0liwlgGZCIEMSkDUgFp5CsAC6DExwP0xufPOeMgLbIw1HZQnAYLG+jJky8JjKNLycH9wsK9Cf255qTk/z4CIwghy1AliC+gGRT5wi3ariS0BLCJba9NRmud5EKooqkghjTFS0LsAQB7bnLM2WjMbd84u8sxYbcf/WSIKggBJAP9ESp7MfHBwoJSqVquIR8YODIDIyMaauBp5uVi/fXt5eTnyfVDh+4J9J1bq7kM5yy2XKzkxoXQOD6dOnXLhZJNG28+w7/uOfQGgJzksyzf+4HfnujfnwnK6zDZe+Qvz8c+dX14q0be26pgmxy3xJ+ST435k7wl/I0RGrwRhQQO4xZ76/Z3pSm1w9TbIZqUeIEBOzSd++dde/6N/83v/z2+3aq0zZ5//cHP5Rr8PTOBVCkRGVEwKzViLjAxIFlUBngERH0Pkxpher7e5ubm7u5vnebVadVq05OBAkzboVWtTZ9fONuoVW4wQLKkgzcFKEALQx4GGYTISb95Ic4jnTmQyTIuk4oFEC3ZcHltdXV1cXCyKIgiCCTA1xuzu7m5tbW1vbxdF0W63n3322TiOu92u83xwYaue52F6+NbfvZKB97HPfl54webufnpwDautpaUlP1RoLaBAwHeW2x/KGEcQCOArO86HA1CaJhk1DABAWkO9yqBtQfre9vZWeukXvwjS+VvK6tTq2//u/zz/6U/QE9NZOSIVaxAE0gMfmMiCQjAEJYvRKMuGh7kVreUTAPb0h14EJLDoSGiqLN/6xl8Xo6lnP/dPwFOjwR/st9cufOSTxngQRJkGSyD6OxQ3iFRpwAoCCWlhpSBfALAGMGAEaDmmkfsWKm1vYWFq1JsDDcPD1/7ojzp/9pen/8USDAZ76+v9ft9aG4bh0pkzZb+vPA9qNbAWtIZqC6RC9BB9YFEe1TMluH/I/gBy5L8v8oMQYEpX/NEMszOtPMu2d3aVmGlEEevcX750+QX8yz/89x/+2P3ls2dgbgksGb9SgiyO3Nl/8BXYtdd2d3ejKGq1WsaYixcvOgdMZ7PjvvnpAsE/qervg0uALIXQRrs85F6vFwbxA98RABQKgHVZWrRK+q4x8xDeffSVJ61/PvaEMdmRhFDKq9Wq165fP3tuLSt1HDmxvxVSAFhrjC20CEMzSlFKz/OtNdYaQuUMAwkRAY01zC5Op1SCAIHLIhn0D/b3RumgGGWeEnEUXLhwPqxGo1HWOxgkSUIk+ns9RGbW2uTGlFhpTU/Pzs+uEIExRhAda77hVL0WKds/SJLDg4N8YO1QqjJUNErzZJCX2YqozB3lfsCDVN4xOcRNz3J8KHCnBa2Z2WFfABfOgFEYKLZalyixLEZSiiLNBmXJbGerurezkSTp8tKiHzbvr/e+9+Z3t7Z3U005B1Gj/fyzH1k9NRNWFQrwo1atvgqiaiwAFSIIIjUVNwCE1dngsNe5d29jdGe9UqnEYSUMoyiMvcDzggijOpDURSkIeDTKenudzu4oG4aNuaUnzjQWVyCoAvnA0iTDg85O72CX0MbVIMvICEEEaLQqC9R5WeTF4dbo4G6XLQA0aq3W9FyM0xDXyIsApCSESaKSSYEza0dghoAKgADlOFDClYllCdaCMWAMWAtSguMCEwEhWALrUoEkA1oGTwngEkRmi731m6/5U/UTT5yGONYFEwiN5DZ8cCEUYJmPqOfIAGyslhIRcDgaJMmQGaKw4vu+EMRspXwcT50Z0LI1AFabsihGeT76/9h7sybLrvQ6bH3fHs45d745V2UNqAIKNQDoAT2QPZBttiiZQUkUQ3KIGsiwI+wwX2yF3hzhsN/84F9gP9gh2RJly1TINEVaEpsS2c1u9gQ02VBjHgo1oCors3K80xn28Plh37yVKIDdTQvoRitwKyIjp7o379ln7732+ta3lg+OmZRi7xQRlGIiKKWyrGVMPpdhvA9L0Gg0stamZIEUjDwv0aTioIJVtqmqXq9rrSWj5N8bbJ38aIwJIezu7qZghc3NTWvtyXJbirpI1N17G3T04eOkAEZEnNZ3b7w2e+HFJ1rN4OCoaSbL3f7eK6+GW7cPlZSmAUejfLJLS7X7hMbSJw9Rkt9PYtEIUgQLs4BCDBq+mrhv/+t/M9nZ+einf8qMG9ahLgZ7MFd/6b944qOf3X7txdF3np3Uz1z5y78Sg6tU3m4qZgVmQRbIBsRAyTNlER73wBv48PDwhRdeALC5ubmxsZECNWOMSp4I4NSZQDFwaFhHRCfuSMFGWEAM65YQd/Rzr7/8sSef0K2WB4wxAY0QwSKRZIlbabVai8JFuhrr6+tra2uptYiZ03VLIamLNOAQAnz33PTK05/+ZG/Y9V66sHcO3fao3Nne5uWOic411XDJnvRWe+fRggPo2GejmZdadco/UxEUY4xioGeh9NJQXT3z1T9+7PKTqLmO3FibBfnpL/z8c//gf3j5G9tL5ceWPvZJJ9xIq+EczFqIETMJ1stbe0dHh/urS4Pe6mlQFpqKlSEoiQGkg4+nr3yyTd29rVvwBZy79OjVP/7jb1299gnVaqFBESGAGq7FGEMAFAdBELBmEFyqgQmLYmExkUITA6MxpiIdLHrsTO2e/MJffOm3f+f6P/ofvXd5nqt227CSrdn1V/4wGKNc46qqe+Zs99Sp7qM/A5tBt1gTkRGy4bgel0q0oA+MgYzElHAKeAZF4c3NjddefQ2korKAIubBEx/9rPE7L3/3xuvffeSpp888+dOi26SUFoEERT84WH7hDEtEo9Ho+vXr1tpUtUgBTzhhYLIQ+34ofpjPt8o3zNw4b60Fc1nVAZL64unYzpRIac3JOesYur29AegB0E3l/+OOMYjAnBRIRu+00TG6s2fPjEaj/ft7j164eHh0uLe7d+HihVs3b/V63W63u3f3zvqpU+XoyCud5/lkMknqq729PWbu9/vJmybEwIgSw+7Ozu7OPZKQGdVrt/PV5aLIbKsQRpTY6hXt/qoEIWaEAPIh1t7NvKu3RiF4X1VVu1VIPBZ9RhESZubMZrbf7Q0gBGkkjMazXZbmYGfXN46lAQI9sGRhSJRkSnMMf6M4gcQQRWJMHKAPwfsoMcYoITblTIDg3f7BPmuuqkppRYpCCDGGm9vP7+zuO+Hbb7y6t7NdT0bDbu/SpSc2zl5ZuXitP1xrtwpg5sKhUFTZUkBBygYhKOtRQzmtWHFULdVRPPS+XZWDfh8Rs+lscnBIsY5QYlqBbe2C+MaKG2YyGA46VuxwjfubDfomdqJnZTLOWyvnl1fOP45Yh1CzHgCBJAAOofbNxJWHfnzgJ4eT0f5kMhrvj0K9K1u5KjrtwUp/eYO0VToTkeCdCzUYZXmwu+sROXgxWs9DThQxwVe75XQ6m82iiFYpsRlMRMxExCpn0zJ527a6OmsppZwLRvz+nTf37t4cDu3axYutwSD4wKaYNpU27WMsmMS44UQnGwOBmUNsptPxeHKgFHc6vTxL9A8BiOHtiE2Ob/0oLCKIrirremqMbuWtlLfCqgPE4xkBIg0R78P7tAxprSeTSZ7nqRnoRC8eCUREau/yosiNuXn99YsXLiCz7xXwApCSxpLabDgc4rizOIQHYj5rrYikrOMPAet79VjkiSxI3CmaG889d7C11bm4jK1te3q5LTgsZ69/45u38gth8HhZj6yaJagXYwwhpBDN5EyS53m73e73+865paWlfr+/qL8tpsD8ywhmrSPDCyTqEBHc68/+iYn0xV/6JQz6iEeACWJn1PN5vn4+21x9JGb923/ybL13l01dlFPauw9PGG4gG3DRa4TB2DuouhkPWrqaHu5MXdM0w+Fwb2/v5Zdf7nQ6n/nMZ07iRWb2gSJBqZTT7BBLNId/9Fu/eeny5VMf/QRGFZZ6KNEq2lLurXdodri9Qp4BIg4gH1V2Ah+8a/72Qp57sk0z3dKLDBFmFq0uXnkC8IDoXGmyS+yqSE1dbt2dhmpaV7OPdPoL/+M0W1MV++DgYHd3dzgcriytpMN14sMfZI4TkMR9AELQSgjxtVeeb1l+9Oo1ZC3KVIAmFc1Af+rv/2p1e+trX33246q3/MiVIm/FTHlGtJhMjgoFkxkhbnf7qxsbrm5ASmWd+YamkhcZi2oGH7/af+ocuIJS7dC9+0dbpT0wmowZhmiIdXK1T4I/Srz1wlBJKYKaIjQUW8yZsPKwApuhUr0KleqxNa2n/pO/WQpnRcGdDpRCCPAe1kJrOFcfHj73ne+88pVXlr+7vbw0vPbxp7trZ6nVRzRB0UKRhhiE3rOGin9vaSlB5s4hCikNSoUQsqIFUi5GZDliefojT52+uF69+cbvfukPo+md/8QXtMC7wNFDq8h0MibmXee+MSaZwG5tbd24caNpmqOjo09/+tNLS0spHewnd2V73zeJ6FRW6EhKgaejqtvtaEpihDm3xQiQ8GcHD8pDZlAP0wPRHfuYJPZXA7C2UMqGEFqtFS+631MqOBOmcXxvNN1bbl32ta8qdThSPs5Wl3pbb1w/c3qtdWp1743nl9fWdcdGLmphUlnhb4bK7+3egclPn72sTG5NIQFaKTCJIMXLCSRSFBFoaKWjRJhomS92KyECsw8ciYlEMQESnNcsRBZRiAHDEE3B9LMeyDdjCZ2Q5V7JPUQFR76M1cw1pZuOp/t7+4eHB75uYoxVte+cK8uyLMumaRK8TtbTIuIBF8XF4ENK2I3ldGw0KXgJTlFk5Zmzdme509t4/Km/ePHSUysbp1v9ThNqNoo1eW+BHmGDgDivWkajGIBEC9ZEUYBIhrP2yunVpLlk5l6yxa5GVVXVZUVERutWXmillTHROedcPa3efOXGxqnO+sW+Ei9eyOZlVQpnxvbESJSCJfkuBNKRjCt6kFXvm7Llm35d77757elk1Iwn6uig2ru98/KsbaiajqySdm5HZSO2sDaf6qzbH7LKJrOm6PTK2h+MxuWsxmy2IKKIKJmzpAqjtVZxRGzKph67SqKn6FeW+pSZsLvT9fXGpcfQyhErZRUw6VkLESBD4gwEIUI0FFA347bNJWoEs79X1071hqdtLiTWSBfhhAtwOPbVIyCFGoGFATSAC1Q1btrvbfiGMtuGRzT6IZ2WMBGruaXFe9eqka5St9vNsmw8Hif9w2LxkBBJYFgHIqXUrJ7lvZUy6kKaEIIx1ofArIjmlnYL56nv//fVdZ3nebqfy7J8+eWX19fXL1y4kDDEQzleC5lpGscPMet7e+x5sJ7HKCJDZf3Zcy8W+WGRdZcHQrgZHFZWL330qWHvSq1P1W7GNElNY3Vdp7JpouqrqppMJnfv3vXed7vdM2fOVFXVarWcc8kgSEQS5am1DtpDApyHi4AgeBzstKJrnTuFThGiV6kfQ5whpWGRr4AL3nzSbh/t3dvauPE8LQ12f/d/25r4wdnLGx/9WXPq8Z3d8f3D0eho//Ry+/X7t4ad7NUjTokSKRz78uXL77pVLiyxIAHi7rz03NYbL87u3z716Fm0Ojjahmkrj17BT1177PYf/ClCTRDnKjIirN6rsrkQBEypkEUM4k6ndT7LmVliONzbH40O0zVMq1kSDqUJkoRDWuthZpXNyWoSeO8p8QKABhSnjgjPJBbwsZ7sbw3alrqtedpPalEgGWft7tWn7ffeeu4rX/vMOBQXHuPhQGcqZHmr02Fgcjja2b7X6/XqJmTWCiGGecbbnMEi1MqCbLCsYA2i71ZLFx6bKq0Q2ohJCKnnbuus8M7snzQe3iN1idsUAmA1nIJH5lhzOwNsJUOvtbVzT8ZkiWE0eYasbZz77Gb78t72s7/z6quv1uX0Z3/pr6MkjxhsN2ooQUqQ/z5I8UfO/tLJOjkBs9kshDCblXm/x9qUgDYGKkdW5Ounrz351He+9a2V04+1B2taZ1BW3v42HmqOTI/UhQlgPB7v7u6mQ9SpU6eS7CFpHn5yBWb0fg9kiGlnoqpyL7300sWLF3q9LtEJ+Ev++w3xcbzwiWF+qBWOH8gjMW8Jp1SZnTfnUAwzhisP719/5cUzZ8711za9ZGy6QaA47u9sHe3fXx12FYW7d24PhssrZ89DZx4msrbly7duvlU28ZHHn8yyrvMwOk8zjkBhER5zfIYKIdCxRIOIlHjM8+cQIkIUBpiFJEbvqum4LCdlWZV1Vdezpqlmk8NqerS3c2c2Psis3nPauVBX3tcxekggBltt8txm1mqtba5YsVZaa82KjTbGGGONtbbIC2VSHDwro5XVrFS7ZY2CUTGzarS3+8aN1y5dula0BnlrpT04FUQpbb0E0gySJlQWrXeedE8U1OIxmMGxYkROqn9YGpF56YQExJxuiNs3b8YYN0+foYBpWR6NRysba7YoBMJag5BifBmteYqyRKKI6BlBJJJmSPTlrJnesVo1vq5G+5OD+7OjvaYcudlk2G9n1ozG40CsjbVZi00eSZPJXEDtRBvb7Q9XBksLn2cAPoTgfWga3zQ+hFCXoSm9b7xroqslNBK9hEaCyzM96PcPs1Mmy1udfr+3ZNsD6BycQZRQcv/lxgfFwvCj0WF0CF5p07JFpjNiLRwNQz183puLe44dmQiCANSAC74eH44IathfBWmCjm/fUOfX+YHXwXtc/ffep+rteDy21rZarUWsAE74MzCzc+7NN99cXemvrq6GEEkxhIj/fPA3xVgkBuuNN944depUitU92dPzfWiYD1W/7yWLcTzESed3QNwa7fzGf//3LplJW81KhPt5e+XjP/v0F/9a3nmEYwFEUvO5dbLEnwIdmqapqirtqa+99lpZlp1OJ/1oQX8aY5jZnGov95b7pqsaL7OZP9jeu/nKd1747qknrpjl1cpmPRkyg7iJ4tkUmR1ozmk2s9Odre/9Wzp6o23i4N71cTRbR43ZvNJ/5Kn2+vnO6rrTPLn1+s1Xn79y8Vx99S91Op3EVff7/U6ns3DkXdQfHCiFPVqK5Caoj77zO//00uOP3Hz91RAQOn0yGtTyRJW/uzkbxVe2Lv29/67pb0oMwk0t7c7MqPYPVej4AWMhDdLsppTeQMEHECvFIhiPppPZtJqOkhmLtTYpNZVSOzs7R0dHw+FwPB4/enYdrLwPZd0obW1WCJFikuA5yexCAITiCDL++u/835fOXFj96M/ADCttA1BIYFe9ZnUBLI8PqxdfuvvVr9pCPfLpj5mrl0udB1WI6nkHKWc79+9XZXXmzOby0gAPoi4RCSJoAqDAAhZolujL8fhwOBjGIIo0SAcXVEZ/lhhynvgDFykYIfIWYgKh1pgRIlAABaBdEB2Q+ocXnRjea2uD8wRhxRCRZlTvb33j9377i7/8y2j1oxo2ZhAZCrAxUJxBdz84k3Ie9nlcR6+b+q07d+u6fvzxy8w0AxCrNgdUh0xRxkff+9Pv3Xr91mc+93PLF6/CtiUGZPr7r5OJRyvL8u7du9Pp9KWXXtrY2Pj85z+f4G+qv/3krrTvO/urGImTisHF4LTih8z9w/f9GwQPrwcPwV+1cLBJPWCc4gnmWUJAZPJCHgq7Bzti0B52YKC1dr6GspOj/cHyYGVj6eVnv7n11s21lWUaDIgEMRoOdd3U0/po73B1/XSe5a6a2KIDOHB6MWHnESMxQ6nkCqtZpK5DCIlL4FC5xk/L+mg8mc6qvb29ne17R/v7k6P92XRc1S6Ict4nxbFIVAitXFsV+53C9Hum1R8stVeWVjdPnz+1vtkqWloZa42yBgyAXFPPveiVmh8pmJObMR5IJgQSgQASiANFcPCHezv3tq585JOnzlxwdYTkEDo6GhmbZa1CvGcWqyzFByBj0ciy8GY/zmxKJBwrRYsBStVw10SllGKTso/BBoggOn36LDNTVgBkWLnDQ4Bd7bIir6omYfiYrBLm6yRIANYgE5sqli6EMJ3W7d5pba1WaK2GJVfClQj1/p2bRwd73UHv1GOFRL+9s+MiTm2eZ5Pp3hIixSACpfIMVKQ3li6dJTr5JZo69caBCNEhuv07t7fu3JqNjxrwZExZPMpUOLx38Mr3vpNn7c1zjyyvrJmsRaZIogVbrCFU1eRwtr9r806vt2xbBsp6gY9RczKQnh9Dj4/0JyKSxeDB3Q2tzXA4vHfvfgghubs9ZK36fvt8pUDExI6nONb05eJQlGpkSqnE1xqzkkrYJKKNXYiYGD9sHHLicV944YV+v9/tdhev9a4NFh/i3feLZjqBXFOppC9wnP303/5Pn3r6EjIJVeltx3NXo0MwipIci07KhRfutsaYpCCv6zopH5JF5kJEmALPjo6OnHOv3b1x480t75AJFxTzZnRquf8zf+UXVh+9dOj5jZ0D7wsD327GXLnx+OiOKxvTPhhPW2Fy+ZFr2d1Y7t2ZLT3Safe+eOHiztHkzv0blz51Reeh3t/99t3XP/7Uk2eefjquXTsJ9N/VJZoE+rgHGa4J4/H+0ah3evPScPnum3dmHsunNxEyX9i6MurF77pyIvfeClnLKissgUTpH2qK/WBAzBAhIRVByWDRaELw8CLK9PvtTr+tZHU8Ho/H4/39/eTWsrW1pbV+/PHHm6ap69pRMNq4prn55k3F5vSpzVarxUUGpUJoCERanMA2HnWTOzdcHkCJ14YAIyAoGBWQEVBJa/iRjw2vPrb9pd/+/f/7//jUL/zHw0tP6s6K6vWaTEs0CK7XKfq9bow4Ke9K7VdaCYgIkcQTYIxZGixNx4dFUYRYKWtVTkABzNWu77xmINJeISIZ+gSOY5BLOwZgI7QHnIrKAyBFiZERES+RJLLVqcTkQzCUFf0lLQGowQ27idXtJvniEYP1n6Wl/nGAX5a3Q6nMZhvrazdv3mQIQB24KsJxO7BqoaFe/pFP2Oe/8dXR3o3l0xso2vghFGIpSf7+/fshhI9//OMXL1703i96jn/SV933Hf4GH5g5hphnNrO2rsp2qwU6Zk1F5PtePvlB3wvpADS3gpqjl0gJLwnBCxqiUE2PprPR2tqyygwUSWwUZ0Ga3qALCdLMzp/bPL02GB0c7O3c6/YHpIwuejrEra0dTWo4XJrs7wrUbDatpzMJIcZQz6aTyaysXV1Vs7KsytJ7PxqPm6YJ3vsQmrqeHR0wa2UMKU3MWusis90iP7N6rtvKbasnJrc273S6ebtjrdJMrU7r6N5bCuH0hUdCZ4OImRUCxZgsu3CcyB4hQXf6WHSlAMF7xYrBEUEAjuBI4JSTHMAx+jgbjaIv7929GZlXNy9FMqLJOXEudPqDqnaj8aTVyqApRqdZn9SonSw3xxhTCWxu8xzDfCYcD6yIGFukzwggVq6smdX23bvMvLq6Bud8DHmnde7Ri7PZ9PbNG8PhcGllhUSaqlJaQ4XU8zffgKIQs0CXZcXMrdZAbLsGT4Vw8QAAIABJREFUOETNkXTbh6k2yJa01PluHaXT7W8u540d3d/n7gabTDgjY5nV3NH8ARtDACSEufwmqWlUAZX6IX2AE4TBI8u9s9ckBrh6VlVu75WqqhlYXx6GEHe33rx/97pWOsvzot3hvOj3J9ZqmRys9K3paqgaGIn3Qm2CFQmRwklSg5JnPBZG1waQ4wINRYHWmTF2VpW9XuEb/1CuxPttdJCqXXVdt9vtVCxebAYL1U1qUAPw5JNPHu1v79X18up6jCF4fzJT+ofhpZMS9P79+8x86tSpRCL+xFlL/odB/S4a15qmGY1Gg97yaFznK2ckWyGgoiZ6qzivfSxsBAvzw5HdC+icMG7iI5l5aWlpId1Jr5IKC2trawDOjU5tH852ZzUb1bV6uYirK61mPBZka93B8vB8DSigHT2X9d79fXtwGLJsfXNJqtFjq/3upcdkMkE3I8PoF2fGhwdf+pfXn3tmb//w3t5o+cyjZz7ySQxOM3Nd1ykdEMcWew/jAJo79gDR1fV0Mst6QwxW876+uPkkvCArQsUVh3Z7FWdPvXX4Lyg4y6IQG1+x7rxnp1BQJIqpYQBgwLtGJbInIpAFoA31ej1jzHg83tvbCyGIyPr6epqkdV1PnYuVK8ez4fKqErVzd2c4HA7XhiozrJWTEIILylqT4f60GU90rxOt9SBKUXmESGoT8A7tdhco4SbrP/fz63X5vedfq7/3Rmdl/ekvfLHdH+5OhUmWlwZGKx8khIWCYJ48THAejghQ5AENTaxqbbQ1DsQQBvK0YNC7HpzTamBAOvUSBUSDaMAAayBLJpfAhLN5BxtBGAFgg+kiXF6ZqMDVTLlQFDm2buG8AdsUiuQ9GGKYTgYI//AGJu/XgnzcIcLzL4PVqtfrzmVgvrLRNBFichesEUh0R0fbK0tt9AsXHdSD9uR3VT6kdzcajURkeXkZQLvdTsaXixS3n2xZ1/v/EglSRGYwRxFPFAhzgo0g9H0lUSzzoLU/8zRMIQXb0ImfJkoyxqgVCA0pjPZ2DVG30yEJaKrgIeK8UOnKwproGx+cc43WWmK4e/PGna37xLos6/2dN5rgX37p9aPRKMRwb3vbuZpJ6rpqmkbptrGdPM9brVZRFKnJoN8bpApalmVL/Y6xWafTaXV6eVFAEYwGC5opmhpZAZ0DACtEIKR23DC9vyUhEBGrIhmfxaTmmFfpRaKP4uaM9xz3MAFsVYyxrKsERKzOoObhShIpBBcjCevah1NnzvUGPc/txktWtNggBFLKtHWWx+zwcC+KS7lZD03phf9f0zSCkGXGGMPEiet5wNATiEgiHec1AAKTdyDSKrpEpLIWWJwrK1eLSG8weLzdDs7duH692+5snjsHkTh3O56fckUQA1wtEJvnbW11zfOnr4OIr7XuNd4Vg7PnuxvldKqohurmKxfUVM1q3esuRweJCtCktBA5MSfvqCjMxIrV3GsD4Hkym5DyDCGItomBkKKa9dd6aGrUNUia0eH+/m5VTmez6WwyqsuJMXrn1et5bot2NlgZaOlSpwfVIUWMIkZIMi4HZL4mQ0AMoQftKCcdTkDgg4MDbTJrcxBpo/GjLfenftDUUvPQK56My1qkuY5GI2bu94e2yCUKToicf6i1Seujo6O9vb1Lly4lk4eH5v6HdO+PjP1dwNOyLL/xjW80JRft7MKlR5xvGzatVJxxqZ/JV3FsKE+ytMWp7CHjs2QBEY+LVOkX0vHmQawg0NGDzsbwjEbFICCHC/7I5n14C59FD8lLAQXKKdfIIH5v0PXtgdI8aPU2vXtMK7pv0KaYhZLM1lO/8Ivf+8q/ufHW7Ssf/6nLn/0FrF+eirHOncToC4f/t1+FGsISAylW1pDNDmZN9JqLQZCM2nkpEMNBuRu3XspuvDrbP3jlpRf77cH6+iltxAUPnyF7r6reKRJ1PqGUmqdTsiwcgHwIIUVpJDFSu93OsiwFPWRZtjMaRx+N6LNr6xypHte7O3uT2aw9bHeXOjDKEQIUyrra3m3nHQyHdYRjmGNiqQJ3jzwUfMYHRsfehg3NJ/72rx+9/trh9dde+pNvHa0W7Y8/0cyWl/q9Tqfd1JXNcuccKZ2irYkIECPQkQmaoJOuWQh9tRwdMo0mRlEP5FLJVf0kDZY+ek0BRICGWAnWhWRdDCYY9opKRe3jUtvJg52kpUwSA42Gje32T58/99Uv/avV02dp+YKsXh6ev9Yf9lkoNj4wLypsP95zeDxxA6QbQkIEoJmDd2DW5UxlSzEgGNTMOuak+PTG8gsvPPv46iavtCmqNh4olN4V/qbOolu3bl25cmWhdkhFuUWm5k8uH/F+aX8fIKHQCEBM48Oj115/7erVa0W7BUCizI+BFB+6I+cUbvooETKXqScU5Z0LIYQQ5s0KvowhJFViiDGp05xzdVU1ziHEajbRjP3draqcDnqdpvF1E33kuoGQmoSpOE8S4H1oavGhqessK8q6abU6zErrmGeZ0tzrdZTiosiy3BZFtr19r9PpnD5/1bRWjDFZllljlNZKa2PMwnpsHqebCujpuB4dott768b4cD9vZ6aVm6zQWcGsINBMHPzWrRvR1acfvRDal5TSBA5RIJwiDhSnORsEkiwgZG5yHuu69j4kfV6r1dKqIDFpG5KkupSGyR/u37MKNlMx2xSASLEwgSRKDJKsTspy4p3r9pZO7gSJBxKR2WzWNA0gRZEnaIJj3eeD/AgiCW+rn4r3+3v74/F488xZa62Hh5k3AhptgnOIMptOIdKUFTMvnV4LPhAxMx8nCfP+/kHT+MFgoJgl0ySJ3QbN3doDkcx9jYKDlnIyvX3rTl60zl14VIRAWogFFEJUJ3x2H+qoOF5bk7utEIEhIkEkEFJCCshNjwOtA6JDaBCdb8qmnMzGo7oq42hvMpkG8S7WKmfTsnlvbePck1nrUaBHSsASQVGQcgkVC0EoeEhgphCJOQ26izE41+zvH/R6g06n/67S2Xfs2fyeTOGT30m3FoD9/f3kfZPo3gcjfryMeu+Nirs7O1rbpeXlKFDGYNE4TYR3e/5EMaYltaqqW7dudbvd5eXlZHq6IIA/BL4/FhBcVRUz/97v/d7e3p4x5iMf+cjVq1ff30ZDSZiaH8zShdFlIgyCUQoxgghVVd+69Vae52fPbjLD+xgjrOVAPtkHxgCOQUf3wrf/+Lvf+BqX+3/3134Fg/Zk+XJsqh4NMAvSyY9UVIjdIKgIpH2GQ4Wu7B7RypoHxg7DvdnOy9/9jX/x2f/yv4lqiaNBuz6IvsvtnZvPPPu7XzrYn5y7fLa589xgNPmpv/Vf47GPOiXmYAfDR36MB5iTj5IiAZkXjgKJIBmNj7yig4PDZlZevXIVHnB30NA//t9/46e+8MXHn3hqzpUxhchBtSqglygYUgKKxxRFqEbayvT2m//vb/2zQuMXPv9pc/lplIxiddzAdLKGQQwDmMR/yQfpHHsPrg1tjujl53Hv9p98/Z+p0xPK8ZG/8ffRfeKFenXTFN7D6uT0WCtEDQBRQyMglJ6I7rWpABNcF0aFCFDKS3ZABThg6Yc4Bk2PV+/FQk/Hn89nQAz8ULKQ99DazWY3rl/vdDpmtlY3Y5uH4ZrVrQApoTzKyfPf/EZ1NPvkL/8NTHPoFagcGXlBUBCCVnEWxlrZBigRTvnOM1/72q1bt7Q1P/25zw2Xh7YocIKe+dFwqD957O+cEFJoyvL6669ba8+eOV2085RbQQrinXNOo5EY2RhoDe9hjNR1OZ1OJpPpdFrNprPJJMmYUuBqXdfe+6qq0pchNgl4pa1xNpvhOF2amaMXBW6aGhJWlvpZZrMsZzLatrK8nVm7duExq1VurWIS7wub9Xu9PC8ym2dZbm3GinZ3tw/2d9fXV4Zry8g0JN5++aV+f/Dok1cj90UNH6qGPISlFodUoggJIsKKRrWrgpD3e7vbwUtC9DFGhEAxRFcbyHBjWHSJU/BzEtqm44IEFxwQAKkO9heYI2FTo1S7sNoYMrToG5S5lzkxaQFs1p5NDrRuy5x6pyQxYCalCCLeS/RIDWAL0V6qfTvnUoepMYaZTmZcLw7EIlLXtYhkWZGePTH0bK2xptPpaK0AIa0CAgFstIgooylKfzAQkYPmPoBqOiGivN2tyyrLc7ByjW+323keJ9MpgGU7ZDqGUpKyU/hYH8JgAWlbmNVTmpUCZbJovRKQUizhB5QZcSIgPulziRee1aKWj/U2ARygPRB1K+i+b616hABsowxhMh0d7e2Pt3cP79zb3VVsz15cIdVC4AR7teYAhIjGkdXEbNOZRukQvYcEIRqNRk3jut1+nhfJXPjHcuxe3OHGmLIsiSg1wOFEpHv6RGtdTw5n01lRgJSSxqWyhUQI4V3/8nQjOefSs43H4xBCr9dbEIcnScQPHz9K8UMa93TQXV1d3dnZIaLDw8OyLNP550c0Lu+ASYuMTgHZzKytr25vb9+4ebPX7S2vDNXcr+ZkkjgL8RMfe/qpj3/0/mvPf+MPvpKxPPm3Tytjo59R0QIjE1HEgkAmHX2pBQDaAZHBGUMCprNubsESOHBU09HEtLtBsH7m7C/96q8hGhgXDi4f/Om/+/bv/O61X38cmTatzgdnTJNrAM2lowyW3tJSAIpOd+v2nds376yurPqdO8987ZmVpf7q6lrwUSkDCRCw0l6iJn5nLd41zmoj9azoDT/y9Cd37939xref3Zzi7MUnbOa6RSEkMQo4Law035k+MOg3DKeVagrK4/mP0tVPXfnM5+jo+Xv/1z+c/E+/GYdnetc+bS5eG6ytNpOx7RRNUzLIEWemqFwkMVGZzNpTpYNCEC1WTZmSt64CtKCdDgrqB/c+GGKckPbSsQ3mA/KblOe3TbpAioml3W2fPlvVtdJNkbVnzezlnftaS5GrLDSdvLh47qPPfe1r3/lf/8nK5z4/PVV2eku57mpwHsHlVBuVbW1NDw79ZGa0/laJyXg8Go1mVend3ADxP5jH+w7cxbsbr7/WVJVm2t3ZvvvW7eSDk2Ieq6pqxntlWSb6djKZjEajk7usYlaKlVJZlrXb7TzP88yqVrGyvJTs6LQ1xpo8z/M818ZoVqRYaa21Ya0MmVa7N9rfm03HZ8+fhYiyGQkTlGJDpF1OiJGJhODrhogSzDrxBuJK3hqsrBHC7t7h8rD/5quvRMS102ehW6BMlDmJceUdK8JJNo4A1qZp6vF0Nuj1zlw874PzLsQ4J8MVgoifHO5v3XozRKFQRgGxJjYARx/BIEj0vqwndV11STMxqTkfplMEmjHzvLy3h4MQIFFijHnWKceTuvR5kXKnU27XPIyOiIlYmywnHo1G6ZkTw51KITHGVqullKrrejarej2bFIEJCifi2do8wR1mFggzhRAO9u5PR+MzZ8/FEBAFkUnxg01NAKYYApEarq1757a3b9d1c3pz09pMYhSCiLeZCZGPxnWv11Mytw0jmadeL1S0yTAXQZj1YLg019Ecg32ZQ/7vuwzJyTrbscDmQWeaOF4sTIqgRAwjJuJZVBAKKhyhyFTr1HD14tDvnzq6+cor393fvrm2cj7vFRALldKXDIhFyGjECEqaiBi8mxFzOZtNJlOT2cFgyWhLzCKIEiOE/zz87ntS51m4oOd5XlVVkvkmreTJNK8EZLM8f+TCxb3d3cP9/V63Bx8EJEnPEoUW9ofHGGsBo1PC0MHBwdraWp7niff9EIb+2KDSMa+fhqnb7aZP9vf3x+Nxr9d7X1/74fX0bR4AJFHAREwiUIqHw95w2LtzZ8sHF6MoRQn9MiQuekPZMgnqcvXyk6vXrn77N//Pu9/65iNPP+2KtldsSRVRISAqdgoAtKDlUauCgIaRc4CrzbSc7e2CGqUCfGh3+4c+QKJiBZvBZzCkWu2Vz33uzev/6u72/bOPXcLk4D0SP/z/P7U+mMgJ/vIi4Q1RYmRW2rTa3beu39DKxq0bb7358l//1f+8ffrUbNoYJyazqRhrGVU8xmIii2GymZXATT3K8+6ZK0/1BkvGX/jKl7/+nW8+96nPfOHCpz8zub/XWh4EUUTmAwR7jx/jbIeQjWM2KzqVRanPPtkbLKl/O/29312/evnu1u0bf/IHn/n85+wjj2A/3H/jxr2j8ZkLl5bWz5NqaWuVthBANMI8xsi7oDKV8kQozCUL9Q8Bu7KHmN13Wf8eDjdSxACi8KmVFQA1DphaBv1qMlC61cqIJ37/9nU7Kz7x0c+++ew3m3I0igc7b20/du5Sv+iH6VFOgnv73/qtf+72DzaWVqrJ9I2NSyAixZ/4xCc2z5079pr4s06jH8Lfh4eIvvqVP3zxxRfLskzb5DxRIoTkbpMbTm3d3W53ZW19ZWWl1WotLS2trKx0h0OYbH7ADwEhJEXscS4Xz0UFIim1S2Kkuf0q5s5+IGjTGQxDcKbIoRhCQErzUgAZ8pPxeDKegkkb0263YVvHuDcQEYiUzpXRs9HB6HAca3d3e18ZPVhjII9u3sq6WF4e2qbjom8/4SQihjTl1LnS6jbDWN3VOgV4RBBCPSsyrZTdu79/f+ewv1rCZqAAFxBJEZezejQ6ctF3u+3VpWUVNU7ayCl1LBQBOL1ZPw+KI0byoQuilEZU0VPyUidKHynOC9eitVKqgBTESHRvOrSISDqHpIqn1np/f393dzeZ7PR6PefcdDotyzKFIxxHNUetNaKIRB89axYJrHUkeVDCJ1ASV2jtktU2mbXVNQA3b948Go+vXLlatNs2U1VTjiezTi/vdHP4cPz2Jc6jfufeYSA8aKsUASLxg7S8Y0qXfxBHIm9jgllOiCNIUgI3LVoQSOZOJIjRCStllhEz+BwCWN0aNP3O6zvb96q9m3l3CdQGZ8QGwQmU4hzgKEExgSIoBF8fHBwCtLy6ZrI8BgHSGIUfi/JsAYNSk1CMsSzLhIAXuoVFIQIANY6NmU2mtTso8iLLFANYaEAfEmowp/+VBKa3b99O6Zrp2T5UO/x44S9OKIBbrVZifJ1ziap//0dHHqyh878pnjjU0cnllwhN03S73fQj5mMCgOZq06Zq8jyDUpgcwPvlzUeuf/uZsxtr6vIlz54RUEcoHRVKgIC2RIRIpEnBAbkCwEaEXIN65HTHRGZkVoliBgxIoCwsofFbX/4yG7O2cdqBtZcPjh81z7tsHyzAPrnwA+1Or9vpN02j6/FSv9XudmLtbN5JcccxuPHRUW84zFi/HQvNC+IhRDI5mFwTOWuvXnr0L7VXXnrhxe9862unNla6Z88g1pAshcx90E61IbaYMyfN0LY47Zn3t7Yn989+4hr+zn92ZbBy95/8L7//O7/9c3/rV3LFz/zxl0tRr7304hf+wl85dfZRXzZo96DMpGWC9xliLiYXher4/k0XW6H+If6SLMYfUPeQ4zF86GATAQ8osKoDyEO1Ou20Q6muPnv5cRrPMNvdONi+fe/+k48+1hSqfuuGWdvI8hxHB9/97jf1MP/Zv/lrsEb2D2Y33a1btwCcOX8OBPB/UMW39x3+zg72L19+/OLFC61Op9VqRe+73W6r07FZZpTSWhubmyyXGGKIbDQdk5UiEIgEJjLEDEWRI9Siup20nikojqAoMkQiUzoCESVJjgQfGpUXitozX2lRIuDkpUAMYRVE68IUBOJ2t8uK68ROYZ6cHhuvWLS2rcHwkaKYjUe94crjl6/ovFU3YvMcMcyNLNK/t09onu8cIERQpNiAvRJXKMlyFlHCfRAUJEoUiTYvvC+zfOWRR5+4c+vG9Vef73R7edGJgQUKpJl1p9OyeaaIfNNQ1l1AX4EwOIFfIhAY5Ak+6YVSRIciQBnfVIpMXuSc6E+h47YCArNExDDfSBISTbjWObcwukr+ViKS7KgWzFBif5ummc1mSinWkmVZMoqYlVPn6vWNNd9UzBx9TUqfrJnScU1caR1iJCJjLVIW6Pq6IL755vXl1RWlldKSF7r2M0tZAmUREKgEheW4244ZihJTGkBMwosuuvli930RJL8dowkJnYggFEAjnPThExFB9PNzDohpgkLEojZcB7hgxbXygmN158YL9eFEZQPbX7K9pby3qm07AESGNaJvpuW4nk40UbfXzfJCKZ0aOZKd3All/J8TRPw5d5t3tWFapBCnzv10lE2/maDw4j+yMRLj5ubmeDoRQQyRmOkEV/Sur1iW5fb2NhGtrKzg7aHzHyLRHw8mCCHN8TT3NzY28jwfj8cAvPfOuR+jIoX5QfpJCPPeD+9dcpcH4Jw3BgKwSCQSKJ1lIhFBUPTCbLzx+FPb3/rmd7/+R+eVX378KZIK3IIkz6BkG+kQPcWWKDhAlKP9o9mtrTMba0BNKGuldK2U0g7iSbTJEU1Vl6puvvf885/9xV+TPC+BPOt8kEZ1UdsiAIGSl1ByprMbG6eq2XS6fevKo+fRzgUIrKNAhO5v701G+3VZdvv9okhUURRwUjFEQWRtWj0f/cHMNzUNgupduPhTa+tLz3zzy//ynz127YnHPvszSlgkwzF98MF5dNz6hJq+nmb7N4+eea462jrY/XevV29mX/ji+fOb0+z8F3/9v33p61979lsvT+vqo5/5+QuPP3r95Zevv/inL379DzfPnd88czYjPnzsY72sXcOxeKUUi5pLdhnCCIRCmnfwLO8cH37Hj+ltUR/k8fZmPu9dqpUnLbyVTMQo0UxwgBCcx0TQ6ucqb3U++UT1r//lW1/6V+vnzq9srI+ef+bVG7fuHY26y0sf+dnPY2PFjQ7vNuNbb92PhGsfefLU5qZzTltL/GdnlH0Ifx965EV+evP0o9euwftqOs37/TRQSD61IUTKhYgMq5Mb7PGDWJMyYd75qdg8XA1ITQ8JDJxsWopzGCgw1gMBUbT1YEkaV6hjEzG2WSuSGk/Lo/EsaxU2NwwAKrkGkuEQG4SgBJy3OtZeMlkQQox5ZwA5bt1bGCM8HNKxuIkDEEUcEBULQgPxCTHHmNxemRgxeG0N/KzoLD/ySPbcn3w5uDrfsIOldegCUFAKPgARWitrKscPSHDAeShFrOYrEYkoCgAISkggkgJBaue1MlnemvvI0LEXMwlEYpQYeaH2A+CcSyrP9EnqQ0pcnTGmrmtmttamTIROp5MUnCJyON61mVFKAzKdjm/evPmJT35SEZFWCOFEF+8xWS4SY9BKi8QQY+pq6S0tATI+OhqNj6qmWl1f6XQ6SiFAojARRaK5Ep/UQqk7F1sHF2PkZBAWPJhTWGQCtwE/wHRPnfh5fIew26A8+R2a6x7iMVtF+3VVHjRc5oMsHxYDbWcb7YsWs8n+dHp473Byp9HZ0vqZx574OOeZqxsoXTeunk0QfbuVdTpDhLig9gkgZhFOfT/xbQvkj2rPPG5xWzTp13Wd7or0pVIqWUMkfzIyxpXj1157bW11fXPzDAEqFVxF8HabtnQ7MfPBwcFsNrt27VqCMgtx+Ycw9APySC2PaWiSi1ZRFO8jTYm5vfi7o1+mhVMvMwGktQrBe+8oSdyMBlxqg0jCpUisWAkpBOdhW+tnPvtf/fozv/lPbz/33Mqpc4gGFkF3XYpAQ4DUUA3Hdigrn0PCLL5586Vn/nR39+53/sH//GKjL1z52b/51/5OmpCCIkBF0dq2jw4Pp5NxZ311EoPz2hQfoHjYY8/2eThUmntT13SNhff9Yb/f773ZLpZXllCWaqiDphBQV2Fa++FwqRwdGKOLonWsBpvDWO+lrqvdyRTBj6tQ13F73Jwf5ojhwuWLbzz3zenuHYh7m2vDB2lmVx7LmcHh/tYf/Otbzz//iZ/55PrGY0fVzf7mBvrtfWRtc+nqLz7qpxOdK+iIUF389NrFZoq9rbeee/aFf/vb4l3xyI0zf+HnYHST26nRDlagCKyhLUiBrT9857n/Hd9ZfnB5UtnyWKoyRzhw8nYemQ17+IBalIQYerMeZbklcAW2YIUyuDyHl5kzVba29PSv/LWX//E/fOHbr33+C1949qtfXj5/6S//lV/aOpohW5HYGzXujTuTAOn2uhcuXozHiVQnMfmH8PcH7ZfZktf7UVoBIev3E6uH40Ag6IfLz5K8rk6GW4icNDt5iATSC+fUd/PDjogRkUAp/YxASE8m85eCCY1zNuOVrPPWW2+1zHKRJfZYBFFECBqswfr4yCWm375z504Y1ad0p7CFNAFGIQqYIoRZ4bjGLoDgAMgRW4gKAKsQ4mEwYSYsag2SEU0V6xg5SjogslAIEMXErfwTn/rUy995zqwSkCFmQRSC4uRWLREhZvpk7Um0prddCjIg++AAeXzl8t5Q5IG2iPAgrgIEpR/2ols0d59UvjPz3AKsSIo2MUYtgKK1GkBRtUb7416nZbTOWH/syaeUEJRpHAkbjkE9cH9O1gc6PYUiVgreR6U5xCAUudU9feb86Ohosl/2VV+rtvLeZ7XAxKBYcRTPmCkEBhA1SQ4iYS0p5gIgVsx80g/hByjx6J378MMVqod+kY7PPymGcKUU3VVqmUiHCN3E04rWWo9dzd1sdLS3VN3fevVP68M3GJv1/v26bJwDlOnmnaLVJht8mDErVnkIIQqYbAgUo1KaROACtIZI4qQDkUD83KhtrmnuvP3dEBFJjAus2cTSGhuCt9rE6IP3oa5dUxut81YLOgfMu/PBIkwkXLe7uq7gPQgKxMyI4qu6iuIFIfMdbbWo7PLVJyW616+/yhIfvXDBVVXe7cA7GC2hgWZi+NqXVTMeVYej2flzFxEhkAX2/ZD9/TE+Erm7sP4FsLm5ube3l6w5mqYZDAatVis5aimlnHPvlS1oKijFGJRSIXoAilWMwqyO1w0skiYXziTMnOd56taNMSoFAjFROhUrpphUEWRsry8xEtOn/uovP/P//IvqxVfya9eiaSZUGi5yD47MRjfsdBlPZ6ryE1cdPPNHf1xNmp//u79ar3R/Ju+WCxnKAAAgAElEQVRh6crhZNIvOhBEAimTKhzDjdULp9cOb7/ROn8tU5lvxNgPyj2cVoNU94sEDzRRjFIEURSkrsmHWdmMt3auXYiT0ex+WfpIrpr0i2w4GNST0eRwZEyeF0VZ186LD0JaV3Wzv39QluXqyvKlK1enk+lb+/eHZmqbenz31my0//jFL9TjkV7qA4wINe83edAwgLeLbRZqqzTKi/jA90n65dp7mOzf/vofvXJv+7Ff/Ku4eg37d8587/pbv/X7AxpsXnAxfwJCVHSgOUokziCBshZWWmf+o80zPz1GOXv5S1/5zm/8o5XHHz371JNFr50ZA2WjiFdUJxt+WgYQH9i/JiMszGOVF1TQsWAdxDKvIiNCAoSETFRWCgZD5qgpxEAgS4wYSakjbXIgj9BcwpWYznL2JGIYJKFyZMr62qd/+qUv/5vf/+e/efVTP9U59+jYM/qnXjlobJiVZZwMzpY3/l2cwOSZMjoNShRh5lk5s9ZqpUMMQpzOn2l0foKced53+JvWr7IsrbWJNPrRVsroBP96rAJbsGaUKGWdWqe0tsbYZGR1DGMebo1KRf/19fUQwv7+vmazMhgqKBCgmGM8SQHTnI98MFFdXTLXrpq5pmTxhICYRAnJXSHxr0xQRIiC0c7dSL50syKUMFaBweSamfMuzzPWHGNY3HPHePQhBPfuMUI/Gkat2+2Ox+Ojg0Nj9O3bt69cuYIHDShQpCSEE3/8uxXrj2vfmc3M0pJizpStqmrn3va5c+cM6/+PvTcLsuy6rgP3PtMd3jzlnJU1F2aAAEgQogSZtGRKskzaFm2r244O2xEd7uG/f/q3O/q7f/qjO8LRDndbbVGSJ5nUDJEUB1AAARIgppqrsnIeXr7pDuecvfvjvHxIFGACJAogFcL9QCQSqMp89567zzprr71WSAMJhg4oJYEHRmQZZBCEzAxqOrD1kfNk1TpIASAIiIkFoBAqjlNIjNFSqTqNdg6HY8jLWzdu5x4nuRM66bR6C/Mm8kI1NACTHQtppBTOTYyKGTjLS2ZMk9RbAGQhEFHMbPbeiqF+r8c7OOrX67UkTqwtgPlgf19JFRkjTQQogRHeo4oJKWVaifAESiZm5pLYA1B2hM6y9SUgK6XOnD+fj4d3NjcOdncee/gh0BIUoRbjg/2d3Z3S0/7BEYM+tXa+Uo38e+ThfHz9NK+LFy/evHkzzMWePn0aEe/cuZOmaaPRqNfrM8hyL+q3ICAhBYF35KZ8rwAGCv09CT60v8KpW4ThH/ZCgLVWKTFzRz2eoCc6ljUFpxgWqKKGkJWF1bM3X3j+Uj3B1TWoxhJAOwAPXkEpUEnkrfXKUvrm6z/0qFRn4fru3vnHHkhFxFFUQgU9KJxmcUkJw+G4OR4+fHb56HDLUIFWiZLBJD8jT3C6K+Fb+5UWaJkUsLATlPL1b3z9tSs3n3jmwd3+cKSNaszX4rSRdmMFyG5+cXl7e/vqjZtSSmIwJorjOMvLaqPZajY67Va9Xo8iLWSjo/T+nSstGg+3NhcX5uNKZX1rLxKtZq8xbcBNHSjeIkFmwSiBdglRHbN83fCvHxL8jWAbsu0bN3/481/6J3rpfu+UvXlw9cbhXE2/9pX/fObpcdYetObmodWDQqCp5GhAAkLiVVMDYJWstff9o3jzh5evvfr6X/7Jn55bWLn/0z8Xr52CWkr58Lvf/vrKpfN8/m9LCQKBGDAEHwggAE9AHrwHZujGDgA8ee89YTC9UY4cAGshAUF6KV0UmCoE4AI0H2d4KAAHNoa9g8Faw2gxgskeRHD0vRf+8tvfLUFg0ipk1HR5crQVKW7Xm91aPV47B+2zN2/vVVfPxo24BpDfrFSvXh+NRo5Dixq3traklPNz82mSTvPJhYRjP+CZ79PH7O/bIONMEvqRq8SmKZXv4u96zCwDAKLw3oW+7dtQI98VsQxB/aaUCu+hLTPrU9TonVUi9p6UUm/NAyAA6OP0IxbgjRJEOBkNq4lJKprYei+YvUKJUgVhJDMhCgAmwu39jWqrGqV6MO778ZjAAKqkkkaRRiy88yCqGJrhQMTvLAryXbHvjMn7sFcqA2itda1qy/L06dNSSpj+UAwspC0Ka23wwD8ZpXh8t9ETCSmAYZJNxoOhFBDH0aQotBYswU2GOmqAByAwUjIws0IAIRR48ESe3JRLAPb+I3cKm4p1pisw6KO9B6m0VBVwuU7qR5v7L//w9UZ34eyZC0XhLctsbDfu7AHgsHjNRLEUMq3VWs22jmL0E4+YxhETOTdE2RaIgMdSn6mAaBrlcxfTNBXRhm8KBAAJlGcTKcTR0RERxWlVSWWMkUoySkDxowEMcRA5S2IOCbdBeo2oJAoArjYMAFgiAlISmG211YgTXamYrf2tw4MdKdn6kpjTSrXRrBW2qNbbvbkmSk/k8Kc1J//x9V5Xu91eWlo6OjqqVCq1Ws17v7y8vL29fXh4mCRJEIXfmwLCgAIZPDFpJYmIwDGjxGmhPrnphoJ2586darU6W/BSyhMsBgOgmB6E3/oNSbeEG7ZXT9984bm//D//j7O//Dc/8Wv/UHBCJIJPF4HwlOlEQ5m/+sLzf/dv/er+wcFXv/MHqYKlx544qpuk2vQepXzLxGbYP/jW7/zbp1JR+kO7v1VZPC+FPMlu/uxcs7ujESVY8AUU7nvf/toTT//i3Nr5CaadxpyuNpUEM51+QJ1UFpbXSKwf9gedTqfX6wVfoGDQTkRKhYF1165VoNer6tbBtZdPnz2HvflkLDaPRnGbKlKAAPAEIE8ah8PxaAEAWGvzPA9dhZn5plIfFm5JOeZBgamJF7vZaE9Okm9//VvzTz156Yu/cOOPnv29f/Of5+9/9dEnnuw++RlwhnXEEKSVUIapNhTeRJFpLn76qcWHHz1889rr33nhK//2t2vKnF5Znet19dUbzdpqdXUXjAFEsBbKEojAGBACpAQxzaiD0gV8phCnrWtfBjUg24KIckrGQiGAUiAlWDHVk4aZ/6KAyXi42I7LyZ6m8ejm5Tdf/v7+xpaRyUJ3ManODXLOaNw4v3zh1Hx/sPeVr/zBFx55Oj8aFoN8dTlWADFAafFGnimjA++e5/lzzz3HzGtra6dOnep1e8QU6OpgghnHMfyVmtP48J0fENM0HQ6HSqkQ+P5RHg4wzOe/VfqmQR/4Fkkmp65Z8I7gEw7R2f4uDDGLtur1erbM33zztU6ns7S86n2pTAR0gnVjAIyCKBTBIxSA3k/G+5tbZMtbb74yKMBU2wuLq+1uBEze47Q7jxJQkM8ntqzPVSvzXW9lUWKc1K2jLJuMh0cAXgrUCSillFRi6n32I43X3p5a/P7gL3+A/wq2LI0x3vL67dtSylq9PkVfAokpL4piMgmCirIsoyh6R6wXMJH3nBdFnpfGGGQuirw5163WKjevvpEPN1dPnY9qPalTABBIxB6FQKay8MPJEQtbqVRCcMaHVzT/i3eHpkIbRIGA1llltAAaHR6u377Vbimjqipp1TtdlNFgZBHV1sbuyqlzjcocgDQp2nwilBqNh1vrN4siY/D1Rq3daSWVCiKiA6EMSM0gCYRgRSj4rfk8fsfDfyt0AgBq9WR3e7fIRpGJk0YjihJiIEIHiCAFoOQf/XLJaRP1OMWCTwb/ASCBkKAEe3YATrBD9FLbKLLbmzfzvGx3uisLK0laQaUPDo/S1C4uLpsoYiYl1UfP1n98vf+e3iOPPFKv13u93vb29ssvv9ztdkejUbPZnMHQe7IFhrCf0joUhEIUZZbGlRB0L1D4E4OY4beaTCb7+/vnzp0bDodJkgTCRUhxV4DisTd48DLk3EsNaeXM2ae/8MuH//53zrSbyWRCcbWMBLPUqFPy0g1o/cZf/MGXF1YXoTPfOXffZ093L//ubyFEi792dt+Pa1yTzMQW2AiAuVbrgUvn7cvP5ZnUNaO4gP6E23P3khr/4OTEiRrhwWu2vhxJg+Xtm8Xh9rlP/QuZthIZl5h4AI0gmMA7RsksWIillbXD/ivNZjMK04TsJSKgFwKAHKAwWjBCUqkDj/o7e6uPPwZJU5nE7udbh8M6+poWRmspktAlDpB3tkk557a3t8fjsda62Ww2m827BBIf+HB1d4GTwxZg93C3v/X69+dPP8y+cEBLn/3ctXyy9Ov/1T98/Dd/+NX//bXvffNSpOceeorKUZy0MkbEYPHEEgCBStuWUrjY6ftbTzzypB8OyvWN0fb+eDBZbC6Nvv7SzuGrICVLCYhS6bhSiePIO+dK65y1RUnec+++KI4jEyVJHCktEINVpHdWMOgokvUmV8iSzcBr0CSocN5owyKYN9m18jC7unXt1vXt9XVpTGdu9clPfq61cga85BJQV4bGiwizcqc63L4x/p3xeNIvd7ppZ14BHIEwsHZ08HKt1u12C2u1tQwwGAyKohiPx81ms91ub25ujsdjo/TS0tLs/PNXKATuowAEtVpta2vLGBN4go/y7rxb/3eaovvWLs1BcxsaLvZHg6Qw8zH7Wsr44cceKctya3ur3W77nCMTv13HLpEZwSOWwCXYcjIYFVnZaNYXFhbOtpekTEHGAMozCyGPEWzwkOA4rZa5A8tSRgAeUGslo0YV2DtbOFtsH+wH3jRJkiiK3j/Ce9/l4wOdVaI4BoAyG3e7Xa21EMI5b63LS5oUpQBOY1OpVIKSBADu8hBlJgAqCjcajdJKpV6p2LKYDPuTo/1Iq7XTyz984ZX1m2WlvtCZX40rMaAAtAiS2Ze2ZLBpmiZxwlNb2Y96ywkevcDMTAJBC11O8uGwHxt9+syFOHIgukc5Zll29tSaqTWchQtpB1T6yosvz/UWk0xubm4sLM61e4utWhMVOpfdun3juW99O03j06dP91pWxhUwCQotUQEowZpBAEgGvOvkdjwQ+LalmRgVpUm10SJiIgeohBSAEuC918fxCJ5nZoCQdTzrNYfmiQUiSaUAKyQ7mgDZ4d725voNLeXa+fMO07TSAmnIe/YaZSpEIjBmxMJa/XHAxc/qVZZlvV5/9NFHnXNf/epXt7e319fXL1y40Gq1wgjsveryOSIUkhGkVHuHu1euvPn4409qGfvQxhAC2U/9BlA4bwfDfq1eiRNDRDduXjt/7jzMxnunY8ozI0pGYMHggRVrUjEoIy+dufTwpfz6dTj9KKnWyGgGbJLUuZyMdt788m/1mvr+Z56BWrMgSpZWn/nMM7ef/96Ny69HZx4DCcBsULEDZoiS6PTD91/7838fmw7cukpLSlYaJ1nqnzICfkdd1yAVsmQHxejFb/zZ/WeWIW17laBMJlkphYDSVSIJIfUXwCOUmQ3KB++9lKhVYL9pqmglh0KIYIuU5c6RXjoFOjWm2l7uTkaT/YOdEkopVWdpzRgTzILiOA7u8tbasiyJaGlpaTgcHhwcaK0/CIR4P7ybl0buZPNUE2BsUs+keerv/6Mo5flKNAGpWurRz//aD77+zeefe/4BH60+9rSd9LWOlNYpF8i5EATsC73IABKAkBw6qKX1hxYaDzngArwDVxRvvBl8zfv9vrWWdg7KsgwETWhBS6nzHz6f57ktivF4XOaF975ZrZdFgQBhJ23Pty8+cLFZqRR57pwbDwaVSqXebIIx61ev7u3tuWtvbgzHF55+5sHPPAO9Zah1Jh4HJJUWScUAEw+LRFUEyv2NW6eay+P9w+bKUjq/ZBWoOoEdJKfE460nmGh3d3c4HGZZVm82bVEYY7rd7mAw+PrXv767vVOr1R588MFHHnkkwI+/QkMaHxb8xeOxbmZut9tSyp2dneFwGIYkgrhnRgafXM0/wb2b/aCZP+iMx0UUznpjNDOgeIubmklzxZSJ5DyfVCoxgyOyKCSwJAL5bjDgZHg9ESsli6IcDodSqmazSUyITH7KcSIJRAawAAXYycHe1t7O4dlzDzQX5sgVQhsAE/wAcYpNGICFAHZlFOleo7u7f1hmhYrTWKUCtCckCOJgjNPqSlqz1oYAkSzLAEBrbYwx2kxlGHdBlrcXjvesI8zvScH9SPOEMJQt5P7+/jQxgcExoIxarZaWKBHCebHZbJZlub+/HziAMMLC4Kx1zrOJ4ihKiFgplSSxL8ZZPuof7icJ9+ba49zubN8iid35TpQacN6WUOS2Wu8oY4gpEJOhboZPFFbgyfU2k5r9BFX1pDnXyfkMTxCeJjJ4WwolbFkcHh41Go3e/BxwBiAW1i7euXnjxo0788tQa3Qw0ojqkSc/SYRc+lNRPYr05voWg5tfWlDKnD19/2JvZXtna2+7f7SxqU3c6vTSeiupNEFFIE3Qjoe3a8bzByKNid76wIgIviyzerPu80xoM/VjAA7ym+DtQMG2Wap3C5kjABBh2A5nSZyeCVAgokA/ASCwRWnHpR2PBvtA5ehwz02GD3ziMYgbeZYcHeQmFllWoqweHhwk8XhhqV6WTuuIyAeg8NHT9h9fP/oKoSdxHB8dHd26dStN02azOT8/H9jfe4jtiAhAIgoE7vf7V69ePXfuQrupPXmj5GxSaLZwy7IsisJ7b7R54YUXTp06ZbQ5OaSO/C5FSwJkHpQWmrmw+ZWX3jjz1K/4WpmblAG8J527V1/5fjuJzj79SahVYXAULa327R525g5292699P2fv/DpMiMjnIhQKrA5AJA42I+VjI38vS//1uIn/+bTT30WoubPyBNkfOssfOww4LNiUgOCyWTj1o2nn3hCyGhSuDiFJDYSgS2FLg87B9owQL/fd84574eDw063G2oMMEOYQgk6CQawFqzXkQETQ15gpZkoUY+qlfZ5HO2t37ozHA4bjcbh4SEAdDqdo6Oj0Wg0mUyYudPphEyAK1eujEajNE1/YoBF72gnvXP7myQiv3F96dz9c5ce2gB0prK8VJV5psAzIcYptHqPfPE3zHdf/NZ3X/jCmfsrnbminKBQggugMQgPQJlcDPu6skKCAS0duAEXOQqr4pHiB+97JmKuA6whAhEVhTgZHxD+6W7AeAyTDLIMaGp7CWUJUQQoYDC48/3nd//wD7z3g8EgbPq7WRZsl5RSC3Fc3d8+U2vWgEFq0BXrRKlSkoIAcltWFdaSFDdyqJvx5nCl0plvdLheIY0Hvowkk8nqveR873TpykH/KIqig4ODhx56aDQYhGb+4eGhRNHpdIqiuH79+rlz53q9nnPupxJH+rPL/iJi6I/s7Oxsbm5qrSuVyvz8fFmWH778lIRwoTOLKPM8i6L4xEwNegdKQVnkeZEliTZGMdswjoZC/kiL0vDRhCeu1Ztppba3s/v6669fuHAhMZGUMtRcKQDAs58ATfqHO5sbG/NzK83eCkgpdMU7klIAy1n65FT+5B2gR6T24tz+9rafZKY2B6zBA5IAFCgRSHjPLDCO0jhKPfmQCO29LwpLBDEKKT/w8/3R81P83mVISll6t7i4GBJThdKoNLFgBD6uR4gYRVHw0geA4KuPiMQlAAIqAMEIQCSEiOIIElmM+qXNoiSqL87VKR0cZbv7+86WO7fuoKDUVI1KVDQ9jM5UgNZaRBmw72zkLpzEPjjGOqldCzjYh5FeIkCQArLhcGtjs9vpNLtdW1qlDQJG1XjtfLJ+68abr7158eKlRm8BiBC9VBp0Q1XrUJQLy6fzfHLn9matnrZaraSWnO4sQ55Bduf69eubd27Dxh2l43qzXa+30kYbKxXJx5F2x6koeDIPJUBVACUR2UshQDCiBGAAD3yMaxEEk0AGcALobveLqeKBQoCeswUQKBOBDMZ71vb3hqNhf3gwnhw5X9SrcRKrJFZcCCgL4jyuLSpl+0ej0kFvvn1qxYzznAmIAQQqoWb71kwL+PH1s3A554LOzzmXJEkcx0H8UKlUgjv4vULAmoj90MpRBpNkLcPdwe8+/39/6W/+k5ZaAo9cMBoiW6KiyfggSrVQ2xKtg3SSiYHb89qNqCTUAnSIGxQoHZFCJGJGQiRm51RUJ0Cul2L51PnPdm/Yb/7L/2X1Mw8vPfiYmluCQVR++87ezq1zv/ElWD0NMqU4Yq9aYmm8Mr/43z+wSDYZ2iQtcynA1WUGvgr9jTdHv/0XC9HjV2q264pT3/j93W/9rr30TPfxR83505lOClGJMInJoMPgIu4kAaD6SIxwcQJlCg4GaSFRVIYS3NAvmBEM3tz50+cefOqp5G//KmCSxoAcevpIUgEKBiZBSCSZG43GZDza2d4ajwZ5ni/M9aTWb5nUCgQAXbCDEnUxVAMwhxATyWEE7ZTAWARstNrcH40Gg4FzjpnDlHxIvwoWIgG2zs/P9/v9a9euBZZ0aWnpJNf4ftabK6UzcGTXv/Psf/j06dWl5TMuqQ917EDHRNWiQOtKt7W9/eKph56hYq6ltABv9TiPTcUnVWtBXbWVhxjLuUfLh3duHv72v9xuLq589pfK3qqSTaByIrNCcpft9Ece+yQplm1sTZNG4W7LIZG8qyH0o9C8m2c5ye71nvi1YnDobbmUVrQxiDCZTGxRuqJoz81JgZjZG1fe/OH29jlXXYzqgrlKBCyQQZCBAko1oYVBQjjYPTi/9ri1WkViQkcgEwlpAxblCKAKSpm02wOAVq0OAPv7+9vb2xvrd7TWFy5cGI/Hly9fHo1Ge3t7jUYjVIawj4e99aeS0PSzAn+FEGH0LY7j5eXl4XBYFEW/3280GkKID9syndkBF8xkrdMYmUgxUAggDONwAsF5P54MpGQTSesyrbQQkokQpXegxI/ubktido6kUFEct1otBGDwCMeWBU6TH0vjBoc721u3G81eZ/4Uy4otPUaIgoD1NApmutN7IYjYCuG8t8NrLxejbZd13CBRcQtUDYQGkiyUVAiAjoCO4zyllNVqjZm8J0QIA9I/dVPxo6Ojw72dXrcrlQrZckxEDIRCBrXy8fknKKoR8Vgm4VBMs5o4YEgCBALvhCIiO5kMG70OyBREpV6vK1Of5EdxVMuzoYo1gpj0j1incZyEudTjGTvlvc/zvCiKMGwX0rPvlSdJqE3Hp/kQVEEh9CRKI6nAupKAtTYkBLEGKmTSWFg+FcfR7ds3PXOj3ZM6ZraEJTCgQSGjWGGlbDGAF0ZKSYUVUR3kZG4ZAQCVdt4P+kdbO1t+azNJKkmj1mgvMFHgvSnEAXgPx7FsDFBkw6OjozzPBMokTaIoFiiVVFIpoTSI4ONAKAT4dzMaRgnkAQiQABx4V5bl4d5kPMryrPTOC6A4jqvN1typlSiSSjIij/a2x6NykjlXTDQObMlJmlRkIpWsN+uHN4+GozypGO/B2nzmJ/0x9v3Z2jaUCt22Vqv1pS99qVqtTiaTy5cvh1fMOfeTNVLe5fCs1TDvY4W3h7vrWzfZwh9/5U/+8d/655v929Wo04jbAEbEUZ7bpNIoPUyKKIoF6xro/kG5fgA/rIta3T0E/tjRhwFQTo2/WYdvDghsBJn1fjjq3n+pMZ9e/7/+t+efe3by6nfa86tyoNWuu/jLv946dwFYusKrapTlThqpter1egI8O+v9yEtNiFqAQ7i+c2NxqZk8/tTDD63t3r5164//fH/vzsGzX5/b2fnc//gvAFXpXazkyTS7j9RIVQIDSBAAzIIlYKdqXvqzb975wR83+/TM//zPR1IDvY1nnU2MIGJZlsaYShqfP39uMplc7h/kec4ophGtx5s/ALABxXJ4fZvGxcaLLy89+uk0EWXY9DQAikanocvUORcSlEJZDn8+fOGcU0pVq9VarVaW5dbWVr/fDxA5lAV8u4P4f+mKHETSpaV/rNq5+u++uvSZX1KylrAcOecGI94+xNH4xvyN7uH6eP9qPS4PB/l8vcIQAxhgACkLtawYJJt2Zan9hS/ZjWv/+l/+qweq8Klf/YfWg9Jpio0qHI8VnWycTm8L3sNHrOLYRN1pPBWzt7bW6wEReB8oAxfnp596/DRKAAFecOmkESF6wyJ4BoE+cmWxd7Szv3vu8TMHwzFsH2CnGVVqEpgcynd7iWu1WgC1SZIE3/dwIHn++edfeumlpaWlJ598MlBds2f315f9DbAs+JgAQKPRAIC9vb2iKNI0/bB90Cbj/u7u+tzcfK3WInZC6AAWZ1YQQkJZWmuLSqUiJG1sridJpdXsIRiJYWbiPT6fQAkSBEKj0apWKm++8drS4lyz1UQpwDtEKQ2Wk8Pr19+oJunKmbNACYMRsSiANftje6ljrzQBCByg7XhwtHHjZQa5dfs12lhfWnuo2lsVcYMZPDlkCQBKRoG8BEAhtLMOEZU070eZ8D7h3AcRPwQ2utftVZuNmfEYEXkCVFMN2cyeE44HfqcewFIyhOEW4uB3hEKEWD325ErniyheBVEDn4I2MVR0VJlMDrbWtxQnS3M9mVZIRyHkj4iKIojJpikelUqlLEtrba1WuycTmSfbvuELAgL00yQ+ckKKRq2aFWU2Gpu04hxIY4QAoDKqVOc1SuTLb7zaW1haO31WJhVE57zX0jhfePSdxflb12/sXt0/f+6CCGHgcYciQMS0Envn6r0l9uVwODw42NvYWH/91TdOblpKqWA+GI4ZQghjlLXl4KjvS2uMGfSPEFEe//9RJZaRBICQb3yXSAkANBtPFpEBXVHkk8mICOI4qdfay/OtSloTte6xx5S1ZeGBpOACYjKNtLliUR/094bjYnHplIkQgONYxKna7+9UbJLn+Vy7E9rrjUbjpxst9vH1zj4yH7sd1Wq12T4XNEuBtLs3BbzMSkvf+tNv3Ny8UmnEnbnWhdMXvvuD7zx44VGZuAHtaW4AE0ZqWGRSykwd3NzZnCQtUEcjuSOgOIB+zS0ACgAFLMADSE1FIeKIbYHkwaiq4l1wpfaCdl66fnPjpW9VpXzokZ+jc6uGK3JU0c3u4up5KlhohVoWhYti4xmcIwAyglAKcEKAYgDPHIFNJL26eXM1esqaqPXIpzqn7h8cbealgMkAACAASURBVLtrxWvXr2ze2U9O1RJTcwAGZ5iIEfgeFe338QQVEIAiCeQZrQaA/uDg2o1f/DtfrFdX84PCLM2dxJShPIYwI2NMFEVZljlbCimHw2EUJ91uT0j1FsF5fOWURz6rLS6cPXfx+T/6xjPcaD65EgkoJGQC0KBkWdEmIKqgQAvbwcxBNqSrhMaa1nppaanVam1vb8/NzZ10BX5PBFwoFmh1TZ/+xH09Gv/Z7/9eY+mcWTvLSZwogoVEu2hu77V881bzM78wtIdRfZEYNEkEIAInYB/iJkJsQdgaRICrpx787Kc2X33T7d8S3dUMdOIjyIAr4hjy8onHeTIY615YYgOwUIg4jQIVyhIjStSKkQWKIuGCHDqXyKoAo5QJxz9H3ity4JWbiMn4cGOdE60W51tJJddaiIoBLQGFePfet1Kq1+sFJWGQLK6srFy/fl0IkWXZ5cuX+/3+Jz7xicXFRWaOomg2K/XXEf7OesGzWNTxeKyUCmeID3tLM5E56u85V1y8mDIoYDz5kRnAOScEBqMea4vDw30iard6oVv8npHkzrNWYK0nIq2wKIpOp2OMJleCY/LW2nI83t3ceLVZTxdWTgMwSEMoSg8kkY592U68IshAzA643N7ZaFRBmvhw1B8Ox2iSaDReWruo0yaGBA9gIhmmjgCAGYyJZ4F5swb1T/E6ODgYjUanV5bBOQ5QTAghhEQBYupEENLCwlIJIuaiKLTW1WpVyGNfSggEMKNgFBKoLGyeZWMRNYBidhIRUCotajHR8uLZ2BjyQqLO83wymURRLKXMszJopIKyIooiY8xwOBwOh8F3YsY6/GRXeM9nw8tEoYc/NSVl9revXo2iZGFhAXVCAFJqFAAkvUcpEZTqLMybSG1u77362iuLS8vR3LwSEsCzACmUJ1upV0wUeQhKAHTeZGyMUhDVhHaMzEJW21G12Sythbw4CX+PTdVRCIHBmVwgWyeUorJAKa2z7Dx7660l53ObDcYDRBEbEbTs+PbZQcGgSKAAZrKF9TYzJl5ZnK/PL4HQ4LxH5Z1jAKEMaMVARN5h6iD2qqIjHRXl3uFoNDrU2mgtipJa7erhoO85d5Rdvnw56NgODw8XFxc/Bp0/O1dAJNbavb09AEiSZGdnZ3FxMYqiezv4UgL9yde+Zl32j//BP40jA+zOrl76/T/8/T/62h//jc999pMPPqUhzmGEXFzefcnC4I/+/D9dvvZmq9vOsqLTW/7qC99+/PEnV6OoKC14SuIEQDrHFEutFejIE1trR4f/kbrzz1777iv/6WuVWu1XnvlszZt65Wzn3C9oagF1JnWJdoRKAwvyAEKXHpjZaCEYglOrJJWAJAJBHnzeyW3nvvtgZQ2hRmLeRUnz1CL0oofP3ScbVctGgi6cTeVbYgcBTB9Vt66UQACSJLAHLAxb1d+aM6Zx+jzYahytlqCC0Pfk2T6cavb29o6OjsqyRCBEHI/H7U6vWqsTI77j94+lE4mGghISjbTRXD0LjoIdqAvbIXoNeFeLfFZFp0Mgxxh3BidC8uiPV58TBOBscpQoqj5w5vaf+k//5q+KxbMjUAWMGSyAX32t89J3X210Fg9NakE6tpq8ZAkeDIICGAM4gLqKQRqLdP99j+O17Vt/8ofnv/QP8ri+N4b55GQS8dRw+oT9Pt2rEw6hJAHE5D3B20eSmEBJOQYXiyQypnBCWtAAwS2QuZDgESwP97715d+9ub3/ub/3JX16VXqd6CjkaqAAEEjsxDsgYngQ4XzSbrfb7XbgVsIwHxGtr68fHBx87nOfW1tbK4rirzv7exIHSyk3Nze73S68PdDlJy6ahF6AAFDIIFiC8wglQAaKAAvFew+t6hs3brqDqq4vgtLkPQGj9CiEZ9Ja5nlm876qM0IZYWbYSM5QyiwbJUnNOlZKMoP3xBAULSCFdN46Z+NIl25ktM6zjKyo1oxm8/L3n0+MiGN5Z/32hH2j2ZqbX2l2FrVpg4wBQAClU2WCmL0ZIoAkXyAW6LP8cMcd7DQf+WdJHDXy8a1r14XAeq3BzgKRxJhYORYg7dvgONDJVw3hg2puuBwhIipl8zzP83AiDzyiMGaK3ZmBPQCw92g0EIF3gOiKotmVyysrhfVOkJIxH3fPpZgWVDguagEE93o9KWWApHEcRyGoD3GG5cl7ZCfA2tGwHpkoRnZHrBLEmFmikCjjqNoGtiXaOzdu1Npz9VpnMplMxlmSJPV6467lU62mgQMeDvP9/bLZbIa8qIDS36tOEZEgK5WCyfjoxo2XkQYX7zsjlQBLIGOjK8ChG+VR8FxDRpWE0VtvQadCkAAClKgqQBUAQOXrnU6a9nZ2brzxyne77Xh17ZJpr0ERgar6Ajr1ytbmwdbW4eranKNCkac8Sytz4I0QVeBj5kVSJAGS9zp2s0YFDIAaAEh4D0hSSgRw3pniKM77Upm01mA0AGGSEhFo6jPtKgIJ2IEvgWyeT8ajYSlV6RoqSUryORqhlAHUAGwzBA9suRwijmWcMUX1xlpRRoNhP4qjegTGKG2iaroaVBbj1hAAqtXqlStXrl271u12sywjomq12u12wzMKtJAQ4mTP9OPrw77C3ZZSHh4efvOb30TEBx54YHV1NXDA91DqJ5RYXTs13+2mqmonOSpxaem+5m82/81/+n8v33xj7dLKgvIA7ofXX/jPf/jl3O03u9Vf/8Jnl1bO7h/YSrLw5d/+yje/duV/+NLi6VNnGGDCpFCTJKVk3xEijEbZG2+8YSbPZcut7//g+7/4+c9+6r6fl95tvbi3uzlY4BZgC0hagNKB0dp5IkQpIS88IhIjMjARMAEL4VA4ALIwGGQ3bvHBEWztfffbr53++c8vzS9n/e1EYnNukWI9AvQhvwDeyp6Aj1Cq5oNFSyjIaA1lN19+IalUwVRA1ADV7m623EtOgs7Zo9/f3w8ccKwwqHUBwDqKIk0z0cPxZ2KXA9Arf/EXN1/5wZlTZ6HTDdn2IbwdAcgRCQxKyICwZ5BgNkoRQHDgy4J0bbbG3j944FERpQJygmrlzkvfqcd1IE0gHSBB7EFbIEjm4pUHbm30a49XPAAigyiAFTgFHmo6H0JsNeUlkBNSNerd8088+NRL3/iz9e+9MP/M4jiCsYb4HZ1TngUQBFEE3oMXRECY2GCt9PFP4eNdXwBADCGkWIAQMgFgIA9CgGZGLi2PRrdvufFkrteZP3uGpS5ARQTCA3LI+yaHZN6N0AyKwTBpCgDdbvfw8HB+fr7b7W5sbAwGg8AEhw3yI086+1mCv+9kyHZ2dtbW1t6nXue94fXbiwYzo1ZcQnZ0VJTDcrxXTvqD8eT6zVvdOWgvnELQEpEY2HsAnmQ+imJgLWScjyfsEVkRITIlUeJKL6Tw3iGilAgggYmZnXNKaWB2zkpE56xSCgmuX7461+k0mq1Bf39+aXFxaVlWK1JqKSPAiElQsDRDYGBEfKeyABHB+2w02tzYqNVqxiRCm0Tpdrd3uH9QWt80MQgR/FblewPcD3qHhdauKAeHe2HRBx1LUZRZlnlPDCBEMGuRKFAJKcgjsdQqG422NjcpUaurkZRGoHLOSWne/iJRoK5D2ysUMudc4GIR8W1JzQHXBRbTAyJm2fjwsN+dW0IQIJAdeAIGyPO8zEdLKwun6h0QUdCPvus4amjgxnEcxzEzj0ajwDcEAcZ7FlZiQpRhC4uiaHVlZfPOG6/94AedRr3a7vHk0CYdASTZCXbIMM7L8e7RwplLcSXKrNNazmJVOAySOY8oVLW+lJ7vzPdeeu7P641BWncgImASEsiLbDKMa4ZZAEsUrIJsg5mPbU9+8lqgFLNnZud9WRaT4dAVk2YrBtTM7NmHfMSZbRSKIDwLWVsirlSjSoUYZBQHDYsGwewlcGFzI8FZa4t8d2evWmsAxAd7e8ZMB9qGw2GcplGkTj7uJEmCkLTX6w0Gg8lkYowpimJ7eztJkiRJwpoJ18k47o+vD/vSWs9UfUVR1Ov13d3dvb29arVar9cDUrknIFgK9cnHnkIiBQgojJKZG1aj6tNPP/2vf/tfTXjQzoQxEbP4zS/+t0lUH5Wl85DoxgP3rRCIB/+nzz379T//rb/4Xx+99CgxDIqRFDoSKTOOi4wI8qyIdfywujS+ml2o/fyZi3/LQT3B/NIzv/y93/+z28/+2eqTT7tm20Ako7SwxAAoJQMYLUVw+WOaptATAEhiL4SDwcje2ZGd3u0b653G+aXOGmUuiecACSQSCC2kB1ZC8lutv6n5/EcDgcOPZZbIUrDjbH/vxuuXHnuCWY+8SgV0usk7OSznXL/f11qvra1JKYEsIC6srAqhUAgfuuXMznuJwOyllGI4ufK95958/cozv/7F7umzoKWX0ilGgAQAGIRU4oTBy12Jx+GbQWZzPLZAYabKOTdbY7MRq9mp+C7IxcxREtFoIKAGr1/f+v6tTz/6N9L0FGS1BJEECVES23Lp3H2//MUf3FlvgNAAjjMrR0xoZB0cxX7IfChVtUirWQENq8B15IM/d8qVL3znL5YeeSI2Y4Y2OQkopBSemBnksZ0pBux7L9S/eMzBImAw9GQOmGJqmeq9r4N0AsuyHJZeJ6mRisnWFSBbziZ6Mrj+3PcWuguVU6vDorTGKqmkA+MBEICABdN/YfB99u6Hs26tVvvEJz6BiJubm1LKlZWV+fn54NER9MF/fdnfdwKO/f39cGvoA2/Ys874ya5cORnu724OhnvWThS65YW17sKFrZ2dze2NwtP80iqCYVKAUkmtlCryCTpJTm2u7ypM2EnBkiyRJAEawDIRA6IQAZmllapCUea5UmowHLVatb3t3YODfqvZKgtnrV9aPNVudzsLXSDvpzP3ikFIGTELDmfe45J3d7eImYkO9vfLslxaPSV1BESg497SWpzUAQXqmBmIPQtJwOpHwt8PfnPJA6C0jur1elKtAlHoobP33jkAJGJrC1uWzjly1mhN7Af9oyBg0NqQZ4GAAgOJfvLvFkIAoLXWe1+W5UzsZa1ttVpaawACRsYTojgE8B60bHZb46PW/t5ht7vkyckoFlKgAAQ9NzdX5qlWmgE9QFmWwU/xneuNT1yBaMyyLDANiPier204wKEA9iClqjVbteaDR9vrL7/0Yry+02p2trO+ZC/YSyYBkKZprTXn8qJUpdEVYs84HXiZOt4oDUTgAFAZXT1z7sGd7d35+VxEEdghy0iYeH6pnee5LW0UGWCfJsk0Y/1dXqUf7/kTEfGUTNVaN+rNIoM8tygzHVWUjPg4OWZmTY1ThyMVlEIoUIIijwQohDGMQCjAaiPBZUrxyy++kqbp4vLZYgJx3NDaVOsVYue9f6dLSfhNmLnZbAZDaCFEWZY3btwYjUah8oaAMefcx5D0IxY/hC9arVatVgvnxtdee21lZSWKolDe7w3OlhoBlTCCMYkNQJmoSn/cf+kvXzx/+sLTT396zS1EJu00TwE0DgZ2vHvosmzh0kqK+sht/fDV77z43LOd+4alvNnp9M515155+YfX1++srZ1dW5xvtTrO8mp77RT+WjyBA0u7QiiAKufUMo9+6hMvffk/tNqm8umHFSsnzighiIH4uH8FIEQIf2FgspIdkYshIa/6Ex2bc3/v7wClIM4AgIgU+DDsBYigAGTgAPFeNcN/vCsGKAFYIAgtmPLD3f7epoxMDpowFuqtcnLSGjIwAnEchzdOCgQApfQ0SAohcOFaArgCgNxwcuMb337ppRc+/dlfaC6egnrbgcpBIUAEoAgggC11t5fZbIGd9GkMKggpZVhy29vbgYOs1+vGmBBxEk7C78p0rEtcqCXxcPj69euV1dXFn/sFiBrAERJIAhBGoh9gv8iOorIY376u2j0w5UjkXlRigioKxDS1u8A+00bHkbRqnGFarSfnz8fff+HGn/zJ2S/8KoyvQHrJ2jLLfZSkINF5VnIWMHAPGunT2ZhjNvk4tQ+nXzMAIltEKzXC3sHBxnikGrVao9ZJ4tHRYTVSaGnnG9/VBVz81BOuXi/iVOmUQUwV+8dG2e96FJsFW8wYzEDYA8Di4mKlUhmNRsvLy0EKOBgMKpXKx+zvW48wiqLZnFOAGveIAwYABgmD4bA/GDSbzc7cOaW0s04psVZt7u3vrd+5ZcnWG3Np2vKWsmxcr7R21neIvB0XNveLiwubm1t7mzvN3iJ4LwEsjbSJnHPegYkSKWJXFFoZICizYmdzy+aj7a2deq3ZbHUb9ZY2un+w71naElQUCdTMwIBMwvnj9MLjZRtY3LsP5VJOJpNWqxXX66BjJg/Og4hqnQX2BMIwSJ6dJ/k9jvh3nTV/3PMGCq2EjqIUQJKlAEkQEIWQOnSjQGmdpgwMxB6IyjwbqbEbT5hBFNI5H0caAK31Sonj+eap2Hc8HodpcSIyxgQkGshX7714K0UUEBnZA5WAAM5lg1GWFb35HkjDdJwzzQAIRVneuXNnvteuNLthvc1aNndzS8cKswB/ZyZox2ezd6mhd63mcOb23kthETxI1EnSmVtY6C1X6+1TcUcAAXkBBEyTwWicl1IarUyQBYeZuJkChggEKpQIoFDoucWzeY5Xr15fXFmtduagHAG7vd07Qppmq8UknC2jOEaU7y7xZvmTVVghBKICmbhikmWZjkgaAXzcbwgTzQxe+LCaERGEYgYUkkFMM7kAhXVSIbkSJB/1t65debPRaK+du7/IaTDM5ha6CERAIcVUCHXcNQ32ojjz6czzPIgOg4dMu93O8/z27dvGmGq1miRJcEe66/n+FXJf/yt3heE27323233ooYeC89H6+noYaF5ZWZkNsH5Q9heEADErksRQWucnfPvK5q/8nc/f336oa8+NRhYKTYJ9fmjkzun75yflNV/6ja1r3/zav/+Nv/f5h9Z+wWjtHQoWmL588XTxiccelRyx0yJBdjyQWQSiGRkHEDFIinJdi1cvnlq87ztf+95nHngwEQpqjMcVIQwF4dtcG6QFGkvwIKxQsaLSGKilpahLb1hAgZBiycLAtA9+oqjMRt8YAT4iiyhlc9KRlShJIYEdjYbjQTzXG5KJMSIL72x7Syknk8loNKrX68cJnf6duzC7HMCBhHLU/+YffrVyWHz+H/3XtTNrpXcTiMfgFQgTeG6P73RT/NHIb/Z1o9EYDAYAMB6PsyxbXl4Ov1Ko4e/6+hOA8357/dYPrrzxc7/0N3wrLUERQwjFLlF4EGgnRCO7fydxE5MNI4WCeCQUJFA4KCGqHSHEKCsTUMoBcYO2KGstLTzzhS+88v/8f/nqXLzcI5zXcUUJwWQJ9IeVtsTv4JEpuEAAMysjgdLh1lb/cP/iAxcOyuHOxvWo1egqnGz0b7/44v5rlz/5S5+H0/ep2LAyefiToZ2MAPLH5mzDwaPRaAyHw2effbbdbmutL168+LNcx34K8DfkhYR54XvE/k55VAZwZVlvNBqtVEcSyHqvjG6AJrZH3V4vrUZvvnnl6pXr588+NN9bu3nl1vnzRiA3GpUoTS7dfx9EUklMK/XXXntFmfTCxYs3rl6uVqv9w4Fz/syZ8zdv3KpW65323K1btxcWFhd783Esynq5snaWmBEVMNab3a3tjSz3NZMQSGAhpA4vuWc4ETj3LqfBYHkQuod+PD7ItlvtttKGPYHUoASgwumEHDMQgn6vV+SD3VxWANBs9qb2scF/OxAggawN02lMACxZAbtEm9U49otepSkgAAjnGcBrHfHbfYJDAyvMQZ6EpzPVwYzTE8AIBOTAlSD9aGd7Z3On3e525hYBpdQCQBB5pZT1Nq2la6fX5Ds40XeaTIcT6uwUG/xJZij8/aTEOe8VCikAiaaQz/rhcDI/p3VSA5UCALAH8MBc6daG6+tSGBTCFoWM5Cx+avoxJaJQTIKIgUBSvLR85sbNq5ub6+drBlF4W/TmGkm16wsWUoyGw3qzfazPe2e7WbyPCvq2Yz0zEwdlHnPphNCtVkWnNQDFIJnfxv4SEyNJCGmcAgBD3HzoCXjgyHsAEuQGmxu7+5udTmtp5YwtXBS1oiLNc59WJRWllCqJUyEUsDh+XgyIM/eA2Zkkz/NarRYmB/I87/f7m5ubrVYr5EJVq9WPgelHVsYDHpJSPvDAA71e79lnny3LsizL4N56z9jfY0fI6fGQaTzOb15bPz13oa172ieCRb0a5Y6iKE9r+9/5wX946c3BK6/9QJpokvl/+s/+u3NzF/ThSpIE5Rp8+uxnmUHZaWtLIACD1ZuQamHjORd5lgV7wgggXX7mVy7//n/ce+Vw9dHTSBRO42KaanbyFZvGyiSg+mAZfLtaI5IgZB+jCiqJYNGznBAYEcwRprWfGJnC7WIhAT+6UWVbaK0OUMUCBMSGcOgKbDQAjQEEDjuVuuuhhwo5mUwC+6sknJSxIgAiCSSwGUh55bmv5wcbP//F/0bXm+P+OJ5bOMyzalxjcAZIAkMwSsMfb+GFKlev1+v1eogU2NjYuHbtWpqmQoher2eMeVe3gRXrzTjzG/tic2+h0y2ozAUH9t4DZAAWoKMrtU8+PdgbfOXL/xbj+q/+0tOt0x1tJmSrSsJEAcg2xKaKOfp90ADgEwFYZiKOndHf/Z3fu//B+7pfOAUKkQSqWAjj+R62Y9/j7jhrhRTM4AobOa3qdRzsVTVWo2Q5Wbr++qtZmh5ubr325ht/9+//xvawaEEkRAQoIkAAQkSQgYAAgh9PvRTsDkNlePHFFwMlv7a2VqlUPoa/by3f+fn5nZ0drXXQhXxAg3RkhKmbPyCyigyAZBLMHqURaGwpgD2iZvS3NzYWFhfvuzSnVN3o5JFPPCqFM1FdSya0UhA4mzQqh3s7g+Hu6ulzHoq5+Z4Uot8/SpI4TeMzZ88yYZpUVlZX6/WGEA6kn180IASXTmjlPQmlrefCugoIIsUA7GEaC36sgQ+8F7xjhTEAMhtjRkd7zUZ67dqdi+q+ZrsLqB0JRMkIjMdpFOwBprzX8SDZPSa9GCUwoxBMxMTiRIcaAZj9NOAu+KJ7J4QsivzOrdtKylNrp7ySQggpBBES8XG0RyBcyTk7s3SdfYoZ4gEAClQzAAIBW+JCKBwe7K+vbzab7YWza4zaO8ZghybAM0klrbV3Nja9LZdPnTaxnjk0vWsfZzZjMfNyCjIMrbUQ07nMmYn3Xdu/C4PaYTcTyEDItLO90+z0qu0eCMOgpuETIeSjLNK0ZqJophJxnqQIv5mc6n//f/be/NfOLLsOW3ufc77hju/d9+4bODwORRZrrh7V6pa6BUmtwbJsyUMQOLKlGDBiI0iAAEESIAiQPyCAgQBBfkigOIkNx3YS22qr5ZblVqs1yz1VV5dqYBVZZJFF8s33vjt+33fO3vnh3Hv5OJS6qslWGu6+IMhXBG99937DPuusvfZaAhAZkwYKMNYae2br/JtXX33rrctbZ8/s7hwUBT3x5DLAUs3MBEWEDR5dbRmx7+L7+RDKoqrZXKogABme31o0m+WgAKWAOHHHUBhiVajIcDBoNJrqS2KMj3o33rlWb9fXT57yAcNJZcqCTJ5YlaocDAYqZBpuZiqsi5Q6CWFGyS/I3dgpij8nSbKxsdFsNre3t996663z588fF7Q8rtGCH7weTsoas5BgGmNiDzrP81arFW0EH9uRZCEPmHmFLy+vPP/shz79iU/HHu1kgrwGaCkI/VH/zSvvuIw6Kyeb7c7mybMX1p4dYLzZmo0Zq1bKXlUCs7GOY56DwgIFNENAQcbyJFFBhdzhROO5jz7/xmvfOv38RWgztj7orlw3pijPvP0SgSNUpAYWptbUFLCE1IFJYExgmfo4lIR5iFcsbQRVNX/OJu3eE0IJGwCjRgNKhaowGaoAFxRB720fxanTtbW1/f39/f39TqcDMvejOhVfTm1mMOzdfPvNT338w26lDZNmWb0M1EyaFmBhG2ljigII+qAQIvYfYlWPQGI4HFZVFV0s32sMICnHMNSu1VJfVYO+043oup8IlJARKkgVGqDi9Gd++qcn5de+8vVv/OZv/cSPf9Q90UA5QDNn2Z6unnQAH/UhOwi9qt9zNrt5Y2/QO5q26k+c+vCdW3eu/cHvfvynfgYuR0zk1mO1KErlHhP5e/+ZMTjc7x8cHFy69KRJTEEIE9efjrUsOIU15omN9XcuX37jtVdPP3kJ3RXXQNVoJSbuM0U1gCTKzwVQML+/XsQi7nSxJT5//vzBwYGqvvHGG1EW/AP4OztTW1tbd+7cuXnz5unTp6OA79HOznGnA4rtGGILIoVWnqxN2NpIy611Txpja61lBAsyRgAzHoz2Uodm2pTpcDg8Go/H/cHg9Nbm+uaKynRpeUVDWOmU9XrD2rTRyACGmqWlJYDADFKXZoAaa6EIIQT1m5sbR0f9g/39emMlTZM4HcVAOCZYoIc998QMmdkgJEmSOh0ODtpLbbDTQGQsgTVGc0GYSGb85ezbi8gC5t11vHpEmif+fx7KhRIBM/oXUDYOTGlaO3V6yxgD46K6F6DoohBnXqP7FmaubYh90uOf9rhrm6oa0iCFkZItTXu97dt3kqzW6W5CE2JnCEIsUCJUVZG4xDm3deaMr4o0r1d+Bgr/DKH5cfmvtXY0Gg2HQyJK06zVajvnouYsmgwcP6UKYWNUlCGAUgjjo6PxpDh3/inrcrgaQlxfKSLGm7e2e73epUu1pJaTejIkZWWsE1FmFYUzjhje6+y8eYWyay2dv3DxrTdfe+P1159+5jmXtEFKKr6YxgXAGqPAgyKixdd9QLLxXn8/t0YDRNW55KgoXFLleV3Dses/u30pir+ZDbMhcPDeGh4P+mVR1vN0cnRoytG4HN+4/XZ7pdM9sZbWlnsHgzRvZ1lbxbCdqkgIIU1qxiUqtPgU8RMeV4wt1GaLn+Mli632t9566+DgYHl5eXGBvpfnLf79YH8XAeI5RQAAIABJREFUc0i3bt364z/+4xBCt9vd2NhYWlrCB5nH//bwl+e2h9CgwRCnNlMxfhqcSznbrtgal5Tilhov/OLP/ddLnW6pxdGoX2+6l9++vrzSXql7QCR4ZjGOVH0gVFrEKWdmE9AcwBpxbmiQoUhNDSLmyLQmqx9bv3r5t7f3/6Sb//i8TXN8oN9g7rdiPWPsm7kBj3F9F7sjjGHqxB7WA3UPP0EiswdvcX+q6mznqebPEyQUJSAl4A3MWEeD8VK3G7LEUYZKkIjHGHc9DGa9srgXBVCr1Y6VwXv68SR+dOPdb/zhl9e6y+1zp4cIUHEu0ZISQINYIjBgVI0E8HeGQmJNjq+1tbWlpaU4ehW1GQ99yzBHLRS82XDdWr866hg1CKl3KEEBNRdgwnXNOm4d9ay5nv305pn9P/g327/zpeLL/y7tXvLdRvJC/WvrJ+sj/+y00msvX/7q5zvG2bE7Cg1+6ulLP/vZlc7aie393//qV37/1z/3wsd/uLV5thwNXb0l3w0oRfePpt26dassS1dL3rx2pd1q7yZZzjxFYGcxHmA6uvbSS29cfuPUufPPfOpHQ5bapSVvEBSZRjVlAEEAD1IYft/OUYuyHHsCjUYjJlcv1s3vWe+z/x/Y36qqVlZWDg4O+v3+xsbGIy9UdPfZm616kRk1IHXOhDKA9PBg/+Bg+/yFs8a4ONNIBkLCVpvtvN87vPP6jcl4mDpHxjRanbXNU8blIFa1xGZ1bZNAomA+vkuPdw2BGRLRrBjLIt5Y9tWkKKdLS6shePGGogEsgZjomMX5w1t+zkXEeWKjvb1ze3Nj06Yp2URiUp0SlAElUlXPzMF7Y62EMKM5Y++eWB+Osb+js/sej2C0R54xIRo4aL/X6/d7S+2l1lJKYCBGAc20HrMFROMMicZhpqg3eHAjxBAVrySsFcGX4+mNG9e8yPknLiVpDWQBs5D8CtQ4F8QHlWIy2d/bW+pIvdFegKEH+dGF4dpCZprneUxjCSGUZTUajSL8fWhyIxHPnn0mBAlV9fbbbzeb7dbyatAUcAAUM38fEE6eObO6vnZn5/b6+lqaplJSLclUAQOZXTZPZIAwY/GZVNhPirLQrdMXrr9zrZyqtSBfgJOk5oaFVlVlkxxeMUsEuZ8gWHgqHwMuD90a3bP9EBFAggTRAGgInq3DbKmfDXhnNvUqBCaYOOMcfGUtTQbDtJ0754rD4uq1N/Jmo9Zol5Xxw6L0lFlG3P4wpqMxgCzPgTiybY6hnm8j3lj4iDvnOp3OnTt34hIYKfzFBf3B67vxKuGJhaFTX125tbs9MjY9l6xdWj57UlMIBiAm1I8btX5naLg0I4d6qMg6a2hkaBIqk7vlskSSJ4UcpbwWvXQcIc/QPnWBiIqiONXtFkVRVRXvMJ9Rax1R4r2viipNm7xwnGQASOPDkULXAUgHSpqob0GaqJmNH/r5//cffO4//UWPZ5+dDIbp6jmWGooAZ6ZO+vBNZDXBFNMsjCp03nBJefSuufL2lt/dxWg5PIGq3kdSQ81O50WkEmSM0C/s8GB6+PWXvvnpH/4phCxxKDEK0AwNi1wqyiJ00MXTEBYRoR+AGpxfhbt/09yEx6p4Sgpkk95YqXWS4SrZP3Kupe32JCu4UNXoitPv93d3d6PzYL1ej5HXfXAKZB4QwKLkMqFeuXflc3//f37+Y5989i/99b1We9UfghRawOazfmdsmjECuASb7xSFLHgNVfVM/eHR0fDwxFIbfmICxdmwwgebmPGol6emsOPM0ztfvaKj5pI9mSAtUcISyEF5ak0Bs1VNfMLiWgozTbL2j//14Yc+c3jjysHhnWFv79qv/v7P0K/t9nqHZ86/eTR68S/9JysXn6nIdtgRiBWVgM9uPX/6mT/6h3//+j/++vO/8IvDZ34k8WgMgCYGttcMVpDzAxcwium993EGZrGBFJGYIn7c1peIxuPxjRu3kzQ7eWIjsQaEwWFvvH+wvr6+vLw8nU7H42n73dq75VvPffx8Mf1WyrT9+X812Jn+hb/zn2Fpab+UZt52ZZXMOR0QE0VXViSPgO4AtNvtra2tLMu2trbW19e/l+vYnzf8XTh0xvHMx8rTRNO7Wfd25oCnYi0pkGf17uop8QmpYWaFEjxbhOCnVbG7t1dMpufPXVzqroMtYFCFGEcsghBCkqQhhBAZRLrHuAFkVEELy3L1TAESNtdXinJy7cqbq6ury51VkMEcn8zx88MWBFWoxmZiALqrjTu3bg6P9tudnJKcwgKqMBAIgGUJITaLQSqhmt+FEcEY+u7GbROOuQGoBlib1xveRzs5zCv1XbA/+9cxqdfaTqfT6/WGw+Hy8vKDbjXiC2eNn45sQqjKG9feEpWTp7fSZhtwImA1IChp3PyEUDm2AKV53mq1oiFiLCJ/9uq7IBSPT9cmSSJSRP/CKFB+4MvPMuhABNHhoF+W5elz50CGKCkrddERYZYyKJPJBAiD0VHWM1BJssbyyrqqsLM028B4lcCkUCnLygYpyyKI375z8MQT5557rjvo9bdvbm+cPs3itSq895H+1/tU1XO+RqHRB+fYcCiIaL4TsQ8S4YsfJqOhczavZaEqrUtEPZHRmTpBxfv+YKAKmyR5XjeGLRupilru/JDED433t26+2VpunL54SeHUppNCXJrbJCGOPqmhKCfGOGsdQiTBGKTv3dx7iHAlbmkajcbVq1dFJAaP4Qdzb99tFgNgWEWwbOrw2XjvZN09YftrVTP0qyIR62rgx7ADMfPkdpVZp10AQzPRGBvz0NskbqeHw6ExJkbjRpFGHLJ8vyt5mkIUKqunTn3ikz/8xc997pPKtedeDMW0LMqk3ooqSRdU4D2sWkKaqMKA1jc2y25n3Ovn7aYaS6kpMEqDelVhpEqUMBhwiShfvv7WH379j85ceGKtvdmfTL70+1+E2p//yV9sZAk9gHS/M4XEbCTqeLdaCIwqTC08RF0AFT5U3rGRxCEAFbZ727dv367X66dOnTo4OKiq6sSJE7FKx8FHgtwlCAmxyuzfvLnSXX3uxz4jzuZwoBTkAIdI+uqi8akEmO901m+RGBBLQcoJgjBRGgdOCCD0j8a1Vl6VRbNe98Ugs7Y63Llx4/r65kZ24sRkPOFaeqyUg+KaRGaR38HKy52VTqcJqnC4d3Jz/fDLX7jRH6R3dlaffKa9tjEYDOsraw4WMKxiGATVyegv/PwvXP3Xn7v+2mvdZz4uEmANGAkc3iNJKxJe8eaMKo4sy6bTaQxjmkwmh4eHVVW12+1GoyEig8HAhyo3dYDv7OyMBkNfTjurK81mE9Zm9TpbNziSzU6XRodO+Pf+j1/1h+PW6hkUBci28xQgmsPwx2NBS7QYJTfGRBvghS/7D+AvAHjvW61Wr9criqLRaER7rEc66TPuUe9t584nEihAy3dv3Cqm/vSZ84ZstCklCkErZhDSer2zdS5zbAEe9Sv1pXF51mwA1pfCCQwjKMgwM+5FGSozeBNHGQSKoizKyUBC5Rym45GEyrAC4qsp1BhnaTHu9DBTPVUlVWut995773Jdbud7e7ea7TUTXW3vcrIEhcITqa98vzesNxvOOYiKCBOTMQ8HRR+4+/hnn/7IbKoSDLuqLLbvbBum5U5HRDDX+8ZPLgJiZY6Ov6qKypeRwItjcPfBX6MCCcaQL8YHO7erctpdP9laXgWcD0zGzmRUSkoKwLBRaJQjF1Xlw8gmWWTEHyr/jQ7qxpi4Xi5Ghud+k8RsarVaWUaf4/vReYBChRQGCvXj0ajRaOS1eghChn2Me1gsO0R5oya+ePbZpw92d/Z2d1stHph+WRad1dXDw71Gq+GciwHP/cNeludvXX27luenTp05c67BJhGVEIaqrCGUxUTFq6p1DiJELCHcz21D5o/EoitCRPOUeKjeQ5EK5sbpM65O1Voma6QKKiJQYyBRmSNhOh2TEDGFSgblkbHWOcpTO+rvGqqq0fTyW29kdd568rxJcpi697bWiKcUkEoRVEtmTrOciIL3fNcTWt/PyGa8YeJGMUmSPM/7/X632427nR8g4O/qy5QCZ4+maFo0j97NXv0tf/j2jZRu1JfGJ5/9kf/4v0g2lxf7kEdZ/CrxHNQyBfUIBbO31omIMVx5Zcd/BjyaTCbGmHa7HQvLwiY2VoOH8ye02DgGAwICVGqdpQ//6KfeXcblP33z4It/uHHh/DM//7MlpNLUFckSXKUydmVlQp6mtgwt2JOnz+w8c2Hv8jvrZ55S8bBIKs2T7ICvkdbLyqVcq3yAysTqhaef3g07//J3//EnX/joV7/6yqnVJ198+kNRLUb02HCD3m1ZQpU4lUCSJUjE47B/65t/+pHT552YKsCzOVQxDtPp9IUXXhiPxwcHB+12e+GusLiyFiFuQyIPoMQ+UGv9xHA6vfaNr219tm0TLbGsbACOXjdGwRqBsBgVoqgM+w6/5qKtN5mWuzsHuc3yegMiapMgktVTCUHL6bdeevnZpy+krjSpuXL1zWefelYn07TdKeEUJiJ4XoAhVQLH4qEKYUu+ZAXanXMf/jievvBkULBTznzWqmdNhWMQKbFqXJKbea68tvXTP/f7v/mbtT/6aufDn57U8gRIQ6okeA8z3cW4XlQDXrlyJTLBWZbFMNR2u93v9/f39733eZ6vdDq9Xv/WrYKIXGLb7W671bRJIqrMxiQuOW1XTc1V5eu/9vvrG2cv/JVPvXHl3TuTSbdUWICE2dDjk5vHVk9Zlr1e78aNG6urq9HFf2GU9gP4iwjsdnd3O51OjNd6DLuOB0SMmPHARKFii5WVTjENSZqGEmQQPMgQGwZCUVR5Wm+6HEEBC6eHB33jUiI3GUteN5UEa433YgzPLJlmiDDGncWYNeW5e2vwVVkWq6tLrL5eS7onlq9dubq9vX3m3MUkzcR7MpbuRiG+50Yq9t8RfN5u7L69IyEYCaC5T/BMbkDiS+PccNC/fPny2bNnoydUdLptNBrsan9eF5YAjctMrV4vJtMQF5uIuubDIsxQjbvbqQ9V4tLRaOqca7fbVVU9mNrFjv1kZHN7tLt/+9aNE6dOt9ttkcCGhQwfj6Sfg7sQAkGdtSFIWUyabbmPL7yv5TQajdI0jfh7wQwtxqfiW+JI+8NWFFWVOLWmc9cIIhibCMhavk9la4wxNtu7c1NCeenFZ3VCw4GfjCcksrd9R2TFOaOqXsK1a9fObJ0798TZJK1pKYlJEQCY5fWTxdHB9atXq2q8tNQmm850MsaE6r1G346HNs3mI2ez6vecjdmlorkEOEmTo8NeNZ0QJ+PRwCbZfDGOZa6o5S2Xpko8Go1E1VfVqBz5qkxZr7z+KkPOP/k0DINZBGBblupSFgVpMEYR1DmX12qxBtDsbsF7LQ8Psr+R/plMJvV6fWtra3t7u9vtLtzrvmdr7r8HL1b2AWyYKbQGd9Zvf+XTyXa9V/UHuGy15fIg9Fjs/R3ZSlSZwKEME9VxzSal92mSiH+4sV+MJYrusHt7ezs7O3ElttZOJpMsyx5yY9zLqSowa3RE40Ui5tqJj//46Rc+ib1b3/hX//T3/p9f/fhf+oWsuRUNzVMbvClLAM4kBVrgguDOnzp4/ZWt0pakZNDSbGf76uTEdUMbSdqpYIdlldmsAr9T3Xj6+UvXjl76X3/jf/jP/6P/7tLqjzRNU2FDCFncE+qDq9u3L8f3vW82ez3/Zcyk8BNCQUWBXt/2J2d+5CLSOgSFJe84dcjzPO4fVlZWAEyn00gBLMzFUniDWXapMABDJm+dPv9X/+Yv/ebnP59sdU987MNjcTh2XCZYggUbBSAs8kHNHxaPf/wMzDwajXa3D5ppfev0CWMl6t/603G70a4mo3qefPk3Prfe+Cvds3kYljbn5z/2ITSah/1xfaklmC3sLmJwEUCVeBY1ymRgiWvQCqECI7RWjUt9BesarIkSicxJoOjirmIElHemuX3xxz77lf/xf/upE2vTM08a78zEls2EUD1438aW+Hg8nkwmMUs8euhOJpP9/f0sy06cONFsNomoLMujoyPnXKvVZJaqqjqdTp7Xj7XMVAElY/IqjPvucBBuDZ76e38rTI8u/MRzgpwl8cPKZFZYjX0MRfK4ZG40Gm1vb7/zzjvXr19PkiR6IH7/ih+Oiw4XtSnK1SO8eNRxddLIQcpsu6asQggkJUNCVb76rctLndWNk2fLEMgZYTCgFC2aNEtWZlpZUgAVKs0cMhISTiqBs4YlBMPz5pHocadyA7JM0EBagYL6MlSj5ZWOUookEwGjXGovBYFIqcLK5FUAYhNdToXhFWaxJSRDxjhOUpskxXjaWFpp5rUsGe1u3zxxzpLukjFlEGtbXlNoksgE5eFyffxEd9C7+ds4ah9NpEBt/eRT6lYDYMgDgM5G0Ba9+vdbS1Vi717mycPzzpJyNNwQYgDqgcqqFEcTX4b68lrI8imQqIhoWYxGg4FhdiZiQpUQmHhSjEDknFENkcabMXZK0PhRdyfT3t6120cH/RPrZ7udJ8EtgCpBMPBAbhdsPytINbAyAhObbqs7Hg+sVgjEIqq+8CHLMj3GNOSpCyXK6WHIKrascRxDHDQhNcoi8KrBGm3UksQxROJni9ZAwTpnGChUpxX3JnLkTAZ1CIYUDhCuABP9vAgVqBoc7ZL1reYaqppaW+tIrdPyGs48eSEEPx6P9/YOT57YeubZj1mb2JQFQMYz+CwCBudZe2WjLMv9w8OVeoZSNaFSCnK2oEAwDAIMK7QygIJ8kAmZwEBZVUQuTeoSTDT8UdWYNWotO+cUOp1Oi2IqogYimo3HQXRsbXJ02Ot2NybToiwrJutcS/KqApiyer1OCinD+Givkbmd228F3Q5U3jp4cn29TZ7JGCNSt7OBb1CCoIokbyzF54lcnM2PmUU8H6779oWFiGIf1jkX62xZllGu/ahdD5GFYnVxLH1QQ/l9qn5gUiQJBrf2B9vXN/JQCxUYbUW9HMClEpgfx9pSVWWa5kFx52D7G9/88uHg3f/gF34lcM1F2fd7COeicWSj0RgOh/1+fzKZxA3tdDrtdDpx6XnPTfysoUgByiCwA0IghW9wOaB2lnQc3Xr76//XP/zQz/6N7NRzIxVHWoOFaMGcMNVLHZHWN7vlFw/1lWvhhY8XjNrY7+/v/6M//J9qvNxJt3RSJ1MLVo9kf7+8UUpvOL6zvNFm5tzUAtSCjXEz4wt6f3qgh3+de94bh+5EFNKvWSIJIsXNP33lsN+b7u1nomQMk7GAAqPRKG4bYgt7lsR57P5nhJmEgXimNkSuGNOpM5tnTg2238XkicTMJA6B4AHF7HdEBCwKej9i5m8jfiAwK/cOj+qtNMkTAdUb7ULKWmoxOfqrf+GnLn/5i6urn9nf2e+sr2TdFRjXqC1pHB2JvS+NUJ7mZQgAgmipsMSklonUmIEzcZl2SCHqALNwgCZVljgR7ZFNbFLrVp/5uZ/61pd//ezf+CXnTgDkAdbYF7xf/LC3t7e/v09EjUaj2+222+2YSBpR79zcSY0xnU6HiKB+pdNmY0QQxCsYxEogkKoINJXbo9s3X/7n/+b0uSdQGdM53dM0o5plsqmFIYI+LowXS2VssU6n0yjPODw8XASh/4D9nb329/fr9fp0Om00Go99IYnUlfhgrUEIEvy5c1tJ3mBGwkYJ4W5Eyt2ey93neQ7HY6DUggJcuGI9nK6OoFI1SteNMUSsMRa2rNrLncODw7fefHO5s7Jx4iSbmbW03lVS3CUfCAzRJMla9fagN2g1rQRTTxI/GWE8RMbwk8SmQMGl934KnsIXk8H+arc7Hh29+eaVJy596OK5Z9R1SiGomgfHiemDltD7/4PjpBkUNAuNhwZIAHk/7Y0PDzMnaa1LXlySCSvYaJbX85qqWuaZ8wOzQhSyUHA+xKhcHcHdvrPTabe6J7pgD+NBjhRQZVLMg+MjiPISEmPYWA1hOpls7+wUvrW+uRl1SZlL7u8TiDYarcHQ7+/tLa90XMJEZOfZDZEOnU5KFdTyusj8YPOV5ehgZ62z5P3U2UCAr3wtc2zd7F/xg0cLEajFcsBswBbwABvDCsmyWrd7IvhgbBIqWbjKzxNKFSIuccvdri9LEakljtMMDAMyZCoVJooxAUSAhQQpysnRYN+HApAQQi1vUcMyJcwEptFoPJmMiWCtJdLooWatTVMrviRGr7d/4uRpER2M5Pbtd5utdrvdIjJFURDMXec+hUlMs9Mcj3Zu3dq+eOkpDeOd8aQLITIkYoxTuedOesR0VxGJwyJJkoxGo2vXrm1ubi4e50d3HjjuQn0fz/GDFwghiAf/6auvvP36G+viRsY1smoS3JE4ODZQngfVPspxsiStPErR7srKE0+f/e3fe/VgvLtUW4rNYiZ+cAWPkemxm7SxsRE5yxBCrVbr9/uxkt9/Hem+diLFNp+HKkRBbDIbTJFkWd1znX/0w8+98kffevXffOH5Xz43TS0gSaUUpMxMapAUqs0mL7W1P9n/2qt06fnAWdMml559emX/tPXJ85eebSbLzVZ7u7/71u3q9T+8kaT0S7/wt1+7/MqwF7hrDQyDSZUfuN8UHyxFgY7tJEXBGtNxBaMxJXT75tV3r7/z5ktf66wu7YbpaWsKhapvkWGg71zcTC5QbwghLnCzTprM9gtxFSBAYeHqqKYvfPrTf/ib/xJHPdsaRldKa5ESl0gquDATQnznzNfCT0BE8jw/d/bk0cH03VvXyXZNnhWhhKEqlHUAWp146kLvzW9+87d+uwxm/dxZbHYVFAJFXlIJRBJNyiAWJGCejTQzqcILsSLAKLwiqVClbA1giaRUtgRA2QsFIQEgKrCGYUxtNTvbzXZeMteu0PlumaUArD6E7a6qand39+TJk61WK+LFha4jIpDj5vSxNFXeO8eqWlZlltU9mI4t0NZQ2jv4nd/5rac//tz6h34IzU4AJ+qCUDBEjphgHpPyYcERhBAmk8nu7u7R0VGtVovpgN/LcfTfdfi72KItfn/nnXeefvrpOE/6mJaTu/BRRAxBJKhQv9fbvX2z02lnrUYIUyhKTy5xczb0nsJ3LO+KiqKI+puIzBZP+0NSc+dNcAIk+GkxISI2RsEqRMxgS8Zked5dW8vzmogwQMZAFx5oUUBB0bRXlYIn42rLy90b145uvfsuKPGepoPha986JBsGo8OVldWqZJEcmjAO1ReEst/by/L0xQ99pL52Fq5elUrWGMbMY/IYiPrgsxM860jPGjwCjchMFE4VIlPWCmGivshceWajwTVBOEyJoJZUq1DBV5DgrItZiuKFGWpmGaJMHGdaZlsJWsgpao129uKLH7lx/a293ZurJ54ATUECGJ7NQmv0fI47CWdSqFZlaZkbrdYpRy61M6MDkcqH+4TmSqQqtXqj8MVwNFpySdQFkKoEEiJlU4XARGxd5avEJnGKjEgVSsVg2Js2WzWGHPYOCcjzOpOBkuAhqr2qqkQkSVJjLQSqEB8ABQkRiFhUVBVgDSCazYHNPxLYEIik8oBYl6xtbE4P9+9cu7Jx9ixpkFAZppkGXSCqJEykeZaUUzsohq1WI681jEkZNvgQSj8uhYja7SVrTQi+KAoib4zJs5yZ1HJq27t73iasyt211TgtoRqIkOdJFY1PAEIABWilMnn3+tsra5uNzkljuY5lZ9OqCnPBsR7zDBY8mi3JcV728PAwz/NoufUYNQ/z9BM+zgcvtEnfb+KKxao8nU5zl3mp3njjzctvveaT+qB96mrFDSnc2sm9cgnFGK4egsEjeD7gLlupyn7oj5bXl5tLtX/yz//J3/2b/60X1OuZ6lTnJP3iKFFDFa0JnHOLuYIkScbjcb/fj8U89vGjPNHyLDdxxm4waK5qU5BAPbwPzgdkXlsrqzdfeeW5z/74l770tUQLkmlRad3mRrQEKg9nSaHSaiy3l+C9N5oxaX9guu7U+tPlYHLx9FMZnIXWc/q/P/erTZf88i//7bXkxO0rAyetGSmjIOUgUXT3HRJyd3VcEBFhY5hJQgihgkn6L7/8uX/7+ZL0Mz/8iQub5+onzwgUxtWQpB7kwczxNC5cCKKr690HcBZYOdvYRp5XBKbZRKLjSYleH/kAYYLcgQgmTSgIuIIJeCRTooh9j1/3ZjNbWVnpH/WbK0tKrJCGq/nyKDHAZNJaav3WF//g9MVnXvjIxVCWVGtlzsmM+IVZ8ORmdtPyXONIFKfWGYDRxAIOziqsggUmvpMCkSiJRA1lmk6BmiIVwomOXWr1vv6t+tmPjuBrSOCDOn1Q/FCv1xdubnhv39JF2XHOAp7I5Fkejp1LH4IjCRJsb2h9tf7Jj4rNBUTq6nAxaM8zDO5S34+F/Y0XpVardbvdGzduLID793JN+/Ngf48j4BBCr9fLsiy2LB/72QnBO8fOOSKx1qpWO7ffqTUaeXsVoNy6Y+yvOf78La5fbJkNh8OovrXWRmPtWEYfuB1Vo7aVSSQUxTTL8pnMao6LQ+XzWj3J8hs3b+rB4cmTJxNjo9ljdL/V2UDsDAEzGEq1WothT5zadGkDaRPeV4PDg96d0WBnY3XZV9SorXDSBHXAtHP9rcmoH4SKQvOpsLPW5YGMSgAdLzPRRVM/QLbQXGxMs3yRQBq7WAEqzCWxAVeYDIr+/uHOrVs33mFjts6cWepucKMJrRNRaiVQSaiIGXH60MYaqryIEVUNoZp3TGlmKJe0y9FBfXk933339s7NZrud1gimzmQVDASonX04jRlK4tgYZ6FQVNu7OyL+9NZWkqRgdol7QCXOIfgkSZeXOgeH+9Np4SwSl8SeXOR/2TgRnVaB2cpsJEKi6majnQ+GfUzCpBz39vbztF6vNQGWKMt+j0phrSXmGG/BZAAmnqnyjDHBi7VJzPKg4xePZvYO7CyCaBThOdNo1FBVUDEph6BalyXwAAAgAElEQVSYRVJbirsDX4FgDNqtRqPZhGoxGU0mFdSpar29DsAYZkPMZr7UhdlOD2oTU6vl/d5Bmua1RqssK2dnW/nReJhlLSgIgVACJbTo9/YmxfiFF15UMrCJUVdVwZiU2UoIxO7YjtPM0TAeJFnfJzsb47JHo9F4PD5z5sxx/cxj2VofD2GZS0Ts96ek+LhFYJ7n4+HYpZYxbizVywvP7m8vr258dgq45tIKp+oIxgOPIfc45plby4LEIGl1mzv7g8Fk0DK1JGGE93vTzCTyc7O8GKESQpiNwS26fzS3lL47khUHPLRMUNcUitEReU5w9uSZp3d/75/9o0/9wi9RfWWqqs4SFI4gsBANfjAeWCkTRz4EypMjHZw58dwrf/J1A2tU39m+PCr6Z1a7nY2T3/jtl1caR3/xU7+Sa24Qp7PnPZx7hoffd7ua5mGcKpAAqIGG6SRArWpvd/fwNz7fR/Xzf/mvnXzh2XI4SfIlePEuC7CpgKZANZNFLW6Ah4g41QEQVoVnMAtpILi89CHJWuef/8gXfu0L3c3XQtmvZbbWbpz/xGfQ7JrElZwHwBPMY8q5qyqxzFme7RzeGQ76Sb0hqkyqwSOUkHLn6ht/4+/+l6bVcusbYnKVhL1aJmFINLCYqdrufqB4+e+ZDibUVbDI7YtcAyTSVtHKU4FAVoHcQ2HGrcbm5tnL/+LL6x+6LJdepJIsPQR0xaylWIE/wNKMqFG+i2TKyqeWqJqKL0df+pOtE1tVWttHmiNri0EJNqgYHnPM8ZjqQ6QDokgmyu5j1+XRc83+vRI/eO/TNDXGhBAenPT/zs78sUup1trITkmo8jw7d/H8G9/6yvW3Lz/5VK6WFJivwYt863vEfBHg1uv1eOVip6woitgDeo8VWpQkJrN679MkQ4CqkjFBiMDsWESJTaezMplMvPfW+lmFOt79mZn0ErFFKMR7gIOpu6wNONjULbukGHmhrNWmClRrg9JyuLN9/VpRTC888xw46R2MqsBWjSgHBYHM/SzkfSk73/a+nCGw2IqBVqQe8BAPeApVNTwY9g6G/d5ocDSdjIV0aXm5FLp67Tpb12wf5M2GBAxH46oauiSzSZ6kOUDKTBTdzyPDEsUPi6sJgKSCy5oi/dWN9TKMdw/ubCS5NYYp1SgOnpcpAitIJLbjoh8dd7urqmKMVSLxnhT332/ELk1DqJhds9Hu9Q5reTA1Y1xmDBPIq2ZZNh5PhqPxUntJCDONGwWCRyJZglvvXB2Nx7VWa3l1LclrElQZzOQD7iNu7mY3KESiaBrEBBjRSoJXVWOTuOTPGfC7ISnRFldE2NjYmMhq+XgYvvXyS+vrG5VIrVYzziZJ4pKUmefbFUYIwVexiytVkMo3G40kqwViY0hUNQgR+bKKERYqwkTEHLyvN2rb2zvR4My5JEhFZIioVsslRCdrBVXApCgHV66+dvLEmbKQpNEOY4/csiFiFhUyD9ZbekRAFgm8vb29JEkWaObxwtN4lOl0OhgMYnrn9ycCjic2DqcPBoNmo1lV04+8+NxyO5sW1dbWhcTVrTEESJiSKaQsyWV45PAdZkNKk3J6o3+13ZUKVVI3aZaI16IImeP3gwcXsY6j0cjMJRlx9THGVFVlnRMViBpjopEP60J7PhsWLQy0AnzSXH3qW9euPmPt+oVTf/K//FP7Yz/nUTtI83rm0vmSYkEQnHnu4qu7B0/4qp0aobESn2pvfeH2r4+m5c7u9v/+D/7Pdqfxqc/86A+/8BOMWvDNHK2qCsaIiVlCsbA9IvckgVQAQTkxlsx0fPm11176xtc/1jz5iU981J9eubV/1O2sQS1SK2DMipZAKeYbt1qtmIX5MDLPghDgCRUDEEewpRhN2ozi/Ec/fX7lpK9bWw4wPviDL3+ps7q29MISVRXZXA1CjE3WxwDDXMLvvrt91D/cWFszKn46ZTaBMNzZ7WBkqGystLPVJ5CZCaceNiGkRAiIREQAMVlEB1PcM5nO95/PYyspz108iQiYXTWgiJKwABEMuT44KM5ffMaeWl/C0GhNTe2h27MIEz8gJ8jHguIBIOYoAf7dK2/svvbmi3/nV8ZICuQGZuYqqWKV5HHj0Qh/j46OdnZ2er1eTOPrdruxLH9fa38XPcSyLG/fvn3p0qV4OtI0fUw9xNhqVgA+lESwhrz31rAhNPIEzJw5X1Q2Te8zSHsoUX18IC8aAgwGg0Ub6DhbXBSFsTAMqHpfxV4bAGITNQ6kFoCyqmqz2fTef/Ob37z01FMrKytlMTVJAmWOvG/EO6rBl8Zxv9d3lk1tBZxBCNZArcna40o9OcNkAnQ6vfX2tdu3by93VvKsbertxkoKqqtaEBnzEDuZBaXNHK2vzN3pgfd+JFRVNRACSUUOUMGkP+4fDg5u9PduDgYjBaW1+kp3Y2l1s95Z47QxGheD4eRg5/LkTgmi4WhqXaIwtWb7xMnTKyvrxpiiFGNSa2wQUfV2Zn0Vzd90blDACFxvLbeGhzs7u1l+uNJtqC9CCC6ZGTMDxti0EhgTPZhJRAjCht94/fKZM2dX1tfZmLi5uMfqhQyiHwVCltWaTRkPhoP+YGNtwxirZFTgknSp3RqMpvsHB8vLS5nl4CsVbxgI1XR49PaVK0leO332Qq29CkoABzI6a6PNZMAKyHwfLCJg4iRZTKMoAgGzhVmi/sHIrCc3u4iLJWJGUMXPzabeap8/fyEOpiikKIvR8CgaVC+1mta5UExHo5FzpirKoigHg3HiMpdnCIHsTFahEFWAYnOD2MRYajGGSZBl2XA4SPPcWnd8oTIEH8BONXgyevP61XarsbK66rI2kJq8IVTNNhkzq2w9bt//UDHDB+nzhGgd45wbDAZRl79ohj4uhEpE0+k0goD7uJnvZVbju4F9Y+lQ1a985SuZqb/44Wd3d3e98KkzTwZ2BZlRBUjIE0dSRQvQxxA8KTAGh4eHX/ydf0v1/jQcXLrwEa+VRbDWqbwvAXkscaPRaDKZLC8vLxJ2Dg4OYn+fnSUiYprb+cy0XobBIIIRIPXjrNWUUZl1zuwV+bvXtk9utDpJocWBNadclolUFlQoGwsWxai40dueLNcgniZTVe+he/L26unmN17+2vVXr/3kT/zVH/rID7kkKYKpmXqKzJSxmW6OGaXfAw3lfbO/s7C8WQsyQEqQv/anr778lT+y1n76Ux/dPPMJL2VJbnmlAy8QAzLGAkRCihQwurq6evv27aIoVldXH+5PqlG6B4MACCLL7DAG9YVXXcudfhoOCH3w1trb71x989pHnv4kgcnMc+JRAvQISQt3mVCbcJBqb+d2lqYr3Y3ReHDj+rW1pnM0uvrKV1NLcF3JaEwagIQIvgRMlD4IeB7NSccGchR3rUPpbrbq7IjmOEtBCo4RR0DJSKCwngXtaqk6+cxX3/rXF//4d0997KPgjneZfWDWL/ac79y502638zx/f7jo3vkloJhUqbPwVZiOXvvGV9tPnjUbp01B7cQKYajIE2+1IuGEkrsZVI8J+y74zclk0uv11tfXYw7R97X4Ia5JIlIUxf7+vqpGid5CevWY2N8Za+isYw2qvt8/3Nm5XTPlsN9fWWsieGMzX5ZkZxMFRESz/va3eU2n0xjSsRD+e++jy1WSOB+KEKQoRsPhwDk7b1QvAiH52DG0Vqs99/xzUB0Njmr1ugYhNncRDoGgxpJU4+HwoF53lVioIxijpMF7smJrXtim+dHR5NY727W89eIPXRwcDa7fOtg41ao1a4JEyTxMeqogJdIksariQyBiJvtnJ4/orP0WO0MCEvhisH3jzs23x0cHVA1qCU5urNWXuunSqklbnDSRtoQz26RGDStL8CGAeDweE1mXZAeHR7u7d4pi0llZtbYelfvWWgL7UBq2c+ETA2ADJRIlRrLU2Tw6qu7c2t++3VegXs/ZmRMnLzqXhZm+jSKPQMqAKBMbs7m5WW82fFEQEbmEH5BuU/yOCgWnaRbKUkIlWsYbJrFOJAwn46Ksmq0Gk06mwywxTKK+rAb9ve2ds+fOdTa3sloL5MAOaokMFA96Lsf7J4QQDVCiJyogC0FFkDA4GlqbNBpNCTOkuBDJ6vFR7vgHm6osjwZDAlbXa9alJs3SUPlQ+RAOe4dBvLPOWOuDjidlkqRpBoJVAVlL6hGImI2dG25A4CuBzh8PFhVjTJpmSZItOBGduz0b8mE6MqkOd3fKouisdI1NACuIntN2Hkbz8LbtI2Wdz3N3a7XaeDwej8cfrHX4/mq6937hDI3v19dMIGstEU0mk6tXr2aS33jn+oVnnnj62afSLIUCIsZxFW1mTE7z4IBHrfAiXsJmd/0X/9pf/vrrX3r59Xd/9JlPOdiMEwOEqaf3YRsfSbW4jSnLcnd3d2NjI4Swv78PwBiTt+v1Wq3VaBkliEBj6ZnJ0SwQgDb5Iym0kaYXLp46+8K/+/Xf+6nn1hLnAw8CawKwkiV4hwpIR5Px1795Z3h48bM/kuXO9Euf0yu7r14b/O7+6ObL/+6l/+bv/ffd5umaaZahMgYGzhnLkVGUu5MWUH1UjBL9BA2ufvOlV77xlR/5xMdWLl4AScUJ560SMinLFSTwDMAS2KIkdU7Zatu0b9y4kabpysrKw9EYQSjCX4F6CBAMJUkBGHYKB8FRmje9dUWvc/65Vz//hY9UzC7qdmFRQaeAfXT4O55Ollbb62vLk6Ojm29fv/HWW0vLq09sne0sZ7/za//waOfWpz/+HEpX1jCCCLSlisrP6Voj84ESHBebqBwrtbMNibIVYPEr1mgDOI3jMIDCprAIlS0QbDqqbz79sW/efuXlb35lNU2yD3+iZLb64FXiZrN5/fr1PM/fN/zle9SbgCF2hlBMhvvb/f07p//iT6LeqI3yVGmSoSB4U7XhORBVFsboY3Iki5vJSBTGQcmoTLt58+bp06e/f43PFrSBtfbatWtFUZw7dy6GyuKYJvjRavNxBIzZHBShXq/X6/Xere3d29unLz4LBUGsNaICplnTdj5u9WewUNPpNMaIL/B6VVWRbAMQfGDDECnLsiiKVqs5z4SboQSdx2LESYE0TfM0eemll5rN+rkzZ0XYOhuBrxJIRbUi8sXwcDDca53azNNclYmYiMiaNM0McVlWrOba9Xcs51sXn4dNal0LGPGicEpuNjVFNHMiPKZfChKYKeY088ys5duSWLMmIKmAAqrp6Gh/1N+vpbRx6lxrpYvmMlwNcEACyitxXq2yMw7WtK0SMZOplaVvNFqNdpeIJ+Nxvzco/aDZ6jQazaqqAKRJJjGNOkpKVINYNiJKQTnNO0882WFOyqOjyXQwHOxv33672VjurJ0ySqJ3c0SU44AzpbXc9M3tW7c2N09keV55z/eCmJl8SxlqgGCMTZwrDYeq9CopkWFDAEKlwYsEZ1xqUqnG4+GBn46vv/m6denF0+dss6OeYHLAEBlVRIfm+27uaOvonFVVYo4j5qoBqqCgKtPpuKwmxhhiJVWBwb3jinovcA9gk+Ttzmoxntgs16IgS9Yl1iWVBEKYTCbOpq2lJTJWvZBJksxPRmPvfWIMsUIljrlr8FAhJlhi0eArJRhiApIkTZOac5kKFjeVAoAHKsNSjUfXr12v1+qd5XW2mRAJUVDYuK8jPeb7udC3PAZMtiAX43Dqd6OCxeDcVqv1YHvk+8oFIiavRi7ce89MqUvbrRXrUoJCAgeJ0zhVEGUX8JjWVoKzZiTTJjcvXrz48ut/UqKE+EIqZ50P8n5Ck6Jou9vtLi8vW2uvXLly+/ZtY8zS0lK3293e3r5569by8nKe5samd7EO3QM0UPkJyJvUAZ/5yZ/dZf/Gn/yLrJHY5foE3gFmpg9DUU3Gd+5c/vpLl565tPXMxSMw2Lx74+oX/vg3d+RLz53/2H/4X/2tBpZy0zocjpcarUk1SZz1lU+CwljwMVgThWEf/Hk59h4BKUT3drbPnj618szTGA9ApEvZkVQlcS3JzBQId9lAgZYISZwjNybP87j/WcR6PVhCZ0eBwthKZ+tNWUmS1ApCwzUnvR0I9foj6GzTPzvL5KGP4cnNsiwg+OCZ2RqzsX7C2jRfbh1cf+OVV1757I9+1LRbkVUPmMvj+C5y0Chqu3vRH8yenP0Q5sA3HFtWZ/24+Lc6ozpKG1jIFZik+smf+Zl3jnZ2v/Xy6Rc/XkioPSD/9d5nWVaWpcy6f+8X+tyroDBQUdVpr5+yTTbWVJgo5RImgwAeGqCs9P6ShT5AIy4Wh2azuba2trOzk6bpdDq9devWxsYG5nOK30fw9/gA43g83t7eJqIzZ85Ew4e4535MDcR7DA0IKioSfFarnd46s9ZOqRqODnqN2gontqomNqkRRb8WUQh/O8vBhbHocDjMsixNU+/9aDQqiiLP81o9m+UcqqRZmub5TD6vmDkSzLsjpDqPxqGLTz5pCaPJuNlYjg+gzkbhAsGHMB4O9pKUak1HWsErRZtAqrLEfPTDz4mfXn7zylJ7fevcpUCO4CRAlY1JwkyyRpgN5eIYdTg7XdNiwkzWmiBexeBYgsBDFvUZnzrfLWgoR4Nh/8Cg2lhda26c0fo62UzJqDDgQJbJOrBK7KYvgcDEbHMpRkWVJOrImCxJ0u5SUVWD0XB7+06e12q1euVLYyxICDw3Yy5BsM6pQgJpMBqMS5pJLUtT6R/eOOofdtY2QEwUs94W3zgyqjPfOpem8rDRjbt8KjGpavBsDBONx4NiOmnWyyT1Nqs1G7mOJsV42N+/U88sh0krt73+XprXO6vrXogDOKmHwFFNMd8AyX0EcKvVghTW2mgRDhbiKIsIEiqFDkdHjXozzzIVf7wSE3C/UcLsehhmdlltf+/w8PU3z50/G32RlMGMrFYDm8l0OhyN6/WmqiFRBVUBWgabMP9/7L1ZkGXXdSW29z7Dnd6cc2XWPGAkRBAgCZEQB4lqUYNFdUtqSbalCId//OUO//lT4R/70+GPDveHFXZ3S2q3WkNTlEVSEloiCRIkQBEEQAyFmjIr58yXb77jOWf747x8SBRAACJQaHRQLyoqMqtyuO/cc/fZe+2118ISBE0vhl1ljDdtqUwF7I4Z1YAogkCaygkhjgWkvQjliBBAie7mgS1x5eJZFTcAFQMxggWWDl+vNcLvGvO9M/v01Hzn3Lv30Lnj1PGFbpZl3nfUpwI/tgBwFEV++ImIgiDIXKaEOjjc6cw1ms0mogB9PJAu3+lNrl7/hbM+7smqsSqUQogtSN0md+9Sec+f/slfho0watROza2G9eQn6ZNABAIBHBDjVApNOEeAaN2UgzSTsLTWnj59ejAYAECz2WTm+fl5nOT9bt+151wdSjIAAkgYBgIhgdhBWdhY1eeBqMiQS3B7C5+8vJNf3rp1/XDzYP58zv2urbUL5qDYic3+l77x/wQX+WP/5Ccmxc7m0fPX9vae37z64CNnPz/3R+12uypNGITs7EIUoTNaBOAYpHAS7tTJOLHlZvK4YwANoKfwowO00xl+L8XgEJhUBmkNRuQ0Zi202Y1be99+9rO//d84q6l1JjUuYk4MJ2C1Fk47p6d7PmGfzhEA9Hq7zWaz0Wj40+FNkhgJcvpXCwAgAmauAdf8HdTIwMu2KvM8mj/7zAs3L//Cb2VhM5ROYwkOAQVA890Xw8xMPBLI4BpWh50HW5XNa2bDbX9n7y+++Guf/MTy4z9/jZN+f6M8Kpk5CAK5slIq6Vs6cpYGvaZI5sdw6B+QMInXkDTtKhAydM2SYNQCxdTKOuFjv/HKU18//IM/evhnfxpWL4GOMqes0JmBmmCXD4ve7tmOaMdQIb8TpdwSKwarnUIjBIOT0HeWBKvQHLz47H/1Ew+a6F6LiLFFRG25AyA87fj4Db9X5bsnnnkAIkmS1dVVIURRFO12+wOukCN+93d/966ivwCwu7ub5/np06eTJPFFJJwcA3rXtccx9waPsT9wziA6kqQUNbXa3+saB7X2PJIsqooBgHxC5wjUycvAN7w8nu8h/clkopQaj8dJknQ6nSzL+sOeVARsqqKIolAHwXGYktPqEhmnP5YRiBDKPJOC1tfXd7Y2O605KQMPFXrvDmuz/uH27fVXaonodBqQAZQFCgJb2Em/yvvZ+Ghr41a70Txz4RJnGcRLpQOkEEXgUAAK79lF6OdZ4XXBBWE4HGbZJMvSypTOWZ/+nlQOetP0F5i9XgoIyHp7B9sbWrjV1SXXOV/pUxZjA6HDwIECJ5BBMgtm4YylyLFmVgBBWSBhoFSEqNgIZ0gpXasnYRiORsPJJD3+1VNmCgCQsJ6QiiDZSbCKnHBlSWidGx/tb0WNxUarw4yIyk0Nmvw81nSEN6k30HGe54IISUwZwCcwkuNMihFYIEgtIi2CQEmBAigbp2VVkNSBDmr1uNmoh5oiCemg2z3YO3fpSq3ZKS041CiComIHwst6ITrPrcHXWlSGoUonIwBWMhSkHYAxeVnmeT7J8jTPJ1rreqOOSNY5IuITIMGsp8AnKFsFgCKJSFpqHQSmqgCBpABCx0DkpFLOwmxDCqGcQ2udlDoIQ3Y5EpR5Oh4Nq7I46h4WRUoEtSRutFtxrR7XGlEYax0oFQCiEApQHJunoJAZuLKcjHZvby3NLzYWloFCAAISjNKhI4+pTFuKjqeeAtOx6XcZf2e698aYNE29dR+8a6Wtkz8/TVNrrRckmklv3iGz9WP18gVGnudHR0eeS5DnuT/tfrQFme1q8ZqZkHttjyALFNPpduJABlfuu/fspbOW+bkfvPDd55657/K9Z+MrgBLo2FwBha/NHDMRkr8u5tn8iT93pJTNZtPvH6VUvd1Oi2o4HtVqzUAFDMjMkiSgc8CEJBVlRjCQZSUpRDEHPL909v4m1r777efWTp1W84sH5jANbKOQ0JXZD3YXOnNP3fr73/vqv/2zZ//6wOQ/89gv/tT5n1lIVjwbUJAwxiil+fWDX+9kaxGA8Gbq/tAT5JAsygrIMrJFB2By4BBDzOvVAPtHV7/2xPnL5+buuWTiZkWRwMQZo7X2v8573/iG9UznvizLbre7tLQUx/G7eawcs1TaOdeZn794+bIKw+MATzAN1vheZGKMla2EzAURQq3MRDZ48s/+pLW0cubzvwwUB0Ftod1uNBqtVmt7e7tWq82Mcu5G3uMhfPb7kVlpoZJoeW3p9ksvjHd35i9fAmOFiiclIBA68/IPnhcIQur+JFVRneTbdzUYmIDJ66sgMIEQlE0GDcFXv/V3Zz/+KDTX6Ph1V6PWLHPwagF5np85c+aee+5pNBpBEPyYpr8zleb9/f3z5897bN+D5CfTzTvY/db6dGdqOgBg0XcU0BvW+MnLk8cnz3g5PtAJJEQCFMzEhlVrTqI46h7YMnU2HQ+6URSQ1NYKQPLjYW9QM/PwGjvrCIEESSGl1Ma4qjIkpA4VAJMm4oyqdDwYKKmjuEkU+MknzzcDNAYMAwMSAjGjc4gMKtSdTrPdSGw+1lo4IVJGg0hkCSZ5fysb7i92mo7g2osvdg+2xr3dwdFer384HA9LAwvLZxZOXWCMOW5bI5UIgC2wRTAEgK/JXzsARCY+0UoLw8Ab8xprmB2boqxyIQUIYQAZ0SFOR53ZOlMVKAHB2YrcGGkCPOyuX+3u78y1Fxor51244KgGjOzYF8uSCAnZfy6EY3bWIUBZlNbaMAyEIM8EISkA0TqHKGq1utZBZao8z5mNECQIACyic9axE4gSnSBAVNa4rLBpWWS9wTBqzdWadbaAXvDLH5THt9MUpZDiqNudjMeduTlmR+TPUvStKmSHU4s5AIDKVIgEJFEGSsciikQoHOo8c9kkc1UOdixlORl312/d7HTmk85ZUIkDlRa2LC0zWmMEohDknCPy7VBAtIAVQgVgsnRsjKlKk6VpUaZ5kRlTOuc8D7teawrU7AQzEQlEgSdSBHxDykhE6MBZq1UQRfHu7q61TgchkgTDlkGKSAeR0rEQmkg4x1mWOmeERCImyGxRjMfDdDw01swvzDearbjRFDpgh84IchJQkBQgBAj0jlGI5JmdaG5Dle5vrjuwp86cQRkwSgbBOKWz0+zKp0J2/qwjPMkQehd1tc9ppJR5nmdZ5u2R4IRJ24/ctvI/wbN+PfD5Y26hPBvhkFIGQTAYDCaTiV+Ws2fPejOXf+jPJJ7CjITT0YJpqD/ZXkYCtkhYsTPOSQqE1Evzy7duX69M8elPPl7nFSACmgrpICIzOnZSsrUpcFGWQymTmVTzTOByapCO6JwrCaJGfZwWeV5GUSKR2DiBTOgQyq2DW3/1xJ+HCyJMGoWypUGJxCwJ49qZ0yFW3/r6V914Z/nM/YFtQXHYfemJb3z7i5vpfv3i/Y999rfue+jzR4Oiv7+1ME9huRgG4VRCwcMUfubuLQCIN0l/BwiVz30toUFRAlaz2Q5CR6w1CmFE3qWj3fHVl7Ze/H7r/BqtnbHR4qjAGCUhM/PR0VG/3/fkAW/t7rOlg4ODra0t7z0GJ2Tv3vba8E1egETO2iAMicgag/4uvM569F2nZQZRaiOkgTKBLL364t//xV8IHV349GdV65RjqV1QuWqm+zGZTNrt9t0qYtkdn0UAAIRIzFyVgO7UQufZZ/+eTd5pt51Q4CgOlXMghUaEIIwGw9SBbNRrb5uYIwMhOSSH6A9+yIsQWbI92rq+ct9lCJdObqq7V7F7QZjxeLy1tXX79u2NjQ1EbLfb8J4Mv/6XmP7O9r4fA0ySJAzDGUj++lrkdUszDVAzAI8tgJna7E5F9sjBa6gmzjhLPGV/H7fRBLNAESDIMA7B5du3X+0d3m7V43qjTioBCB0ISfyG3JdMWYFzSIREABZ9Ps2gVEBSKi2FIkDHVAXCwKibjtNOZ5FEbFgBaBIC0SFWzmR5OZEEZVkKEkJIgSSkArbgqqOjg/3Nm3P1BJpB3hMAACAASURBVMLYqqAAV5SDmMeD7WuKK1OZQX9Si+R4dDROB+255urZ063FlWbnVNxYAdW2lDCG0gnnLGIhhXW2ECh9zxoAAB0wokcKpgUDI4IQQmsVhFpKpSAt84llJ3UIQvkhLAZgZwiBBJZGZGmVxA7FELId19vc2rhRlW71zD1B5zRiIlB54EUJIRCtNcYYqRQgllWllZKCnDPGlEkSSSVOMjIYCHFKlkVEpZW1lXVlUWaAVikqy1yrkDAyOUktUFiAbJJ1yyoNw3pc67BWeV44awOpoLJCSjSOSPjgIKVCwDgMhCBXVmEtmaoYec4BgACHJ7RrEOl4kkECKofOKFa6EQZNwUCcm7JbZPt7e7eVjhZPnRPxCpAWKgrDJNCBFMJUJbMLw5CEcMzMApGRDGAJYCqTm6qK4ziOozDUYaR1GIRBGEVJHCVRWGf2mm6EKBEFIdyR/k6TyFlE82+GBAIjQqvVDLUcdntcmjAMHSpjnLPELISQ1tjRcFiUWRSoOFJCgM0G/X43CnSn0ykrm9QbJDWiduDlmTWC8i5y7ItPdISE7NBYNBbNzaK3d9Tdb7bbyeIykGJQjBJQEngjAUYf/dFnvfSe5L4nI4w/kieTSRRFYRj6JHVmwvkjwMkzvAQAsizz7bx/TH993J6RQefn54+Ojnw3bHFxMYqiH4Xe9xqGcWw2/Bp65qt3RnDsLAopMDAOhQgtsDXmu89+21XFI498OOA2S2aaDptOtxcTEm/fvjkaHe7tbibJgkc64XgMbqZrqZRK0/TGYFMnOi+yJKzVk5AsChLMjGAI+Wi8/+qNl145+g9XLp8SYPuUO6lJS8kFFoPm6Tlh+jdvvSz3xdLKA8TX/+Ar/+sL4+cf+/UvPPzx3+zUfoLM0mcf/FTltv/sS//nuebHZ9IT3hz0jvT3HW1aHgEyAFmgCqQ5Zgd7lRyJRqCDcV+oKt259a0//P2dl16st1qbRV525oPOWmVkXaCUNJlMDg8P0zQdDof9fr/X63W73TRN/VMgpfTEzZOCKj9CHsPOIhH5sZmylN5DDvENPYB3GQ7ICTE2E01jOLjxvT//4oUz5+/5yGPi7D1DVAJDWZKIJDNnWdZsNnd3dxcXF+9a19sBiGNnVEDEdDIK4xDBIvK1G9euP/d0PQw6p05pGSAFjrnVakRxs97s1OvN0Wgc6FCrt6NlMiKTRfTMbQIIbCWI+GDXatNYW2bqvD99Kl9D7u/vX7t2bX19fXd3t9frWWubzeZ76m723r/uOiXZm1Z3u92qqn7oAOnrI+KxfudUM4qmFsFw3Dydtn+nA7LwmhLZSVWy40VHW5Uk1fyp1XR81OvtNzot1JpNLlVgK+TXjSf5rq4jqQjRsTNlpbQAbxQJ6J2THVh0xqEFZ6vJqCqzTrtZFJM4qjlrAbCqQEkEFHnFN5//3vzC4uq5i8xjmwPpkB0woFBRY2EtVPFoUh4dbXZWT4eKQiknB71yXIRBUhhozZ1qzTUWzsGod9TtDdxBv71UD6MISLqptiz6CTYLXOSp1Bpez/PFmX0a8NTCCAiBEQUiETJRXrM8nIysDMKarKZeDAjI1jlBGLleIgvuH/WPNovBXvfwICtdc34taC+DqjHTTEXIq2EIIZRSfpTNc6YRcTQa/ZD77oMDEgkiYMBmo1mZMs3Gk8nEGNOo1arKCDQqFMyVtWPCAtEJoYOwHkZzBRRpmlnD3e5REjYioQERpjJeyMDOGGNtmqZsXdJsAAAzATC/gwcSQUoEIiGRVaKYVZ7LzY29snQXL50P4pY5gTL6RdBaj8djZq7VamVZKhWeoDUiOyQSWodaB+wAUAkUHnpmN1UhmeGayG9/hYxTtIzRETCAG2f9cd6vNRZBGoGKyB+u5Kwh4qQWZZmrXNXrT8oypyprNltBFINUrbnwtS40T1EbQGYEniqrE7IlRHYVsGFn9m/e2tzea80ttxdWwIKbjuq9fwmZL6e9dKu11uMN757zMAsjHis6mf/92Ka/JwF1r+jpe+LW2tFo9CNmEnxHS5+m+AaI1wTyuJidBIHUBiCfVLUkacTNg/1tKtnKjEkKYBYBuKlOLgOYkoejidZgKzcajfzVznomPln3zJlr1659e+e7H/nww7JSsdIADVM5KcjPIVRQrSyt/uav/de/99Uv/6t/97888rGfe+G57nhf/OrP/9o9i6frrSZkvYuf/NmFtXNf+9dfPWNgb2EvNaa+fKoxf7oCp6FaaUUBuIdWP3zPb/zPatImIkRCwjfThnmH6+brc2FBeFsjCaAACCy6DLlktmj6vVc2XnrhexCFH//oY+HDjwBgL6wZICkYLEzySbfbFUIsLCwMBgPPTqyqKk3Tg4MDYwwArK6unqwkf1TyAxIcm4kcs4rfewCSwAKANcqNbr/4vTjElU99ClhbSqrSgpRgy6pCY8z+/r6vfIbDYaPRuEsJIZwQegTwohJUlZVqt5orK8uhu/7yi0uXHojmYhJKUWgZSMrKQl5YYypCfkePDwPTsTsdWCCGvKiKqtFsgpzmLe9P6pnnea/X8xtJaz0YDDY3Ny9cuPABD2t3l/vrY00cx1mWTSYTP0D9lg8SOzYAjogB2bkKGAmVF6N2iMeDXQgnMcQ3QM4nUXeSkq1BrlBwt9tt1Bths+mpkWwtvY79QwCQ5dnRUS/Lcx1orTV6Es9xusRgmStwjsCAM/nwaHS0H8UJAMkwYs9zspYRCQUDLIZu/carvf3bzUaktOsd7ebFWCjlWAgdB3Ej0lEYxnGooRxL7cYbN7jMraGovjh/5gomDYFah3Ud1XujrCo5SdpEgaAAgICRjUVhD/a39vd36vW6lJEnmyIyIoPHrYERHcCxIZbXGUdCJCzHQkeurKqyCLRQgiRymU/YFt6bDCcvQ/fG9eeeFkW6v3ugg9r8yoXlc/cHzUVWEaMmkj73HY/Hw+GwLMuqqgaDQZqmHjYwxjDzbHb+9TjHcXcMPTzoUQcRBAEJMZmko+E40JHWqqoyxIKkqarRZDKpSlYUS4xQiyiItYryNHPWhUGIUnjeCqMDYCGlVLIWRzqYMr08F5uRmEG8Yfz15OUxIKEiQFcVgAVpk44Our3DlZUzjYUz4AJS4YxZ5b/Xz1KkaaqUOi58Z9bW3O0eTsZjIUQQBEgCUAFLACLSSAJJOOsIBbO/Wd4R4y2PFjSMzvttIhgGF9Xiw8Odl158Tkust5qI3r4eCME5W5ZFWeZFmeVFnuW5q1yWl4gySBrOMqEEklMIHKcgGgA4JAAiJi8Rga5A5ZCLfHQ4GKdpbgfjzLGIkxbStPngc+eZp8zdCMHetmB/f//GjRvMfPHixZMY7Y/wS2fctVmrtyiKmcYL/JhJPbwpNH7S8/n27dv9fl9r3Wg0FhYWPDb8tqt08jw2pfPCKoDgLVSYEdjzxAiBAAmgJJLWIjMBgXMc6MS4Yu30cjaZvPjKDy5cPM1UepeI0hhJCgGq0gkpDna7WkXzcyvDcerjko8Axhi/T3zt1Gg0rg7+/rvPPqUENuJod2u7yqtxfzwZTYwDpQJGsiDPLdc3Nvrf+uazj/3kZz76sU8uL64SaUmRc6HjuowWV8+E129+cePG9y8un073i/vufbTVOTOACYEka+bFXLtcaCwuCBJEAhiss17eEZHe+V0AALTEqA0qA8IBEENojXAlmhRH++O9G7defvbgS3+0dXhbLS/+5C/+Kq9cFNiGcAFFCAx1SWSrNM+73W4YhvPz881m0yv7xnFcr9e11vV6vdPp+CLBPwvvZv/7DeP3z3vuSuP/zgAdYpCP6GD9mS//xwd/+jNRcxFqC1kpYqUFgEOrAu3fzu7u7sWLF2u12snn+j3NFBmA+JhECQBKKkAmiQhu9cy55TOn9m7cGKf54vIKBpFjRBIH3f7Ozh47W4/jRqMGb/ccgQVkdAQGGcEqLoWtoN+HqtSdhLVEbM+e2Xd5B98WifCdBH+XtdZnz5697777lpaW4IOtj37X01+vmCOlzLIsDMM7uL93LCN4NQZix1VlMiQnSAOLGRbmkTKPRxEf67S8gWIy+9QwAxIRoyCpBDg7GAwacUxKg7WEzCQA3IxoXBlTWSuEFEIVRTWepEJpBvA8CERGZkQn0CEwG1Omg8O9zeFw2Gq3dRAKHQJPpRoZkUgpYTuLC8VkuLH+yuH+xmh4oLWsJQmhAIdgHSlFUO1tXJ3srzcizg62iiwjncwtnxNx0zmBKqIwUUGt1Z5P6m2pQxQagJgJABAqFG53+1Zl8sXFFRIBgDxuLvEs2ZumU9MnwftwIAChZVCBRCqKnNgIMmjGSrHEatzd2du4Nrzx9cP9LWusdbS8dmnpwgPNlQuqueAoLFEACAHkZ4+cc3Eca629wUccx77JaIzxplwznPi1/PL4kUScal8AsHUOAJVUQRiYyuZ5UZZ5EKCQljnLs+FoPFYySaIF0gkDG8NSqiiK08nYmkoqSWKqNgeIRV4ggDHlxvr6cNhvt1o+r/VIv0B+C+IaMBJKBEasENI87a6vX6/XW/NLZ4VoAIfuGCycbWmvf+dn5KWUx+9uqqCutbaVkVJqpYAdgmbWwMQOnHXseFqhoKfYevOUt05/T8j1IDvrBr3D8WSsA11v1Jm5qorJeDjo9SbjcVHkpiqlkrVaUq8n9XqdnKi3OgBCkBAyABBI4pi5Tg7BgZ8vw+PBUkQ2wCVgPji4vXn79unzl5N6ezguknq71ugAytcmFxl+5Ez0HZ6p6+vrZVmurKwsLS35bPjdpL+ewTabWMiyrCxLv3U/+Ob1d/t1B2ONiNI0ff755+M4np+fPzw8XFxc9ANwM2+XN13/k67UQlJRWutASkSCysAJ+2Fk9pwACyCn8uQIwGgtC4J6EK+sLE+Go9/7w3954eJaEkUF57GMHVJlndZCIB4dpWfOXkqSZr2RDIfD4XA4GAyOjo6stVEU+Xfk21Phanrh3Onvfuepjz3yaLPdnGt1dBhVhg+PepO0sFY2kmZkTy3O3/fUUy/9yj/7jcV4yaJxzo7KPIgaIAMO4rQ1Cs+ULt259rdf+cT585cf+kRAC2hbStYD0mI8RFWCin330u8oTwp95+nvdGmcYiEMoreujdiRrWDcA863n33qb774/066O+cHR6s/8eDC44/vykZq40bQwVwQSXappCIbbR31K+fcysrK7ESe7XCtdRiGWuvZA/VuHuGT3NP3/CGa7ckJcIAYkn3lP/7xynxz5WMfc82FipKAlbJAAKW2EoW37F5fXz916tSMrjN7a+9ponZMTYMpHOVTAkZgIamqTl+4/N2nvrMwPxfNzxHg9VdvkNRLS8tzc40kCl1V4tuyiRwgefqDlWA0GBj0oJ688s0nF+67h4IEsXbHTP9dhTiFEKdPn7506dK5c+fuvffeJEnefeH0Xzz5wbv5VVVVluVM9uENDfAT6K8zgC5Nx3me1RuJVDEDAVifd+Jr6nsCX99qfdMlJiQLYCwrIgCxdOrMD55/djQctsPEc2cAAq/2761+rKmYXRR5xNHmeTEYjYNAh0pJhciMYMmTY6uqzHJr3YOPPvbyc88///xz9z3wYQf9RmtB6YhRON/MDjtkj84+9JHa5ktbt6+eXTvdnEsAMygYFDqhAR2IYuXiIowRhttHB5vd/uj8vYt6fg5AkKzbqmTjiAQJ76YsnXHswDPHuCqgMmU+ieoxvskEH8/KAwYGRiI/gTetxW3YAusgECJPwRUoEVxRHWzsb20dHR0ZY3TEltS5y/c1Tl0B3QIIgbEqBSjhhYOZOc/zsixrtdpM1c6fgjOnACLKskxKecek7WzE0csP+w+kUM5Za60Uwfz8kqmq/uBob3+nVhNRgtYV9Xq93T4FNnYZcCK10lWRCeJ2u7W9vaW0DClCIRFlWZkoipyzbOnyPVdsVTE7T/8Atvh2nDNCP5NjQJi8GN2+fU1KdfbSfeBq4BSA9MH8pMZflmVZls3Pz0spnXPHm3tqzxPoCFFa49ixUMIxMhOAm5JNEaqynBlMv95t/oc+Xr6aATZetqczv1yvN5XW3YPdV1/9wfLyyvzcYhJHRIFU2pOeyzLr9Y6Gw8H5tctKKcdMKijLQgqNr8Xqqez7jGFPM497NFCl29s3l9YuzK+eScd5c/Fc0lqoqpnWHnsvD+a7GPWyLNvY2Pjwhz/cbDa9CqHv2L5LNgUcS30DQL1e96KnPjP+x9fsVRTF0tLSo48+euHChXa7vb29PRgMOp3ObBnfyYFnEVCBEFSURggCIi8OQq+zcZWe5egNhIA86oEIYi5Z+ujDn3jh5nf+/R//+3/6hX9++cx9BiYKSEo5yfJBbzRO0yDEqgKt9dLSUlmWo9Go3+/PTiKfjSml1mjlpfSldDyyUHXCqDKFiuOQdVCF1nA2LmgeADrpcL8Rz5flZBiOEwievfr9nZu7n//pXzbIjvn61ktb28+tYk4N2t291f5PTy58/rEmNJ0BigEiC+bAcefYz3Jq3/gPRTpnod0iOAAJTGDAFiAY+v3rz37vM5/5zOL5M9t/+EfDNG+reiCWMVBpCokAIlAgBFkEM5mUtVpt1tl462P0XQKh74gr8A9fhJOXGiJVaTcs0nKc3f/JxyGqlaAYhTpu6zqc6pYIIfyMrKczzfALXwC/Nwn66+TTZuvgRz0lIIJuQEz3/MTDX/3KX/zzVquMW1U2WlhZiWPv8/m2uMeJQ4pZci4JoMqgHsHW1qvrN8/aT8eg3rdo4L3Ey7LMsmxlZcV7hPlO2ge8Y3bX0V9fXnvdXCGEl+ec5l4zuOU1WdCpWq7WylqTTlLfBUN0ABbZgC2RrUAG5/2FHLye6nBHXciICCRIkB8REtIas3l7Cxiy8bjM0iBpuioXhABc5kVVloSgtSYkItJaEZGpqjQdlXkmJQqCLBvnWZanGTuot5poK6UCBkyztN6sO1sBcFHkZVkgMOjYkRACmMs8G2gl4jAA54Y7u7u3bukozKpxPtg5uvEc5t39rfVRlq6cuww6kSoqiqI/dFGUMCJJmReFVgEzIAl2wIxEiDwuy/HOzu1z585JHSJqYPIMafCEh+NZM2Zgx8fV/PQhnyBaQCFUmfexGkmXDm68tHPj5XLcC9AutGr6/P3n7vtYNHeeqYGQAERMAQrpVSK8EkCe50EQzAbk3zhq6sfz38w4AO4YTT2+MP8BsrOIGIZhoJU1eVmmo9HIGg51Ha0mLb3onZdeJgHOVo6d1iGgsOyEUABkTKm0Kov81q0bgDydvBaC38DmvFNv3AEisUtRFEf7G3u7uxcv3aeDJjsNFLJXkz/xLR70NcZ4ouEJVHgqTmKtkYJ6vV6cRFIIZkGkps56wOwsIKdpWlWllISIRG9TnTpGRGQLwCRJgnNsHSGhEOjYmWGz0SRAFURCKuegKsvJeJIXZZIkC4tLUkRAgoRkBkJBRHziGXJT7ykkQK8TyK5EkxqX3br+otR0+uwDIAIV13VYsw6AJKIATy5nB8wk5N2Dfpm53++3220/ReR557M65KQWzx2vO5BIZvbDBj5eezGvMAxbrdasfvuAzy//Z0BNpPQtzlarZa0NgmA4HHqNSPjhPOmTUJBzboxdYzPDhcOy5FxKZHDOWfbb+tjke6qnekx688oxBIRAoard88CVucWl7z/7/Esvv1Srh73RQX98MBr3hKTlUyskFCMCWy9Y4WNUEARxHM8UvhBxmB8MuuNOc+7vvv71g+HB8toKSFRaNRv1eq2WjsbdvX4v70Udtze8ubn73O3dZ1+5/p297et72zd3D66/dO07P7j21NWD7z538/utzpXf/u/+t7mFj036yQ/+4q/Kzat7159nnshGMsFIiWi25Ry7Kcn+HeTBsy4/ACCjYSiQHRvhUlWl0D+89fS3r3/nqVLJ+z/zqb2jnuzDys/94jioOaproISAPEFWGEHE1nV7uSdw+6h1Evh8l2Tfd5Euvv0izNZhVpH6j0U51G5Cve7tW+sr99wP9QUWdQQlfCNUgENLbupGdnR0FMdxkiR3EDPeqwlXBp6pSeGxQeZ0kgmJkVAlruS5lcXe9vpTT/7t+QtnAymzygRhAoCEDpHh7YK/sZYAiEsqU8hTO+w9942/+7unvnHfI48unbuXMAB8n8wmiEgpVRTFrVu3xuPxzZs3ieikVdCPL/nBNyWllGVZDofDqqqazebMUJRfZ0bAAEiIxlgplFbascuzwlmjFUrhEAqCComBHAKjKQEto3xLaQ+c8dC9+1oUJ1rp8Wi8tb29v7sTaB0Fejzo51mqlCDCMAiF9LwCJkQpRBwF7CprCmPyyXhYlaXWOo7rcZwIoYbDSRDFcwvz/V6vf9RdWOgoQTrURTp2ruqXYNk6U0QaTZF1d7aKwWh02NvZ3B0PhxNTHg57w8Pb+Whvb3tdheHFhx5tnb3iKNRhsre3/8orm61WYzjoK62CQPt4TSSEUNYaIQXwcNLvHvUPz1y6CCwRNLA81kH24VVO5674JM/JA5NcIQkEsIU0Y6x6eXdrd+N6mU1OLS8vn7mQLK+p5Q+zbFlKDEYOg6kjERKBJXAI6Bx6PTtPe3jrjf6W//tGPQBfvxAJqaQKw1gpWZUlgoyihhQBsHL+GCRAtMCmLEvrnBBK6QBRAApAEoRecUAQSimjOHJe1uPtDh4EQjCIhav6O9ub9Xpzcfk8UN1Z5QBR0J3DO0R+sth3zIUQU1M5BkQgD+AzE6ExZZRECAIQnTNEAOicM4NBvyhyIvI/AfDtyA8WBYIHywiY/IQ1IQArrVvz9f2tzdu3t1rNlgoTdpznVZ6Xnc5cEEZlZQTp18hhnmp84hnyFBFiJGB0DqByJiUNB9vre3s75y9dUtECCA2op27PxwrHNJVggrsaf6WU3l/eCxh5dg2cEHCYcXn9rbmjjevj0skN6b1smDmKoiRJ3rhX/zH9vSMbm2lB5Hm+sbGRpmmj0fAV4A8TgpjlGdbasdjZOrq5d3RbJySV00iITglEcsB2KtiLdDIqOGcBnEBBKIAlgcqEO925eOnilbQY/eWX/7yykyQR91y82KjVREAWrZQkYJrmVlXV7XaHw2GWZb5M9QdTNswHB+nDD31s5ezal77y/42r0eLanBTCoYmU6rRac53Wy+NvVvrw6Ref2D68+snHPro6v/bIvY997hO/eP70vY996PFH7n10+UrnL7/217/1K78r4ZH28oON5Sun71/qnBelufnkN75y/dn1Dz/881ZaQUKQ8Dwn8i45bxmFZgXbbHsTEwhgKgkzial06Y1nvvuD7zz9wEc+ev/n/onrzI+C+vKVT5ZhvYKwIWSQ5dIgEFtNhhSA7O+PKufm5+ePBSjwP+9ux3e85U5Ot8+eX2bGvC8gf+lb39yv7Ln7HxHRnBBaABoEJsdoFTCA8CHat3fG47HW2h9bJ4l570n6i8dZx2t/fGgEAqAMZYWhNNm5e8/zoLuzfu3KIw+XWXU0HEVRJIhJ4NsGTxbkwAhnIM8n11799tef6Oejhz/5k+cfekiINjgN7xddyweB4XD48ssvb2xsbG5uLi0tLSwszIYBfnzTX7+rvFeQZwDv7u52Op2Zi+aJeutYEwuJGQmlEIoQrcmcSbVihKrKR6Pu3v7GulJChgqAHQQzmO1N09+p74Qn4SASqVqr1azXO512FCej7uHh/m4tiZJ6TQuhAk0CEYCdY2cBGJ0FWzGbo8N9ANdoNMIoCsKEZICk0rwqLQZRrONYoqvKybDXbbUbiC4IpFayNIZchjab9I8OtjaHvWGga63OcmtxbeHMhdbyqbmFhYX5xmK7UZXVhYc+KuorVraDqKPCWiCUFAEBp+NhkkTWFMBOCumcc85JIdkxVIdbmzfjOGwvLIEjxNBLrgAyowNAQjlzYPZAI4MD9NQMh44lF8qOFE1G++tb69fKqlxcOTt/4UPYOQ3hXCXaFrzIpTgJyAB4OrYw1hVFobX2LJc72L3wRkLtOwqGnjFFRA7Ym70RMJIQkoRzIKWWKmR2ThCCI3QApiqL0XgYRXEYJYAKQDqemmADO0QOtNrZ3irLMqnVjKmEEG+dX6Kr0JUMaa+70+/1zl94QMg2QAwoLLLD6g7LwNkRO9NUcs5Oqy8kBPKKxEEgx+NhFGjLjIRCYlWVk/EozzNAiOOkVqtJpay1b4v++q2KwAgWoQJbAufMJXLF1WTY3Tk87IZhbCpnCxtGNRJakJxMcscYRzVP7YU7GfOz8wYQPOGnQi6AcxJ21Ntfv3177czZdmfJYcwsGKUDckDsJc6AaTbtdzfTX99SGAwG8/PzPpf16+9TK69gOtt1fqDN/9dJTMJ/ysyj0agsyzAMT3aE/9Hn4i3qWL901trnn3/+iSeeGAwGWuskSWq12puSH04mLr4r+PT6V7799JODce9rTz6xu7P13A+eXVtbiXWAyMAW0VN69OxkQLAIFhG8hrqv8SsXWIdSyDOrq53FxkF389b69a299eXlpd397VqtlttJANEM4AzD0PNk/A4Zj8cHBwduok+fPqeDuFarX3zg0tWNV55/5bm1Uyu1QDtbYlFVo8nfbn/piaf+8rGPPhpGydrCfRfnHpmT98f2VKJWTRUzNV/Z7Q+M/NSDv5CYGJ0wsSw7tf2EO+fOfuj+B6ONveR7z06uXCFBr40JAv0I6C8ZACwdZQwFuYkss6vf+/599z649LHHCgp6IoZo0am4UKEmGea5YAc2BVlMBGcgCKjsQVoMOp2Ot3OazQLeldzohOP5m/75B6G/8IZxC+ecMcZt3XjxT3//2t7uo7/0hdriObABOkKEHE0JloClZctTqner1QqCwFo7GAyazeasMH6vuL9ulv6+8R0iAmAXAAFCgVSNlpabW9eudvcP5lfP7HcHUS0JgoAEvi0xtWCDyDLPN5/85ovPPL10dvXjn/t049Sy1ZErNZWImt63aOCFz3Z3wyfxigAAIABJREFUdyeTidb60qVLnU7npNL2B7SL9f4UB14XfW5uTmv9zDPPXL58efaPd2TL1lohtLXWWKdUomrSKJNNBuOjwWhw0OvuCSSlg1ee37ly74eShSW2/BYb1yv1I4CHtgCJwYKrSEW1uTiuNYYCer3e+vWra6fPzZ85NzMBp6nysHeWhZCklMDOMDilYyRpLVjjsgKDuIPCuSprLCwkIW3cuvbqi9+7eP8DIkwwz+rC3bpxvbu/p5HOra0tL542lU3mzsh6y6GonBNcSWFHvSOLNaa2EQup0UkQ2rwIo86Fi/MADlzn6Ki7cXv9/OVLOgrJgnUOCYqs0K4c9Y/WLpwDWwHLO0hXOONeHTvrMHtLIwfADC6oeqAYJrsbL3/vYPcWA7YXV9tn74XOOcd1Y2XgrFd8Y5/eHaen6H8XMrN5C6jg7bY+v6Zw9GZwALNl58UEAFEAC61cIao8z7QMCARi05NfnTN5kQFAGEUklbUegQQGRwyOHQGTlEGgx+PR/OKiFAjs3ibuogOq0l531D+Kg1gFdagUEKECRGehAlZ3vFkhRJIkHl1wzgWBOsYdcaq3gURCSqnSNA2TBLBKs2I0GhOKOK6FYQQsmJ2zQO+A/8U29+/SmtQUuZBOCkQlysHR3v7uwf5hZ25xbe3c7l5vOBi15lZUEKAIKjM2hq2d+nMfi6cwzCR0pkWOF65kBAOcAZZ5Orz66otLK6fnl9ZKJ4gkIAGTQzFTqXijkc3diypKqZmClc+osizL83zWU9JaR1F00t5pxvabMSWMMX4yodVqzbKBD6xJ/QcK/QUApVS/3/fQu+9Hz+Zd3joaIOLHT/32Y2dtwcMXr34vqLkv/82fXzu8GtfqAqLSiVjFBMAwhhlpEsihQBAOTFpNEp0wuHZhARVUenvH1Iv7f/Xnf9rC5P/+y//9X/zL/37t0vyoGvxPv/4vKvtLgqUGIUtRD5RxMLfa7m3d2njhxcW5S2utC0GIoAAYJjZv1mqf/dxP/esv/V//5sl/dW5tDQxRCV//T1+/iPf9t7/8P6ydO6/uaQhIJETOwtAhSh7KSQHp3tHuSnMVXMVRUbE0FRpXj/WDY3Y858LPLf3Bn/zx4//j7yS/8xv0uZ+9JusNaNYMRCOAAFjDUEAOFgA0iAiyEA4AFNgFH2kRewAVuAhsA6oNMjYMEA72IIDv/NVXd7qDhz71adCSIG6KmAEEV8QEABAmvqKtqiqx1BDknDvk3tLSa54Id3W3vydaiAVAzhyStf2jWEawvQtrnWFUWKzaZSa++fQTz7wQfvwTn//Io1JHwBUE5N3XA5AMYBmGBhoBeM63MaZWq2mtNzc37+hmvEdvmU4iOa+hywCuqohobVKAiiGNoHZxDBc/8viVb/7e/5E+/e8e+oUvQClLF1wHupgZEACCK+EycA6QgBRQwIIsosU4V5DADmx/9eWv/cqDj3Q+9CloLB1IPQE4T0PQXYBT71s0qKrKOeddAwFgeXnZ11QeCfrA2sXL9+GU8rvKIzRRFAVBMJlMvArEyTztmCzhiAQwEZKzwK4iAc4We9sbEqpTpxa11oNur2+LV156/rIzutN8qwqDpwTGYyM3AcBACtg5WwGJKFS1tVW5s3vz+qu9Xm/51Fpca6HUfsYHgCSRKYrBoJdEodS63+/PL4QCZFHYsrRCKVKahCN0YAoRh/OLcy+/8NwLzzwVJ3VjGTmtJ/XWylyzNR80FxwLcAKimhVxzkJKQDNxnPf7ab1zimqLDmIhZWEhRI3gwI69nVoQamDbPdjf292dX1zpzC/lWaaCkHJAYlOWYA1Keqs8cwqh+BTHsS/Ls/3+tZu93fXhcL9djxbPXYoXzlGyUrpahqqSMF8aEAhsgJ13U/aW4XwMEJ4cHfjRm0Vvmi1NmafoszJ2wECkEqUmaTpkdCCFB/uYrTGmKPJmsymkYsvASAIcezk1J1Cwc8y20+5srK/vbG2unj7Lzr4N7OKsKyebm+tC2NNnL4MVgMpZQOUv7c1H04QQtVrNW+YqVfetRQBwFpCBHbPjKIoG/UMZyCKbZGmuVJAkiZLaI0HsCN4ZJgSiQgRXZLs7Gwd7O0I4Z0tCA87Wkvj8+fPtxRXHcvXcWVfC9Vevh1FtefU0kjSVRUAHJ/wAge+QqgT2k38MYAAq4Hx3+1YUBQtLS0iBQIWkGNDBm0Kjx/6Md5lY5cOrb2F7Iad6ve4Dgp9wGg6HswmMMAw94c+fdv4bR6NRmqbeBHVqSOsF8j7Aej0fBPTX9+78+ltrnXNaa19LvEMHOOeAHCcqfuD+D02qgySqHR5083O5M1VTLaVFyk60o6mNPDOyg8o6rcGCrIm6BDKuAkXg2DmWiYgCAVAMqr1/9vkvVKL3zAvfEYH406995Tc/8dE5sSIgKNEUI+60JHAetZJG1oxbUdCems1ZW0otE4gLGJ1fvfi3f/fXVa+0hQkx+tRjP33/3COX73lAQWAACEgDSkCwMMlHK3Vtgb/e3X/g3KkY8xY6ROO0GhVOhkSuCkUZLzR+6WceT66op7/75ENhcuWjn81xMjQoajH3ijiUjQQUlc6JiIXACCAE1sACCCwBABM4K6rUlQ0hIctgODza27tx7eWXr938xS/8erSwBEKBQ2ZwXv3nRL3hb4o3pA3D0Iepkx4xH/D9FhggQTnYqBbAcASri1DmDUkHg8GT3/569YOXOmfvvfTQh8NGw5bWWotopVQ+pmWZ3d0/nEwm7Zja7Xaz2fSlr8fgT86r3FVwdLbOiJiLPAzDishKgA4Ijj/9O//0ud//N8umB6ZlXGQgBkJgBw4AKSBljynFgAiedqcB0JW392pGdi5egYCAQHsMgxCcfD+jwUwhx4fZoig8vn5SjefHMf31Z4l/9jxC8/DDD29vb1+8eNGv0R1fr5RgdsdHP4Pkg16PKFy79JEyLVsL81n/gGrRA2cuZuXg+Zef/kR9ESoHWkNQA1SA2gEZBkeACOaYOcbsBBu2pZREAFYIBJ25XEgR1KPTtdXV1ebhzvqr33u2Xq+tnTk7GE/Kyp65514Y71FaNUVD1teAwiq3Ozt7GZioHtU7jRjygHvgHJRVNp6kafryKzfCcHF+9ZSXgldBYzzJHChR71jShbEgBREzVIAV8kjYYToaHo6z03NrYG1ApbLsQFUCrRDWNafKKQGdvnAfVxmCwyofH25LJYVKoOzXgV/67nMSm3Nr7dIWOlCGgZCs0YqO0VWumB0LVQFJMFCNpB0Wexubrz591M9KDM7c+1ML5+5n3TAqARYAmDAjA+vgDkgWCa21JAgRrbFZlnlay+tp3LOsyr4Nz+FNk7zjhrw1ASKSYMYK2bKrwDBaDmUgEKDMBUlwBpQoJimyCOM6O2IAEv6O8zGGLwEkoAtq6uxFNRx186wbJaFD7YD8Q2otSAR0hkQFJgWbVvnw+suvRHHz7H0Pg9GgauzAEDvnUCBDSERFUVhrZ35jfojKM6HH4zGR9PkBEZFEYyqSWBlHQUBhuHV7r9PozDWWUMcoAseECMReX88BO/jhRfM0XmPdccVaLZ25d/HMpaoqhRDHHsNErlk6UBKQwNj81OlV68xRd1MK2Wq1CCsGNYUnwBIBgwUg9jaBDIyQmSrWjtAAw97G5mSY3fvAo4QNtnVEgcR+c850A9GPmYC4++AvIIrRMEMURFRV5tatjTNn1jx8SwReeGRGDWTm8XhcVZUxRik1a3d6HYBareZnoU5u4H/Mfd8a75kJnK2trYVhuLKyUhTFjGPtT763aAQRUaDAWFuhUaRrov3zP/PLX/7rL7vyG499/JM3N68uzZ8KowSKYGoJh4AMARKUIBwIADRAQhYyQ0JD9shuWUpzniTKfuvZb/GIfu6RXz21eunWzY2/+dq/vbx2vijzM0tn5jqLmehUlVT1MOCGC4uxtFIKRDRY7g221/dufP+lZxntr/7Ubzxw6QFBohk0q7La3a+GQyep0KTqmiQDZwaFSKSGYiTsKN/YHEsTr9wPMOAqA0oSRGLFUHA6ALTzl9bM/bWVpPXq156ce3F99UP3L95zIVcBLdSGYCITxJUygFZ6E68EMGSYGtswRxIRIdRSgjVXn/v+jWuvxHG4dPbs73zqZ6E5DxiyAakUIlTmztVWSnk/gjRNNzY2vEXizAH4g7nbT5KeKScIuFK2pLIhisH69u4LV7f7XRNiZ6F+/6/8Wvv0JdZNZxhRCCkZp5n95tZOfzCq1RsrKwv5oDsajfwQtnOu1+sFQXDHOObdy9U86ry/v5+mqVvlKE3r4Xx/kk2KDM2BTG8s/Mx9T3zzP5z7yMfbS59nEEYr35IQgOQALSABA1gCR+DQZTRqurJ64canrnwUFk9lYSiIagwJgyUt+P27of5h99OEaZpOJpNnnnnm8ccf9xIQH2T9B/k+bOIZIc/P9PR6Pc/X8TnTWy+Nc9iozQGDdBS0YnAAIJKkqaNE6nDtVHnjpecarY51ML90ipKG5QJQShkAonFOAEoi5wzbUqIDrtAAg2PHIMikaZGV1rkqmzhboIja8yv93tHzL74a1epMYvzcS5Go/n/23qzJ0uu6Ett7n+Gb7jzkPNQIFEaCBRAURQgUB4kSRYmUWlJ322FH90P7wQ/+A350OPziNzvCY9ttt9RyO7pbLbVEiqI4SoAIkQBRBApAoYAaUFWZleOd7zedc7Yfzs2LRGGULAwt8QYeshIZN/O73/nOWXvttdcSIohrcRxm4GwYKh1q0rGOJEIBxpos7/f74+GoLErLeP+DD+k40VoLIUEIYC2ks6XLskwqEETAlq0lsoSOigKYB4NBOp2MR8NqY6oj4RlLRdI59tZiglmFOpRVdiGzeeXSpX6/d/LUqfF4sPfyCyiCRz/9mbi15JiEUsZxUVqtJTt2hIBAs762QbYC2JlJb+vK7Us/VuW4yPOl1c3ayomovSai2KG2R5G0NCMC8R3u7DwX4G+2a/DMXOttz0gpwDnrrPUJDCSEtcVkOjWmCKJIBRoMg5BllmVZFlcqMItbeHsxDFEQhnbgtre3V9aWZeCIyM4UL8wMgoCLHAXnk/GN69fian1haQMcgVRgHQgSjEhonSlMNhoMfMmbZdm8AvbKbGut1nrOpB4Jrz3EEoioVBAncaWSSK15tveyJDFn6d9LJpS3cEZ0AIQotA4ECR9PDAxCQmlcaQyiJSgsloPB/nAwWOguCsEmH7OuEaC3qLbWCCGPe/Y4Z+MAwRVsy/HgYOvm7Y2NEyIIARSScPwh71zO2SBUk6mfriCtlf9wrbVFYZS6c2fzyGwuk7DWTqdTX7rMHR5++nrvZ/msK53n586dA4DDw8Pbt2/PQdU7tzv9yEc5zZNK4FAxlFM2m92zjzzY/8EPn5xOsrIsv/RLv1xCDjIEpFlW+dHKZC6JAKAcjftlJRqZwc2bV5977qlajRaHlecv/tiV/PlP//K5tZ8V0OIz8vf+7L/742/922pVfC8fRLquaGlt5WOt1sqJUydUaHtwO4ZuBtnTz/zw+997ohLEX/mVr961eTcarMpqWRgCKZOAusVoeDCZHirEUTgiEAsLS8NsCGRU4J699sJWnstDzEwSBHXEACnILaADIbSKQ85G6OxoFC594svdM584/NEPn/r3/yZJ4vXPfQo+8UAaNCYQLBexUTIVDDBhMAghMZAFRcAmLDKKOFQOLj3xzVu3tn7pV78C1SrIAEiCCIECBAEghQNjHao3uDf4dV6WpU8qWVpa8q3X9yHx4X0ptEACIoZQKmdHN2989w+/9uBDj37mM1+StSopiYAACpmQJAgCxz6PczgclmW+vrFSr1at5RTt1taWT32TUg6Hw/Pnzx9v9bxP2NcfB/4XOeeCIBj2rrMR1SA3tw7a7YqMbXWlEXRknJ391ne+9qmV5ZVTZ/ehHYiYLCUoJAIZQAKD4BAMmgJLIYYw3Mm2bp750m+CSAYqaIDUDoCdkQGI4AO7R37uolqtrq+vG2MODg52dnbmYZBlWb6Z5fx7JH44nh1aFEWv1wvD0At/31UXgqADpRABnQFjXJGXhY3jGomEVH11tbE1ffbSKxfDKF5c7QJMJSJbdhZQai1lWVgA1JJAMVgDxbgsizwvpmk2mk57vT6SiEKNzmrJlTiqdZKljbNRtVYY6xyEzfbwcP/G9ddeu75V2R9EOgBnizyNY73QaUlFBweT4cRIrZNKdXFlPao3XGkoiMExGAsggUIdCOfyPM9niefkiFwYKQTDCg+u3Rr0ew/cf9/27oHJJkEUzTx/iJ2xTgToWAgGcEAEBgBofXXh9JkNlPrihQut9mpnYXnncNTSWVKvIBARSAJkRjaOpQNUYJBzgRZcidYQljVpxpRpkcuNMwubZ0RrCViDCBAkgQSEo1kAvAP9Hs9/94qf48Ozf+2cLeA7JQRvBFW2LLybAbBjZybTcZFljCSDYJrl5WhcCeuImKaTrCi0MX6Ui8F5UwrvKv/G90cUolqpZtNxluaRKEkRAaLzqb42S0dhIoa7uzeuXqoktbWTd5Gu2syKUIIg9DJkhrLIszRN4oqH/nPlU5Zl81nPOI6PO7sdHTaMIASi1tpIyeQQrWMgUEoQHCWmwLt5Es+uxnmmnI5cdgQA5HmRZYVzju0w1FprUZRZno2lxJWlRrsZGWNMMZRag2DH1pROSi0p4BmkZQALAIIKa6cEjhRev3ptaXGl2V4G1OAQCKyFD10emyTJzs6OF5xVq5XBYHDMqde9eV8pisInWfibpZTyNNjf80iLv9muzsy9Xu+ll15aXl6uVCqTyWRjYyNJknkD5F0BdCXSzjoHDoUIsVJCcdeZe0eT8UsvP1evJUq4qT0oqED2bnoIANYZFnZ/tLt1+8b+wU6vf5jmFWNMrRKhwjhItrZu397a/+Jnv3jP2oNFgSAkMHz5sf/q17+QE4wOptdGw9Gt/T5z5XBy+JPv/2iQ3XCyH9MqWFxprv6T3/7P1pc2tYnCPFIydqnTFFtrAFUzUK2FyNkF66Y7u9u3DvagJbAW7k4P/+/f/z9THn/m04//0j1fgpJYJCAgL4E0OICCwYB2GI/7B4cDRZCWWdG49/6F5cbu1asXnn5e/9WrZ+9/pHn+0e06xXbSHI5Yg5HKggMrSgMGoZCMiUJylLvlVqt3cACNFsjAGkKRMGkGQp55r4SKGN/A6SJinudeK9/r9er1erPZnI+Bvp1W+6OAfX3TeEdCFYt4WoyvXX/uT79914kTJx59MG00S5AVVGEhgQECAYg+8F4KBMDxeORsGWppTEGCqtXquXPnmNn71M7SN48u//2rAXzItjdVHI1Gy8vLG8H6+JWb+88/1RZxS5/+0fe+Y2Cvmo9pb7g8LIJnXqw1NkWXFHFRmtKCVMIHgSODcCVCCpyL8e7tp76Tr8ZFI9Rho144pcGJEtgRBxY+yAR6QMQkSVZXV9M0HY1GeZ5fvHixVqsFQfAepVB/N+HvfEl5Q5y9vT3nnHfrhGNW82+PkGSelkowsh329kmwdZaEBqvABUImq2dON5e6B3v7z79wYXV9rd5sAjgBCI4gB8FkHQ57g2w8LNLpZDhwjqMo0UEYkawudqL2ehBqIYhwjpzYEukkYAemtEFjfRGSzsqkEhGYVCmw2XSwdeva8z+KVBB1NzvLq/V6QwUxCglMJBVbQhKgyDlmFqRkoqLAlGCNtXmejR0akAEQD3ZvjceT7sJCdWU5qFR0XAEuwDkupqgDP3vkMxrAlVCkRTqVxFEg8nxq08mpU+uIAQglVCmU7vcPgjBSUrFzgjSBBQwJEcoRuCkoAGcIbNE7HO3frAZEAO2zD2FSBQwYFLCyQPNEaZzppt/WGddD4XmsyR3mke+V/70D8PIdMWwGiYBtWRTTdGqtUWGQ6KqUsigLC6mxbG2JUiaVSl7kWZoqHQgp+fXIDzyOfZmdMyap1NmZg4PdMOyg1AgOuQBw4KxUrre7c/vW9WqturxxBlTVOSGCCIDAAbPXBThwTM7N3Qb8hyCl9I6//lyRUlpbzr3PmL1gmK115A0SiEh4upoBLDMjyONDwu/h4Tqi6V/X8LIxzlpWKtCqZCgn02FZpFqhtW5/r9/v99M067a7rU43tVmt1pRSI6IpWRABMoABLAEdw1iKIk+n29d3BdLi8iapCjhiIgbgDxsxEqGUJCXu7e0uLCwkSVIUxXg89iYzb/55L9GZ5x342QNP3s/N0X6Ka987/EXE6XR68eLFW7duVavVhx9+uFKp+FJESvlm8cNbbu7oWElprJNSOuZK0Dj/0MOfePT8H/zxv/5ffvd/PHPm1MWdq0m1miSJ/4E0m4xG/eGkP5ocEuFXv/yVBxqfAiCTwvWtmyc312syfOzR7X/1u7+7uvzgQjMRmA/TSVO20mniqLUYrypxe2MpmMAQwXzz2Z1LT91AWfzGF77SbrTX65sxV0QRxNSgFAEFsQAEFsjkAMlNCw0FCl5XoDWHh7fb8corLz/7yWrj57/wq03ocn8rrDTtoE+opIzREigFrgQwZTHc371y3/rHzSiTp08zj/BE8+zH7oebB/Dkc8//2Td2Xnlu8zd/MawuAgQIijFEUIHjUFqwKZsD1CWUMH7p8p987euf/tKXwRKgQBGyCI33yvHSfcNgHYbizes/y7LpdFqv133e7x0WCh9R3heAmasKZMGQTf/yW3/aaFUe/MynoFozLAKZAMscXODnXthP7EJZFoC4srJ88+bN7Vs3l9dWAYSWge8512o1z0oetzyb64Dfj4fFjxl4sZwxBoSY9Cajrb1rV27CD3+w8skzd33pC9DbBQ7gpSsvfPOJ155+cfW//Gfd1ZOatCNiKYwBJCBXkp0KkyqXwaVLT/7R7z/+3/z3ZbNbHGaVIAQBmXCMZWSDgj44+Duvo7TW3jnHN/m11n9rSSL/kcLfeQ0npSzLcjgcLi0txXF8fMrknQ45xCgKnM3LPBPa2bIIwpBCxQYBBSBQkFSEljrimzcuv3QJXAnOBJKq1bhaScap7aeGnEuiIA6CJAqtdZtnz0JS5f4gK0oR1RFBaD2n3QCAAEvjGAGVEOwAgYijSJAIIBvnxQBtUYlCMKhV2OwuyyAARmcZUVkgZwFZEEnrrLFAnlMlAkQpRSD1cDDMxhMhqMjSRrNVb7aLgwMdx5BNbOkQsd8fhmEYV6oYExsLXKCzbDMlLbADoqhZBeNcWTDVs3Ta7XYH/cPrr107sbE2Ho0k8tqpTSKEfAjgzGif85GKpCmKWzt7ZWlsOhK5Xe0uQ9gCEQBpBG1BeLXFUa/eITh4+wGs47Eub6twf+f5J+fuED/cefcl2DzNs6wwDgUllYrSGlAQUiDDIKqhBXaGBALxZDScTicxCSFD710HSG90lkBEQRIByziq9qjnTIEQCHYAhojZ2dFg/+rVy512Y+PUpuPYWk2kQChwwHYmQCQkkgqDcDQa+QniuZmAt4Ly8gZvsnMM3+MRGUze9NMxW2clAiEyG3ZEJGaM+3vzTsCZn6Rw7AceyLFjR1IESVxFOwCAPJ/s7tweDftKkvelWl1eD8MwS/Mb2zfOnD6nFCqhlEDn4GhkrQQsgKfOjG+99tr2jd0H7nuYVAwggRQI5cC5Y7HGH1L/HZhdtVrZ39/vdNpEoLXKssy3Gt+8Gr3F6XwIwe88Xpr2UZ5N/mi+/Ar3qDTLsjiOy7IEAKWU/+LNqVpvgbEQUQhgkIKYQWFojQlVrAE/99nPf/1P//DixRddS1+7di1N04ODg43NzXanmWXTdrv9xV/+3A9+8JeXrl46/+DDSkQH6bRC9SotEdBSUjt9+oH/61/9zuc/94sP3fuwCw2nrUiBcWBL2QpWJnbLiP4LV35y8cKP/sGv/GaalT/+8wu/8LlfaNRb6FQc1CCXoBEYIJiZWeeQly6qxgJSA5OhdMa9euXS9tZgOn7o4Qfuj1bhz1+UayPBZAdbYnENekNOS2i2wAaQjmE67N286iZDe/WqfPAuOCBMQuhNoFKHMIBP333/3ZUL3/9O8Yc7lZ//Cpx5ZN/YMXAVTIAF5D1ID1GNYZLDwaH8ydOkg0qrAzoElqjCgufmLSAAQCC8yTTGc5w+mms+9TX3p/uowd/jI1O+S6MMmNEApDN1/cgvfQ4qNbAUWwUGMgVpSJYhPvYOSmuPO2u12tWrV9dgzcPj402JO1jJ9w+ledmVlz1sbm7u7Owk67XFRx5ZPPtx2DkAyGAlhEgCLUB/MpxMx0lcqzUv/fn3u/94HZxjdgWFUgXW5lKUZjyQociuXLnwta8tLS2FQQTgKtUQJgChm5n1MBgD+oNiXf2n6ltqQogTJ05kWXby5MnjJjDT6TSKIl8ef3T44A8I/voF7c0f4jj28aRCiPmY8PF46OPhTAwMzjqX5cV4kvYRba1aA3Lee8AaEC4G4iCKllaC6aRcXWz39ne2b14r09xM86S7dmp9NQxkoDQg2DS9/PLlVy5fW1s/gSIIai0IEma2jhHxiDBkdkxCIYK1NuRJTXPpCmI20/H2a9f2d/ZqSfvkPY+kw6xXUprbRBIgMQkgCQ5ICgByiCRJeBMU9iLXspwOXrn0/DQd6kCFUeAcmMLt7A/KsiQAa40SylnrFfpxHOei6mxByArZlRmii8LQOIskkAiUTqK2UkIwR4I/dnZjOu6nB68locYsMWUhk8iNenuvvHi4t+WArQxzEYmwHuiqShJcOmVlhVCyI4cEKPB11vGdrIv82eYn6+GYr/Xbsb/z79/RZbNlaYrcWWustdayc1KpMAx1ECAROzc63HeWHbDSYRQnJPUsnBrIAgCwAkASli1YS0oV04ks8iAIGWYQ84hjngFRZkBEdggASobZZBzHIbIFQc6U42H/5mvXFhYWut0OUMBGCRkxY1myFIhybqIHhCLQ4c7+judR5vmF/otjfuzmyPcXjhY5EkoGliJgoOFaWzDvAAAgAElEQVRkUiOlVIgAhIhgmRmQEPGdbdlmDwv4BIdSCC+hYGBCFMaUeVYkccLWRkFtY/2MlKiUlFIiCXDADsMwPrUpoyBgx846IgJnSQKzQbTOlAcHt2/evBTKipRiPBrXO14NjgDOOFcia9Yf5Nl5x+pidoCOBDNYAOccDIfDKErmjgR32Gz5T8wfq/OBBHijf/5PX++9p1cURRRFq6urly9fVkptbW0hYrVa9d4acMwb+B2s0OZNID/OroUmdAjcjpa/+sV/ZGwZJtWyNHlRvvTySysrK4sLC5pkZqfWFfp05Vvf/uaWulyrdSW2TnVOyTLJLMvA/fxjv3rXmXNP/Pjb1/deeuTBh6uJk1hXQVgUBsGOptv/7hv/x0H/9q//6m+fWjxflvFdcONk51RgE2E1sDrCkuwEWzAFFAYMogIobDYQnP3wd/4FG7OyuHxqcf3wwiuxpFDKV5+/wjGO8kyGMRC5wmbDSaveKIqMETCgku2etlf+5R8vL53Oc0mqOrUmlbmMixiyONsbPfdEev3Vys//WnT6nkK3rl276vLx3rNP6piGwlAQ6Nx0QX3+1/9hbXEdmMCRA0C8o8n1trfMGBOGYZZlfgD0o8n4zkvTOTXrnKMilYG4duEn9VYD221gAUZCKQGFkFDccfl+bNo6ISiJK1rpIs+lSD70R0ZKmSRJp9N5ftyruGyhFLoRsY7GgSlLV8f4mR88YXrDT/7GV+sLC/yNb1z+oz84+8lPYrcroCgtgHVM2N+5+eK3v6PL8vRjP/f8i8/0fnK1c26Fda0MUBMFzjIgC1BvDFn8AO4aETUajSiKDg8PR6PR+vq6N4S5du3a5uamb5B6qug9tYb+LokfPDfuuYHJZNJut/0UtnfHuINCPw6VEJ2xU+cyx7lU2F1cBceAhkGSAGudpBqwBenCevXuc7FQVG0uNRoLgSQpEWsdiJue5wFnbEG6unB7e7e5LNutRUayDpEIUbgj2pOQgdg6Q85pISDrpbevH/b3dKx2dnZIqRNnH2wubIKqJZ1ApQVLhaSd9WbXhETANLNZYzAMWgA6BHYALATn+bTbbtcbDaEUkpY6kkIIpcA5VxakNVgHzvozoWRJiAKZy9yUGbAdj8fbO7er9VoYR87CcNwv03TQ2xsPe1CmzWqs0O3uT29ffYGdPXtyrUx7g4PbscSgUsVqvbp8zsUdUlWpojCKLMYWAWfAd5bMiL6hjm/Rfz9+a978dL2V173XCs/eyDorSACCVwgVaSoRfQZpEIYo5eHu7mg4nKNJHaIMdBhEQikgCYCE4ii9zrsBudkEHbDSKoqioiiyLIuimB0Csw9P9jJj/7eDM0hCqDCOk2zYT4e9qBpDWkxGg1evXmk0m2ubpzw7wOwj7oDk0cfzOplLJGZcl4989Gf8HRQCvh79M4Oq3viXwUoZtFqdwfBwf/+gXm9WkipYC0TgLKNEku8ls8c6BrDT6SSOQwYHQEKIKIqJijwrQxUiyiCsBkHFuRLAIkpA7dMshID+wdYzP3r+/PlHK1UFDkkJW0xEgKNB7+q1VxxMFrpr7UZn2sp3t3vtfi+st8EZY5yQCt9YIn3w8JHBCWRmd3Cwfz3Qp0+f8XjLn+vGWHnkAzhvUMz/iW+TlP7T13vv5/rzrFarGWOMMZcuXTo4OOh0Oqurq41GIwzDearw2xpLHY9NZD/vAArDtJze3htVm3Vn8vZ40QIKIU8/dD8A5NPMsalpGo+HSzl9el38yR98/R/9w/98Zf0km4ogCBSMcq5HzermPd2l2nee/NP/9X//n77w2InTpz7eaq3HeqFXDP7gG/9ycaFx6cXnX714Y6P+MwF1Hzy5AoguM6j07A9DYMEOrAPrZs6L5fRw75lv/kkz6x8M9mrt5voXP7O/u7/R/Hj/YIAIZ9c2sNmGMoM4AIDR1ev7N7by0aSqdK3d7GWT1ZObUXRw4/AbJz/1VQi7sLG2aybA+UKZQm8Xbr7w49Hv1Xcvp//iv32OqtPNj+moVo4PfuaR++H8+ay5OKptFAZFwU0VgnEgIyBvCQDiKCgI8K1lU/PRrmazub29XRTFRw3+Hvd58DTZXJdsraVgDFm5d+Hi0tnTYBVInYcatRQOCaEOLN502bOtmIEdDAdjr0H8sC5tnn+mlKrVaotBHcZZttcvyqIAHqLt9yb3r25+4tEvxlJRI7JkTnzswf/wr39v9fR6XAtKW0ZJYhGfeeIHrz3/0ifv/djKiVOuHT108syVf/fEWtnJTiwUKwsKNVpEi0XAAaN7Y5H/vmI8f4FeThaG4bPPPnv9+vVut3vjxo0nn3yy1Wq12+15uspHp9X2AY2+eXAQBEG73d7f3x+NRl6BNO+L+VnsuU3GvCmZ51Pn0iKf5FkBjHu39+uNlg7IgnWckxJFDlmaOWeIrSABeRFESbW7KQIFpjRBxVHs2AnnbAmjjLrLJ0XYpLDGIrKOPU3INNuHHTjJQGgJDNsCHNveTShGJp1kKbVaK7uHo2mhE44UhwxKhgEigUN2lkjQbCKe52UoIjKDtQWSRXRlmQNzvdWttxesBevIGJtnRhqrw0DECTsLbK0zpiyttdYVWgkHbI2RJEUQlv2R0vHi+gmlA2ZYIES2YAuwBXCZT4ZUpPvb26YsJ5Pxfq8vObXMOgyXzpylhU3ABoQLJSQG1cSCFmKeT46vb55epvoW01fz6Cw/N+BHvuDtgw1f9/1w/g7bPM+9X4TWulFvBH4X9njaumZ3wYcQeCVWXAm8WwJ7LcYM9c7CeAHQIR9LVKdqpXrY602nY60DIchZz9kc3xkJUDhTkKBavYXl9Mrll9bXV9kV29tbS51WZ+0EMDlLTJKEft106Ti1wD7InTqdjk+4qFarfqDqbR5sfiOl7ifZHaJu1DqZTsejYT5Jq9Wa0og+XsWVJCS+G6fDXDo203SEZJMkAeDS5FIEcRw5C4NRCsiIDpxhdoIwDEgH5H3VUFCz1r3//kaSxDYfi0CDKZzNd1/b3dvfjeO41V1tdTpsbBTDaJBdu/7KmXOhjCtgLYFk/pBRIyKMJgMGe//9906n6YULF5qN1upqw1oL8NOQtve9Pe1lJJ1Op9FoTKfTOI53d3eHw+Hh4eHm5uba2poPjvb6eGvtm4fhZv2LWS4Pz3YXy8PedHSY2VIOx6MApZR6YXUJMgALQRCaqZNI2lrKwsfOf+7zjz0iwiq4ECRMxi6uUSBAAI/KrBssPXrfZ3gcPvPif/j2Xz4lZKJ1xTAsLSz+4uNffeTjn/s3v/P1R+/J6x0BVgABoZoFWhIDssNZMJsEyWARJTu3srj07Ld+aMq8LAtRrzRW1wqZ1M5Q77B3aWuwDiRq7cFwetA7JJss3f1o1htqkkmjPhweus4qbGWpbMP6Ble6uZRhoE2as64hamjEH68l8Mwfvfb9r8tK/bFf/YXqmXte/uf/897t7W7JFC0xdFGClgDZxJcEAOAcy6M43Xdd8UqpIAiOT6J/BNnfOVL32Y1+2UxxFDuoMSQlwjAvI5gmNSYKCGLrAmtYoLdxfCP1AELIarVOJKfjdN6X+FCo3/mlCSEaIKOK1mEN2AGZfZelV6/hCGqtDUCXF8MiwGqzHrcal15++eNnTwdBCNa88sxPLjz1w5999LGVT30GrM3YRN1TlcoLX/v9/6fxyLmP/dZXkOrAEkg5lwMTg/jAyvvjFpOIuLa2tre3t7e3d/HiRefc9evX/ZAxfMRsRt730OM55PfgII7jMAyNMf1+vyzLWq02157Pq705W8DMWTYpyywK4lZrUavk8GCcJC2SoWNiIkC2BUzTNAyjKIlJqmlRWua0MEASZWApAlLgKEuLsjTMUK81G+0OkUQkx4AIjK+TEwgOXIFckrBQTsaHezvXn721vR0ljTNn72+una3G3Vs7gyCoJ9Vm6Sw4gVYgCiJJRLNnDh2ij6JlA4TAyCVRiWDSYf9g/3BhZV1HDZKxCKoqTCxTYaA0WBoYjNK0cIUlkKEIklgrIZSUSkYRRbGzfPPGLRXEnbUNMI7CBIREIUEJIARmqfXBzv7hYDwtXKOztHLmroVTp52xO3v7WoVx0oTKAlBSWCVE7GWw3i8AkQkQYV4IvA7g37w9zXWunkXwmO9t1rT1paEP1ur1ekKIWq1Wr9XDKPQT+szgtRwoRFmUUiodhDqMlNJMklEwkLPkHCAKRIGACAIBidEhMCIgI/qIC2JwZWkIWAkBJI7i7mYiWQZAEuys/1ag3cJCZ+fm9VcvX1paXFg+dUagAtZAsbVKSuWXISICOkAGZDgSycCRhqkoCi8qfasawAK8+WzCIz0GMZKSuhZXnC17B/tSoCBERCBAAny36QUiB+wm07FUFAUBICOS13hIqeJqGERaahGEOqkmDiDLcymlkAoAUZIi3d872Nm+0VntsJmgxluvvXrzxo2N9c31zZOBbpZWSxVxYcJQ7e5sSQFJvSaEAhAMSEcGIR/wJvv6Z4umKAod6FazHYbh4UEviqIwjIuiFEIQ/RQBv7/HuRCiXq/7/Xw6nRZF4ZybTCZeEzWZTLwRijdgfvMKsUcwBdEBOADHlifjYn+31+2sdtuLlbjFduKEG4xHtXbdEpfGgJSj6Xint1+CbXZbKEMSUVk4JKFDNiZTsgAuIgjBhg29dP6uT5185ON33XdeVOMXXn3x1F1nf/GzvxGrlUawIaB25eUrJ9eXQ0pQAEsAAkZnsbTCAoAAIhDSScEqQ4wltJYW7zl3LgZ+7fbe6Ucfk5WljBNjKlHYkhAeDtK9NDNBWCAFYWWxs1hrL6moqqu1uNkphIIrV7fGw9ZD9w8IBMjA2BChxLIM2WIpG639W7fFxn21x/9B+MBnddTCw52rP3qSJyPVXIkbyzLlSsmFUiyVBbTMhCzRETicD6POzB/f+q4NBoMsyzqdjhf8fKSqRD728lINDxbTNM1vv3j7R09ff+7FxupK/d57MxVYiiJHgQHiHETuEBHUMe0DODv7JKpJhVD1e4Nmq/5hPSxzeOO/YEYNgM5Zm5foSAU2dXrESVSDNOdaMFScKFGpJBcuPAcHh8NXr77wF0+6cfYzn/vFjXsfyh0VUjtRjYNGfaOzeHJh98ULapw2uou5UJkKgzIjzh3qOb34vt7oO36LtbZWq1lrJ5OJH0c+PDwEgIWFhbn720dkHu59h79zODsXiARBUKlUpJSTyWR3d9cPT3gLrTdq+5iZtVZhGGsVA2u2WlEcBjUSgUNEQsPG5c46m1RCkuiQozgmrUqEgjm1TqpIApmSiywPlEzi2JpSCPJJhITgkI5RRUzg0BXEOXI+3r118+rLGLh2dwVEgrIaRO0w6QQ6Tqo1FMzOSFKECgG944qzFsl7Jsw2dIsSgQmMIAsmGw16eV4uLG9YK0kmZYnWslCBDiIkXVio1ls6THSYUBCjCLQE51yeZibPkVmg0DqIkmpYaRjLQuiRcxYAUSCRZertHfQG6frpu5c2ztQX1jGsUVglHU7TfJIVjnVc7WBQQ1QEiq0TiDMACeAh+1HZPOtG4tuwufPqXGt9nE648zFDw+x8xjIi1Ou1OIqIENhnEgsSCkkCknPgGITUDGSdx8TSoQQUgAJJCCFxBtRxBkQBrJizSLNwEymFKcuyKJXSJCTMxQ8e/rIvdhgEMbPLDsfjwXjQiyPdbDQmg5EtQcWNvEClNTsLcPQfMs5yd8DNfj8hcFmW1lrvKvBWKNAdtSXv+D4CgHEOUQgkZ40UGFeSbDrJi9w44we16N2aMwwFoMuLFBGCQCMioXDMzoEQ5NA6NgwW0AFYQFeYHAmUVpYdCUInHEAcKxU4a6fXXr04mQzO3n2u3mhziagTY7UgxWx1QJLMcNh31gZRRVBAKI/f8Q8e/jKURTEtikIprZWWUiHS1StXW602kUAEIX7q5PC+w19jzMrKytmzZ5eXl/f3933G3t13333fffc55w4PDyeTSRRFb+ms7F4vDf0SZbBuPJge9EabGxtaEzpV7VK1Wb092NkdHuSurDbqpbK3D7eTVtxcbOpACxGOJgUKoRSVdqKVRSyJHXEgbCwLhQWOw+5ePr5w8bm1k6tf/dxvx3opxBWE6try5tJivV3XwAkJKEwBkhmZ0TlgApQgkQVaIkc9MlUlARl2d/7qm9/++cc/l6ycIVmLnI4BIgtVHbW69UYjqVXiei1uVyOJDKUha0ALQhtqpeojOx4vrawno4FIaCjGTmT24FY06L128cIrN1+++OyN06d/reg+XNRXI5vc/MF3HvyZe65fe+kWpwvnTlkx1q4/xZaQ6AAFkUBnXe7jtvBYpY1vul9+Evf27dvW2sXFxXdo2X2I2BeOaep8X/H69evf/e53b33r3y9EyfKJjUklbNx1LqMwcipKkQoAKnJVFEAK9PHt1V8ZW0CksjDGcK2efFiXdgc5Wvh8IMEo0QgxYbNQb+9f32l22y7P9mXeV67qytbS8lKzeeGJJx48cfrMx86vnLsv7q5YEKbSymUkM6mFmCRlPSk3Tp+99od/tnjvA3tJMFVx0+RAxkL4Rs/ND4j6FUJMp9PxeJxlmRBiMpn483FlZWW+6j4iC+99Fz/Me15ez+AfQmZuNBrVatWbpRdFEQSBTw+aBwfATCgpkZmdGPen6bSs15vCTyChQmDrinQyRkEMbKxBIUq2JFVYqU7z6Xg0DIKEQGbTgo3TcSiEEAKhNESIAt3MjIqPtgwGtoIYGGAyOtzd2t2++ckvfCJqrpT9XOkGqCoUrtldBlcAGKGAywJAA3uiAAElgOEZjpyzhEyCveo0yzIhpFRBUQomgQIQhDGWkUjKJAicA48rHIMxPN3bK4t82D8s87zTaYZhUG8vAKDLChWE2TS1ScWBsVxAXmSj0dZur9NaSJoLe3uH3cUuC1FSEbXXmquD7WtX9nvDoNdv6LZzqLQSgrxUA2fjE3PbV5r3I99yoc8lWe/ayJjXPFJIAMiLHAX6rx07BiAUAGCdtd53hlkIIaQ6OiBxJkI+3jHlt+Q2fEYkCxIkyBnrnBN854+SDwRzjACmKA+2bx3s7S0utjuLJwDo9vZ+GIuD2/vb+9P7HrzXOSa0Rx/J6ynEDMzeIe7YQJVf2+9JUXdUKQihHHCaTeJQgSQuprVmYzQa5kUOSiCTwODdlEWWwSKCtSYvsiCIAJwggYDWmhIyQSR86J8rhSCpyXLJYBw44xwWst7qbL22M5psocgHw/319RPVWgVAA6q8IBWqMjc6DF0x6Wxs5PnLu3vbcdIKK7FlFPLDdP5FwDRNpRSVpFIUZaDjbrc76A/39vbX1tbZfUTbu39nXp6/8R5zRLS4uPj4449ba1988cV77713Z2fnmWeeabVag8EAEU+ePHnEe82IvfF4vL+/Pw+hdQ7Lstza2s7zvN2pOJcqCOKQkSvAcHb97ps3b072BwcGh8OhEKLdrocqZGZEaCSh/5O0rBztGw4IQLOT1jl388offOObX988cebXfva3QtMMbS1ADQzMMm5uZpBVFABA8HrCpXpDoer1WYUGAaVUFPdro0u6/oXDehtRN4tyGk2sUwkkTKBAIjgACeCAGCLgyGfZCGDbqz7QfGyF1RTwYHzx6d7lm/nW2E1cUEl4IWkGRfypjx8sU6s9rEeBY7Hxn/4XECZnzv8n3/r6H1/+1o8/9vB50DpQTIxiFjguFchZle2rXJ/ByPL4pu0Nv6y1URT5qPCPDvCdgmOg2DGawirIlYnB2t4ge21r8OMf7hb758/fHX76v+52u2EQdq1BJ6oAiKWbeT1IxRUN4o4LKk2plHJohBCD8UFWZMNhUBRFrVbzA1gffNE+pzyTrAAlmahEsgARyrzMoJJee+E7r73wfLG/EwLLh86eeei+RrGzeLIqP/vIQHQstIMMQgTkscORiQOXVRJbGzTOiYZb+vLge//8f/jZ3/oVvdwuofKqyWrboru4KKtVUNoSAQkQCuajMMyvx6v+7ZHc/tAPgqBWqw2Hw06nc+rUqYWFBe+D5hfhR8cKTX6Q2+Udly2E6Ha73oRvPB5fuXJlY2OjUqnMGXJENIbzPC+KQoc6DtUo2zdF5JwLw1CQTA+mlXoipCRBPmCWWRCjQIGUsMJsMC0hVUrErUhItK5EIhDqyG2LuHRSIttCEiA65jxPR0We9g/3Jkz3/uzPOXnG5VpWHIB1nJJEIGFYO4iZkeQbBUcAABKPIb+oABaCRVKycFQESTTs385Gt6JK1xkJqIicVIjIjAIAJAGxA2ddmU2Gg4q+imm291c/LPezzmc+j2tLezvX9EJrkk3V2NrReNrfJfBJwGhZ1muNIKoMJnmtswgqNCAN1GKhu91NOTjobV3Jr0ycLHTn7hySDEgTgyPBQN71FRxiCWAQpBdEM77uWzSvzueZ6d5IdR6e+RZuUxgd/+exAwbomLRYkpD0Fo3+AN6kGvBV5tHHqxxnaT4ej+v1OqkAQVowUZiMyt607IeBcEDMHABJAC4Z0YDMrTvc37ly2LtN4uT6Az8TJxXDQKS6pzeJJE7Tk7XqdHy4e/tmNdZRUimLstbsgNIIZH2QMjMiZNZIpUfj6WFv4JyLoigCktKvXmZmD/SPY95jghJkAIEoomQ2NKnrwEbIfHR4KJytKMXCOsfgyAdb8GzojxmdtTkRAJZlXqZpqnWgZAwsPWdPJIhAcekVYAyhIgQGUxwE0jkz3r522Zn8xIl1oKARF/2e6w3ykxuPJNUWUNUyWoVCMWFBIQEEqFbAmvaSHl5+bvu1F0/dNVZoIFtia6bZdJyOR9NJGFcWF9eUqoAlAA2MRpdzLmaeXHD8ZtLf6BQ5+kRzhRk7Ca7UImCHAtTi4ure3l6WTcMw+Gu+/U9f/38prlar5aVNWusbN27cvHnz1Vdfvfvuuw8PD0+dOuU3h6IoRqPRYDDwA9B7e3u3bt3y6Lnb7QLA8vJyHMeeBPFe2nOVxWg02tnZ6XQ6nU7nXXWE80IdEWNZtQXGUYWRM5hGupZNXSgJFQj/HL4HDBBqsBYUATTXFh949Ad/8eQnH/h8GEUgQUIkKMA31dpH+Y3+4ScAqAGUY4N2cuOvnv3xU3954uTZB77wBVxYgSAAlx3evj6FsLlyVqqAhRYopGRwJqokHz//0Hf/8N9WoTj1sfud7ABLJQUe0QHHshrf4LPoh66EEHPH6ziOfUv6oxPEJYEYgJFJC0kuAbCTkVLypR88sdxp33v67saDd1te9ZuqksFMF3HHWfOmZeCZCO+4GkVRnue9Xi9N01ar9QEQou/WdKc5V08MlkEiEYrOwuqJu+4GtMDuwu/9b9ee+yFmo0YYBU4FLHOCwAIgCKtZVnOkXsQAqgBbAVh64MGrTz35yvefWj91+v/90++ZWtW4ype+/Gsnzz/MxgoUQIrvbEC+t6X/18fB1tpGoyGlvHbtmlJqMpns7e2labq5ufmR6jm87+KH91g0eFPuPM/r9bqvD3w6S5qmROR1016573nH6XTqK4lKrSqFoqOMb0F+QAoZgJ0D5jgKkyQGYMcshQ9E8K1z8qUKAk8no8Ggn45HaTplB1EUNTuLnYWlKIi3tl87OLhVr4dE5Xh4WBap1EoI6RgQBb1ZH/Amho4JmRAQJUEUqGnvMJtO6q02SD9gjOSRIM9CbIEdIubTibM2TgfXv/fUtR88jcPheHertbkQxHQw3L969RXNpJhWT55pdpfbi2udpbXOykaj3gYQOoyVCox1jF4a7CgQYRzZIj8cjCdpUak1SShiIGICIKCjwWFGnPckyT8kc1DrEefxWbeiKPwQ24fW0WAypTOGlQyFkACEQEJKQpEXxhirldIIYAsEi64o8tH+ztblSy8C0MraqcWVMzoMESWSABKOkYRAkiqMwjhOKkmt0ZhMs6ww1trLL1/2Jg/WGK0VAiA6QggCVa0kZZEBOC2FIK/dZaL3kNyGr9PsCN50DASJNM0QMQgjBAbyzQRAZCJgV1qb+5SWaTbp9fpEottZdI6JBIDPzPa3zALg0Vw4AoDWOp1OinQSaNXr9Q93btcqtSCpHe4dJkl9YXVDBDGQdA68Cx7NTNv8uzlB0F1o9w92X3np+f7e/s6tvcPD/ck0FUHQ6a5Uah2pYgByBpAQyf/lnmFABKDjQuz3mGv3Tp9cORn3iWQU19gySe0cB2GQZdPJZFKv1xF/Cn8/uNc82dWzvNvb2/1+n5mbzWa73fZWP0TU7/eHwyEzLy8vt1otRIyiSCmVZZlSqiiKdrvtPSW8UdS8EwgAaZpqrdfX1/2Y6Tuobo47DTNzVKPedPDq1asnNk+BlImsALMgiX7cAZ18DxEBFgCNky4DhESHP37h5TNnz+pqDQgZlQWcPydz/3h+XY3gtR2Q9UYxiVe/+73Lz1x46KGHz3z657C7YOrtiRKkQyG1ERVVXbKoSiZBEgC5LFFQBUze27/0/LMnT66r9hohI/kRgSPAi7N9xKelI4o7WnB++rAsy9FoVK1W32ZW4UNsJiCida5Akwui608/ffv29sc/+5lwdRUMGow9aT2XLN/xevO0q18hnpTRWkdRVK1Wx+Nxu92e3dAPkYb0pyui9cb3lmMlJ8MhOhM3GpBnMB6nt14dvXhhI5QByujuR0C3iPRMU0lEQgmQAOBQBGUZFkYEFCL/+Imnsv3eZ/7pP/n0539pcf3U8qlTMohQSCA5qxVxTsc4eONQ99/Wa26rl6apN0F7/vnnr169KoTY2Nj4IHn3/wjgr6cPp9Pp4eHhwsLC3DEnTdMsy6Io8kLhOe84H67v9/tCiDCK2KdxeV05kncakYJCraMokEpYZ9k5QWKWOAA4P4kF4Xg0Gg4HsQ4ajWZcqUaVCjvIskIFCQVxs6nrVTUd9/u9vRs3rlYqcRCGJBUACFLvunyYSocMKABIIJHAgMvbWzfLYhrFWuiQhAZE5ywDCCGdtQhMCFn31X8AACAASURBVKbIy6IIn3/+4hNPdVBzOjR2YnjaOXfi5q3XWq3OiY3TtcU1ohhlBDICGSFpJDWd5oKU1pEQ0oEQSOQYncEgiHU4mKT90ZABmt2GpBJJEACBmoml0E92IYDwezgfGYYdl6t7MbfX/s4zzz6UkhqBlJRxFCkt2HnCA5mdENI5x9ZqCQqdkIwuy6e9Wzev7h/snz5z98ryiSBqIIWexRakEAmJCCUgEglEIiH9ioqTRGndaDSJ6GB/b39vN5AKnNWBJARi56zJ02mgpJaC0J9AfDSQ/W4tfH79yLTWsHNhHAFzluXgjFSCBIK1yBYJwZVFPiVyRJxOxjv7+/V6Y6GzxDM3GXwj/HUAwsNfBCgLI0nEcSiJECCOkyLPdrZ2a412o9YSpIMoBlSAEkl5+IsIwP7dGABIINii1qge7u1prTdOnVrZ3Gwvr9RqLRXUSIRChszowCE5YAcz9S0d8TP4VuD/b75z5OkIgcI4cZZJSHYspByPx3meN5vNn8LfD5jFOJ6eNR6Pp9Pp4uJilmX333+/lFJr7YdfPSD2Ojetda1WazQanpwriqLVas39fzx28Ru+T6j2Fiue1PTb0TtsOHP4S2hXVjaq7dp3n/reqZOnClsGKlBSlaUB5wQSvYelYo1TIiNnAGNuLT797NP3LFZ1OywNsYsdIiOr2VgswdGcrHtjsmUYoB2Pbr3wYrfdPfHZz0OjlUb1A9JDRoWxHZjRBAIfiYqECM6yEgTMSLy6slD2D4c7W9177qdZSewAEIksuxn2xTn4Q3ijutfPoO/v71trkyR5u3nED2HlWEAHhlzBqbA5leXFP/mTJ//iLx7/8q/EGycdagwaKJR/zfWTb/rL3+Ja/I/58slfb7/fj+N43oj+sC7fomUAx+j3VgHgCpdPs2q9qpIKEzmtR/tXkv7taj4GC/r84xB3MqUkA3IJRJbI5ZCkRgYyzoUoiCXrWmgnWdjuVh//ZCBC2VqgILDWEUoEYutmTBuCA3Z+Dvz9YX991VoUxc7Ozo0bN/b398uyXF9fX1lZ8f/r78vo23vpmnn4OxgMut2uEGI8HnveVynlzUr8ljqfK/Q0sN8TpZLHsZeff2LnkJnZOTYOLCJKqQjROe9vML/l7EzJ1igpk0pVSm1KRyhIhUKFzhEzuXxvcHh4+eWXbt28IYVcW99UQQVBoROeq8V3pn8xc4gWiBmJAU2uXHmwtz0YHmTlNIgSAn0EXIA83CBiUzpjDw729/7q2cloGgWKNOqaGrrMkJsYOHXmfhk00ahSJYAaUDILdsQorOWydAREROBQEAEDOgQiDCNrzHg0LNJRTbMKmURMs21TzAZl5+wvz81usSzLPM/nDs1EZIxJ09RaG4bh8ciSDxr+IjvnZjYKCICOBAI4JGdtWWapJpbErhyPB7sH+1vO2fWNE2Fcl2HTGWUJAIkBHYNxjCgtAyA5ZsfMwKU1QCSkJCHCMPIzVkklQXbbW7eiKMym0zzLPHINdOAzF2bnHb6LsgpnOogZZwMAgCSEICFUoAlpOukjOIFAxCARwALaPB2n0wmCK8tCx0kSV4hEURitAp5NLnonE+RZbwu9O5wQBMzOWCmlEKIsyiSKitIe7B6Mx6kK4ziuAUlvBGIYgB0dkbbs1QZFprQiJWpJMhyOZCTDJEGh2SkSsXOSmRgAiUkiCwssj5O8r8/n/K3AX7TgjDEsSEihmf2ytL1eL47jJEl+GmL8AW/jc5dfT+KePXv2xIkTUspqtTr9/9h70yDLjutM7JyTy93eWvvWS/WKBtDYiAZAgKAIUhQlUtJYljTkjB3ShD0zf/zDdvifwuEIh+1/Y4UjPEHFjCM8EzOaIUSJojiSSEkEKRAQCGInQGzd6LX2/e13zczjH/fVQwEECRAS0O0RbnRUVVdUvXr33ryZJ7/zLXF8+fLlVqsFAPPz86VPdpZlo+q2NOQCgEajcbB3P6pRyia+53kH5PP8UwC8g9iwtSbww8mx6bV4/eFvfGVrZ2Nqaqoe1iQKKbTLC3oPLHZhLciEHBau1gqi9avnF5KN8OiYo4rGGiowyAocHsB6Hb+l9iVweW9VR/qbf/6Nk/ffVz96xDKkKiAMI/QiJ7yu6A9iWa36EgmHRbRgAGPBWfD1zKHDL/3g6eljR6RCUhLZOecQye3PNvv2iogoSp+HbrdbLpTGmDRNt7e3p6engyC4cZwf0AECZGQBjScAtrcuPPHUwqFDh+6/P/E0i6oE37JzjoWQiCWzSyDSW/+9s0dnOYrKNsLGxkZJUbvupX8OxgESEjgs0ry722nt7qVZOjk7C0SoFXmBd2x8fHZCbK2v73Yb930ampNtlCgTBQOQMhPCMmuJuRDKESjFwklfq8QsX7h06p770cjU94k8kppouDaOmm5l+YsfWPkLAEVRtNvtfr+/trbmnKvX67fddtvIDPEGmbXkDTJ1lhNit9sdGxsrisLzvHIBK7lf5dxaznflk1w6rjOXRlT7ttLgnHVIoCQBgDUGwEkhHLO1ObAQuK9pwDKGDUipQAiZFqXXlNS+KQwSkvAsG61kt5UvX10dq08uzB3zg0iIEK0EJ1Ho0mTqXU6tNPQpPQMcAGmbm2oUnpg/tLSxtrZ8ZWbaqzQFCQ1un1dABERepQqIzVvvPvnzn4PdFRj3Id7KIXvujYvzN93hRVMgGpABk+/gzTIHrFU6zPKuc4xCCeucARICdFSmPVSnDlU6u1l7ffXii4veKTE5BmARBIAs3azerFeGlrfDoRzHcTmytdZhuC86kLK8caPIkg975ECKAogUgLPGGGO0pwALY7Ik7aRxv6JroDnttXa2Vtrt1u13niOvAVRN+0ZqH5FHjoxSCAbez+kYrpogBCEKFMB2MBhEUeT7PgkJbDxPkpQbG+vdbndyctL3fSEIS4KrGzLy3kMuML+lGmRAobIs1loHFUWQpGnsbBZV6gSGHaDW7IpOe9dVa2EYRZUGIhpjtfasswfwzhEl8E0luCms0oJBOGuFCrVnneH5Q0dXllak8jwvBJRsGRFAokAApoMO1gwghbImFyTCsek5oFfOPy09v9kIkCSgFAgowDEykgOb28InD952em8737/V5EueDpOkk2WZ9qIiN1Jikg6yLJ2YGL9hnU3/M0Z/R6yDslknpez3+1LKvb29PM9nZmaiKCphixKJ1PvJtGWB0mg0hlP6fjE9spQZaQ9GQeujUOX38sY8ESUw2E3b2SCbnpuenp1qNusMltkCAtF7WwTJZXkccuiYDeJNt9y++ke/O4CdmQd/C6J5Z8DKtz/PQ+IBO0lgixyl9BVvL50vfFc5PNXPU/ICn0vjdpIWoRoGmS7aW9Qcc0jGsZLSgJA6MNYKlhh4jcWz55974s77HgBgBgEUsJAAwpWigP18S2ttURSbm5ul9F5KWavVSheOWq12Y0V8WwAE6xySY2evvPgjrfRNd9xF2rcYIerMgCflz9o0L8ke+8nzUGJqMzMzYRiOsgWuW8EDgsE5hrjXbW+3BFO9Wi0gBClzZ4yDwtmM6ptXt7I+RDNHoV6P8x5oR9AFF4NENuy07oNkgJa0HgofNHR79cOL8NKPYDsGHbDPlo2xTggPHIAYbY7eYaD+Xd5Pa4UQaZru7u4mSZJlmRCiJPeXFc47yoT+nqK/JYVUa93r9YqiKJPxKpXKQQ/g0Va+vGojzAARzXCLzUT06ssvr64s72xvVqMKAi8vXWu3duuNKgJa6y5fvGqN9bQnSOzt7b326stbW5txnGitSYi9dnt1dX18fHwQp8srK1EYEdLuXru3tS7Qm5o9XK2Nh/VJpBDQQ+m5AkuykrFFOZuX2oLyBltru93us88+OzZREcKzFp1lT0mbDmzea+9sji/MNCbGO52004nr9QYiWctIuL21FccD3/OyLK1Uq1lQgzDIqz5ESkS6Z2xG3tTRW/zKjM01aZ0LcDA0Q2BAZx0JUWSFc+yM6XZ6WZoZx2mex2mapIlEV62HWWcD8o5nYhc2u9s7wFKqEBwxAhABsLOOLRKiZTty8azX61EUlUhwmqYlb2/E9vsww28PzCNdQcBgnM1zkxZFEsfdOOlmRSwVekLYNG/vba2vLweBPnHTaeGFgB44hSIkMfTVHQ0wx5aQ9mEBHoKVjpkts1NaITCVDX1EoTRJpaWsVqt5nidJwgBbm5tZmlbq9X3hpgVg56yztlzpEdhZS0imKMrymJlHEcZEAgCkKEMlUGkmojzL0jRO4kGaJnkSO8eVqBZFVS8IQegSDhkSf3Do/lmWFA6YmRHAWSvK6ca5kmxuCoNIFy68JoVaOHI0Cio7uzv93iCq152z1jIRlcJgHkIF+1kfwx6L8FQgdLGxvqVVqJQnhIbR8kTg2AKCRH2QnmetLUEZxw6HW9aD+Y4/2/hxJicpnHVJknlaSy2LvHjj4hvTMzNKaSHkjbXG/73hP4xu5ebm5qVLl1ZXV8Mw1FpPT0+XW+W3tYl+HIc7KCQ4+GNv+92fojd4WxSlsYaFi+3gieef+Ie/+ZsnF05FFCnQmvwhU+g9rMXIlhQQekAqIThalXTh6TzprGVqevrWDEioMi6Z3AElmjUWTSbRCHKcDnB7df25Z8ePLy7cctbpyBF4FqUlAQBIVsMg2eP+Lpistbu3trbR7cdjE80rS+udbr/eHCMvUkH1R9/+SjUI6/PzKOX61WWhQ6E9xwiAhAzMzjpjne/77Xa7Xq83Gg1rbcm6npubC4LgoLn+9T8KAAKQJMB1tjdf+cEz99//Ce/QEeMHOXoAhATqZ58fRsnJUsrV1dXd3V3f98fGxkok+PqevgNCQELM4nTQGxDh9PxMWAmBICkKFMoRMAXz4zMT00eXLq/7UViZnx3sLtVNBlkOvVh7PjCHrLwcSJNB8CwiCVDm2Wuv3HzLWdCFI6VJKEBiKPJcKPVWdGvY2vuAGkE7Ozu7u7tra2tpmkopT548OTU1VRRFaXR7g4QOXv/yFwDyPCei3d1dz/Omp6ellAc9ot/lWiMWxmope73Ol7/8L6MwuHzx4lcf/o8njh975JG//PrXvvrzn35ISdnd6/7uv/i/4kF68y23rKyt/ev/51+9celCYYr1jY2ZubnG2Nj58+f/48MP33vfx7e2tr785S9PTk7PzEx/55Hvfv33f//8hSt3fuy+enOaVEgyYJDIlKVWanIWlCfLktc5V97X0hFsbW3tO9/5zvHFI1FYJVKSqEgGkHU0FkncrU5No/SLDJauLU9NTTEzkhQknnrqqVdeeeXokaOVWlUKaZvNgaABFDoKMPCubWxXGjMTcydI1BxKJrD0ZqIuAihJRFTq1ZCE73va13lRMCAiOVd4GoNIyqzLea/X2l7baedZFvpVvzKG0rMOgHgYoVZCLOzK21EqV0qdita6ZGKVvf4Pcx4Z2UOW/C3EQZrF3W67P+hnWcrAUlEUBZVKEHie74fOmFZ7T0pRb9R9L0ThAypghaRxnwcz6ggJJEIGsGXJ56xhZwVhKWfbD28+8EtE8WAglRofn6jXG0EQpFmmPa/X7V26dDnwgyAYMkOkEHmRC0QiIiEAgYRAKAO3yzWLSciyIzFqZYLLpBcIgZ1uNy+KIIzCqBqGVS+sCuUDKn6LlgwI5cFyIXe2hHARgUgQQqkFX11ZuXT5UlitVCq+HwRBtSY8XxI1G2NCK1Ka2TpgdlyOpZGBX3kFiCSiBKZqM0zjdGN9w1M6rFXBFihwn0FOhPKtcysDOyQkAgJg5xCG7Or3VwGP4l2zLGNmLwjSNLly9dri4qLvBeWW4KOS9MMHgEfHc889d+3atV6vNz09PT09XbKk3lb1vu04OAwODox3LI5/hpmHOOG4n/Zfef2lB89+QoEOIVSgBStgeq9NCGeQBCQWhM7SuJLubV98afHk4mtrnaO33ZcVRnokh37mQ1E9Adg88X2FbFw2gGyAzu488/yxj90NjbG9LNFSe24YuWkVdgUJyLHf7vX7Qqnm2Fhm7LXl9TiJkyyNk7RWqwVhNJ2srC1dmzt2wuzsfevb351eOOxHFSYhiEQpiCMSQiJiib5Xq9XSKAMRJycnS9nGDUQNQgADINliEXd6odSTJ05BGDkmFIFhYATv/dYVWuuiKNbX10tPkpL4e93RRzcUv6ESEgnjQb/b7YIgHfhCSkTM8lRL6XUyqE0n69tPP/fU3tq11597+o1nfrj04vmlK8uLZ26SOoBcQI5Sg0XQBmBv2zWl16za5avy0JhMSbAD40iQHIZAjWh2owoYP6CpoN1ul/rXMhrW87yxsbGSy1pCZh+RH4ZHmRtU9stGgYdlifOuDoUIIIQw1mZZFvrBz33yk8DuysULS1cvb66u2Tx/8rFHf+6hX3j6+0/mSbq329pY3/4Xv/t//uIvfe4zn/05ICinv0GSzc7P7+7tXrhwvtftZUnyxOOPnj557Jmnvv/gJz/d7vaco+3t1l8//vjW7t6ZM7fcd+89P3zhxbXV1agWguA33nij9GL74he/+Mgjj1y5cmVsbOzs2bM7OzuPf+eJdj++/a6P3X33XZ3uzlOPfqu/vcwu/82Zhb955oW77r6vs7f33W8/8tDnfvHC6y9ub+9Jpcul4onvPXb50sVu2Hzg4/e4rPeXz3yPsv5kvfHzD92OoAEQFHRSjiTjgUaysU4geZ5X7u2sM4hU9zzHHA96RVL4FQ9MGo1Pba9cGMRpnG0dPXq8Nj3GNkcKSNCQGb8vXS5jnMq84tI9pxzc+yTXD5skUw6PksdmjMmKPQQUQoeBJ6XS2hsSbtlatsAOlKyNTVZrFWC7s9duNELlCxTEYJiJ+CBVoEQ3h57NiEASnYMsS6y1UioplRACuGTSEgDYLGNE7fsgJRiLhJPT00iUpekskh+Er77yyvj4eL3R6HW7zbGx4cIDYItCas229OkkFERApiiEEG/6GiM4iwJBCC8IKkqpqFIFJkQFrIbaRHLvUBLuXy0hkACtMwooHbSFkKvLy0g0MTkZVILGWNMUst/tZoO+F4RRrbq5vr6+sXX29juEUmmahEGFmZiHMh4GIHgzRY8RXc4Lh46mg/Pt1ubE7BQSg8uZNIBmkFxmOwPvi/uYgcFZBgZkJLTWsv3baFAImKXylFJpllS4opSs16tJkng6MMa8Y9TCR8eH9qh2Op2y79nv9w/ibe8qVnsbdvu3fzOZTZUUu9s7E9VxBK5AxYeInAJHpcYB38PpACKynyur0UxS8qO//nZtegEWbxbnHwPuSPIVaEAa8f0RwBa51mTjjpCcJ62Nq5ejN65KLwgXTlmIap6QTECm7NsZ5ALACyv1+YUotyqsgfQq4xi1O91uH9g0alWlIE/yidtvXnr9j1/8xteX97p33ffQ3My0k8oAOmDLQMzAbnevXc7bExMTZTN6fHy82WyWzOwbixaPABLQOsFUa06N3zPjAAlIGBAKAMG83xFYkmd2dnaUUtPT0yW/fOQZch3Nj8kN9Rmk5djkuPRlu9Ne21o7VvGlFOBcRUqVDiCcAKEPf+ZXgpXJH33vz08dPjo5fycFM3HSg8IURYyeEpJyAgfgBFAzAk7mxioX//Qvqr7YyaPZY8dBSGACoZNsoPwAhrp/JP7xJePv6Oz2y7aSqloSlq5duzY/P1+v18uA9Btk6F3/8rfUcmqtFxYWrly5EoZhafVwMCvlp2AMDGCM8bXSUnU6nX6vu7q8VOTZzNSkIKxVwt//N//27E23P/Xkk2dvvrUzSF4/f36v1fn8r/xSP413t7f2Or3ji8cC3/ejaGZ29tXXXjZ58fH7zj3/3HMXXn956eobnz539+Pf/OaZ22//y+8+cu6+jz/w0Ce/9rWvOc4fffS7s5NT/9Uv/hYQPfDAA7/3e793+PDh733ve6+99trv/M7vtNvta9euWWvPnLgVpfy//9WXPUVPP/Htm0/M33f7Q3/wB1/9sz9/ZKdXzB9qLS9du3Dx8u133vX095+8+eztG1vbaZr+AJ78k69//b//H/+H8bkjG5trX/2Trz/0yY/393aeeeL7v/TpXyHtOTSJQ+cJyW+dHHg/mayk0JXgH7A1BbrClwjO5K325uo15VcxieuB5KwPNkMl2FoHKCQyYNk/Q8ZWpw0ApfGc1noU4DcyQfswW8wHm55lBRyGNa19rQNEWcZR8FAOIokgyweD3Cg/1GGdjQtCKoyQjIhAaC2b/ZxMtz9h2nLEOWetNVmaxklijJNSVypVJQPLJcOaGAgA4qwg6Wk/YmYQBIhSaOecF0g/rCZJcvzEcWROkvjiGxeOHDmSpmm1Wp2amsrSRHoaad/LF0rRIbqyyNzPLJJeNISgURAKEApBWFOaqom3qtV5FBoKAAwWAAZpL9A+W0soNtZXG83m1OQYo4jq1QhqAJDanJQUWgIy22J6dmZsclJ40rHTnhzRwxiRgUc6cwcoABiUIN85IwWBzcB2AQlkiCAAsHSv3n9y98tf50gQEuZ5HscDZhmG9dKA6X0VOuVvCc8LjC3KbKHZuelut9uojx10I/m7raU+Ot7jEri4uJhlWbfbvXTpUrPZbDQaB2ePEdb7k27QOzYE3ss9/fGfERIs8DPP/ODE4vEIqhoCsv4oj9ziT1sFR6/mkCBH9qTLW3TtlaUXnv3Mf/PbUKk3tYx3LgWzZ7A0BB8JPQGKLNaRB76AreXv/aevZXGvpvSR2z4OrAYxeTUvTq32NYEBcAqwXl65oBlEwjJlxqGgMAx3d7YCjZMNjZB6MgdwXhrbQe+XP/95mD/BpgBhuewsDYOEcHt7u16vh2E4wn1HHsBa65GI+UY4LDkhSGSILGUQtPKBlrKKilKGAoS0BYn3V1eURm9bW1uTk5MjOiXsx09cx9lAcrnqsLWMEsNahUIRX+0jGolk89TzA3BdqDQGDorQn7rz1OLS34iKnDx0wuhDlTHdFx2UlAGTAA2gAKzgdrc95vnp+ctbr//Ivn7+an321/7pfwuT05ynGArt6wyMAAUAgmEkbf+Airp6vX706NGFhYVutzs7OxsEQbPZHGGdUt4QwOuN8SakLIoiiqLZ2dnV1dVDhw7VarUDwW/0tiv7lv/iUCFRFAUivvDCC1Hg/dN/9s/G6rUiz44fWUw7nT/7xp+M1RsnT5x47sVXx5rjnW736vJqY7x24fKlr3/9z37j13/93nvP+b7/8U/c/+Tjj0uiL/3Gb/zw+Wf+5rHvfeyOOyr1WmOsudfevbZyLXy9utPdtVAI7aq14NY7bqo1KgDyK1/5iu/7586de/jhh2+55ZaiKHzfLwudUyfOtHqddJDsbm++8cbrd9x0iAQo7b3ww5c++8tf+uvvPp5l6fT01GOPPVYU+blz5/7wa3/snNva2jp+/PjUxERAZPf2Xn/2uanAQ2PGojpJDUVBngB0TA7ZHgB/UUhiAGAq2Z9CCMeWAbQSkFOvGy9tbLqsVYlq40dmw7Wg1V7Z3dmq1NtibKqsKy0AsCvyvMhytlzqZEvBdYkBjzbQI8OHDx9YIqIoioIgkMIRSeegTFscXggCZ60xJskMShGEVXaCmcLKWKfVZkxJGZIkpBQoD+C+Doe+y7bI0jiOnXOB1rLiSaWF0MYYFNKV7BAABrAO8jwnEZc1HL2ZDIfOQRhFYFIEEErdcdddSsqd3V1E7Ha7KysrR48eTeIEHIfVCjskJf0oLLnCsG8eYS0jCqV8xL5zzAxueJrCMaCFA3alCMDlTQdgBgcASupur9ve3Zken7AuN0VWq40DkMmywrndvb3t3WuB58PEVBREUkhni9XVFSHVzMICITE7eKsfavnSVP4BB4QCkRvV2urKxeWLryrP017Vj6Z1KJAkHEjJG1YhQuRpkiSxMTkRKe0JIcpR9H7ov8zgkNFqrQuju73upDdZqVT2dlfX19fDsDLyEPjouC7HkSNHrl692u12u91uqesYGU79dO7paDz8lD3wz7SlYXBLW0u7u7ufOPcAOOaCh2OSDg7Pn1j7lh8L6zTAIIdqMVh79JG5Zk1UauC80A/2WpsLs6dc4Vg6t18BI7soCvs7G6Ewf/Xnfxpq8bl/9E8Gwik1AbriWQkAoT+MA0UAMuhZcMLL2NkChAKhiBk63Vat4o9VPCgGYDiNu4OH/6CzvS2cgjSBfh8bFWctKgUAxjmTZ7bIgyCYn58vr/lP2lrcKI0CRAaH1hGjBRS6UgbNC3bgHIFjcMDvgSqKbx8no9s32mPDgei163rOAAxECAJzZyza1fVV6SktJYDTgopeV0InI+gRYF1B2jG+waQNzfFc664HA4YpsBGAAQgNgINCQdhsZt21p598/KEvfmHj0edkYxaSDPIky3I/DCwUDMINETH8YCIv3rz41Wp1YWFBCLG+vj47O+v7PjOnaXrj5K3cEOWvAMEOpCDroFZvFCbZ3VkKvak8H0S1yBbKYYRkEXJkhhzRaWANwlmPE8jDgkl5RZGTsGFFfv5XP4uu0MJdvvBaPFg++cCZolh45K//6P/43/73LM8effTZ+ekHP/uZ27768P/7y//lF8cn5+tFtwlJVbrc8OGjC7//B0v3nTs3c3j23vvu/NrDX/lf/5f/OU1TxDj04ezp45Nj4x+745wfVutjkz947hL7cznD1/7w3792/vUvfelLJOnmW2/54Qsvnbn5tiiqtDsxgL8dqNjQXtbW2p45ceT1V1/hLOn14pvPnF6Yqn7rq0996v67g7Hpf/1v/sM99z+YdzZ0umONaTQP/+DKxedeefXkodMs1MKR2SPHJj2Jc3NHURLIwBZYUVKZgqT3TpjYkPgPbImBnUFJadK7cu1KpRIsHj/rVyvgrMa5fPU/SenS1lYUNjAihmrhSJBgZmnaYSgKPSEEMhTWOmdZCMn8JuJ7XQQEB0nhbmh7VnoNFQAO0RV5LJUwRcJ5UonqijxEAnKIXG3UBoNBFsflmw/8BxG+dwAAIABJREFULgkUQnieAkHgTPlSSbKHyI3qlIAIpAAmtkwoCARYYGQhoD/ITZEJ4iztxwMrhIgqQyGglAIBASyQDwCSQKoIAKZnQuccgz15pg4AReE4N2kv2dzcbDabeRC0Wq0ji4u9TicMQ+l5hXVCAcoioMwZg0VADtk51A7IOC7Q6CGPjShLEuV56Nzu7u7k1NTStWuZg2azWa9MAvqLJ88WRcFCAkC/18vzvFZtaNNrt3evnH/JU1yphuPNeiMwlaAis3WQKiWfVERA1hYCy1g+BAZCQkKhEFxgTVGfOh40Ztt7253ebtHetWZ1fnZqYmHWJXEmzmqPCpOSLAjM2saSlp6nK7WorlXEBAyGwQECIb1TGkZ2YGsHjt1bJmwSDIpAgcsCv7K3s8PWRUF0+sTJOMuXV9bLHDJrrTGmjMv5qCT90I4BADRq4bQfbm9XRGauPWsnQ1GbsH6NpUJCx1alEhSMUFhAYFcAIzgGFGABFIDogGGwDHkGAOh74HsFCAQlQGDBqRcDgAISTOAILIwkPUzgEBig69LvPPqtmcnG4twR30YCGVwbWIELwBFRBtr78b3VQQoGM8dgpQTV7VD7wqtvXPn4r36JG9ODzO0OwsEjT7g4mfvYJxB85GoOGgA8iBkVNSa6K9fMpdc/9tu/XVBTRjXjBIEUAvIcSnoOg8B9hxZgEERClMZUjtjN1CutnV6208qS3vNPPRlq2Txy7u5fPbH07BOPP/JnD/6T/wl0ZSAVIYYua6+ubbQ6fmOsWa0edMYoimJUApawyA3UKCg/eWW0NOh9aQUIAEKBpH8Wl4KRN0jprFcGBbTb7SRJPM9rNBpl+XWdrWcRgMGxg7JN6RzkPD457hyiYxDacvGjb31r4XQPGhN6TIONj58+e+Fbj8LgklOzCPUqVtEUHpFGhuGWC42jsDL7wH/xW9QMtGnSxede+85XbXegJ8YWHrhXnzihZBUhIivACXCOlWI4IO8YdiIREBxCmbDxPghkI5va0ubM9/2tra1Go7G8vJxl2cLCQil2eltT4voUn9ff9xcYCBkcgyWySkLcbxFk6yuXm6Ei5ROjg9S5BF2KtgBmsAYUGptYdMo6Z3MpZWt7K8+Sw/Nzy9eueEoOeu323u7H773v+LHjAmByoul7enpy4vipk3fedmuaxpcvXtjbXrv15E2nbjpTqTUtkxdWgrB66tTp+bmFKIgmx6dOn74ldRDUmrffde7QkWNpblZW14o8H282ie2pY8eUxKtXrxAiA+xsb991551a6+Wla91u99DCvJR0+NBCM/IlF/ff97Ej8zP9bmdtY/Psnece+vw/iMZnFbkzpxelX2Hln7n1bLVW7XU7UaUyd+hofWK63Y3Xl9eOnzh64vj8xvryK6++fPr0rePjMyB9AAGEjln+1GeYnSutcNg6IoyiIKpUqo06kgBgQqGyrTiOjeVKY4K8KrMqWBCBFogm4TSGoE5EJfNNSll+cTBQ4Lo3lIeCLARERgRnCqlkkaVxPPD9SHshCTncFJAgqbTSfhD6QaiUdtZYY/MiT5IkTWIAMEWRZ3lRFL4feH4NQDIwCkIhENE4KwRZ6/LcZFkWBl4QhL7vI0JRFIKk7/mCREljsM4Ryrdu+YfA7ijpMAxCLwwrUVRtNoHZOqe07vV6eVGkcby+uYlo93Y2+r0OM/Q7Ax1U0iTb2t4iSb1ep8hdfzDY3NgQRFtbW0WeF0VRKm2VUkGlWqlUSt19CbyVTG5mLtks1cgfn5hojDd9zzO2aLU78SDZ2W21293uXjtOjPCqQkgEIUgBIwGVrVUEAlfyIQkJtVbVSjQ2MdZoVNEW3XYLijyqVh2NZXnsa5HnSau1E/ih70eBXxFCOwfMsG+zMcpDflv560bGbW/ue6CkVxIwOoeEAGyBOB70At+XSgOgkAqAtja3SoPwg3KrjwrTD/RJHH2dOlBkaHN59Vv/IXz9+3Dh5YtPPHnx+RfRqdkjJ6UQlKUm8nJEp9EqLMghZIiZEDZN+zIIOJDdlKJ82a5cufCDxy8980Rr5YoKiMBKLfIiJwCppMxBWhzq1whYIgsGUQ4eFs4JdgbtSy8+XvHF7TfdK7iCMgfdAwVAPigCmeI7rPL8VkEex4BdIybUYPexr7Vx/NQv/+NMWecH9cpCtb+x9MYTwmw1wFAv4w6bQSeQe6hEGxtJq73+5Ddu+fwXVuo3jYOv0Cszv5TYD/8qDQoJQQ4jFmkYV8OCjSwGlWbtqb/8i4sv/ejU0cU777jLe/AfBON1F6+uXzi/ePwODuf2PGGA65hTHMcOKtOzk7XqQdOktxko3VAPwlCAtZ8+qgBU+cxLBIGIpIDgx+Mif+zfqOoacU8Hg0Gn09nb22s2m1LKdrsdx3EQBPDeZEUfJODNQKVXPTpjt9Y3O3vt6Ylp3wsARZrmIJXs7fzwj7+x+cwPll548vLLL/idRLW69RPzhnLLVNdjCoYOAaVtKSEKJwC0DCesq/hzx/2TRw/fdm6qPg2kn3jmmeNnzqayaqlqWUshrVRu6NOzvzoNOYBvlr/lDvR9tGdHxlzld0oHtGeeeWZlZaVSqczOzpaPVZZlpbD+7y/66yAXKBxbIsdQDOJdZwe+kibvxv2diBRKa3q7cdrmIlMWdtfbisLJw4ub8cBKORmG165caU5M2sLdf/fd1dB/bXdnbmLs+MmbwJjA8xdOnQabr6+sFHF/cW5K5B1/avYT584sX1s+duZMEB0p1TxCyGroff4XvyAQTO4OHzlzfPFmcM6fPnT81nN5nk/OBsdOnpFSsnOI8HMfP6d9v8iz3/z1f+isdc5JpdIk+ezPf7rkHhDRzPSkIiCFX/zVL4T1AGbGrTGNsYmJhaODDFEFn/61XxPp7vkLV7/0X/+j5vQ8FNnC8SNgHTi65VzNgJQOgdPZ6XB+fmxmdnp+4TBIXW6KGQDFu9tiIBEwArMOK+O+1+m0gQksgNAqVOOHFzr9Qau7O9bbi2pTKDwBigCFEOT51qREREiWnbWWHdxoSVr7D9ibZoZE5GwRxwmC0F4gpN4nzBCSQGYhtShtfY0JogDA2qIwxlhr+oMeMxubO+cAjZKZkhKRABm45P0CoiNiBmNtSlQpMRVrXZrmRWEBBO87tJPYn1BG75YI2BLvtyMZTF5IKf0oRKWwyKcX5oFoXAqplLGWQq9aUQDJwKTOcZ5mNs+LzPR6PT9UgzTxpVRKKe1V6g3AoS9Ho+lICCCyjstIxRE1qMwu0Vr7vi+EAKOBIPS8sFYbtwWA3d3YdM5Z4ySpoDGjvLoUkq0Dx+wsCoFEbIxzBhHBAikBROAAQJDNPR3MHTq8fOHVpYsXqcj9mYkoDPN80Nrb8/2gWqkhSiLFZfOZaT8XA35CPgi95VbDW8hqzMMwDgBHhFpraw2gA5SSZKPRWL62XJocjeSSHwVhfGhHFUHE6ihEy/3eUdeviP4Ai7WdPdM9CXx3kpKNQi52HJEAlbpco0jsQJN1pggblYzbFrSs4JU/feLF86+cuufO+VN3Z3Hy0vMvBKxvvv2u+uKiw0Fa9LxsBiUwgSFIEXJgBEdQSDKaC0UOmGMwPRdXK/UBEaGU5DkIHKhCkAGwgAv8di4s8pu9YQSHzJGzha+y3e5gZePeX/nnfU+H1lAhu4uTC4s/3/j2YPWvn9iYeK2wzU21UJ2dOHnfUfI8LcdltdoFMGx676HfzCNh/jAOHTGK2OZzJ08fOX782MmTrHWW21CJsSMnT920ufT8M4cPnfVZGMyLrPCrTZV11rd2JhZmSxfOD9mV8nqiyAee7hJT3N7eNsYcO3asVqsBQKkFLLGAG6EXNIrmLiHSzc3NEpiQUkopZz9279ypu6E3iCHe6S2nV97Y2n595+E/GRy7qX72U/6x2dDz39Gwbx+o4nZwqpu7hTuPyctvbH3vxR9+64Wzn/0sT0AsjAHyAYQDIsEjZ3gxHHgjUZx4XwyJEcGpfDOlO2q73QaAdru9tbWVZVmZ3Vh+vI7YxPUvfxGZwQBYRI4HvfWVaybrumQn7u6tFH1PbiH6lpNBthd3d7Jev+7VAPyJhclGFOVMErjf6YyNjc8dWkCphJKH5o/GSR7W6PjNd9g8B1STMwtjUzNpb2/58sW43/JXr7T29o7cdCpQSdHf67bazclpCiLnhEBBQJ4ktsDOrlxb7Qh78vgx3/ctMzsHRU5sEUFJBDZKKZMzM0rt5VkulbbGOpcDIgmlNJF1nOdhreby2GWDzFgVRpaF9DyDMrcu31kjYYJqkCVtLwhs3BeeBwRFPrCoyRFSgRKzPKvV6lJ7gIIZSjfWdx0vOPQ2YBRonU3izIG0pAQClunGlSiohq1eZzDYi9yAVKiwSFLTTXo27ti4D2ZLax2Gkdb6LaYpN8ZRAjOldBqZrSsIoN3qAnCtVhVCApTU0qGTLzOURuhCCCLJ1iBKQURKseQwqjJzked5llpnut2BViYIQyElIiEJdOxcgQCeEgmWux5mdlKqMIx6vV6326tWK4gEQEVhlDiYQwEjf2YAV0LWpCQIUWSZZNKh78qGrRIgSRBWRIU5r9UahNaT2p9pEEVeAGG9Ij1R46pgn6RsNJvAXK1WS2MzkhKYbZ4Lz4cDHuNxHFtrwzAs2dsAwCDROXRApIGkKfLmzOHttfVqsxbVG66QRMoaZgdCCEYE5wCcyVJjcs8PSBA7i84AWCAHiIAO8hyKrOLJ5mTTehnbYtDtV/wwDOuCfOfAGmZiEgROlC7F7zTB8pAY9fZ7DW8K8koci4AtI6JSQ/9Bdq50UL711lsvXry4sLBQq9XKCXeUmPBRefpBHzmCs5y4IuGBUl0q+h7t+FhldxloC4PJPpiZrAP9GPywwrx1/vXnf/hCniZKEbK76957p46fWH3+xVeee/aTv/r55m039+KkVmueOnN39sbSN//oD++8766j993lR/JiOONLCAACgJAhskhCAFhGzFGkCA5gKd98ev38f/eFT6ckI0AFWkJAoNGWwCsBuncYgaOmATtAVswWwKtUkzBqAQVSQR9AU19bbO/6293F235O/+IvAdYPubqFglSvwCBCYhXdf/yOvWdfueVTt4J+F827QzhYiROKNIkrQTC5eCzrD6A+zlkWaMGgxcTMwukzz33ricN5y1O1QGmJErXnhZB1OiX8Vm59ryPM+aEdpShl1HkvizDP8zzPGx8fL3/A87wRGfr6boZH7f4SKJ2enmbmvb29Xq9Xlr9FUewYnI2aND4fiuwwLcDiyToGRbcz/5kvmLHj4Hyw71C+jcB+APABWIOBXn1aPzgRrn33m97iFDRuVhINSA8EgA8QlZsu95a1nRFYwoF92N9uN7K4uLi0tDQ+Pj47O3vPPfeU/JMLFy7Mzc3VarVR8sPfx/KXUDh2AIQA/W6/Vq0fufUmsCkXi93N1SLlvZ3eTndbaHP8xPGp+cnVl19dXdq2Jq5OL4D10tYmkfCjmpQ6z421sHD8JkAEZwGBiwE4XZ0/Di6DbGJmbu7K+VeuXH7j0PyMiNvZVjxIOnvt1vhUCEWmvAAspXGmlG9T64XR3FRtpuKhTfIsC4IAZWn7JJ0xJEQaxyRD5WsAcAzK09ayAye1cmySLFVKEil0DDYn7ZukX9qKCcl51gPUHierW8sqavghgWWI9wQ4iPvspNSR9CqIAlwGJu33O54fkNS25KWV4iZ08FMd24emUwgE0gEbRzoIpQrYOUbHzCg0K+nYWZOAjW3WTk0ySB0hKe3bLEvTtN/vO8fNZpMdE92AUQJvVsBEkPTL5n4odcAgGQQSEu6nEAOXCjVAAmA2BgkBJRKDcya3UiolSXsRICb9Xpomg0E/iiKUwuaZlIpIOOdIUBAodlxGjRIJax0iKaXZkbFOawAWb699YeigMNoZW2BEYEI3TLSy6JCI8qIgIik9QMjTWAjpBQFpD0CSIA8UkBUo2Aoo690fmwXFvv90aQFWhpWMAj/39wA+ADAYa4y1BbLMjLu2ujk9yVFjwjGCA3RMyEiMpgBkcDbPekWRax9B+UOxYJHmvTabxJOc9Fu26FdCAVCg7bTbfSXrlXqNrULWhOyAAS0fnG/fwYKn3LXRWwG5g5+Gdct+63OYuDtkCTsu2xRTU1NLS0tTU1OTk5NZlpVe6x+Vvx/OEVYoWjg8NTapd65NKGQlJciiKMCBXxizehWee7K1t4s6NEQXrlw7Mj0rm40o9Fu7W+3nXhQXLyW7u6fu+djYydMup1ptBoAsxN4tZ+53n//Tr/670+uXH/zcp3j+BANacA6cYAmmACfK3EIpIANmgG5nK9J4bGwuYBEBSEvAClhBsb8Gan7X+QWZZQygdBp4G93ukRSICWwWoL/1+uXw2qr7hU/29JFJ4SsEhsAZJUj4AArV4k13XL78Gua9dy1/37Y2OnAqCCyIvV4S6gCERl/GMYBknRsYG/ckXX3skYmHPqPUGDoEko4ECDoILv69It4clIXMzMwsLy8nSRIEQel5vLKyUiqxrq/zQNmUK+F5a22WZXEcT0xMTE5OSinzPGfmqD5rcqscsNSu4I03LlNudVCBas1a58mfWJe+aetmXUVyke75eTfubE1WI4giAALwclAChEQFruxugN1vVSIAAYu/I11cufsSQszPz1trO51OeXf6/f7LL7+8vb196623jo2NXS8wXr6P8/lJI+/97ttEmR7MjEnMlXB80DUrly+hSSXaSrU5cWhyPrzJqwjpO4DYb9SKpdX23kY4fgiUr2pjc4unwsaEJV9G2gFmjhmsQEXMGPoGGG2BIFAJ1OGhU8Kr1uPe3uZexxa5J3ZMkiV7NSkUVWpCeR4zypqzfRer1sYGS5o+elRpQmcdIwovHqSGMarUwAsdytyVl8UJJEeAQJk1glB4qrBWAFmQzEaxK4xRwlUC4nQ3IOF4cPml77e2V4M8f+XpvyEUwtli0A20cCBFUK+Nz9THZ6SvnMuVImMAhShVHYjgXE6CmcVB1fwI6iuBLlfyH8pyg5Gkso6tRUAkUIQA5LEMjHPO5pz1MpMZqvmqFgQVpaWrNyyJfr8vpZJCGrY/yYv+uvaPgMEis2NjrR0MBmEY+l7IBYMUZXNhP10MhnRVxOHXUjkuGVDoAIDQAgEgMQGDF4SkqN/vd/o9KcUIMxhCvs5F0WQZZoaIzllEzNI8HqTOuTIbRApvmCDHDpARkNk6V94WYgRGMM4KJQlLjSKTEMyMgpAozVLPwzTNC2ONMSRsSUR0bAnZgSXSzlqwrnxXRASIrvS0R2Jny9jw8p1LKUdE2HLyNQzAjCBICBKa2YA1p24662lljRNSIRZA5R4qd1gQAbAFTLO8B90EhNJEJCDutbbWl002IMjzpAeu8JTIXunXjpxwVoZeA4oCpQ/OMQAJBAQLDsC9aZH6Y3M4AB8si3kIV1tEYmcBAFDgPvEXgJWSWZYNOx4MwKCUGh8fV0q1Wq2lpaUy/qooihIG/igT7oNFfx2QABH4eW1mc6vOliiGjrHuxWvL+M08E5sZysN6EIoLr7145uztt/3K52qnbgEUQDDXba9deHFz5fLY6YXG/Z9iXcFcQhoAEIVhbPqTt5/9x81//uxf/cVj//Yr0w+tNhcOhVOzDsipgJVvUQFrsgoLKBPh8wvnf+3s3dPWaluIAhwwK8dsnRSWgIXVqN9pCOI+FIYOWGE2KwE6aYvtHUcXA+tAutwz0N61z19JBtncoYWGQ5GmyMgSncKcnXWFEjncecfSlZcOwZaC6Xcp497W8gAyRjoEJG9m/khhmAgrPgj0AKrgxVIwF12fU7SGnQDAfpL248HS0hIRTU1NlYr7/+x3feUEmGVZURRhGJadrvLchRCl0ZvWutFo7O7uTk1NXV9f8HIfPmIqE1GSJHNzc2VKczlpx8DsyJXJsgY6cbpx4cItt5xhMAUWrrBavH0OG93icoVSa69cvPzKXffe2nrtB718c/HocagQd+LUA4gqAxYhk3IMCEBsiS0AAuHBrvK7wGvvaYEuC3rf948ePdput9fW1oqiWFlZ6XQ6/X7fGPOpT33qes3GNwD316JS5BisgcKoKJr0FSwcPiPZeNUAAMHTzIhkADNwqIJKUIv6SQdsCtqRH00dWUShc1OGnREQEMhy124ZLAMJjc6AEwSFrOu52njc2tjbWi/y1Lausclee/5x65wXRePjk9rzA7/S6w2qtbGpeggVD7ANrS6AoqgZt/Nr69vNqYWwWhFaIaNAsJYZHbJjUyABQmmSQFKQA0CSErRJ+8amRdx2/U3ZqAJj78ql9uql+cMLUwuLMqjawtqsf/HlzcFe/9DRRVS0tXaxSOPJuSlj0257p9GcFVKagtk5JJLoxD6OCPsiylGr603bF8QiL4QQJGQlqna6bWOsUgqRrLUCoqA65YWrvW4v7+yG9WmoBqBC64gdCqkZ2Pd9a511dp9DdiPJJhARwTkmYmtNp9MWgoIgIlLgSpOun7hVG54LI0AplxAoCHho3MmMjq1QqlKtpUnS7/fzPD106FA5uxRFkSRJlse+r5QSAOB50hiPGf3AFySTJCkKE8cmiiIGzotMKVUUmdbamKKkoCFASU51zhlnmFkrbZ3N8xwRtdZCKADrhQFAEcexVjUgRkKBmrFAEHAgvmj4xeg7pe2dc+XH0gVzZLz65mJbBi+XsCoLJH71lddm52YWF49Ym+NQPcmOC2RrrDN5alxS2EHW68Vpzs4SgpJQb9aKTOTJYHJ6fKJZ73Zaq6vLdrc1Pj6rfQ8UQZGDKnPgHACzNdY6sV+dv1MZgG+C5gTDIC1ry5KXmZkACZgtIViTGTu0s0JEQrLDTSnXarUgCFqt1sbGRq/XK3Pni6L4qPz9gOC3cgpKCS/ZbtLdSO974OXORiXprl26mubuwXvm7j59opvxXSdP+zVcWV3p7G3PfeoBUR2zYTUGbYHAr4xNNebgY8B5ilMIClCDQyAoBGSiISANxmduu/uB+MqVtT/58xeZb37ggebH74OaA2WNpRw8QYEnfXRgLcS93ZnpqhbAWKCEzBUD2/O95sCCEQDAYyAYIMsLKaUidAyEQy0QAQx3qgScAWlPxPlYUDGGjU4yyuzFjdaPrt77Cw+C24DVLVAhdDoQ+DA9F8oAdARQQGWipaIk66I/hP1+UklKwABsjSGUSOSsI8tKSzTC5qQ8LApnEpBV4VBTUA2r4eGThwEdgGDWKGBiciz3uSbElStXZmZm4IAF2P9/j1FWQtnROjhplHyGso4siuLChQvl/tb3/TRNm83mQdezKIpardbly5ettXEcnzx5slqtjrDYUUl68O4URVF+v3zZEXcC9nOV38e+YmRLOuJsGGNGvanyT2ibeSKAJCOJJMWZm057y5cnZiYQCvSgsEb/WCf2bQmaE8nFjZf+6uXH/l0gi7EJXouf/8G/fJKCmbA2c/aeT87c/wCkEmQNnKVAla7/UigLBbLQKIfWnn87ikh5LuWpKaUmJyfDMCzzfaMoKmHvbrd7vUwq5fue5v7O5s39VmeeM4Bk9FCrqBEAG0B2nCEpBs84IIiFy7yoKbUo8m7cWQukZ8UkCW2cs8wCZGFdKagkZtwP73UMSBIpNM4wFJL8cDwI6rPWZNIeSnZ3lq9cDiKP2a6vLoeBXxSWUGyuXp2bmScz0Eqvb7ca4zNTh4+1NlvKYaPiiHumYKkk54UgRECXZ75SQMgl7yIrer2eDKY8TzLkUuSSB5C399azWlJhU+xdPj/VHB+fOSrrMyCk0FZoPTMz09pZr09OZJnhVtHaugKuMz03owU0GlW2RZ6aJCnCauB7wK6wVo/MU8sHsqx1Rkp/AtZKEYJzrjAFOM7zXJBAQGRwolapz0zPHN66dmFrY22u0hRoAQyiYBS5cURojOEylZfwvXQDPtDR8mN/HZgdABtXJGmcZsnE2DgJwQ6QNLwJIf6kscfDeOFS8IpgrOPSkfH/Y+/NmiW7rjOxtfZwxpzz3rzzUBOqUJgIguAoihRJiN2SGFIPUsiOloeHfnE4wv4JfnTYYfvJHeEHhaPDEi33oHazm2pJLWogCZIgCaIwFAqoebrzzTnzTHtYfthZB4nCUCAAQrSaCURF4t7CvSf32Wftb33rW98iIkAgxpBJjxjPikIPBkPJGWNMFcV0OmkuVpBZbQwRcC6iKCACziVDZDwiS+NRL02Taq0ihDBGu7vT6/WE4GG4oI0hIM4ZF5KsdZ2w4/GYcw5AnvScuYIUEgJ/mGZ5oYJw1plLgIT3ywPe+unmA+Lb3SmafwoBQCu9vb3NBR0e7TMGBNYtIYJFBK3yPM/q1UpnedWZEFtjgAznzJfckrE65xwxCGq1Jb++dvfO/sFBv99T1fpCXGv7pmCeD4iAJBFJMkQLUBAhORuIN3we8I27QwYMAQcyGhkBKKUyAiv9GAAtGbSKcRaGwXA4nn2mWZI26wT3fd/53h8fHx8cHGxubkopXUn0F7D1Z/SqkL34598aHx89cfrMl//r/4FpZVXR6Cw2F9o88quCqaKAQi62/Xzwpz/6y+c+97V/aJSU3CdERA+tJJJIueShRq4FmHtjhH3DBHkYLzfOxo0zD68+89V8Z+fGa6+/8H/98dLS6tLJkwudRb9Rg1qorVWCMcFbp9a+9ey/bW+srDdqB/vJQjOq4OTgyu3l9ScYZwbSjPzA9yJPGlerRdTWMnT1BVe0ICJzGEBnND1lBIzHuiGUHcaD7MVvfXfls597edLLn/9OYEZ041ZN530S3aVzvL621Vo8ce7TwIInVx6WL74Cv/ypB0U0AEPcNR1lignBUICBQHiD40GzXWcC6wFMtAUe+iI7nkyKHz4bTNXa0+vocaMhCthW0GKT1MG+vxvC3zAMrbWOsnUHXBnQ5ifoImKtVmu3205dmud56Vg/j1Y9z3PTj+/evdtqtWq1GufcyU+dWkxBwj03AAAgAElEQVRKWU4GcY0iJdQej8dBEJTDk9/f2s7n3kQ0Ho/r9fr8RDoAiAlgPIYgmowH33v2z5Lb17ao+Mu//tYzn3oaACQXxlr+rp3o484nzv7m6Z0f/E17q175xPnhtL+6OwqnAjO48eLF4+PDhz7/jBdLZ5kWSK6s5sAMIXOdyWQf2Fv/U4FGV5p2S5dl2e7urrVWSlmv18sP/hHv1Z8H39+Zz39WTIGxIPKAgbKIhIK73nCuLTcGPR4DpIiS20KAOrzz6rLHg6ilbQqEgfQQDXNw2mggwxgAeoRSWWMIBOfEPQRP65xZFFwIHoNCUY0XN8LmSgeykbaXms36nTu3qtX6eDy+dvsWz7pLS8t5Nj3aT9OkP06yU+cfD+QEJgOPABRHIDCmGI0mk0mtOptsBIjT8fhgb4+FzZXVTlyPQZBJ9xsxeFAc37w86h5zwLOf/SrUt8EyIkBmLNrjST7JjCKwUqyeOAmjo96oOx1xMGm1EgEZMlhk09BH9JhSibaBew5dRHCxwImKsixDBtKT1lpiTDApPH86nuRpxgikENLzAOsygM7SZnp8MOh2q7XdRlCDOEDmWwANJCzleR6GkeDCGPvzpv0lIs6ZJUjTNEmmtVrF9wOjNWMBICNjQb774+RyJHfImSRJjOujEj4iaqNylWitOGOe9FutBaSZpFwKGUeV4ahnbFGtVhkIbZTS1vM8Y5RFJgRHZNVaZTgcEhEXjBHmWSYE9zwvroQEdjQaMSbdHCYhBOecIXpScs7TNNVKeX4MoMklb4gztwSGJWx9wDxwfAPyvm2kZqBLZhUJGEet6dr1K61m5cT2JnDOpIfoLHqQIaZpQuNRENa9ICJr8kx5HnOZvbUWEaSHushQc+SNoL54OlzLkqQ36B4c7k1vXK1UKq324sLCkvAC4J4lRVQgMiIQzCcgAAPEy2kERBadJZpTu4MBRloVvf4RANSb4IVVl6AQGa2VtboUaiLCzIHOWkeBV6vVSqVy8eJFzrmTQf+n0BL0t4ZXhpP49Z1YeNOr4+LE8iNPPgYCCMiwPKPUait8H2wokX/s5MPdvV0YJxwbXKLgAACcfCQC8rjlxoMEoADgAFWAQAOQAM5siKmwgFEWtzdPP3aOseOLL//5v/wjafTGSuvhc9u+L67eeH13d/fc17784tWDa9/45tkvL/373//mM//o1xYD84M/+sav/4P/Jj55RjDyI0aglFKhnBXESeclC8gROeda2yQC8IzYO4DrrweffNIrsh//4R921h479ZVPQU1OiaK4deVP/uXg8vMf+6UvTB769E+e+/ELzz9Xke3FJ06YdBR6+/o9RjVjEDlICdoCQzAQh+Hu4YHne/V2DAUIyQ2LlB60t7ZhfLx+8mSWGaWhWgGJelQchTYumfi/Awpgp1ly8+qcjfd8TCuKYjKZ5HmeZZmbiORQbxzHc0VCdJTwxsZGOXkhCILXXnttd3f33LlzLhl2CHueL3DaNje/14E2z/MWFhaazeb7RmzuYkpifjKZtNttIUTZkIeIxACiEAgpLx5/4smVZ34Fdm798//tf7ZKo/OVf0vr+31XMmpuqdrW6u880dd6XyCr87BOXnccIXto6ZE/+/N/feEP/mCx0Vrb2Hz46U8wQOmHzIBgHIQHAMiYMfShnPcl/HXSDs75eDz2fd8Y0+12L1269PDDD7+Vd/95hL/3DV2D9zWG501/XxRA3FrI8wSFVWAZIJccgdHM3sAggGAAGtW0OLx12yNVJIO0dxgyDfFmEIaEAgHIZI43YkBAGjKlNMmwIZlAQ4i+MUAAggkuBACB1cRXZZ2a8RpRjnF965EG52Sw0lhoA0AyGnd3XvTCcK3dzqZTrTKbdgc3X+pfe4EzjKIwzwtldFEUWVpIKVWlCsCMmTkyRdZOprv97GYaeMRh3D9eWFmpVSqD4720MMudJQMh6digAC6QtEZLUYspxartyPOH4/TgztVMFXElCD3nEom+YJ7gQNpqyKYDEjWnYSqnbLtHy5UVLJkoDkM/IGtHk0GR56EfEONgaTqZRHGMIhIYyLi1ur65d316fHgga4txtICI1hIBFkXOGPM8j4CsvR/+PrCm9rPex4hIZAtVpGni+161UkVw49eY82whsO960FgiYEgEaIxOkkRKj3NRFLlrGPS8IAxjwTlDACDOgIyezXUyRppplqaHh9MwjKMw9jyJCMisNZYx5iI1EY3HoyRhnifDKBoOBr3+MUGzWq0yRKO10VoVhbscB8usMYJzT0oXhO29lef3Fp9m7OYD/YzovpL0W59mAAvkaFcga8ma82fP+CGXHuNeZMErFQiWyFrrSQYsBvKAKAgd8L3HLgNYIvSqhGiIDFlf5EEtXqnU2svTokjGg954dHSwd9f34mZj0W9Uolokha+JCm058xDFbAq0+6VGF1nOOJOeAG2RUTYdp2lqTcEYjMdDTPM49CTn91CuBWvnHKveOPbm+9+n06ljd0pu7Bcg+EN/7fcOj/NRHC3yQLJOaySM8HmhLZeeBZFCocEuE4k4yEAl+Qh8C1kfvMAgIwQgEMSBLBjgBAIdUQLcmZEyAMYsDw1ATsS8ugLbNZPqk4/9xmYr6x7efeH5Z7/9nUqWNxhfI9v7xvfO9MyppuLd0ZbR9d5e4WUVkUUNH5gCyCGfkNacCEADIhjjcw5EM49psmC0ZqABwJrhqJu8+CMe6gXWS7tH5790DioRBCFApW/8pa0vXbhw7e4htR9b/twzv/WKnr7y4o9+5eNfKkINrPvAdStU4XkSBVNJLn2hjRKWg+BhLbZH1Bv3cyo6tToiDPS0KWR1a/vSX7yyrLQIQp2CtYCgGp7Qiruq4N+N7eSadx0ROxwOi6LI89xNdTbGHBwcDAYD991GozHPrc4Tw3meB0HgjksXLsIwbLfb3W7XiRmyLHPYtygK3/fzPL9165abn+eGqDsNq1JqOp1Wq9UPoh52OXmJCx2JMK9UsW6KKVB1cSmiAKBIdo9arQ4jmReFQKqIB9xcaYEzUAieFCEAA4gBokoMuohWW1/9lU/t7O9ev3rr4oXnGvV4/cmnYZqBZMAsGcIgms3P/pBYqtKP2XX7Od5Xa621fu21186fP1/mAz/X7O99h+iHcLnMgDWWSOkpE8g4szNqyhVBDRkCIIaoMzU87FFWnNpY299JbABQDHZuXdk8cVLKAEghMbAWyFKaHu7v7N65LYLq6fNPhq0FybjLlzhniGCVAWuQC+Aiz8EPfKQC9JTHIZi0vXEagwDStBa383y/d3R0cnujvbkJAreYGVz4yc6d65HvGYGaQFnqdrtkoV5vHHWtNUgEWhvGhJTScj2ayCIMLdAoSZfXOsAhK1RQqS6srBFIkjVNkFkjEb2gBl5c66zxoApCRM3woXNnfvjcc5defXl58wxYA6AQPASwSuWQj0ejSmvG+JayzjRNx+MxEdXrdQIzGg2ODg/I2FarvdjpgDbAuVW2yHOrDRngIMELo3an2du7ubvHDw42W5usUgPknItpPnJuskophJ/HYGqMydKsKIp6tUlgEBgTAiwDAmD0IPjrcBsSWUvGVdmCwDcaGAOLxBAJrDEakTjjZDRjHNisMh/5YRSFThTR7XaDIG7Um1L6nEvGQGtLRN1ut9Vq1uu14+Ojvb09IvJ8kWXZeDyOw0qz3nbBeta0UasHcZyMx7k2aEmR8XzGiFlEQIbldAj4cATY6KAEEoBFQmAY+N7B/piLqFINDSCABAS8N1rE92XgoxBcG8uAWQWMAeNQJhkEoC0YAs4BBQcFwAQy8pnyhKk21oEQFBt3x7dv7R9cebW1trC+vhFHNSlCRLpvAC2hnU4nnLMqi5ERAo5GI0tqcbEtfU9bnmRmf38/nQyEQCCo1xsl6Md7MbcEAQ4BLywsPPvssydOnHASiF/g1J9VXtqufOK3/36uaTBMBzBeFx1A8IXVRitCKQICVCGxfHzyke3R8eUL3/z6x37r94hSi7EBIEYcLJIhRkhUtZbAzMQ8AVOWNHEiLgEiNNooAyZXuUaPN1tRFH9s6wT71V+zh11MU0Q2vfzK4OBlMxlc+Y/faMbh7vWf7I7vjifTaxd/uPX4p2VTA2TMFEYpsAIYB86d8JGyVCklPI9FEUjeSDTLMrZVk4Hq/fV3s96VT33lC3h2VXs1NUpMKAmg2orNtA/FhEyRTqePPf3Ej+/cOb513bcKRncffBhKmVqdJcne3d3Yj1ZXVwtrktFoOJ6Mkkmq88TmePNq+Oh5E0rgcX1xSSHr9nqtDjIPLFkGKcJEa28ecPz/Pcczxji9b7/fPzg48DxPSjkcDp2TgOd56+vrroYWBIGUcv4jz7rArXXQ1v0opw+01jabzV6vd3Bw4OSCWuv9/X0hRL1eH41GnHOl1LVr1zqdTr1e11o3Go3JZOLmCn1I9A253zvfts45nyKretxkVABq4HGiMxaS9RGiqmyQYmjeHr6VN7qTTwh1JiBgIkxNwGMwAEqBbwFUtL1+ZnPpzJNP7Fx6/eKPfjDa3T/19GeENDysYCBIG+KoEb0P7/aVLUlSyqWlpV6vJ6XM87zb7V69enV7e/ujocx+Ovh7n6Neqf522m23n+ZJplKHWlo6v/vP19pHxMGgN+iNH3roIW/+dAZOEAMjBoSgeGw7J7fMeiPt3a6uLt+5/orQql7cuH7lR/WFKviCxQ1j/GnGCsvjavXEE496jSXw2xlyBMGBgQBFwCwA5+CSJw3SA2PBEiMWMiAQMQgEYBAwAGxu8G566Tsv3X7s8YWFTg0pT5trtaBGKul3jy1Gjc7Ww08vAZfEhAgr1jAh/GycSe4J7oG+bXW6c+f6YLhvQ/b6jZdrUTSeHgniZJcACzKpR0raDBGJB2tnP83RU1Z5umDj/tWdQ7+5srW6HVcXVQZWZFk2yKHQjDPExvpywCrzj7oLeb7vCyHCMDRaLXdWaKavRm2BcQGI4yJTUgZRqFEhs55mvNaub5xsTpPp7o2updb6Gc5jKyOL9fG0SDMdeJJxZDibKeoISASEN/NnZa35vVcS3l9onpk7QsLAgtbNSluwGIkDcgCHUIEBZ8Df5ScQON8MtMbkmROWGWOMk52ymYaUMT7blcjlG0wq98GmiOhJWmhFpm6yLBtPRnBvmBlDFks4ud3mgnOerq5WAeuD3tASVqstxqQFJOQGGGdMco8bJz4GHlSMst3xpBYWJudpmmttwqAG3CMORM4tTZBlwN+oAJbPZtkEOXO0sBaR+36YpmmeqyAI3Og+IkCcs2FCS9YaRRyjLOFQqzBkcxOBCACkY+HAcA4AhglePqnsbQOKBPcIE4tmlC4CSQo6i2cWT2zng8Hhrb0rlwGgGlWiKI6jSlipMD+YgQ9fRbV8OEyyvpBepJT1o1oQhSi4JiDicSDjzfqbSooAyBDAMiwz6Dd1hHQ6nS9+8Yu9Xu/KlSu1Wm19fb2kh3/RDPchvlq15mKzmWZFOkrGR8dVrSE3UBTA/SqPIQWwkFUVgVl86MQz7HMvf//72asXgke/4GFsGDAgBA2WlDSeIcwVWgvMggeF4BmTCNwD8BSATJCbgHiMEnICzUFUDVLabGTNjSmYAszJ7Qj7z06FeexX/x6EK2B7274B2f7J17///3zrB5/+4mMbD517+eWXX3311Y2NjaWlJbdbhsPhtWvX+v3+5ubmU0895T/x+BJ0YDAx642NX/78xvdvDPevQsxHHhNF3qy2U6OUyFl1+KX/6kvQWNBeKhiHi6/7+wf1oYWjFMSDAVOmi+t3b+Zptry4lE+z1y6/DgBpmjbarY9/8ilETIrcHh+m+TQVEr2ABYEiGg0msSJr0djMY6mQqt/vJ0milPrbnar1Yb1cl5iT7fq+L6VcX18vZVf3yQlcK9sbGcU9uOKEDQ5Gl7nBdDp145GvX7+ulFpcXByPx04WXK1WT5w4EQSBs47xfd9xlkVROAGrK+W/T+AlRHmUuAsoz033JgfmMWQBGgYAAY85GMxTAxCoxIaeAPMg+IbWCDzihQ9+W1TAgM2hqIsJAwVxDZZZuhNCf+3sqbWtE8//+d/8q//9ny1vndo6c+7kJ55mtbrBd6eOfhqG894tKLFKq9Xa3t5eX19//vnnhRAvvvji1tbWRy9+ePDQ4/LS3TUdHh4qpcqrdEoO95Fc/uQQM9zz3H7gJ3GO9Ht7e+1223ny31/AvSdyISIkwxh5HA72d/IsQc5kUK21671J97B/7Hnh8sp2e3Grs3musbQZxA3GAkTkwDggQ+SASLORfoiakeXIgYAx4owQNYAVnDFEhowxYAwYTlpxEEgSkEU+G+/dHfW7jWoVQUi/sn36Y63N8357za8tBdVFL2j6QUPKOKy3POGJSkVUvaw/Ho+TU6cfXl7ZRhaEQbNaaWepTcf5wsomt4pjCuOjUe+g0mxyZMoYJBRCMsYCTvXmslJi/6APIMhgVhg/iBZay1FY5zwA8ucRpJv4orWeqRtnvfDAGEMgazSQtUZn6dTqwhOM0PeRCasBLQs8NMWwdzwc9Y3OwkgGnVoc1COfA1BeFIXSyKSxs98nGC9nabroUxSF8yx0qZ4Lvu+e+34Q7AsACIqszfNCCCmlNxuE8M4NAfO1i/mpSFrrJElqtZrneeUOfOC1ObjlyFHGmO8H1UotDEMppOCCMZ5neV4UeZ5bS8iAIaZJwhgPA58jMEacI2NgrCryXKlcCIZoGDOex9JkeHy4p7U2ljgXURgLz7fGGkNCSMTS9cKW8K5sKnfVpXlrScffOwqkhMhv/nTkfB6c+NiTEoR4d5L5PYwAtG9bAnMLKwXW6/WllbVGraENHff6hweHo+FQ57nPOA+CJB2rwuaF5swTwm+1FoIgksKbdcgR3ncB8/frbS1K3AEppaxUKouLi7u7u3EcO3xQZvW/eL2/V0lfueA/Hk4qUc0XwcHB0cLyihdF6PsQhkZw9BB91EJ7XYleBbzFKZ5lAu3ehWgtZFVfMW+PMuBmrHu1/g06uLF38xKZzA88YAFH3wfPJxCzDHXCACzyQgS5jAo/VjK0GPrWj0jWtGgqmVh25tHF1/7tX508++tJ54ykLWBPQbhWy15t/fj/7jJz5xvPyv2dE/U8hl3Vv6YGR5O9cU3HH1vd/vy50yt4dPk7f4Q//mPv8p8FO69nu5PaYqt3/cffOrp2eThdWtwOG+eGilWLQcPorr90afGJbnyyYUI5OoQgv/TKN7o7f2oGewsf/03WfBzJdRbhvbkaCmwKjCywiaGDnV3V7Z1c26zFlVqjlSrrxfH2Qw/Vm3XOEIAm4x6Mx5XlJeMFGkVFyxMG05f+cmkjDeXdycH16b4+vDzp1uodCO8MDu4Ux8e7t6qaqCKGQJHloGHAIQAoiqIcFOxQY8nPvW3cK7/ujFM+CPh7f2oBpz24fv16vV6v1+vzM5xL+PFOU+7mO9hKVGOMcYvQ6XRqtVqSJN1uV0q5sbHhlBWz6ZgA4/E4TdNGo7GwsFCClrK5sJSWzdtHlECoJKFLeWv5FXcZpZZjvoHHp8LTgiP4lPuKLPduTW+rV587+dSvdOOmkuDhO67/LBIKn7GgDnEFJOMAEjAEgRABVAE8AJA17XUgWmZxvb22vLDcnE4Pbt94pd0O4kbAhgeCsoRqxEEjZAA5gIaZWTYjg9aA1WAVMPlAkruEiyVD56YR9Xq9tbW1z33uc0EQlBD5I2MixHuEGi55SpJESulG6mVZlqapa9lxe8hVBNy2gHfotnmrANHzvP39fWNMpVJxP/n+8vTMGwIBkJCr3N69ucNEdOL8U0RFWKkU0+61g6u1ZpULJusNYDVgAVmfhEDUggyAvSeDZEhunLX7lwA5GGWNQg5MAFlDRs2QFXEAQKaZtEyP9+7c4sni/u4OF/6URVFjpXViVcRLYANQHLgHJMgSMEIkUDl4vlXpaP/o8Dhd3ng87iyCNetLjwARjfvaXtrfuX35x99b7bRlFPQOj3jUhKUW481A1MFyq4ixIFp8BBiGkxH3+/XOApeeytQ0yUaDvFprMgLL7j+ESgzEGAN0npVkrAKynCMZxQBCDwqwVEyklsrmWTH1WSpZUWsuLG9v3r117e6di0myd9IcyMWniMtIxlFcnWZ2mmsAxsEIIAbEnbMbolNBZVlWFIUrN7tc+YHi4HnjtveY/M33Jfy0wPm+XzFPlJYls3Jo0HvA5a6VeNY8Zq1V2gKgEL6UiAAU1owp8mxaqCzPJ4CWAUSBAJsTcmJAlhgKBhQGAhm3NieriKwnReDrg+m0Wq3WajVEZqwtkkQpQ8CzLJfSD0O/FOKX0bbsnLDWTiYTh+adcs61j5TVwLd+Omst4/zw8JAxrFYqpDW+ma/66RMVfLuvIEMGCES+U+n7VX8pqi0srRZFPur3J5Nxb3Bda728tRpFlWaz4vtVZNJaIMLZIBecVSLe6fKcIfRbzz8nyHYftl6vD4fDMAwfmKf94vVe+LkSFhwdHV24cEFKGQTBwsJCHMcuw5xnIhljg/qEKCKjmktQHNhL37lYoK1sdKPKytbS2o0ffHvv1rWXA4nci5sLZzub4AXAOBB7820PARCBIzCn40EAhqDBcmM4GOAYxis0zTY/81uXXnvh9NqKqWxynaru7gtXe7/03/6vW60WZj4LGEQAXAEQYJzxOreeFAywaI3O//Ivf7731//h1VevBA2/0Vl58dkfDHvdR08/duZLX4X2AkJieaAwgkLFQm5rQAGa59pLbj13YW3hlG+YrnTg/FMQEDCyDNW9mokgQsaAAIEk8nqlYiZDYOgHATK+uryEDIEsAyJTWK16B/u1TtOgjAsPEExYZ099Jhvtf+8b320ub7TPfxpWTkXbwYqQBbOVdBIggzrc7R3V7hpfhNe0tlysNFvWY07PmmXZ8fGxEGJlZaWMDM5mYb6+P4/nSun8R7zBEPH4+Hh5ebnZbH5YP7PValUqFRcnoyjK85xzHsfxvFmE86x1VXunrzg+Pr5161aj0Sit5e7DNqXyqoy3jmwuD695NzpETNPUqZOdx8Wb1vbeW6XV+sYGAPkSFMEHx4g4wwwGifzm4kYcbGyfuHX96gs//PHG/vHW+UciP4pYpqY580POmSY3lAmAkIDhzJ7n/aRAjkdvNpsbGxvVapVz7qBLiQBL0cHfPvx1j4SbKbC8vOyQQZ7nTrDoagqImGWZw8dxHJck07szcG4h7t69u7Gx8Q4jFe5Rv4AESMAPjwejHM6cPB01IrBFkQ7G2vqVSqUWJ6MhqBQCAsEt8VwDZ+jjvTvkBOWzUWgW0AAQmAQFIhDliUpyxpELMSvTun4gPUWftReak4ObO9euDgbDs48+1Vo5zVsbEDRswRiPyDJE5hwELAEKDbYADkm/e/X23pmz56vVFkGAngdag+QkvbWT/sLKiduvfHf3yk/I6s7SSnP9JECOKuGiCkySNkAMdI3QcMmZp8gSQwgqFWOY0YBGgkHw7X0lFcf2vZFfckB0bmyGEQCzwDDkMgyAlM4GfemLMAyMMdN0PBwM07xYWFnUiTcdHd++0o97moW1ysJWtLDlB1UZcE0ACmyegC6U0cSYi6HuAoIgcKHT9/35id7vBEbL49CpJt7M3r3jzimDCAHNb9H3Ym55n1Sg9IlzZ3NpGPdegDhDce8SABE54/cZxRjLhPS48LRKVTHtHu2FgacEm44GQBTXY+57k+kwSbKiUIgsjmNrNecsCD3OjUPk0+mUCDiTTPqcS0ssy7IkyaRcQCT3lDkv25L4T9M0y7IwDJMk4Zw7Vnt+2P3bwl/GuSnyra2tyWSstRZh9LOIOG/ol0loA8iIM4bSZ5gH3I9qDQCa9Hv9Qc+TQRRWmfABPV1YIT2ajbAmp994a9Ptm50u3iaOlTVHF2p7vd7y8rJ7ZH6BgD8gOefKfdbaK1eu3L59GwAWFxdPnjzpsK/77vzNUr4KYGqyHgLW2+G0MLdevjj8q+91FtfRMEn42c9/Dj77K+BHgAJQgiGlrAzeDH9t5P5TAKAbsGk0csaRaWYtMAaMciGiM9tfaP7wj//HldcvBJ9c5iLfee4HI742ePSr4fHx4XLsMR4RcG0skRLCMC8HlWeDBpet5imlq3d26DO/99/D+poVjAkOd26/8I1vHPzVc6t/bwnYXrPaPFDezsHkybV6YEAHthC5qFQ2HnvKe/hT/YvXd5hv4hXOCgVSgVAAwjXzOecZAiQIEDCK+kI6L0WtjEDwBNe6YGTzZKKLLAbay0cV02l4zBRwe5QpMPzsU49sPPyHv//13378a35n4QBgdTyxgfVs6GNAVCyunxD9KR8VLOQFt+Prd6ftsF6vT6dTa22/3+ecO/OBkkydNxQrnYXK2PjRoJP5h9dtsG63e+7cuXsjHj8cBByGodZaKeX7vuMgSweG8iR1X7fWOsPE5eVltwLz/Ov8cpXvHYx2VZH7qp0OU7lpzKPRqDzX5itRhDOHS0LgnKdZCmQZzGw5P2ALiLOZJAZoBZABCKAit57+XFxf+MkPn3vhwsuf/exnts+clFEMw6Os0KLWFJWGIWaBAzCaGQO+TzmEY+gajUYURUKIfr8fhmGlUnGh+KPZXeI9wgV3cvi+f3x8HEVRFEUlDVyqI5wnX5Zlo9EojuNKpfJeSop7e3uNRqPRaDiC+a0fm954gwQsiOurW4Ffqxg0wHxZ8RsEke/dunQhlsGNF3/SXh7XVs/wsO5xDiAIBRBz95rg3qBgtACMwHIoTJoNjg4Pjw6MMVKKN+rqLrqKzAMVUib9MEuSJ5/6dLx6BmqblqrKRCiQEVlANy4MCBCtKTKGxai7d/futZUTp8J62/IQIQT0gVmTppMJRUEcdqrbT3x8ePXCwe7d7nA0efllVu2acEnL487SZiWuASBIn0haRoPJ2PBswW8gY5xTkSoyFuz9a+XcvLMsc94uiAhgLfDHq1oAACAASURBVFmGNOh393d3BBKQ9gQPfI8hC5mXK8yypDfqAzP1WthaWq82fAH54cUX7ly/WuSXT5x7MqwKQIWkteM7BYQs5CSd76IxZjKZOFuZMAzTNE2SRAjhgum73PokSUqg/AYB+aAN8yYX23lDA0R4EP4tN1gZ70q/9KIo3DSKuaV7LwGE5k2Ry8thDAFQW+AcOJOej55kUkCWjPMsUXmuirxQGQ8CKf1qpY7IrTFaaSdTGfZHQvBKpVKv18OoQsgQOAHXyjDuBUE4mSR5noeh7zBfkiRJkrj3LqA3m02H6qbT6WAw4JwnSeL7fhiGJSfx1qUmov2DgzzLVlaW3Yi8D4FfoLmpz+Aa3Nw/HJggIEsWyBJ6wK0ly4CCSq0pZJZOldICJBfIuLCWuerZPRLFvhO7/7ZJ11tNMKIoOj4+7na77Xb7wzpN/xN/BUFw586d69evW2vb7fbm5maj0SgPfoecyn6shTy2Zgz9/oXnnt3d3Tn3md88+dQjkB7n11+/8NJLT/72P1FcSq8KIKwBC8hkwDgziFhqzYkMzYxYEECAAigYGEYAyAmYAVRAobUwNlziyYdOHHzvmzV1PIr8V3/4k0997b8bAHhhK0QQFqVFN/zYWpjmk8Cz0hfpwfEPn3txtNM9/0tfg5NPaWMoDFQy8rceP/MFdfnbfzn482+e/fIXuOrfevbVYRaqzle8aiyQUEljG2L5KWWUtpW9Z599NEl0bCz6FnwCYQAQ5glDIAJjyRIAuolexhoyRQbWAJjQ44DSq0RYHAyvv5ywJvEYfVarynB5qa7Ur/36V3avvnLmzIlFsGAH1T31oxdfWn34kbXt01VlsNmyDTqhDRBMbH9vNHDBwQUZ1zDtpg/MlxDnQ26Z4SRJ4nwDP7J95TZP2eT9YXHP5Q9xnrvzrG35rbIdzf19h4MdbE3T1C1XSY27qRzOe3i+HOdmZ0gpp9Npv99XSgVBUKvVoihycdhRSG8qmeKbhhMRYLPZ/t61q08yYAABQ7Aa2AfK2NEVxgGJccsjFGFRZD7yha0zz6yu7+3ceeW579996Vkvio/GSbXVefILz1QDn7EAgNtZd80bf74/+WKSJC+99NJoNELERx999JFHHnEOdB+NK6V477vEtUNyzo+Pj6vV6rzAt6wtzqsP36qJcW+yLAuCoCgKIYTz53LGIoyxvb29y5cvLywsrK6uup2hdB4EntP5SSnzXNcbbUBr0TBOCIDaSM/0d3Z7R1MdFKdOrd66ecnvHa6ffchv1g01lKkikBBCW6uVEZ4wpBhjhgwCcJP3D/euXLly+vTpxe1tO5nMMAFjQATWjtAkvSNpJu2NjVuvvx7UOhC3gULNo5SY71x6iDgiZ2AtMDDAaTIaXL7y6spau7O6wpjH0CfyjEULLFXWSk9WI/DIt6v1Uzz322jVtet3/MRvrLRvXLsUevHujevVIFx86EkLxgtkc6FmbXo8OIyD2GgRVWuIBjwxT6A6A21HusxUR8yN/gBjdb1eb1QryWSYZ9N0OplOxkbpQXac5GqUZOsnT2yfftg5pQIqGB6BjYEq3CbT4V64sQVqbJBxgRalQGQI6DrfADjn9Xq9rPK48Tzj8dgY02q1ynKG2ypaa6dMdWXocgRXGIblrpjvsIQ3N3XB3BhxYwwy5gZGBEFgiRgyeteMuMzlkiQZDodOQ5bnuRCiVqu5pzHLsmq1Wmoh3lFZNfONcC7POPetuadrNjodERAY98PYDz1Q+ajfDz0vrrd5EIMbXwZidhqiBbBx1Mjy5PDgdqVSCaMKOQ92xjjngOhSi8FgQFStVCqlp0+lUrkvw3YpqwP3buSv69uYb1G9F2MJEFVRrKyv58nUjyKyhG9genpfOj+cX5M5xfaM8AKcPWyAwMgAWiBNQMBI+JD1e4wljVYVLCAwREaAJXntlvVd7s67h10ACMPw9OnTV65ckVKWM6XKiucv1MDv7zy7ceOGqwF2Op3l5WX3QLmiitui7ghARF/5PPG/+/U/FaH3y8/8F5WHzxVqyDmozcnO7SvF0koBYT6mIJLM86yFwhAASTEDuwgWkBRyBBAEjDTYDDAVtjDJWFnmVWrSi4EQ8iN4/dU0xEp7vRN+/+K/+p+62584/dBXOhvLBWif26iYAnlgI5dCM9J1kUOyu/v8c5deubrcOvXJf/hbg5o/hSCuBFlaBHFt2j2sPP7Jjz/x6Et//PUf/5t/tb7Q8e8cPPOf/xOQ+2AiYDVuqyREwuGYsqjTCJJdeOWv2cc+zbwKZ1gAEiCbjZWZ1Y+Mgck0S7JMGW2M4YyjNcwCCPGdb37z1pXXmDWL7danNkS8fYpvrgBxyAk8hPEExrvNVjK+fTUanYzSAoh/65993Zx96LGTv04AsuCpDwrQ0wK0qizEZ5YXAeDmzZuj0ajT6URRNBrNTH5K8HefmogxVhRFt9t1kbPT6XyUG8w9jIwxl8Z/WCWL+YlR82dNiVvKjoV5AoUx1m63j4+PDw8PHWvuGvLciu3u7rqCvotFk8kkyzJHBh0cHGRZ1m63syxzjKEjj5wBxdraWplj3CfsIsDAC8MwAKvZbBbRB00/EF1pnXKD2iIy7gXV6XQaeRWUcnV9a3V7GwY3ATgwD6p18CqT3iBuLyMCkqukv//EwwXblZUVRDw6Orp9+/bdu3cXFhY2Njbm04+/ffFDKVVxiZejeN3tfGsK6CCOG7f9tvSS2yWloMLZU1+/fj1NU9/3n3766TRNe73e7u4uY8xY7flyob0QR7Ej57TWgBwYM0CG7PT24f7OlXooP/fMP1CTwZ2r1+I41pTcvvaT1lKj0j7HfQ+ZtFYzEEEgtdUMwRgtOJ/mk8nB3u7hwUMPP9zsLFNmWFCdyYydkMwaj/tRWGVmCraA8GCvn64ucGsVcCs5I1KcWc5pVoiwuWVap+Mb1y/XG/XFhWVkAoBZIG2VMWwynliT16sVlEA2s2GHrSysdU4ynabiFS+srWw/vH5KkIZ0NKw1qt3+Ua93uH1i5eDokAu9vLQwnIwZySCogGetzojkW3P08mEG6+b+IkMBDJCxqNas1htgnR4agA6MhclwfPfgeG9vZ2VtgxMziRrvjom3H/nk6b1r3925c0dUl+rrZ/0gJJYTABGzYOFNHf8wXxrzfd8pwpMkccPMiMgRBvMMkBtG4EBnmqYuHDj18PwInJI6mqfoZkm5Ma5+l+e59AJ40JSasqSltXaekUmSlKPh56URHxa3gQDWGCLFOSFQNkm0yhGFF4ZMhEA+0D3sOxvzawEIgTMkF+u5GAVBKDgjskDMNTJGUSiESJLJZDJxmWe1Wn2rKWEZzcMwdLK2siH1rR+wKIowjpPx+OBgf21tTfgBvMPf/CnVZe/2XYvAyOF+BgREHIGc5MnJ4Kw1jMv7LNE+rPAnpfR933U9utSrLH1+9G3IfwdejlB0whI3btq5UznT1maz6VLc4XDoeZ7v+RBXWKP12FMfD7ZOdw2EXt1jHRx3jRGjJBdRs16p5UoDGS48wcASWKe4v2e1N1MeWgLIAVKwqTnaG/T72rJ6ezmoLwDjxc7Lr//o313c7a5snflCu7mB+sTaidpXfsOqcQRjLSugMkAC4YGQQAA6g/xI7bx+5flvV+LWI198GvzcRO0QRDa1AXlmAnGrk9kRmvTxr/7axX/9Ly58/4ebNR/8MUwLCJcgiBTawxQwgIb06iIaR/buX/3R+tknAXwWEIKzDSRHLYLzUiHSZF3l123xmcCdyBTFJ5/6uGTslZdeuPjtC4c/+H6+utZZ2zrX3ljWAKvV3tUX/vSv/qQdhmdoFDz+1NVLe+Fi+KmvfDFJxlZUgkjO1o0TWAM6L6xwQ2iVUrVabTAYdLtdNzPCkVxO++uUbEVRONiXJEme51LKwWCgtd7c3Pwo4e9snnaWOWrsQ6SWSy1H+dQ7ZFJi4lJMWIYIz/NWV1e3trZcuChJYndh7n8XQhhjjo6O+v2+c2TTWq+trbXb7dFodHx87KL3dDqN43g6nZaHXVEUzm3IlaoRiRByrdrtNmiNAHmRwAd2XiNjEC0wOZOEOSpYhATKJhmPY8gSaK1CriCoAJNgoLK45B45BGIfgJ8tRxH5vt/tdo0xWZZNp9PyRvy8aH9LxOC2hWto6PV6jq5zqt/5v+94/jAM36mHtJRMZFm2t7dXr9fdUzedTl1bZVk7cEb2e4f7N+/cjryg0Wi0Wy3GGGPcImkwxtrRMF3bPN1ab4Mae5XFU4snhzu379y5HAo77u4fd9POqm0uLIEIwOYAgpNlnGurijzv7e8f3blz5sxDrc4KGADOAdgsF2euycZy8AQXgAhMr5w49/3vfqexvFnpVI1NbMGkQEYGSIPJQQLzrEomN69dY4BnTj1qkSMErgyHaJFRGEvJPM9jxuZopRV+wTDkQa8/1CJeXz/hRVVPxPt3dsNqLa7VLDKtw6JIH374EQBjyVTitrUoZARkLRjBA5ibReII9VLISAAIyJADMOAcgEhnwBkICYhgCajKra0vVAqQh4fHVt3aPH1qOJjsHQ4fOntWSlFpLB2Pd66/fmlpWiydPC9igyIC5hlgxAQCIrxNd6ODWU77604+xlilUrkvHZo37UrTNM/zyWTiSqhhGDowXbbEuVbLkomsVCq+7+dpnud5XKn6vg9cvBdcVBZhXaOD80guVRDwFquTdw8gD9JGIFnL0AIDsCYviiQrPC4rjTZKDywH8ADnugdmUixCBozZjY0Np6c3xtaq0g1Is9a64mgY8jD0i6IoP9HbXnDZDOcCijvS5sfNv4EFhQCyWusojPi9RfgQxA9vKTW+8VkBGL3BPs96mJAYogWM42g8TqxRIIIZL04fJh3rNlIcx473ajabzr7AdfyUhctfDId7jxhiMpkURXF0dOSwb7vdRsTxeHzy5Mnnn39+d3d3cXHRZZtOmH60XK2q7FP/9HfRmpwhIdhM29TGuWzenoz+4scnv/hVGyrSygsiAFLGAnNxmQjIkgGyhNwaLSAHOx3t33z+L/+DLYpms81QXPzBj5H5YVyV/Gbr4+d/7Uunjy4dvnrr+6uNJ2kQwyg3zRrLk8JLhC7AY0NPTQAMqQ5PA8gu/uAHDz386MovfUH71dyv+oAMSEaMDABABqB4xZehtvyRv/+PPQzT41de+z//F5t6lfXz0/py58u/FS9uToeTmmTTF7437u9aGF7953/4+Oe/3Dr3OJeCCW4cPcGEVhoFv353xxP89OnTvu8j3Ds9GYMi/+IzzwAn4PzEU0/CaCfJ0zu93mSa3tnd3zs6Ns/t7R2+9htf+42A6Wvf+Pe1l58rTnz2s//0d8F6VRCpzg88ERFWNIylJQnVQji9WTkXrdVqRVF0dHQ0HA4Hg0EURUopR3U5Jx/XPuvEEpubm1rrbrd7+fLlTqcThqGjY50MwPnM3GeT6r7u5JHvRd7mYpqTpTnk7fL2TqczGo2cZezKyorr3nvfrsbllbzVFGK+E+A+IcR9351/73BwGIb7+/su2XPo1rlauefC/TQnDe31ekRUrVZd+a5klz3P05TMCgMIQKAJULLBYABIWmdIBRG/7wD6qSeOMX7f6U0AwmdIHqu1gBQEDLgHPps5Zknm0LgrCiKZWe0C5fsIF257SClbrVaapltbW6urq65WWWYd7v18H+FHDX/LvsXyP2u1mrvK4XDYbrfvuyzX6OA6GRHRKTnu29kOn43H46IoWq1WkiSNRmMwGDggMv9LtbXthc5Ca3E6Gva73WQyPrG9DWCdDQQDfuL8GSbBmgyDtlFGcF5ZrZ1orPT3LqXTHbDjoxvP2/FSpbHAZURMciYMMkA6vns3nYw3T56tNhet5UCciQCsm4NACEBGG6sFJyAgA0gog/DE9lb38E4cS2Ti+ObNemu9urCi0+F4sIeohMCjo67N4fTZjyHUGUkwASAgI0DggiT3EAgJEUJAQgMeGp2r44OjKPDDRsMatBZay2sCYG9n52BweO7h854XGGOJZvuACWYtAhD3pWtjnzd/cavnVpghu1eguPcAy9CWikywgItMAljVXojRisO9u5cvvEBadzZWeDUeHncL8k6deeTo+Hj/9nVV5Bunz/PqAgR1ZL5GInqTrW65Td1VObMtBylKl7H7hrs4gOW6svI8LzPm0WgkhJiv5jvTriAI8jx39mqOsPQ8zw9DIiJjHjiTeX7WDiJWq9UsyxyfUSLjGfvyYcBfIG21crX0JJn2+30EDBpV5CEpAObEGozuTaib/eHcESQPeeSHoSp0kqTD4dCPKoEfzXcQA1h3MLwTFVd28rkbcd+y3/fSxgiEWqORZ9ndu3eX1ze4kO9ihPRBARO9AWZx9hXmqn6zYRoMiPSczNdJ9nFu2T+Eq3LCx+Pj4+Fw2Gg0XO/FfOj72a3A3zH46/v+9773PVfVXV5eXl9fdzZSly5dunLlimNGlpaWXK/h66+/flt3FzywFMfSr8Z+TUtPTeHo8LV/9yeP1hev/sdvdXpJ8I9/O4yiYjLgQWSVFp7PhTcbVO4MyLPDwJccDFBmTXb37u7v/We/C/UFiKpQIKQGyOqF0dDbrlG1ttgH80twMPrr3//9xx+9EnY+K3k7g73IWwSwDIICCkRrkF384auFba588XfAUuEv9cDfsBYYGYRCcA1IAEIzzzDANiz4Z/7R7wD/8s7/+wf50RRJp4c3n//j/+PTX/rVta2T+9/6m/1Xnt9+6GzjK/8lXMguXrnR2noYJEcDHDiQBcaEYArAgvb9IPB85hz9EMggMgDPBwGAFsgCcbN8PgJxdh0BLaAy+aB38/Xb/2KojhhZNQ6b9a11k6Z6f0e0ffCVh1ICIIJh4ERUb+sspbVeXV3VWt++fbvf76+urjovpvLoL4oiyzIHzqSUq6ur3W632+3WarVWq+Uo//IUUEqNx2NHLpw6dcoBnZ+KGnQxKs/zmzdvhmG4vr7u+36z2Wy1Wlrra9eulf2U7zlcf0SvRqPR6/WGw+HBwYHz4Hf+J+Wnc9SDa3lyecL+/n7pOHTP1GimfyAXgYAZoELlYBTnVBUhGE3gfaDyFM76+xGAvxFknTxNACAwkTN/js2ZGQLcAxAG3IaC9wN/yz/jOO50Os77yyXMbvye69hWSv3sRGgP9v0tmUWnanBUv8sdB4NBrVa77+KMMc5lyVqbJIlDMPN3qCxkOw2xU8kAQLfbDYIgjuMSoCilLAFISdbWqxUp+J1bt9bW1u5RRa7BSAFnhnv9zBgWKgw9v4JG1BuN2Pey8RFX/XR4pJNx0jvYv3193N2LOPUPdwbHuydObrSWz+XKchFwEVpiyBgwRsAJuTakDUmjgCy6iWukfG6Pdm8Uo0O/GEyPboZ+xYvbxWRwsHfjeP/28dEuR3bq5HmvtgJFhCxEcBNlOYEFJCILRAwFgockGFgOqRr3Rsd7K2srMqqgjJRFYD6TQVSrdxaqySQ52D+OojpnkRABYx6AJERL1hAJ7rn1d71cjnovxZ33xt46xSQjRESByBE5IQcmdOEx9Nwkuaga+RJ7R7vVWrRy5sRkNNjrH64sLFS3TzbjGHV+sHsnT6acYRBXLJcKOUPGkd/X0DrP6TrW1sn+HIvwVnWmu1TGmJQyDEPnQeMmTLr8z+1A96a0WpzRzGjiSgW5cFOOEZnzk3h3asFtUVf4dpeUpqlbRpeFu0j9Hp46+yCEpxB0kadpMtVaS8+rVOpRpW6JEQnkHJDeUD04LTVaQEJGxAhMzjgX0uOMFYXKC4XAuJCccwdfndNE+YTO2zDft8Jl2HXG72+lfhEIiBjngGi0SqbTKK4wLspn9u1W44OdN0j3XL3J5YQw84VgAIwRy1VXKx3GMRfizS6/zgYG8D2IK969Uu/O8larVavVJpPJYDCYTqdBELgelLdG6l+83umltb5w4cJrr73mbJVPnz7txs+6qQFSyizLtra2Hn30Ud/3jTE/+tGPkp3LOE1CEh6JehSIcbcYHX7rG/+muba69aUvLa8vvX7llV6WqWRSbdaF5LxQwvNmkOCeHaYPQyySfNj/3l/8xSsvXXzys7+8sHUG/CpgSFagCCGo5F60xxZBi8gaXV8ytdXR4c7tmxc2H33C+nUi8lWVJnky7HY4VEyRXrvx7f+PvTd7kuw678S+5Zy75c3Mqqysrav3BTsJgBRFiZqR6BmNrJEshmOW0DxMOOz/yi/jmBc7wjMT4bElhUSPJJISRZAiQRILATTQaKDXqupacs+7nOXzw8m8Xd0NoAFCDBE0MjLQWVWN6sx7z/I73/db/uSvvv5H/16rPiRrHmNFFJuF2WkFzgMRYOyAg3uQLYRdce/ge99+6el/8+/Wfu2rO1/69eRodPSDv5sc3Nq9/pPn/offy88/ffjS26+8/V7n1OnehUueYssKNTnvgy2P9zIZTzt5niVRMLUBxGZZQERAAiIA3OMcPHMBYqDSehTH2cpGplbeefMOxitf+Fd/3PnS12b37rz9Vy+tbG3FW+soPq2hVjgn7DhMHdWK1COCpcBmDIXeoiiCfdNDq3pguDYEoTzPw5QZDofz+TzsO6GztLu7G5KBi6LI8/xRD7XHYqPw4t69e+EYPxqNAqkyGAAXRdHv908y1n55ZmgwNOh0OoHyt7q62mq1AnxqzIUad/bGZ2MymQT9yYJ5BTX5yBEQevRYE2mcHfzgb7e3LuL2GSaPxsgSm/58VyB4CQDQYs0F4QW6RQAEZEE2iI2cBgEo7FeLEoQs3at/fgVe6LYFxXyohf/0pz/9zne+MxgMjo+PB4PBbDYLl+UXUf19PPw9GWpQFEUAteFFsMp76KIzcxzHQUoSFI4P+acQ0Xg83tvbQ8RAGxeRg4MDY8zOzk74snEpQiIE0EQgMplMq7rur28QkogQEgoyswAZD4lKEEmjWCNRkoCOVdLNV7rgTWWQKHLOzKbDyfh4OD4sq/LJ555POmsO2pGOkDiEf4F4EeudBYS6mg+Gx4PbVw/2du/t3T3a3x/u77r5RKqpVNO7d29aZ0Fj5Ubjyd2yHAOLkL5w+el4dRu8Ah2LAKhawC6LdeGUxSAh4dUhzsTP9+/c8B5622dQZSKaOUXkAGQJXVUUri7zNAIzAzTgjBdBQA8qsDXKysznhbF2PptHUaSV0ooJJYxRRBLBpY4UgztC0PQjALP1gkgEQOAwjrPeRr/TaZPSo6OjyWiydvYJ0TnlvU5/PSXau3ndlbNYR9zqWs7BMQsiggcRFEAv4pyzTEzI3vjJbGKtbbVagV3wkFE5gAABIfoAz5GCjxgha6U0c+WM9642VV1XgKIjFccRMYlIVdfzoiBEASJUACQQNGR40kHvocEZRmAgUTT6iUCxDZZhQdvb4MjHch2XdnriEWShBfTiPaKA987My2JeVBUARVGr1eroKAVSzknIhVuqtyiYB4evlrUtQiLvQDwyR1rHIlIWM+fqSAuSQ6yMqUUcMzFT6JZ658PyJCJEwZTCLyoICMYYItZaOeeZ2YNdcI0FPQAAe+d9bdIsiwTGR7ut2IuY2eBIBUNAWAT+LZe9T7nfeER/ggghi/xpcV6cgHdu7JxL0jSI3gA5fBKP6JdlCPnw50LXcfKsggIg4p2AQxRCV9eFtZXSJGJ6vW4SKxB75/aNspxmWUakPmcAf/xt7Mc//nGgip49e/bs2bPBSzsQSy5fvnzmzJnz58+3Wq3RaPT9739/b2+vOy9mU3TYI273OjmzLeoK+6cvfO2f8+o6nz21dfn8/ltvvPfG63evv7vT76uVFbAOmUDIA4gX50ENb+No+Ld//s27d+794R//+7XNC6q76TCluINxG5IW6AS43QXMGEmDx0i039ziN3/4rYtb/Xh10428VoIZv/PXf9q5936a4o1vf+uFr/xm9+JTkK8AMwvqucFEISGDj8BFICjsBY2Ajok0kMZr3/3O5aeezZ77is3PeOj2ti/1Fe+//YZQffrype//5z+tDsq1r7x48Z/+U4hbRseWYOa8YlIIRGRrc7B3r5VEWRJDcAImEkRBFFwuR8hANBaVEsSKkBnQee+UinvrZy49/+X+c1/C7kY9MtW1V3hc3x0O4rWVrLWCBkihJWh5jR4Nk35kOIc0K2PM8fGxMSZN03a7ffJE3ezLJyOuQkVWaz2fz2ezWV3XaRpkCfMkSba2toqiCKyYUP74OCCmYT547/f398+dO7exsVEUhTEmz/MQ1dZQJUP15JdqejbvP8/zUNCBE7FEjbdDExkW+p/Hx8ftdrupEAX46xfwF2omwmm+f2syKKMnnoy0QgABfRL7/hzw1wcjdvAoDsEhOFwY/qBDcIgRWAWigBQAS1P6bezul8j5571QzXWI43gwGFy/fn1vby8wY2/dunXr1q2Dg4O1tbVer/ePU/09ya0JVLnQ+wj+vh8hjZ9Op8EfrRnxYcKMRqO7d++urq5ubGw0SdyHh4f9fj+A6ZPlq1C6JETv/XxelFW91l/3AsxKPCASoSJgBUQiCoBEFvInVMAtIMq7nTjtvX/9For0VltJrs5dODMu6tX1MxSvAjX/YlhqvIBDkqUUwfVXou7aWm99s7++1e/32610tbfSzZKZkd7OuRrre4c38k528YmnsrwX52vH45owjrIcmY2rlbZIQkRC7IVFeKF2Jw9gAeZQje7u3lvbOtta2fAQI8UCRIKKiJFYUZpGUs93b749PrrdybWKFSkijASUc4SM86IGgE63nSapUqwUI0KohYYItJNXFJe28IvMADRE4UTHiDFSxATEaOfzg917aytrev28p4y4RVEakzez45RFnKSrmxCteqBoYWUFHq2IRwqsIAALxXzuwEdRFAgwjXvD/eMQegmgEbnBfktTAFGEpDGKtVLMTFmWxFGEhESsdERK6SgGQWO9jhJiJQJE/KAJwwfwko0xwWImVPjCW2psqpMkCd7JBk/tDwAAIABJREFUH2dBwUUVCj2gDxANyHuPAkwoxk5nA2NtFKft9moU54gagAEwLNeIhMgItIS+yyg3xNA0CHEcC3tQ5DiJUawxcx058fO6Ghrn0zQV8dZYZoXItCiSegCPCAIe76fGiDE2fFiRwKK0zjuPSMQ+ULqElNIgEiG6ajgf7d58563R8VGWZEnaAmJokhMBP2VHalH0Xa6iAfIigYAPL8rJwbyssjRTKgEkQRYkAfaAArTE3x/6pJOsH2ywryUWRBCxRNbZcjg8vHnj+nh0fOf2+8wyn43Xet2De7tVbTrd3skz2+cY97E9336/PxwOL1++vL29HXa1vb29QHz03gdGqTHm9ddfr6qql3UnPtdr59OVzX6vqxOI0nbr9FMTTitMUqWM+O2zG5c2Nt56880oTlZ3ToMX4AgAvIDz4LzXt9783l98E5B//xv/KuluqG6/dOR0MgcaFNYxe0ZXQ3q0TzQv4zTyNfm7Vo6L3TsdM0lOrd25Oj2Kx72V+PjtH5XXX12dD+7u3b7wR384V7pOsxIkImBbjOJIA5ITtI4cKIBK8QiA0epi6vf3X/7Bt178za+4ZAt0z6jEq1yvtvuXzg1fe/X4zase6fk//P38ypUa1a3jUZyvGAAhJPAawdf1bDQ+2N1vtVp53kJSXrwA+4VTPYQBH0oYHc+EUPnSySwmnyCxlQp8HTEBUSXFvdHtl/78ud/+revvvj+4c7C9ukadNoNKRHlWToP+INeUQKMKUq08z0PB0i8fAWWeZI41cZLhm7PZbDKZhKid4EtjjAn3fTweDwYDAPiYcRUNog2QOsRQR1E0HA4DgB4Oh865IBB6KErtl6cAHIL0Gq7zSYze0NJO0iEmk0mgyy+4glCRjxv4WzKhH/ehfvetG/rKU3krBgcC+qGi0id6k24hrQMCD2Bh4YMmACxEHsABaJjf5/ieIEcE4xUPJMG451McFZrmQ7vdDvyCpk4ax/FkMmHm06dP/2NWf8P0CC2MwPJ5SBT50EQKEXHBZLQxuQhJVLu7u3Vdb21thfJAMP6YTCahl/GoOqphwzjnDg8PwxBpatIf3aEm9kC2LqvJ0cHFC6dHh3c2Tq2n6+tH94Yr62c56gikiBya5gDoPRAqIPbOE3GrlXMUUdRG3UIVAytkgjg+unckcbZ95bmse7qeR0my0eqfV9xur57qdvrW03gynUwnZV0YU1nrvAcvBMiIwISI4p0hdOCq3dvvGyunL1wC0gKMyKEZEfZta0rv7L293fl0nCYRK7ZVrThC1ggcqnzz2ZRQ0jgGue+MCE3270cnqIFD4MVYBkByzkwR3d1bN53126dOc9oOeIpRxNTDg73e6spwNqscdla6jIxeRAK2QO8FgRgVIZm6nk4nad5q4tEfpRMsMpnhPgMJTljFIggyEIJWrJQOkpclUYDCICSAoP1qmmsn7fY+kMkznU5Drs/JwkYILAzY9+T69Xjq7+IEvLCzFRHxXjGDQDErjJ3neTtp5chaQlkWP2Bmffg24B9obKGg+LouZ7PJaDicTqfOhcsQEQbWnUMGEeu9weD6IQi4SA1HRGuNiESRXqQlQ+W8ZVrUJBQRiCcCsTVqXRbj3f29Tm/9/JPPtbo9UDEgL2vTID/3kf+ByycPrYTBTXM2m8/nc4K6rl0cZzpOQ/UXFt06hEUb5SPxr/jFP4EOQAREvBUIrkaursvpbDYYjvJ2Z3Nre2W1t9pba3e6WStnpYuyAuBOZ7XhPn4Ofz+QPRLMsAJsCoFYWZadOXMmaJKYObQvR6PRt7/97a2trTzPmfnixYsAcGfvUNLsiWefvXBxtRUxGi+cVKKYfF3XiBQnuVQV9tZX292Xf/C98t6drYunoBoCVjDahcEuuel/+g//8eLTz73wL/6l2txxpB1HjpRFIIRYAaJ34hlqPb0NR++Xh3ty6+bVq6/89LWfwGw2u/769oVT0x+8XPq91Y12i6yfTt669q6srJ/64lecTmsQQBuBpQgL1LEFcugQCkQhQiGo55GuYbJ39bvf6vXXOl/8MkC7ktgyVoykE520+72Nwbvv12Wx//61m6vr2/2NXMfW2Ugpg3Q0KffujmaD2fhgt7+u17c2OM4BCQlDZmfDjQoiIwGUWhg8eU8KK0BrQNWok6ywU62q3Zf++tVv/smFP/q3+osv9LIuzspXf/bK8eTo1Pnz6MBGycwCAaj766w4WEyV4PU5H413Tu0kOmKtwkYf9uWHumqICOKIEMBrRXkrW13ttdvd49F4OB7FkdpY70ZK0qwbSBSNZVhTS25KvA/h1yZl4/j4OFTcAs4OaHg6nQ4Gg263G3riv5zwtwFC8IBRpoQP25wimtCl0FoP6vCFOb2bI7BlLgGUQxL0voR++/iV13sISVSPZjOV9IJF0s+9Ri2XygbaMiCFGseiWy1ugZBxyf5d9iiXpIifsw7SODuF/TosJq1Wa3Nzc319PfiFh/PD2traqVOnfhGxRB/3N94P1jph5fuQdejJEm/wHA3+juE1AMznc+fchQsXhsPh9evXJ5OJ1rrdbtd1vbq6+oEWSyeNqYMhwPHx8fb2duDtfWC094Nfa+9joMgZr2O9kmpyNVSld45V4jECYDlBK0SkgCmXSVqede6APSADsMQgrhzPDyauv7MDUZ9JnzmzjYrBx0QGnOeIM66jtAYErfXx0ZGxFSuKYxUniXhBCaIfjyjz6XQwGq+ubaKOnQVW2sl9ZIAIrDR4OH/58v5NfOPVl+Fd2djcPn9Rxy3kyCmKgClmiWNFiPIoQfNx80GAFtgtGF2I41jPJ6Oj4+G50+c5bQMgU+RFnEgtaurUdnft7Mrae3u74914ZedJwAhJA0ZeGFAxQaDsq4jjhKuqiuP4pLHiI7PvAaNebIA/Angh9OC98x6AxCMQIYIPWigBIkKlwtoRGMPNqfpkTNFDG3ZI2Tm5apzMovx4lN/m7RIAoEhotBMQEIj3BGSdrWoTiHRABN4jBP3sJ4iSQBIQWqzsIiAQxUmHOseDklmtra3VVg+HwziuW1k7mAEDOJHauoqZUGIACfXghk1kbOXFMLHzlqWOiBGdF8+IAOK9ZdZOvHJikddPn1/rbyJFzgGKJ61PYF//qQHwA6nFCIBIpFjnUTsHAPA2YTW2VsCdXHUf+T8/9Ne7EzgbRCwSEqK1dfBvYtZnz16oqiqKkvl85j28+eYbaZoeHR298MILcdwSeShF+XME/ABtOiyS7733HiJeuXJlMBgcHh6eO3eu1WoF3wCtdVEUL7/8csAux8fHGxsbwSa83W7PXdWLbMsf8Vy5NFVJLt63CQCoFYX4McL8NKBZezZ/4t7eqy9/H4qjJy6cNdb+zXe+s7d/kHe78akvbj71RW73QCVhU+LFuBQCT+IR4I03Xn7n//k/ksNbLQ/x9pPJE1/89S/+ztpWfu9v/2z3P/+npJDTT/wOvPX69Zd++Op7u1bnX//6bwFksac4NDkYACCFwPQlp1VJGIG0a5egiJ0e3Hv/9vtX//k3/liw66M4Zgxo0lp21OIrL1xeXd371l+88oPv3vtv33y2v9He3EmsnU9m7U53f1ol3bWdHmu7TjQDiJpaAIZc0gXLmQE4/FqX1KoGZRVgNI0IGVIR8LLCYMa371797pPbMT/1Va9k5YXWyjNPnNu9/eZrr/3Zf/xff/ff/s/iVNbKC4EYFqE2buGlIwQ4GY8mwxGBMC02wY8o1wEAES/K0yJaKY1Kp6hauTgXK6+5BqkE8mCvfnR0dOfOHUR84oknTk6oh6BbI0sIgZf9fj+4jBHRmTNnJpNJ0Ag12Pck6vjlIT88BIea7z/qE9Bsjo3idvEjIDBV7d0wjpkpMwBRbsmf/7Uv/eQ//G+ynbd/+/ef+80nT54fPnGJ+v47Y4AHXCCWNE0ATB/47gf+75/uKjXAMpBpA7kgsG2bmPpfkAnax/L9hRPuv43wvBm+j9Irw+3Msqwsy+l0GiooSqkQrJUkycbGRkhaCizMUOX+iMkW/qu13traOjo6Cg6mH5hK8NB3HChSuYqKTrtrp7OVPD8+vBelOQIVlUtijfebuYt6pBcI7WkmcN7XTgRDcx9AUKl0OJxhlHX7p2oL5COVJd6LrTzrWNCj98RRpFRoHPXXNr0X42GpjhQEFHGIXsQeD46R49X+pjgHoHxjc7IsgnovRAwoUZqdOXthfXM9aeXlZL7/7rU078ZJDloDAicxeBOOCbKIY1g05j/mGMVgBCEWxB8dHCZp1uqtA8UgtBQmRRB1qNUfjs3m9ur6Sjneu6bRphsXSbXFIQoTAniQRWFQkFGcNHmVj8dC9wX9HsABCvgKEMmL9x5ZETEiI9+fiEgURVFZlsEhpZEUNIPhoUUhJAM3acyhvAqPRIItGVqPo9vfN+0SAlnkRyJ5DyCoONbaeu/Je0C14CXDQ5Dvoy8JCnhEWr4lAETmSKskUqrV7qY+SpJ6OBwbc9zOO0XpjCmdr4lFMWVpoO6xBK8m8KzQOjCmxkgjSjEdzYuy0+1FccqkrDEiIIIccVWWjvRKbx04doIqjk3tovtvzP8Dmu8uigHiwS+so513IBCpOI7yyXRSVXUUDGQECEEWicbyuPfgQ39jOQbEOW9MXVWlc44I8nzFGGGOi8LcubOvlT537lISJ08+8awxRgSbEJ/Pse8HLrNhau/v79+9e/fdd98NRM/Q6mnM3Rsn4KAvbPb7kPVY13Xo+wVL1Ga6NS9ERVg7IPXkl34Did587cdvXb8xn06eee4Lv/l73xgMhunWk6s7p4EVIIi/30dCQBSPQgCwc/7JrT/8xnriobKgenD+KYgEhnc2vvDiS3/3Elv4+7/4y0lRXnj6+X/9P/0vydoW9HeAlGcWRlx2O3i54RNCBMAA4gxq5Qtz6/rNOM14bQM49aSbcUkJEwAYgf7axj/5re1qiq/8RI7uyvr6lFsKW5GFdlVIXNew7pizagUAIX5wMTyxOhIsbY8RQCHQcv/WCOBAaDKcTmbVzldf8HGGaIyd6Vaqz5/rHg3efft2THoyGrTbeYVQgCdAFgDvlQfyBET1rBoMRjunT4NSH6uhjcG5OJgJUdgolUJUSgCsN4qi5oN0Op0m8yzIH0PL7tHJ1VQxgsFUEGOEHwWhfFDmnYS/n/UZGoq+J7FyKZRQ0kacA9YMPKsF0CSqe/GK63bane4zV55uLC8+nTv7P8Lj0fsVfH9D1yiU+SeTSaCFtNvtX9DN/bjw96R734fIwO/XtBs+pdY6uKU0lKAmMzDQHoLxRyjgfRiToYliCoLK4+Pjw8PDU6dOhfS4x7FbGDDVcTvvrE4Hu0kvGh4OZuaGg26er1TCCpcEzmZCI3gvxjoAUIo1iAe0QVolDsTOZ5MkSqIkm5a2FZO3jjQTsXhPrJwzoRONKMjgpQJkrRjCN4nCkRtRnKlns1mS5mmrY6xnrY1zivWifCoCAMbZGNk7t7q5vdLOQSzGaRy1kqR7PBi//ebr5594otVqMROIoAiIk2W8s3xcZb4sVdQW0NtiNjgebG7uRDoDzsLPvRdWEWW9J7741bdfeQnvHm6eXdP1eP/O1fU4yjrbIG1kLUJ+uVQba4tq3m6vN9aMH2JkfZ9Mv/izOQKgQDUFHaOXoqitqDjJIp0iMp3wcwtayQby1nVd13VYOh9tl4SM5YbdG5KKAw4OGN37ZrB9jAojNtdPEMR7C6RCCiCxirMsjgSIQ6CDt5bUz+eP2DB5GMQ564kYw2lFJIqi7e3tYJlcFFNjqyji7korTRNnFuZoiBhQIDMRkXPGe2Lm0XBw+/btU6fPbG/vEEdBElfXBSLOymIwmcadlTyOnBWxomO9jCKSk9j/01V/7893JrpfDAjzUCRO2tNZ4Zz3zrEKOAQBCMM1R//46q8s0IhzbjodT6fTNE1XVlaU0s7Fwdv/3r19RH3u/KWwfAGiXlQf8eSJ6HPU+1DVqsmePTg4CLHnZ8+enUwmP/7xj7e2tkKWXlVVwRDg0qVLm5ubje4nbGnBJzhA4aAkuR8NGNK8PUY6QQNqZfOJf/YHF7/wJWEcHh62251ktbfqgFQKOgIM6oX7oY8oQMLkBQA4X+099yWYH4FiiDdqSSP2kPYA6z3V+u++8Y0n0vi73/v+9pd+I3n6OVt7UtqS8sSwVKcSoBIQFRYnSrwAiGWvSaQo337lZ1/7tRchXwGvEZEBBMSieG9KQs3EqGXn7JP/47+5ouvr3/nLKxtn7Wrn9t7NFhL6cVd1EiiNxDWRovvSIlzA3cUSFaScHD6cAi8ISIkPC7dXUoP306OxTnJ4+hmaVy6VgnUpEpO0u+spxPXBKF/v+9kRZVlFigFjRB10KIBQlK0oi6NEtbIpOARuPW4YGAjRR4tlVBBqd7IXnjjwKNIYcYYk9ul0GsdxY1h0Mt2zqY+Gcka3293f3284vmHRTtM0pAo8dBL7TM/QxuyoEWTPuJXMPSgfaVMiZlmkaxaIZlF16je/tvf260l7FZX6sGjSX/JHUxFrik37+/tHR0dFUURRtLOz0+v1nn322WvXrmVZduXKlV8QuP+43N+T6rfH6IFOjMtAlk+SpN1uZ1kWYjIe6nc0xOJgvPJoLbkhiTcTYH9/P8uyNE0bSnH4Ow0Gajj7gGTQa+Y8TcvRYP/urdpZx0lv+2JrdYd123sXaAYi3jkH4AlRQAiFEEQ8i2MCFNEs5AqoJ8f3bmepVkqTimpXepxbX4jUSEH+JLiQSLL3SAtnEBYJZgzibMUMYoqqGB8dHe2cuRBluRck1kwKAJZmvQIoSCzikRDEi0hlrC2qsqiRlVKR1nGat4LPfNJq2bpmHYVYBCQ0xjE9hl3qxCIgOAHwKNZV49s33xOUM2cvkc7FBnoJhn1FEJB1kiXHR/fKgz0088lsenNvDzy28h6qCEAhoveCCNbWRVmurPROioUfwd0SLJYXa+fiD+e9BfSmmk+P74yPDw/u3du7dxBFSd5egUDUljBsRJYUoiY2pomsDPbATYSMMWY4HDY5c8s344NJgoQ4tcAwWPT3/YIM8+FnwqWtnBdvwVtCAfELS4fgSeLnSwcjRNInMOMCkz2G+wv2/hQEAgQUISYR54wjVqx0IG4Ea7l2O8+y1HtrbK1YMWfMaJ0BCBw7p1jVpq5rk8SJALRbUStvHx4czOezLE1DsjAz13U1nU5W19biLMeAKgIOeEDj8DD79yOYS58U8YezrncCgCJ+NBokacTMwSBCvKeFrcmS3ds8RQS8F++9874OtzikD87nBSJ1Ot08bzNrABRZiKyDB3mI6Q5ZgCebS3QCl38OfE9WJYLsaTqdTqfT4PX74osvWmtfeumlvb293d3d3d3dwWBQFIVz7sUXX1xdXW0SeaIounv37tHRUVmWsBS+nNwCFvFXgMRErI0xIMBZzlEWd3rR2imI8tKRDsdLjoCUX1JkgjRy4ZsAOAOKNFMSmSgdUOIpcaNZ5MzVH73k0/TS1383O//E2UtPrJy9XFmEKAfdcqQBNSxkqYCA7LBmNAhKUFlhsIYMuvnk5p27b7/71d/7XWj3g5CaEAg9gmWkSkqH5DguWEPWb51fO37j3cNrt1JxejWa0XxUzHY6W9q3tOMZoegFK7c5YeLDRQoA5x1jgQwIsQMG8MqTL6CqDt94q9Np9a5cBt+16GulPUaIOqdocudw/+23d568iB0NMPGUKQANwKFmiwwAOk2Gk3GNyFlKSI9NFnbLJdsvawWKQLyIC34V7IHJL7zJG+v3yWSyuroaVukQitQIhJraWdC3HR0dpWnaarUCWmpc7U8ew3414G+wCghiwfChRohtg4CGdOnRZshQsmH2MVfj4+PbNy595bcx7pz84J+hK3BS0xXMxK5du3Z4eBgMwV588cU0TXd2dtbX13d2dkK89i+C3/J4+Pvp7+tDj4/Pm3m0MQ1Le8K6rrMsC/HfYa8qyzL4SDTHKeec9UKsWQCjWDHOZ9O79w42z1zYuvJF5FwkYhJCIQJCYQIiQFx+J3zpLFgn4Ii9K0d2djQeHGRZiqwqCx6qsh5NZwNjShWxZu0lVDQJAQkR0C2U+wtpndOawNUI9nj/thPqb58mjgQIkI33hOScBfCB2EykkcBbM5/PprPCWpdkeRRntRXW6Uqvn3Xy2rjOyspkOPQA3hhi9s4AYKTVYxGJFauICQGdAaino8PDw7vrm1t5b9tUwFHLI+LSp00QHWKcZCud7r07t0wxOX/x4mQ2j+O8u9JDFaHS1jpSZIwdjUatVh5F8UdMzmWozYJ/j4tjiyUGRF8Ws/Hdq3t37xwdHz/1zBfaK6tIGkkjBBiGAIJEQZHZ+J8H8Y3WOrQUBoNB2G5v3LgRvH7ruoYmvjLgpyAPu4+iYOFHAfTRFsK1sSBObF3X86qciFitcMGlJkQiU42tsUQqbKB4kr56v9D5uP0lgAEgRAAvgBBFyho7Ho10HGkdhw2XWAOIUlprDYKz+QxRa8WKFz4TJ8TIopR2zkeRSltt79zu7bvOVmkSEXFZzIv5/OaNG6dOn1UqCtOOiZgeJG58DPHb4z4dfvQTkVCEFZXlRGnSoVMjAt6jFwEvYkV88/TeEQEhEiIRzufToihms1lVGed8kqR53lZKE3EwuPSBC0wYxXG706mNuXdw0MpbrBQgEBE8GCj1Ofx9tEMdUpA2Nzerqvryl7+cJElw+N7f3zfGVFUVluU8z5999tmQYh3qFEHmUtf1s88++/TTT2ut9/b2guX2yQtuAbwXRmRFgIisaw8qaVVWPDKoBAEFmVhbDwBYG6+YaGn10bieOFsKywywwEx76gDBbPLq3/zVr/3BH/Dalq1J5z0DcZStOtTGAXFMgoTIgCxIgOigZKwAIg9sBcBVWETs3v/+yxfPnG8//ZSoFDDEEHgET+LAGU3KAznUHhIPMaFeO3Pp6M3X9995tRzf217vb29fibNNcAwMStUEQsjL8zE+kO8S+hjiwfmauQAigMgCiDcwU+xgNN7/6WsXvvJlbndEdzFSghyE+ZFKT52/MB4f/uQH31lfybI8Vj7TIiQexAmBMIpSjmQyL5i4n+fkRNHHyf3BJgqBRchZloqlJvGIIEi8BKzB+Cyod/I8r6rq1q1b4/F4Pp9rrU/mawT9697eXq/XC6GwjZyjEfw0wLexzv2ss4mMMYeHh71eL+zaJZGaT46vv6bMUbed+rJkjEorEdg//y//++VTmxtPPicqP3kk+KUiQH+cj9x0/kej0TvvvBM8nqMoOnfuXOjQtlqtJiz2F3GL/+HhL366x0dsos1ZwXt/dHR09+7dqqqOjo52d3cDL+KkMm9BICMM7gQoxDpSrCCK+6fOqrSLlIlDQANixRvwFsGLOHFGnAFvvK2I/ELPT0DoitlwMj5cXelkeZ60V7POGjKlSaJVZC0gsFIxEWMIrgJAQb9oxy1JaeJInPja17PbN6+fOXshzlcFCFEBsixEX0II6J13dTGvxpPxdD5HxDTP47SlkpYHVRrPUZa0Wt65vNMJ+421Ns2yYjZrtVIEQfDifXBS/VAAGgJEvUcEV0z2d28ohRs7Z1i3AGJENkQIQGIx6I8oqh3EaavTatWzeW3sqbPnDg+OjfP56gqI8yhFWVZ1HcdZkubMH13dDOCX7qMhDPXcGkAI/UoOaRzVtd3aOQsc6Shr2pGBHOKW3gghNSMI4MKCGJg2RFQUxWQyUUqdOXMmdGzLshyNRkoprZeu6QLOukWrISjOiB5VWD10AYmAGAG9M3NTzZlBaw2IQCyCImLrWVlWUZxQ49TxSeAvgl+6oQVX8qUCDBFFvIhxNo7jYO2MFHweSLFCxKo0SF7A1aaaTEdFOQcArWMANLVD5CTJjLcg2Gq1VlZWBgeHg6NjcJaJrKk73RXFrJRSSAggHsT7RRhV05oA/nTw93Fbq/UCnhWOhkfjyXGaRQA+SMYlQIEHf31VlUVRTCbj8HTOeS9aR1nWare7SZIS6ZBBExAyLC0vGjQ2GAw6nU4AcE3X4uf2FfrVfjQmM0G+fO7cuUbU32630zSdz+eBmbOysnLu3Lng9tAIo0O/4vz58zs7O3Ecp2lalmVZlt1uF06oYRCEEVAswpIah+i8J9ZITIjiASmE0iMEP1pclh+W664W0EoQnUUFkKQA2vvxqz+aD/bOvfglH3dQdQQj4FhEIWrFWiEoAAXLErIIeCkVWYAYgK0HqVTsyRfvfv/HTz/7AqxvOI49KgAg8SAeQQiRgbRoRo1AiDizmWq3Tj3/RDfht//fvzHvH555+tcha/lIQBVkBkSEGOOSY+TB4cLjTxYOhiIgUDPNgBggMQBgRSZusP/u975/dOfeuedftGlqspwEY8eJV5FXVsRpt37x1PBo74ff/uuN1V5uMsxa6Cwmamorp/TQz2sH+3v7Zze2Yq+UQYgex4GBmrwjZAIkL+hLqAYopT/e53ZCHgSQiU967ADAeDy+ceNGCFnsdDrW2uFwGBoCoYpRFMXVq1fPnz8f2sWhY9D0Dx+aib8CwLexSNvb2wt+skTEgo6m19995eiNV7Z3ThF6H3PCuPvWz2689uN/9rtfx/VTyK1m+/tsLVAnyZCBAHN8fGyt7fV6X/va14JBXvAnXQZ4/UJutPrMDZfgI3vp0qWQFxJu/E9/+tOXX375C1/4QqvVCqFNobEiBEwsqIwVrTqtU1d6UWRZhkej3lpOqMv5MKzFzAxCCGCqKgj1KAhtXAKaAMGhsUg6y1rd9mgwdpN5L9sEIs1EkauKyXxc2XLUbneZecl5kIU70zLelZhBLHh7eG9PrElXV7wnv4ivIyYU8ARUF7OqmDprESNCbLfbSZoSce2cESxM7TnhJHPEQuy8F6RLV644a6+9fbWqqjx9grUG1rLsN53kSD3E4XO2Zg/AMBkPimJ6+vR2lKRgHSttLBgGAmRxIBYBRYChfSIyAAAgAElEQVRUXBqbrmxvnK1vv/t61/Olc+ffuv6eQ9m58JRWNC9roqjdbpl6UdH9sOZ4KJM+2BPxxOyMB0SlGJypZpMk0SoKxtsQDJqXnmnCihtKTGN/czI5JWjMQ903pBWKyHg8DqzZ4P8lAsaY6XQaaleKFS0yOR42UHtoBhpTAzhXz+fTUV1OxSeRIo4yIAWA3gWvMStN3MinWC6WlRYGEfCio6Sr1cHwwFqrFAOgeAy5FUSsOMtzund0g4iiKAHhOE6JSEAQ2BhflnMQrbOUCObTUTtrr631b713fSB+6+yZ7337b1d7PUWkiDhuKY48eu8Q0Mt9jSicKE79YpZIIm+Nrcs0jZMU3nrz9ThOIp2IMAgLkjx4O7IsC/bp3W4niuL7BebAh3CwYPIsDNNAxBIuqtqBZMmMk8mICFpZy3t5wOPp88fHq3oEt/+nnnrq/PnzIhK8fhtG48lHHMchHT1o45q/Np/PA6oGAM3SLB7hHM+ITIyEAOAgcOsfOKXSA5NmgSIBPYGPiQWBnUA963SyYjoGpa11OtIAwEsLoOCud5/ivpAZCJ0Q1oF4Zwo3HnjvYLUHqCrvmQBQFsVbjyFPAAG1B0bwAAZxTtHusMqS9S88/zvDa7dnr77a+p3YFOOokwEaqUthDUyh1UbIHoQWKTONQU9wqLrfw5tPRt/+r/9XOjVPXXwaN3d0xHNAJkbD4BEIWEczMk78uaef5Kp859t/d7uz9+I/+Rqc2QZvo0iX4DQns3IGJCQItQf9MUqJYpHIO4OkAR2AASXVvVt//+2/efr5r/Sfet5ZUNHDgof19fUQjRHoLs65+Xx++/bt1dXV7e1tRNzf3w9rdejlNh3dX+FHEKukaRqilwBAitK3eOvJiz/7wXf9T16hF79IaghQH771sy889RSv9+/nJH1mHw3bOxSnQpz1cDg8Pj4Oh+pgPv0LPMP/oskPn54R+FD1N5wFwyUL0McYs7W1deHChdlsZowZDAaj0Sj0wZViEYdAxMoKsFY60qwVIc+GUzOvKje31lhr6rositl4PDw8PJhOJ2U5n07H6G0tsSeuvCtMVRSTdp7pOFZJNi6sU2mscnIaRcdRolXirRTzAkQUE5IAeCF1Ut0lYklcMRvdeu/drZ1+2ul70IjkAZ0IIFhjQHxRzJ2p0zRNs3aapjqKRNCJOEEHWNdiLSgdIZNCQmJEdN4zc39jvdftHNzb37t9a63fM2UN/FFyKyuGEBnJlfPD/Tuapb/ZRxUDJQIREZYICpGlAnAI5FFZIEBiQNY6S+N7N28keSvJs3uHB7VYYzxylKYdESZCog+G3c2tPTkaEEDEEYqIm83HN95/z+xfm8zmp8+e56wDoIA0IOOyDhIwS7PpngxDbswgG8JMKPIZY8IgWVlZUUqJWAhka8QQhxEMgAMbGIQeV/0VJAExzpYg1tvaWsuKWUcSqpS2ms/naZYzKS9LKsUnID/45YVpXCNQvAXwSOytK81cq0jrCJG9D+VYDFRgpaLKDllxnrfyPE/ihFk7540R8QRA3sO0LufzuTOVtXUrS7c21mfTKYucOn06iZOiKMqi8M6B9wTErAAbAoQ8Nlz6H6D664UUeLFpppJERxH119bWNzbWemu91bW13traWn+tt9Y8s6zVydtZljGidw5ZiYh48V4W5V6g+zV4AU/ixHsQJBIEa13ayoaj0Xg6yTttACDAz7HvJ9rCmxdhOw/tl2D7+uhlDMo5a+03v/nNN998cz6fdzqdqqpu3749mUyiKIrjGFwdRJALVv1yugd/fhIBpkaPSQC8TLeExj9xoREwIMKgALQCpMkRuNnV13909tkXVGsDKUYgCma7DYC+7yziQQDIAXH4KYuglATl/tU35vPy1NPPA0ZepYGGSY3pzgIwU6CPkYCLLSBNJkS0tvPMC52drXd/8m17dK2lzGD3drLWdxgpDh0XsN45ASFedn0C4x0BRJA9IgEo70lKN97/8Xf+8l/8/u9tfPk3IG4XtdRKJ0BkQwMJHEOFKIi9Xm/71Nni7vGt69cVQb6+4sUYsIU3s/lkNBqspHmv3cXagebHFsfETZHYCYoAIZjjvR/93//njVd+yOgvf+nXgBKdrT66DgSZYzisAkCapr1eDxGHw2Gwvw19A2NMcwr6lZ+DgYznnAvMEKVU7Owk8jpWlzsbL/3pnx0f3IpyzAaH13/6yq//yz+AlT5wCx5Pz/4MHJvDctFqtVqt1nA4vHr16jvvvHPr1q2qqgKVsTG4+OzB30/K/f2IHbS5Uk2pP7wOtCFm7nQ67Xa72+0GIeFgMHDOpUmiFIk4a2sAdhI5SeOsX4nGpLXS39ZJV6fduLUaZZ0k7+YrvSTvqiSrnBwMB1De8fW4nAx9WXdbG2myAdRBSZRDmE28KzH2Di1pjOJYpZo0TufTuphl7Qy8IY4IyXipnWMyCqbAs8Nbb3ky/bOndZQxEIoFa2w5q8uinE8Vc6vVzvOVKM7QAasYRZNEvqbxcVHPHDrK4jiNNDqwWAo6IlHsEZyrpiqCo73b0+FhBOb4cG9tbXVydJBFMXgkJwiE3iJLXU6qYhRFnvyQ9LAcvjM8uLV5+nLUOm9x1VMsVAMWiUQMABgBxUCaEDR4TQ4JQaecd8fWvPPe9fX1/navc/vaVS22v9JTKvYQSG/BNi1McUtBJSYOwRMzoSUw6GuwJfkKscZygFyRGd587YeJzKPEFTVunXlB/AolXUEEnAOWCB5EgWdUDwwqOvE4CYvDRsvMo9HIGBPqCkFRGbAvksSRGhwftlsxSI3oiLx4C0SL2EEgOpFGgmgRDYIKe5RSadZaSfIVID0vi6qaae21FrS1dyaKNUfagngKgZJEEjazx8YGB+/FRQx7gJxIjKS9EJCeTw+zNFFagRhva9aI4r0zKECIuV+XklMVK8XgHAIrFVlrajfq9pjjWZ700iRJ0kwnOeoEdNbqrBGnWaefxnnW7jrxRVkaW8/m4+lswOwQa2ZH5BGdl7lAJVJ7X4lYkJBRhYgkDrzzAMvktUdZ34uinF9C/A+wKkGH4JFAIWhv1cG9EYhWnLKKkNkDeYiRIsDIeUUcXi/64MgEkgAoRIWkEBlwcRpr2MUExMiMzMsXkYrWe/3B4fFmfwPhgSXrc/OHj7nON3EGDTvzw5b9QB0moqtXrwbRap7nb7/99o0bNw4ODoInZjfPCdAa5x0AMXEwEAyjC4hYwiFswRvz9y35EIMkSzCEqwn4YCpGxhqdE3T15N7utff2di4/j3FEACeCx2XhnbPIzw5T0LFXTGAQHIuWEl3x8l/86daVJ1dPXQDdDkEVBECLHKWgHSEIFg7oAX1BU11DeXvKycqspfILW/l2dvzaT27+4Ec/e+Vn7bPn2r0+iYSAG1axb/TUQZYSqs9sGZQCFACPXrtCT4/e/ekPX/z9/x6yTllxmrYMUgRIfgnn2XsEDDY0mKydu7Kznr1+9bW//dZfbvR6/VPbN954y8/n3TTf6K3pOHYcRBaPuemunpGKDEQeFCMVh/vvvfb3a+24211Zf+o5bK1b1PRB4LXRsgf2UQDBIc3YWnvu3Ll+vz8ej4MTQhNp9Kt9dAwOX8PhMBQ+PZiCo9m80sP64sXz13bfvf3aDy6tr5dFUW9sG2qnrT589lekZpsOGDdoYUNo9mAwqKrq8uXLsLQ3+OzB33+UkRRssaMoqutqMDg+Ojoaj8fT6XQ4HM5ms/X1dedcCON2ziGEHGJBREZmVqw40lEcx0mSka9q45VO2p1ekrQAyVsLKEoTiJuXJXCUxKkXEAHCQHQCcdZXpdIMwNZ5INaKEByYwlfTweF+kmXd/hZCIg7rypRlZYwx1uatdhQnTBzgABELoHcegYzzItBut1utwJICBC+EDERACBzsBSbDaRIl2+cuxFGqopSjdDAaB2a8jhPxHgm8rb0zt269P56OWUyCZrh3x1q3vn0eOBfWQbWHILioADziQrk8taaJSrQ6urfLKJ3OynA4UjpNuz1xXkdKZKlVAocoKIIEYVv03gnUxkznszESMImv55PpaLh362D3dlHNtrY3xRmP8crGeVQtYDbOAQmAECrwCh7HPm0M0YL6rbGdTpJkmccTvB1CmJwgQlnMo0grxeIsIAkwYUDAC/+F+/rrwB0iIkIO2UiKlVLE7MUXRTmfzxIdWWsFkOMoMCIQCGVJckb4pGmRD3VCrJka45y1hKSUds4RMwBCKKHb2tg5xyDknfMeFHNqjLce4zhFVIQaUZYhy6hY3dvbG4/GnXaOAqS5MnWcJCurPaV1mmZFUVZ1XZZVXdemrkXA+wDnmVmHf9oH02NauJcBPLZH99BVeFBcBwsdqYhkrQwRy6owxhASsmbmQFFgZuf8fa+6ZWLRJ6pGB5pQMNsfjUYnSaj/IMXsX+3HSRv4k+5AjU7/w6q/InLt2rXZbHbx4sXz58+XZTkcDieTSfCI3d07vHN3f/9gMK9qAVYqQlJLKjwCojV4/0y5PE0FTW1IZBWAGUKEiEIgyhMaRcC1mNHq6VOdtbPJ6g4oLxjMXoL3i2uAr6AssrnBoVUkUBFUINqXdvfWa3/zree+/vWof9oaxShEDgEEKBwEPYIjEBKHVtg4rLM6VbU7uHdzdSvHtqoJsdPJTl8888zz65tbr/+3byZEyWpPaS0gDtAKekQ52WYJx2+vyKJHKMgldlbfvXn7zdevfOXLLusCt9EREQQNClJIbRICUMgE2qOWOI37/sILz25ubtx++533X379bLe/s3W22+mpOB6LKRTPULLHaVs9o0FdeLKIRJhF6uJT54Y33++ubeTnrlQ2rlQUfcjEORl7EQZJp9NZWVkJzr7e+6qqRqNRFEVJkvz/ofobPvJgMAityNrMb40mds79ziaf6V945qy6dZ1+9rP9VlI/+fxq/8lIggX+Z3W5eGhNaM7M/X4fEcfjcbggzz33XHNO/gd/G5897u9jbdfClUrTNI7jTqdtramqKgBGa+2dO3cODg56vV4YcKExJyLG1ICy3EGZWXGsoziFBMt5TSpJWm0RhcyMPuR4kRIAQGFC5YJLEyIStVqZVTgeHCgNcTtnD7UYZ70myxHv37wznc6efeJJ46Gua1NKURZI1OmsJK2WeEEiERAvwfrBO4+KEVEJu5mp6pnmVJwNOENRuqghioCQWHd0OHHWXu6fgUi4DaRpe+dMXdv33rshIs888wyAI8VxlG6sr79z4+3poKhWVKQwS+MmbB0AEJBACfgPwCuCECxXkaO0s3n6nKvmR4PDU9sb62tr+3dveE9rp85DZXTcDl5UgH4RmgjOGeOcQwRWoqie1pPZ+HA4GBwdHOatJE1VlkYXdi5HER/s30nzDWASkXBKESCEUNx8fKRH+CAhNqYsy7DdNn7AS7JEQ/3Ebnfl+HC/LOdatZyzZV15qOI4UxwhqQVOXiAyWeAyRNa0jEr3TJwqpaO4KIq6LoeDoXWSsiYk662gRnH3AZ8AfLpVvdvtT8bj+aws5pVSKstauIjqEOedynw1G42P5jrSUdJJ4sQDOB95h9bFSCmhCSRnQgTBuq43t7fL2RxJIaAHNFaSRLOK2YlSKknb1pqiKIwxrjb1eNKYlDGz1nEURUxKR7GIddawasEHf85wBfzDePehJIuF+pCAEEElcSdK06oqyrIYTsZE85XVNULlHDAHkxNa3J1mfH7yhUVE8jx/9dVXz5w58zmo/URXLxw1HzqhBSjzwaUXZmMMAOzs7GxtbX31q18Np9PhcFhVVVirk3QiItZDt9tdX18/d+7cxsZGnmkQtNaLt06YGCLNIRRdxIUE+2DkEqq4BUCKFAWTQgBLiKCyJEeG9dZasVCVhuQagBM+8IHh7kEARMHCJ8YrMACe5ODa9SfPX2j1Vx3QvKi6bRUsJJu+hlv+EkIvYBCdfs9P5Ii67s7gZ1dWn/GQTXDVbK7WYNurK7+3ufb9//Jfr+0dPP/lX1/Z2vFaWQAM28wy84KCYMIDOCAGC+DB/92f/OmZzU3otP8/9t6sydLrqhadc661vnZ3uXf2VZlZvUqySkK9bIPB2MHBmObC4eFeDifich5OxA1+BC9E8EDcF8C+LwTXRBCHgAO+B44JWzbYMtjClixZjWWVqlR9Zla2u//6tda8D2vnrlSVZDUcyQ36IqOiKiubvb9vNWONOeYYLKjU5BF4FphQk0VgAibLEgQbW1hGz8+sbUqDKlg+vrIcNZ/9ylM3Xzg/d+wsjDIIAxaUA+m38dA1YGUmhbHSgCQpQAARkQdpIRve0EKN3niiTceJ1npKT7harhDixo0bW1tbLiugKIowDH+yp4+zEdzd3dVaI+LGxoaKIGitriy0QwtWRmTGoWG7u3/Xp3/p68l4dGXz3NzRaOYdQKMfNfg79aw4rABuNBqI2O12i6Jwjz7P8ziO36PUt5809tc1cTOza6oQgqQUDvE4IZEQ4vz580ePHnVqm0lYhEvQnWyfeNBtQcBIgF5QkzJgixaALaNA0Pl42C2LzAviIGhYYEeBaV25EEi2VZqMs3TMLNzvJbDEFehUgOnu7Q4GY5RhWaIkr9FoNRotIZTW5sBAxp2KhXXEA1JZlEmaInIcelIBoUZhkSxYOZEyGrDG7nf7ndmFWmPGC4JKE0oyYAElkFCe1+l0et29Is+iOOSy8H1v4ci8ItPf2+jubhKJmfmjKGoAHtBbUpMIgMZaRELLURiSNbvb2/VabE21dfNGsx6qgNgIZI1kJ/mapkQ2JIDIWFsV6WD75vWNG9eT8bjeqC8vLy0sLS4eOdLstL1avd/vD7uDuaU1r9GxBg0IdK0lk8h6greKG58uBy4WzrVFOsn4wf8eQP2Jg7AWhMPhoNKFtbrSxnOdcMKxmLcs6R32dZlxU+eKidSYiUhIqXw/RICiKLXhKI6JJDOjOzxMcqnecfHqNmyBwEEQBkEkhUKksizSdJykY6MrkkiY6CoBKOM4iKO6lBGBqgrW2kohBCFiBWzpkNNYnhUXX7voeV7UbBhjjAEpPaU8tiiVpysjhPKDMAziMIzjuBaGkZORALDWZZ5nWTbO8zGSDQLFLJyp9m1hd2+2JN7x7wmVi0AM7BqEledJJYkoL3JjtWOGmEEIOU1COeSe9s62hylzefny5dXVVWdu8AH7+/bLbod7/Kd+7W8mfnCZIwDQarXm5+ddEJIQ4siRI7VabXd3dzAYEHHgK4F2POql4wGClsRSiq2tzdFosLG5vrOz2WrWg8BHRF1ZKXxrUJAiIAEoACRADYCYgYCJCdlnViyBa0htEIEUoFBIIAGC3uCDBJAAKjCRHFQJAJUz2BVVb/ufnzxy/4fzI/cORYy5jlQAQiEI15cmATwAxUzaBMLDino7w9G+GMANjgbxzAkQS4JUHdOWAW9X+2G7FFvtxja89OTu956c8YvAN77Qvi/LbEhKpqAtUAkQlTuQCgi8bQky3xz/j7/ogF359V/ZqLWAlpo5ggXwXY8nEggE4VInkYQUUgIEiD0xyjMRlMcvXB57896rL37x7gUfjizfDDsZyKMVNocMCl2ohimAAKCyMGHYDVQVVJU02i/2AnPZz8/7qkdUAuubV84vNpQ6tpJxvK+81utVQz9gErnx4ICRM8FdWFhoNBpv2Df5QwMYr9dpHbwZC8DAxh18CnTHkwNS5OBDA2gGDSCTLugCNIAhMAiaBVvIU9jajhiWV08sNmc788Gc7KQEqYQ42YFxcunK1ejX/49o+bHTwWrg8fZ4qxHVnCfGFE3+2JGYh20rnDVemqY7OzvdbldKKaWM43h2dvYD9vcdwN+pTSDzJNlraowXRVGr1drZ2Zmfny/Lkshzh84gCBCtMeyMJ5nZWg0AYASAmtjeEjkjdc3GsgmiwA9qiNJYBiEIkSd2sXacJkAceEFeZIWuItZh4KPVXOVhHMRhwCDqcYv8ppKhKYqyKKXyledXhRaERA4BgwVkBDZ2lCZouVGLlC9B52wLZAZbIQogAQxgWRt96dKrK2snlpeXK8sqpKSoSlNEYSQ81Wg1yjxL0pEkaDRCJQUKURTJXKeDefPS1lUiyca4nGK06Orzt1g0pjcg8FgiAoMWXn1m/uh4NNre2pnrtASE+zdeibxTGIeAEiyzrsqqkr5XFOloPBr09kaj4XjUn+vMnTt3v0BlGVWtPoF2JkeQGkPh17yoDgjkOTtk6Sra7rbQ24FUzO744TomnR+IYyuttRPk6jQNTMzo2m+Hw17ge41W2w88BAJgdivY627C5LstTwHx1DeYXXhG3GwrL+j2uuPxOIxiIgUTUorfHpiyt7Hut9KewQJwVRilpBSeDCWzcYb7usoH/f7O9a2jbQVFqtD4ZCRWUCXWAJdWWC0t+yRLLhAQQLh7WSSp7/trq2t+FJa6KsqKQZDwytIiCmNQqmB6XmcmQiGk9L0AcLov2CxPBoN+mlaeB4Q+vIGU4a3f6fQuMiMhAQJbIpIMli0LIWtxnZnHyTAIgtBvaGOQJL+OvMN3mkvnpDLOPs/1YP17EB3+EK8DARJOe+McA+T7/unTpxcXF9M07ff74/HYuVsi4uLiYhiG6+vrFy9erKpqfn6+Vqt1u90wDJVSbppPdaW35cEe/vPdbNhAACAVoJBs7f73v19qXTt1ch8MAzca4Z11Mofmp0Y0xpg+pifXToXNcsx1TaANSA1SkOqEphx7jbY69djxffXqCy9f+OoLYWszC+orDz7aXDsO4EUqZl2h8ABptH2zvrDi14zkbGN/a23ttNdYaOookMA+GLLyrUpjAQQgCCNx4tyZ7evDY6dPf/VLX/742v1emKPyOS/RVFyFqAAEWFsgCRQMxJq1BQOKtdXjpy8Wg+39688XRT9stZfO3NeoN0cXN0pRj3IVetSxbwsJuWfknEBc139ZlrVabXZ2VgjxduJd3z/cdsc6dcvM0mkRmH3W7i+3f9XBV5axD0AGFCPZSaGVwKorQntR5PtEoQzZQwAiMG7YATQXl//HF/7hv/5fD1sri6Rfb9Td0PrJaM91M1cIUavV5ubmer3e1taWUwC/d8l2P2nw1+1YDuxKKV2c2+F1kIhWV1ddX6G11hhUSllr2+12HMdCOD7YsYPqoMJOzvmUkCxoMKYsS5cdAERswJHEU59QthZRhGEtjkML/nic9Hs9U/Njj7lKr194WQXx0TNnWYYAErQmIZ2pOxs4sJudnJgNgHO/JCTPJ8+TALYs00F31wtkc6YJkNjSkPIqXeZZ+cij5xgFCWPYWBBKofRCRLa2EgR+II8dX+3tbu9tby0sLhJQEES2LBEwjiNbVVWR+IEBYGudHBpcjLG1LAS4zIHDLf8khDFWiIARK5PMHjm+v3llNB4tzbW6e1s3XnkO60NtudRcWMsIKCUiSCVC32+1jsTR3UHQEMIDFAIlsGDrwKQPzMbGec5FXio/YwGCPDNxJprIbw3evsbfZoE+3epcQc0107hpFobh4XoKM1prhRTI0Gi2rNW6Ko2xZVkKskIoADbGEqpbPh58m8cSIzocyQBsnQbRWi+IorhIxuOyKGv1hhCeVDT1VCP+wRvDQXeIMSSEZaaD1iJ09TI/dO7OKAQAWKORQRB1Op1Op6P3bihLyah74+bNRnNGUH041kqFlk0xgoWl2WFa1eM6SQ9QAMmwFt24ehVIzszNJlmWZrkkT2srBPq+mgTcWWaeGHASCpeuCGDAjTFJge+bWlSU2TgZNuoN9y4RXNMf3SaEmPDlCDSJHQFgO+V8LWuc/AoEQCGUtZWxFaIFAmNLImK2ztrlkI4FDtHA75iTcByzEMLFo3xwvacMkBveU2eraZeq7/uO81tdXQWAJEnOnz8vhDh69Gij0VBKvfTSS87P+/Tp0wCwuLg4dQSa1tbdOe3wZ6aGMO9iN2VmIEAJxLYc9v/1609+4qd/FpglqqSsgLw3o7gcceV53uzs7JXR5o2t9IxY8OpeBjYQJDligEGRB77+9hee3H/1Yj4q2q2Vx3/+p+NTxwffff5Ln//LT/9vv1m7+6eAfGSsrJVovvXkl8+cumfm7HzcMXNLM/08a3FcK2MBUAZ2CNksxG/1djD2Gjoh1fQ6x1a94cmdVy/tf//7nY8dHTGko+04jDfUXlnkjShuBKGFqhqOQkAV1XS3u3/lyrg3eOJvn/jQvXff/8BDrTNr1Y0b//q1r5b9/lJnrnX6IaAmWRm+jUOoexyO+u33+xsbG86wcmFhwd29Hx3s+4aLCt/2aUScxBXZNyhtMQJAhjEDmAN5DAIAkDWYSb+9uJxblgSBK28aYAIQApJ098q1hx/7cGGhTMa9Xu/M6j1s2B2x3vWo/pFaDaZacOcC4XJb3QE4DMMP2N+3S6ofGge3n40cSeBSpD3PA6DhcDgcDvv9XqvVqCpDxEQIDFpbrU0gaDAYJnkmpAwir96ItDZRramrot8bdebqCIBgmYktI7rON6rVG2gNCpTs1WtCKsFVOhztj/fWPQFH1o5AkVsOmYxAMckbY2JiIdUEXDFYy1KgZpZEUkprtbWWUBdF0Rv09F7R7++trC5R4IPR3f2Nra3dk2fOCulbyAVJQCWFLLROk7GnZBwGQgLrqtmsZZJMWZLnFVUZhFGnPVuOdve7PWs1OJN361w2bZZlcRQjcVmWUqhJFtctfOnyDxSDqdCXAa0ev2v7xqvDfj/yxM7G5pHOybDeUEFNhDWQXl7pSdgEAlgD1gMIJuYGLMCS0zEzMiDHtcVhuLG9sxfEsVJKW1YkzNRsFuFOUemdgvppYcWF2TJzEASj0Wh/fz+KonqtOYk0RSBUABYQiHBmZi5Lx8k4U55tNBqmKtiiCiLQFYAAFoC3jEHx0CtBJHZJHBNthgLkKKwVReEpgWwQmZxhLSPbt/AVBl3pqlJBQMCgK2OMZUYioRQAEEm2yJZJSF3mJNBYLim1DlgAACAASURBVNLM95XW2gt82ZiX5ViUeZWm4/09KVNBfhAyCtY2IbZXLmweP3bCEyoZpfNzSwDkC5KBXxR5EPi+F5kKyrJMsixN8iAIarVAEFqLurLGmMAX7gZbC0ZX5EKJEeM4tmyGw0Hg50qpNydi3VhiY3RpNRFJ184JuqoqY0wUhAAGmCptmFEIHwGkC1JBW1Xa933P8ychgK/bgd6NVsE5Rjvtned5H8Df9+E6PGFvM+2Gg+x6J/287777XNJnVVVSylarZa1dXl6+++67B4NBlmXO8CdJEnd6OVDF8A/cHd7BZc1klSICXynUmgPfKSwiKZHf4Mh1uCo9GAz6/X4VZjMzx4AjTMb1GND6uhIiECIwthy8+O3v/uqv/efo5BnwgUNbiCp68J5z+fipZ546sr239MDDrSNHeybxRXTvhx+6/LWvX3p695GHT3h5dlmquhc0MBIlSMgtjOGt4K9vIhC+UVwS9sqi3p7/ud/4zVee+u7sw4/VggBiBkjmxgOd54ONq6/c2JiNG74fbl7fMFmR73YbfuQ3W//hv/zHE/ec0349LbLorvixuvznv/pvKz/3M7C8UkhZeqJA2+a3tWU7/s8Y02w22+12FEXMXJZlEATvUeH7f9kYvr1lASwczre/Ez5zcBDhNxF4Wask9XrJTEHzVpFBgaCRBICSYIEhz9Kr17wguv+xn05TuLmz11mYZWYp1RT1/gTA32m1NgzDubm5c+fOMXOj0XAllPekAPWT5/zwFquYtfYghdzhIc9TiNDrdVutlms33t/vDYdjY6wQaCu7vb2DRIZtko56/V6SJEWRhX6IJIq08KQgTwFbY3nic4sT4wREAVaSEJ6UUjKWybi3ZcvUD0LpReDXQHhEAsUkfBUJjdG37Q2uTm7KCgA9TyEACajX60JSkqT9nesmT7PxwPe9I0eW/CBQnpLEzmCYWQvgwBe+QmsKYwoCropiPBzneRHU6kSK0Oi0R1zkaRY2OkFjjkFZBhJMbLIiHQz6nu9PKpVT+OteGttJ2wgLY1hr7ceRktjf387GQ0Ewf+SYPzdHno9eaEAoLyLhMwgGQkYGHyfwV97K9URgQGYUQjVC2t3dMiaPYp+IET0EhYw8YcY1Md1JJNwpNTtsguY2UWYuisIPfGvNpD4APDmbAyJKJX3PC6tSD4djQcLzPGNKJDFhJtGlY9tb1kiTgIWDhvFD5XcC1lUpiMIoIiEQhQuTgjuchW5bv5w9HALoqkKiqqq8MExGo0Gvp6TcWF8HtmmaZGkS1eK93T0iiuJaluVBEG5u3KwVRTUavvrq9/Mya7c7JCUJWZnK2LzUWbe7K2UAuhzs77XrdWbb3dslEu25WaGUBmsZlFJSSffMhRRueJPzCZPEFpyxrvO+ICRjDTMQSQQqCq2NDfxAEBlrDzyO8ZAHtoM4tijzJEnSdFyUOYMhcrlb0laJqQprrBSKkIzWTmJhdDHo7iFiFNel8A96EA9GwoF0/51uBo4sPGwR7YIkP9D+vg+UzzTR8/DddmSwK+W53uWpM3e73X700UePHTvm4nO3traqqnL9UmmaVlVVr9cPN4wfdgR/l48SDZDSGoTOIN3du/JqlZez9z2as+cL5RMi8G1a/mkftgv4NcYsn5qv+3WPSOhClnsSwYiYBYY0eu3Zf5Jje+/P/zo2ZljFY60tUxQ051dPzXnxzStXnv3Gkw1hjyy1r4pqcWbmxN1njmNx/fP/HYqy84uf7s7dgwLiClAkgoYSZn7wuyHrAYixxZ0qHY73V9tN6UXVxs068uXLr3z9m1977tmn5Je+dfWfvlld2FDd8ZUXX7559YYfxxAHRx/80OInfqZxYjk+Oqvj5i7W8jCO/ODGK0/nva3Tj3/MzB0bqVpCNoVRi/0ffLenVe/pOcG5/+7u7rrnOI0H+xFhf29rLLgT5iooBBjpvDmBBVgBVoKVYCRUkk2BEhAISsk5cS64qIq039uNIi8OhZSAWDIzgScQGCxvXnrln7+2cOqkbswW2tdZubiyYAkkisPY98cd/vJEVEdCiCRJlpaWTpw4sby87HlenufvhRRN/ntbcA+fI6WU2pR5nl+6fOH06TN7eztpmnmeH8cRAAyHw83NcUBK+WppeUn5sqiKLBsz292t7aownVYzK5IsHUVKolBkLSMaY1FKAMHOl4w8thoAhVJhs9YcRNvXb15+5cVj9zwS1xe0Mdpo50WKKCyA8jzXtu+QmEAlCavKlHnh+z4wVtYIGajAD+J4Zna2d/2Vi+cvIMnK6CiszXQ6gR95YeR5fhhGKgxRCFuV6HtQZf29/V63n2VFmdnjx09Waa5J+VSmw4xAKKWADbBBYQUKRAugK10MBoNarR5HNcswYTYPYQZCqCyiEODFRmuj2W8udGb765e7AmU27qn2DEgJRJJ8C56BiX0DCEamW/3WrwcixlQoMGzNrK2sXLj0Pan04spp1gVR5Nq5LbpeAvWW3BIcMiV1dEKWZTs7O3Nzc1Ixvl6VBa77EF0IH7WaYVnlvd5emiXt9gyCAcKDfgY6KF7dGly3A1lGmLSig9UlCuegrw0goHzr+jyRKQqplPT9Ya937dq1tbW1wWDgxI5lWWpTZlmWJInve9evX19eXk7Gyc2bN0+fPu17oTZDVQ87ywtRPWyfOAWaQERgGGzJmBX5eLSzffnSaxLUXC0ux6Pubn/26ApJKqtMBgGQcL19vu8lSdLt7tfrdSfQVEpJKYQgZmBmF43hGHRmywxCBDOtud6gW1aZFDVmi0C3vduDkwn5ni+lKIqsrLJxMoKEAZiIIlEVhbaGWs054UVoDSBAVbIpynzcbC8qGQAQW2QGpin2cKSKfWtnkDcZMA4EOx+DD673c/+bLs6HqawoiqafdNnIYRjOz8+7EywAOFi8sbGxsbHRarWcqu1w1Jw72Bwmm+/Ir3nroWLBTgpTAiHyV5aWtscpGAskEaAstS/fdDaXZYmIy8vLCvJBkcUqvv7Mt2F8bfVnPs71BgKj6Zub1x+5736LgNbWkRqiBQYgKQCLxr2PPLqyuven/8/FL31pbX6ufeq0kBpkBbONY3Oz6vipYunENsAIYBaB2AbwNiS3JYAHw2R4dW99pVODZgRBrlqNr//D3w1DhXPN46ePn13w1Ynj0OnAePghXcBcB+Y7QGyNAS/QXuSDKUBIUsZQUSbSylNLK1BvC1aWLZNuwVtDlml8lda6Vqutra299tprtVrN5dW/WWTgD5FAu21hcY4cr6twWbeJuNLgYZxswVoA1qIgsIipwEKAZeT93l5uqtn5IzIwwCOoCqCW+34yWd7f393ceOCXfhFmF65vpoPBYP+l3YW1o+1wZjo7frxa334AB+EOjVLKMAydgcE0/+8D+PtvvaZmkzDxmq7KMu/1uhsbN4qiXF1Zq9UajoltNptam6Q79MMACa21QlCj3qx0ubJ2bPP6+u5ub67T1GWajQd+rUHSNwxCSARkkAgWCUEjogCUtihH2zd7ezszzdrW3mB7c6PjzZQcCnSV9Inler3WICmJiK011upMA2BZVggkhEIkpQLL2tgKEZVfk168vLw2u7RkSs3GZlpDxdU4z3SylW0wcatdQyG63b08z6Iortdn5haXPBnFUeP65RuM/tJCFEa1vZsbZVmGgQdgEK01ZVHmZZFqrY+uLAd+UOlKkLwle721FqC1TEKgEBpUBSwkRXPLnXFva/3y1tZG1JyR7aAcJ1qC8kMLkhksA7FFZEQDh4KWHAUshGXUhACFjlvNxfmZYX8vjuv1xiqwRRDAgGgY9A9uZLlTBOz7flVVbp0timI81kopKRUigWUhJZB08RLAgCjYshR+uz2XZ6P93d04rvl+IFUIhGAtv966i9kc/FY8SLRzEM8KQl0Z0AYIDrr33kL4CwBVkUspe/t7Dqyvra54Ss7Pz83OdqQQJ0+dZNBGN0hKAjx3//2ChNGm1Z6TKP2gLqXauPzq0JYzM8vAxBggRywUkrW2xGCmKC+14mBheXV4cxfRO37qWJKVSW8/mpkpygwFEAhGllKEccjIQGCtLYsyyzMA8Eh6nqc8RUiAxNagICRhtAYQvueHYToej6VQUnpvYOwwoeIsIEgplaxZ8MsyL8uC2QACWI2s03HOGjwVuT445sJilafj9pxw3iwHiW58a0yihXeeMe3IQge8ut1up9P5cdQSOBspV+OCSf/D68TWrsSslHKmY9PIdyd6nm5C7vPuDGCM8TzP/WRXMZveMfej/u383G2yhOlfDlM+rgAaBMFhCe/169cvXbq0s7OjtbbWDodDrfWpU6fm5uYWFhZGo1G323Xap3a7LYS4fv26+xoXzlyv11utlquw38nxH15ACFADa6i8bNR/+aXuzlZt9bhVnkAhATxPAGtrJ+LFw2Sza+ryfX99ff3kcREGtaEBKNPd555fvfsejOMqG/kyx42brY/8chFWqdn3RIxFABVoT1Wxn+mkNtf85K//wuY3v7H9//232m/8FznXuHbt+8/80+cf97lzfdO7frN29oRFZA+A2ACItzHc2fL23tZsuznX7rAtscoXf+q+80//8yMP/PTiQw9Sp12YuHAGNbAAQIDkLBFBkHVS/Wroa2oEqiwgVs1C++sXby72coCqLlRNglAVc3D4MPOGNXp3qHZDKAiCu+++m4jyPB8OhxsbG0VRnD59+jaF6w+L6WRrAd3wm3g/GGsm3dM0eWHGBiiorAxJURmQCphBONsoi2xtrdiquPLLEfoW+r3u5WtFUo4z+/JLz3sES3Ot+dUjOKuAJWhQNC6yXk2Ycn/PO0Xtdqft18a6N0jG6/vJysqKSwZ2dRIXHjEdgbcZ6/7okOhvuHY57dM0AG99fT0IAhdk9h6B+38P8Pe2g74AmNhBMLPvhUr6n/j5T2ptmN0KO2ntIiKlZLQ8B4gMFonIAgJI8oSAlZWV4WC4tbO3tNDJy6wa7DVmZogVoscgLIMFREIQIK0B3U93Lm1df7XR7ngzC0eORvXOETJYlwE7b0mnJUUiJCLK8jxNM2N0KANmICkazYgUWdbGWKe/JPR2drYlNI7ddZoB2QJ6ftNasGaS3VkV42Q0HA+ttSvH7o7iGABQKCc2sExHT5/KBkmS9WZm2l6vbkajojIeWWPLJMmrIifgTnteCAFASgo34V+/6hADI1WGcyEFgC4rVWaVoKhx7FyvgtG1569ehPk1W6mZYKZRMSEiI0gEa0C4cwi76GBHJFpmS4IkC2BmLwRtj5w6t3np5euvvba6KurzymqJwgMWgB5bxAMnMXcjAZnZ3go/wNdxwFprKUWtFnueKooiSUZxREJ4E3sBnqoWXDfCBL8S+0JR3KgPBv102PeDIo7rRIRWTZS+LqaELSLxNEUDWABZNmwqBk7zrG5KQQEAI1gB1iJoJ/UAQ2AILQMjCGuRSBnDg+FgOBwtLy+vxnEYReXEi4Anu5cxTnMAjEBCsSUSUiJbgwyMnO6s7+/uLq+uRY0lAyFTYK1iRinYgkSm2aP3zh8Vwoubc1XW375w4Tkgc6Z2Rg9GgmLRCAFBW5sWhVJe1KghgAByniDMbHRVllU+yg/SyLXnqVqtLqVnmS1D4DeytJdlOo58ooNj3u2gRyCgZcsMgMpT0vdq7j2i9cOaCGtGiZDIyemYdVboLM9SpXxGmuw5E/5lupQiAL7N1rfDJyhXp1ZKra+vnzhx4sdupSuKgohcF9Gbde9N2haJ3FFwCvoduJy2h8Zx7IhV1z2mtXb+2Y6CzbLM3StHwdZqtfdzj5xu53mev/jii8PhME1TJ21yIGl/f38wGNTr9Zs3b7ZarTAMb9686eze3Rn4+eefHwwG586dc9BhaWlpWoKHO9whJlwJqgS05+H42uaLX/3KytrSiQcfyFE6OthyhXfwylPrN+e8eezYMQ/3BsXA9/32/GzXyhf+4Qt3/e+/Uputw2BISQGRB8VWu94oTJWqQNbbOYAEkCrisu+fOX7sxNzul//+/J//94d+69fU6tLKb/zS0c4C/MWXt7/x7JGVR8rARwRDKoWw/tY8EKCHcU2WyVA0Z61qiJhQFg8//nCv3yUvAvIsNQ96LBBAWACXcjPxXARo6kJbEui2H2jffd83nviHs+Oh10x9FSZlHij/3dVQXLF7dnY2z3On7Xail+kt/aGBCZIAAGwOtC6MuhCeBwCsNQCgEKAJDAdCWANgwFQgCADAExOLfrh4VRDf/M6TdUiG3d1r69sp1SCc8WrNwpSDtH/Flq1f+vRddz0OWULzXuOeE/d//0h/Z3se2POVQqr5qqVbN65s9Xo95xbnMrymwNf95XBj3Lv2PHn/p7Z78c8//3yapp1O51Of+tR75Oz2Ew9/f5D3p8M27q7eqa129J075RIcOL+6BDASXkBNtvv7+6UhPwjGSU8XQoUzAIAMSMiA2moQUuiS8t305kVhsub8qumcFNSyQEoUAAaJXl9MwUrroiiFEI16SyEwIRIxsAVmZCQw2tiKhUAyCq0HVAcLJKVmJkkAjKCBLfgy8uOwvTwtvcAk3+6WBi7JR3ub65GYUV7NC5pFZWUyznVZVVD347BeMyAnKN5ZYNDraDXLMs2SvNxDLOtxrdNqsQmTsagYPc+bP3WP1315b3dzaeVUo1G3yku1Iek2VEAywARWoBPzIgIxGgRScLC+srSGmayemztuC97buhH5StTmgIg50FYpnvDmdpIJPMFI7ic4aPl68ssCkLU2zzNrbb024/u+2+Mn7VP0+oEzCWcjYMlsg7jGbMbjcVakzWYzUG1gtIaNNkJ5EgU7dQO4BClgdG4hGNVq2pRlVQUqQLRgLSJbCwaI2EqhAXLgkq0lGbGF7l6XUUb1eloUQRQZawBReAoOLQE4GbEESMBIQhhtETQRAhpdFpRlMYpWMIM2JIo1CxCIaAGMpBLB5PUVawQBoaejUJxrmquXnn/u6Sdq3tz993yUMcSG8gQJIUujlQwmJzWe2MUJ35NKIkZunR2NRsZayxZZWMtSSkFhHLkJ5hwz6E2ZKKQ70SqjBUDpI8GBKz5aRixL4wd1REJCBnvgd+Y6MuntMF9viIBd0U0I0e/3W63We1Rue08v1yOvtXYNfG9GchPR5cuX19bWnMPU1OrR6QqqqiqKYpph4YQEzjC7LEvXFBiGYVEUcRxnWeYECe9be/50m5RSRlH08MMPj8fjq1ev9nq9LMs8zwvDsFarSSm73a61ttlsxnFMRJcuXUrTdH9//+rVq85Lf3t7W2vdarWWlpYchnD3zS0It9WOGKDkUpFIRwObFyceewTq9dL17TIYa6WYnO6cdnz6IquqUkqlaaq1BuU3g6iAIlpaOvXoR85f/t6VZ5+++65j2999ubF6EoT0LcM49YGrmkyhyIpkTdZgkECaQdXd37307e3d8Obg+ovfWzn7i7pZN7oQ950rv3Mt0lpVPnpQgqjgrYduZUEShL4s+n2blrrpGxEIgPqJtRv/8i1ISmh6ofammi5GsAxAYAEQwaWcmqieG8sIOtAJ6bjTDk+fuXL11btOnShHO6LVHgLG7/wRCyFcBvLe3t5wOJyZmWk0God0ceZwrOAPqcZiEFgQIoDwFLAGa9F15doSbr4ISQpBSOR7C8tgDbi+6vEYtjdfee7Zy1e7o+5OkwezqvAFzK8snfzEr8HcKjQ6kCd87dV0+/r/fOrrvefPW4FLK43jR+f0qItHTpiirFDrLI98AmKl1Gg0cqdca+3s7KzWOgxDt445NdFUUPsedY+9d1IoF4LjGpHfIynavzvxw7uodsCkucn9axKQkGXpxvp6vTkTN1uIBWPZHw6jipS0UkaoBBEItMgliswkw9F4dOTosTCeKSjQDgdM3AIOAS5GY02aZsDkWj2sETjpyGJCMMYIRGsqT3rdnV00ZmZhwdkGgsRpMZ2BEO2B8OgHnZlaM7MzjTjZv7a/P6w0SxWmhQUStXojUD5rACEOySp5QqrxdCuFwPeAgqooxqNRKCn0qBbLKrNlPqrXA5ifv7l7sUjG8YIlW8SCjNGCAKqKbcXkkQwBUBsDiIIkuOoMA1gwE69lz2qt4sbC8tGtzfWr168fORagD0IioTyk/WVgfssYCdfv6NKPwzAMguiwEuaO8zEeaLom79lTIYC1EWZZMholWnAQRtLz2Vq2JZBwaXR8CMGxy64mEkJVlfEsCxJEwjIIAIWMpEEnw972sL+3uLBQ8VhQwEVaVeB3ji8vHdXasjMLBrrDffmw9wULiWAZBIM1WT5CUwhJ0hcTRpwEAyAjADEIZJTISAzWsDFISGEdRVBrzoWitd8flqOic1SLIBRBHbUhCXY6CxDcbZuKqh1HOBVZAoBjFl2+9DTX9J3qESa9iO7mhx6bElBWg6zZiCwYNzf/18rOlFI7Ozv33nvvj3it8A2vsizd/XeaAQdtb8c9VWWMWVhYcDp4t7WMRqNareamBgC0Wi3Ht7knGwRBkiRhGPZ6PXcwGI1GURQ5SWu323UB0e/PpgiH/A2llEeOHJFSnjx5cjgc/su//MvOzg4ArKysCCHW19fr9XpZlq+++ure3t7Ozk4URWmapmnqPj8ejx988EEiunr16uLiou/71lrng3kY+x5cBghG2bBzZGGuUX/xiSfu+k//ufJJALABtoadn83r3damlxOw5lCjqvKpKmfna7/w6Qdvnn3x7//fZ7/ztPEaenbllc//XbQ/WFRRePbYzXJw5oH75O7wW0881TIqUn4SqmImOv3gLy/f07/47OXZC7uza3NaDApTwHwMYUVUAniKvfDWTH3zlTAGDdCpxbTXlYkpIsiUrEdx1IgsEKgYdJCISbq0ZBAGhAXQKHjq8Q2jprQCBFS+MAZg7PkP/tpvPvuVv/O+/ZXjjzye26qgMH5XM9E9Aseau8ZBIpqZmfF9/4fLYvLBsEBCZAZbgrZOqeU6E4okufRX/3fUbKEflZX1orplQGBbFWSr9SsXl0+dOPcf/6vU2WJc9V577plvfePBRx+Eu05XXsdYD71A3XtfdM+J/zAfP/e3X/Gj8OUbG1VAsDdevvdhAovIgZIAWhAsLy+XZelCbV1GdJZlrVZLKeUmr1LKoeEfqfbBt2QiqqpyJR1ngffe/boP4O/bYY8ndCIA5UUeRpG10B+OmdTc0rIFw8xBHA+Hw7IsED1BHjEIYERNmIAZJuNuVdowagOGYDwQYBgsGwIAft2gLIuqKnUcx26e48REAHBiiICEBMaCkDbPBDMKAgLmiVXw1PgfmA609z9wISQvHQ82tvZnZzpRdDRuzhpZJ6+O6NlKW12SuDNAi6fmY9YCIdT9uFI2T7MiH3BR1hoN3zNmOEJP1eqt+dmF3u5ua27IPgplTJ7LQFZJX8UBYGTYIqCUikEwawDJQAzAAqyBqrShryx6CKCanU6lL12+dOniqyqsLR897kc1groz4j3UhkYwRdB3iDWcOtDtRm5Dcl0X8MZ++HgrEpkJgBGpqkwU1OOo0ev1knRY6Tyq13w/ZLaWLYFwpw6efAACIhOikkJlWcaGQRI6pwJTEeQApU4GO9evXLt2UZl7rQGh4nZ7wfgiyzJnf+j7/pusX9NX6BrnS2sqSQBgGApjNAoGQQCWwAIDIyAjoAC2DEKABgfYbWnLsre/N0yq03c/kI3M+rVd5cmF5Wba69dmhUc+aCOEOBTY/LoQEAdHqqpKksQxhVOrjcM193cGflFMGH1nscwlc2VNzlCqqGmsZWuJJp4P//Y90Slc0zR1pX/XdfFjtlgh/smf/Mlzzz33O7/zOx/72Mf+4A/+4Pd///fvZH+TJPnt3/7tz3zmM2tray5e67Of/ewnPvGJxx9/HAAGg8GNGzdu3Ljx0Y9+1PGg1to4jp966qm/+qu/+sM//EOtdb1ed7PmT//0Tz/1qU/V6/X3f3Odeni7N95sNoMgWFxcfOCBB1qt1oULF86fP5+mqQtTMMZEUdTv9/M8r9VqZ8+eXVpaKstybW2tqqrXXnttZ2dnYWFh2mU1baifXkRCCZXBkPJ0sTPz3Usvn2Im8N2Kw8JNL3DY15Xv+/2+k0obY5Ik8X0/WFpq6pxA76t4B3h1dj7eG5x+5MPw0U/sj62ukrlIbly6tHnxgt5ery82X/ji3z/20Y/i4hGYOw7BIqgWVJ4On1ka8PoXvgMr82d+5cF1tN2wWFSDnGRsPFGq0BK8VUhwRZCUad0nDHzKdVLAUIECJcpinBS969sz7WMBT8QzyGAJUNxyfHeXV0mfAHQOngFUGQedubVH7nv46c//+VGpgnt/VtbUHf3Bb2PiEzkNT6PRiKJoPB4Ph0NmduIHJ/L+IYI5d+oXhGANa42+0oNumY6jZr3o7W9sbOwv3H/Pp38ZWh0ABYXhokClQABwOfynJ/zZzpHTD0CVXHv6y8//64uebMyfuh9Ey1ArISKAGCLUfrG7cXZ1/sjHP1ZsvXrpf34+BpmtX6uBRZRExlS5RgSjwjB0nWEuHa0oio2NDcfvuDt55MiRKXf+I752wYH/Q57njUbj4x//eJIkrVYL3rPGvn93xmfvfJG1cAsBW6mkMTrJ0sFoHMVxGIeAjFARmjxLwiCIojopAWSBK+YCqa+TXvfmhi+DWmsJ4wUQMRMggESDRC5MfvqRpbk1HMeR635DEIi3on0RLOvCVtl4fztSUF9sM0kkAgRtjLGGBE3FWnyLsn1j7QcAEHpBEES+qoqiVm+IuC28ugWvMiBQSC+4lVk7+VHmVogjGkQodZEXI13maA0XZZkOTdYvk+5osN3fuRkhsAj3h4VBn0ht3dxORgMFeuv6ZcrHo+Felg8FaDY520qSsNZMrBDZiU+AAEkAskFrVBh4ivb39whNu93wQ4lW4QRnTkKE6XAcJcJtfLAr7B7yEZxAtGlG1JtIZZAZnM7B8wIGMNoEfugH/GNl7wAAIABJREFUWJkqSRNjKqmEIJwcU8CFAyKyU4gxEoAxeZZ5fiCEz+ASti2yBmSSIEFLot5+N643CJVQQVCri7COiETCvYADZeGdHwDAiAxojc7yYpyM++NkoEyS5eVMexZkwCwYJ/KDg5oAIpfIBgQYXfS6u1evX1ldPd5cXosas81GJx3tDvvreZJEXiC9GMlDJncUsGgsGAIxPTO4ErmLaAcAz/OmvONh7fU7rLu4Y4lFZGDNoAFNv79blpkuM2OJREgkyE0Pnt4ceHe/DhGLotjc3Gy1Wr7vH87vfXc/8P2/siz767/+69/7vd9DxLm5ucXFxbm5uRs3bnzxi1908E4ptbu7+4UvfOHcuXOuaSYIAsexnTx58umnn/7e9743MzPz1a9+9ZlnnvnIRz7y/PPPb2xsvPDCC2EYrq6uttvtlZWV8+fPP/nkk1mWraysuM9LKS9duvTVr3611+uNRqPZ2dk0TZ944omXXnopjmOnjvja1752/vz5PM+TJGk0Gu9azOe+8bBJPhx4Ntfr9ePHjy8vLwNAt9vd3Nx0HqIf/cjPLC4uIVAQRmfO3HX3hz60evx4a6aVa31jcxOlbJGXDEcSMIxiYzQwI4EBa4ANskarkUkXWW/31W8/ffnb3+nML6w++Ei4dlLLGAAFEk3GHk2Z442NjaqqnFTa87xOp9Nut7MKJQObivN09Mqz+y9+W4de4+d+LcVGPLcc1mQRe43Vkyv33Ntd37383e+vPfx4+OEPV3OL42gmV7G1UrBIqDc7szy8ev3lG+dXHzxl2G5d250/eS+JgMESV4i6lAaBkQEMTRZsZxWJ7n0ZYSyxkYC2gu64uDnKRnkqwXRm5lXFz37rWzFUwdxJAWQ1skWSmDMWBBnaMdoRwgihaQ2CPbCrFJKlLQq/HmKavvzyKwHI2I+2aw1GJERhLOQpCEY0Fq0Gayc8yu3zanqqsdZubm5mWWatDcMwiiI6uN5TdtcCGJzctnLizMQIFtimSElZCbAStO7vXnvuW5eefurSC89ce/Xl9csXr127srOzdfaTv1VbPF1wvaRGETR13K68ZqWa1ms3Vs/FR89Whdy6dKncvbF1+ZVf/U//J88dr7AJwlOgfdagsSrFCxefOvnTn8rDTnTiXCue2R70r+5dX7l3RcQeq7AQvkbfk1KQEcKwSYm40pX0/DCuddrt0A/a7Xae58YYJ83/0V++3BZsjHGnnbW1tbm5Oefn/R7JXT6Av2+1KVpHIjogY7e3N89fOL+/t2uBG/X6/v5+USbW5FWV2CprtdoTUtRqwBJRc7K+vX5t4/pGoznvRfMqnreonJyC0BAigpyYPgAgQJHnzDoMApjodB2MQkALYJArhBI4v3bhe4RZ7CP7DWMMCRJSkAsNuI0X5NdBpUlUME/6xUgKW2k2ZZGmzYVFEL5hxaikIGCuikqQoAPzFgQz+U60iBbBGrZlkVljfCkDKX2JoLPu3s1s3CuzcX9/tzm/SkGzhEiT32wvAqk4Duszzc2rl9NkvL+/bquBLznpd7PR0BOoiIktoSa0AiohfKNLKQSiNaYitGGtlo56tdBr1gNSAOwDHXgtHLKWvSX5vWPOOLFvkiTj8dhanlpOvuHsOlQDdcFjUmvLFoXwAIRSVkhhTFkUGbORUgpCZJo8UHYh2IxggRi0zrPM831JHoLASfelBWtBySCKW/XGxs0dP2ouHzvtN9vohST9qtJKKe2YV3hD+AsH1QG7v7dTlClz5Qey0Yir8f44y2ZmZlGFSBJAIopDw4MISjAGWI+HvStXrqyuHessHEFQVa79dqfmmd72lXrcqMWtKtMirAOQawNltAxWoppCW631aDQajUa+7zv4OK0CH9afvTM6trLWGmYDVgOYqsyQ7HCwX6uHUqLyYqRgCn8PVNvvHv4KIXq93ubm5vHjx6cmXD9e8NfzPCnld77znYceeqjVan35y18+ffr0n/3Zn33kIx/Z2dn55je/efbs2c997nP33HNPp9P50pe+9NhjjzmQ8bnPfW52dvaJJ544d+5cvV7f3d0Nw3BlZeV3f/d3jx49Oj8//0d/9EcPPPDAV77yFQD48pe/fOrUqQsXLuzt7fV6PXev/vzP//yTn/zkCy+88JnPfOa3fuu3/viP/7jT6fzUT/3UX/7lX37sYx/7i7/4i8XFRc/z/uZv/ubChQsPP/zwu9YKv6Ezg3tYURQFQeBEHc1m87XXXrvrrrseeuih1ZW1Tmfu7NnTZ86cnp1b8P1ASIFIX/nHf7x8+fLGxkajFSFBrR77gU+TpR4ICBANgkEwBHE5hv39p5/4ys9+4hfmHv1wOLvIUYMRESUiSRQEwsl8mTlN0+FwuLS0VK/Xa7VarVbzPI+ZoxK1IPb9aLSrv/mlF/71H8/86q+L1YdTUY+ktJwq5bP1JEWqsXj03GOtex/VslWKJkOkwPOBBIPJQXn+Sxe+ncj+h+47Uez3oWeXTpxTUmgJWhBJoaESgMQEhiatuATVgV07gVHoBHpSRY1wplVv1/e3dgMMZltztXq8+eLT3YsvhR/5mAoig8Jo4QshWXhIHrJ0KZEgPVECWRQCUAFKINDCKN9rLh85cuz489948sTaXNJZQ4Rxv+8hOzENCAIEF2Dk9GoEb+xDt7m5iYirq6tO9jBJqn9PDW55smfyAfy1DIoArNZ5KkAXwg8l2mygitFTf/e311569tF77z59z10nHnloaX5h9eSpux59PI47QggpiADEQRYoMUgEJVBJNUj1oLulqu0y6x179DGoHylUzSIEUAmr2ZKmYO3kqjd7BhvLADWvPT8z07zy3a8tlXv+fJtkbLy5CoVAQDSIheUKgKVUFkgIJUmEfpDlmat+OLOUH33xg3uy0/CaRqNBRE5h9UHr2/stQJn8aR2LarQudrs7u7s75+69S5CU0k/TbHZmvqySZLRbFIOZegRYAgBYw2xRF/u9rZ317wuUp87e12weEeGcQcHMwokaGCttlWBrrTFWSGJrEKySAifRaxaFYWuryhptjC6rIvHQDLvbo3S7qrCqujQrFxYWALUxFSEZYxlQSGUsAyCRIHyDtzbdOYy2JMgLwyCMisFIzYTaGuFhWRpvgnxdU75zumVmS4QAxlpj2RgGo7UuTSACbatiPJbCSmH7/X7kB74Kx1AvNHfWVmfai5YpaiNUBUB59uHHdq5fStf3OettXx1luT127K799deywsy0Z1UQqMD345gFK0JdZEK6mAyBoJeWli6/+j3fsy1uWhl4QcTWACrDSMIDdj6M7EqXrtXP+Rw5+b+bSK6kMh6ng8EgCAJXUHNrhLtFURR5nodI1hpneUGEB2yxC+lFa9FTfntmNsuTJBmPhn2lPM+PlQzAsmWLKCaLvNZCECL3u91aA4O44aI7rFNCWC7LalyI+x//OeWFTJ4FASAIwDVgHWZSb3uCWuuiKKqyKMu8Xot9P2bQO1vru3vbYdVPs6IoijDQIJHYhfThtCLAGpCo292+cuXi4tLS3MJRJy+WgVeMx9ry/PJaf3+8/f3vtTqriyqUtSawYLTIgMRlVTpPAHc6bzQaDvU654HDNq5vuHK95R4mpAKg0SjJ05FUHEaqyCsATMZZFPp5lYVRjRk0ak95rivr8LdrrQ/vl07M4E47k+DogxuYpulgMKiqylp7zz33OKTyZkjrR/mqquqTn/zkZz/72VdeeWVpaakoimeeeabZbAoh7r333osXL0opl5eXT548efTo0bNnz05r/e12GxGvXr36/7P3pkGWXmeZ4Pue7Vvvfm/uS+3lUpV22/JubBAWNktjGpplgiUcEwTTLDE/JmLmBwEBERMTPT8mYIYgmgmGmZ6BYIaGbmgGg8GysRtJ1mapVKqSSrVmVWVm5Xb3bzvLOz9OVqosGTwhW2AT/n4oskqZdW9+93zvec77Psvy8vLs7Ozp06dv3bqllGq324899li9Xv+jP/qj0WjUaDTOnj37wz/8w8aYOI5/+7d/+0d+5EdWVlZ+53d+54d+6IfyPP/pn/7pra2twWBw/Pjxxx57jHP+cz/3c14e9853vtM512w2n3nmGU9V/Mb6uR6gIv84B0HwwAMPLC8v1+v1UlcOHSE3xiDYehoR0dbm7fH2TlEU0ro9PV5YWAjade2M5HJf5AWME3ACQ5wIgEzSqDlr0l4XGIMwAuAO9pXLvo3pCSE+siGO4yAIDpjx+0+uAouAUEHADDDNwt7CoRJAGBIcAQIEBozp0rR7MxCExlTEvez4jpMa0JS1FavCRjva2+TTojnZHSUGQg2GcVkbA9MAERD3emW+37cwuM8hkgAI6EPF0FnQhgETQoShmpYTwBoIPHX06FOf+2vHRgQhcQRke7enrXbN92ICZAq58XZI+/eeAXl9NidEizxYWg3SxtWz5w8tHsUwhoYElFlmYhV79pxkYMG5fc8W/oYhBgAIIXZ2dvwy9oXFh1rfzcx+W+DvneR6BmAsBBysLqUAFnIAF+e3eRRACC9/7snd/s4P/Ksfg3odwgjimkp6QAwCxSwnQHLOOXTAGAOGQOSstUqgrvJb166lpAWCCgRMp9RydBBVCYiMGLlwGjpdqESWZGQSi3bvRLpw6f998rhajb7zSNl/OV48AcANcIQEOXrty/4gDBAQwjD0mlRfjb+F+A9a66Iout2ulFIp9fY1+78Nf78WDwmFs+X6xlpRThyVp08elgGA04BQSxS4QoQYiWjSH1A1AYqgrMCyqsi3dtZ3+lvdRjetNVvdJQhagAmSlMwjH3DEOQoAJOvIGWfQmNLootlqMrDOuqLISj2y1lnjfHcqkCypJTLo5Nm25Hbh8ALFPWQIznCOTldOGyGD4WAkVZQkqdd0fZXj7esLjhjY6XjQ391utdtBG5GoLMooCrhnIZAFACTnDa+A0BpdlkVRFFVVObCOsMrNtD+OA15Lo1CyLaeb7fbi4uq0PxYLx4MgccSKygohrHVKRWCRCRbWu2EYLy3EMq6/9Py5y6+eD+NmrzebSrq1fokLzgXyeKHbnUHGUdaQM12VUmIUR8167dUXn2/UU9EYHD95igWpsyjuuMi9HkiBr7cTfNE8CJXxAChN08lk4rU77XabMTYcDr2v03Q6PXgOPW5G5FEUScn3vSUIGAvIWWROCqUEz7KsyPM0IZUqr+SzzjKG4CxYA4wEZ2maBvWULBhbca64UM5y48zNzZ3Lly59+MMfcTxwKCwhIIRfvUCg94gjAsYoz/PRaNTr9VrtFtkKwQAXc3OLvd6MLHc3NrfXN7dW0p4kAHCIjvxm7WstD/LxzrVrV9I06c0vgIjBMkAgVxWm4iJsHDqFwdbk6hrnZm/vpsqHzcVlTs4ScuCWCAB2d3e9Y4DHuz5U/MBF4euthsQajUYay9F4b2dnx5qq1Wo2GnVbVePMTSaTer0RBqGx5s2amAPRvZ9Be3CstfbeXgAwGAw2Nzcnk0mz2fQT/CRJvNSmqirv/PWtdY1Go7Isf+InfuIXf/EXH3jgASllkiRVVfX7/aIoHnnkkd3dXSJaWFjwrfp6ve4/O2ttt9v9jd/4jccff3x2dnZxcTHLMs65p08AwOzsbFmW3h/31Vdf9YfDH/3RH82yzIPa4XD4yCOP5HnuxXPb29vOuclkMhwOZ2dnvfjGpzdtb29ba9+OLIMDYZxzTil18uTJ/e6RAglcuwKByiof7u30Wm1mqk4czx85KoVoRHEzUAygZJSDJeb7maAsoAGhAQyAKi4++wQDzYUAQ5AkDhkCZ4AC9uuOdy0dDAZVVc3Ozt5to+Zx8ITAYIXFLTbYurq188ijP+CittNlzXHUgvNa4bRinCnhrGbaIhPIOANEQAGe2oZKqcyJ+97/kWdfeaX87JfW1i7UPvodTppqKpRlgJAxqDkFyAjBIWlwGskCCIDQm2JrnEaMORcaJxljBBJspxlvbO9Ns0HCTO/+e8Tf/EU8vqakzodF2lhUXQaickBoAa1EAumgTJgDZOT7m2AAkUeFzcKkaYvi/kc/8Td/8AetT/9+8z0fuHz1Rnj0/qR31CIEFpQFRBASLX4Vzn4URQCwubmZJEmz2fTV2z/Ovhfwdgb8lkAMgHP0Bk6OdCVAU55dfeU843BooQZbubbu1S8/+dEf+CQsrYIMSCNACFzSvoW/ddY68lDWgSXO/WGEEJzJxnVerXYbmyNdjxR02gDcWzUjIjDizkpA4G1WVSBITSbXvviZyZXz7frioYdmX/6Lz8QXr4XLKysf/oRYvKegYAKMc2AEIQIDg1QRBAQgpazVaqPRKIqidrvti+E3M/b1R0St9dbW1quvvnr27Nnjx4/fc8893kfl7XCu+Db8/RrXNMs3N29xpnWVtZqx5MZkUy6kNQCEpsgtlNZOTNYvjNZFNt7LJhOtyQrJ5mY6STIbpQ0IWxalI0S0zhlyxJgEwLwobFURuaoqjNGMQ62WIiciyyRjmoabe3GapklDBaHgAhlVVSajWq3d3dm6BSokVyIKMhUgMSYYmuuXr2nHVo8cByBjjBT/0DbjTM45RXE4P9ebTLKNq1dmD59gBNaUiMRsRWzfqdca66wty9KDCSllGEZEBpFXCmxp6o1IhtoVW8bS7e2tOO61Vk5YEeelRiaFVOTI+4JbYxgnLoVKGtpB3Jp76CNLemoGg1E5nVy+eknb8tS9J4eD3eH2ZWFHeeXS5kza7MgwAqcB2NLqymj7ZhxyHovxaE9GNopbzrl9U8a7yKPamjdwG+427S9L7SmDPkw1jmMPevy0KM8zRApDKaU0xk0mY+dsHCdKCmuBMSAQzjGOjnOQomRYGKcRiMAhcXCawDnjkLTR+XQ60lUVxSFY7SwyJgis1Y7IZtNJu91d+sgqYwIZ95y9rzaUOOgPAJEHwda/WyllVWgVKHDoTIUQSKnA5bVmd/PVy9lo2lB14EDOEYJDts/Wc1gYt7C83O40OeNA3FnGBHeuck5zlVAZ1Xurx6LG5ddeybJscXE5HiuuUiEip8lr5JVStVotjmNfpLxv1DdqCmOtZeC4Us1Wu15P+3u7UZgaw/Kp1ZqCOAiU0kbDV+bl3s1n8CjcWutl0UVR+DYw5zyO49OnT/st4cDd1q/tf3KB+Vu7siz79V//9Xe+851SSq+YXlpa0lr/2Z/9WbvdXlxcfOSRR6qq+tVf/VWt9fLy8s/+7M96pzMAWFtb+63f+q3RaPSpT31Ka93r9eI4npub85bARDQzM3Pu3LlHH330N3/zN6Momkwmv/RLv3Tu3LnLly//zM/8zC//8i9/8YtfvHTpktfJzc3N/dqv/dp4PD527Ngv/MIvtFqtX/mVX/HZGXNzc/6tfsPdgg9ykg/mAH59Ts1ECIEIly5fOvviWVvqhx544B3HT33393w8CsPNtRut2TYyxh1ETBWkGfroIrAMfEVBDmirW1cvzs91MVAgA0BFyL2MFMECEQF6iOZVbgdxXHcvy5GFVJi6qtauXSiBLb7rgxXGoZBIDoxzQjiGAIRMuEAA4xzBIQog8g5rCMBIWUBGYb35gfd+9MIf//v6idXW4XtzVhdJyDSkCkYABMxjcgLjmCGwPpkdHQPDwPLrG1uuKFg2aQkWJxEFspyOU2YT7oBxSGRzoWNefE68r1YLAzBDAF5iIFAhA0aAlQAHDjgjTwzb58tmlY5U6EDxQMbN8Lt+4Ee2f/e/27l19cv9ybGwdnT2eGaBAyjvjm6Rf7WovMlk4hsTWuurV6/6o/Xs7Ow/hhchHphmcATat3E3hsqszEcvPv/sdv/ivQ8+tBuksYR6qw1JMy8chTHnwv+0cxByBEL+eqC3QzAAZLLxdDzsb2/FYJ/+2y/uXfzS8aPLIJmrNEavS9wRSSL14yAaFSG48eWrl5998YMfekQ9dA/QdOVzfz26drF66akdo+e+v6EaK2OniAMRhF554jQxZRAloBAiy7KdnR3veP1NPnL3A9i9vb2dnR3vaOEHiQfR5d/4T/tbscr/Y5If1m9uFcX42PGl9euvrt96rdNKwWpbVWWu0UEYBYPhVlkMAkWT8SSf6pmZ1Zm5FRlEYRqmzZip46CUIVbtjzVM4CcTIMbjcjoa1WKVpEmeTyeTkVIS0GpdMo5BoPJ86rRr1FtBvQkOtbGMIbmCcTfpb1585cWFhd7C6v1gNXAOjFWDwY3rNyvrFleP1tszxgHjIX7lXOmNH7cZ23J669KF8d42MsGT5srJM1t7o0a93m7VvJmLNaaqdFmWWhulAilUHCfAeJkX02yAxBglurRRJJI27mxcuLF2aW52aX7xJMiaASZEAMCssUQkBM9He+PhbqiAoxkNtob92wsLy/XOHJAwWS4i5arplasXVABz8zOqKiuDmzvj0smkMTu3vMoCCSbLNq5tr19eXV58dXNaaqq35pdWT4qg4UjcmSJZQKtLneVFGIa+nfDmazAYOefCMByPx7VazdPL7tLGWQILBIiMiLS2w+EoDKM0rVnrvFetdcAZAKusnozHgzybJmGaJnUGAlBCKIAMmSIbD/b2toGo0+3FjQ4wBcDJAgIWWXbr1k2nzerqqooT4NwSs4CIIN9IXHnd281a55yzLh8OJkoF7Va7KrUQnKEjp5ExIo12QI4uXbgYx43FQ0dBBIDMArMMCcAhREaC0ABTa3LOY7Chs5JJVha7WbmlVEvJpuAGMS+GG1vr1weDIWfh6uo9aWcRWJRp47eodrvtvSl8qToAIm9YbP9ww+bNhcgZKsu80lOONoyU1sVgbyClCmQohZwUZZjWkiQtiiIKI0TPWnlj7rSPscjz/ObNm1LKubk5j0ustVrrA4dXf0ba7/+UpTfA8jj+W2JueHAPt7e319fXjxw54iNDoygaDoeMsc3NzUOHDvm7sbu7yzmv1WreVtP73RpjfPPY44zRaFSv19fX1z1a3dvb8yYkvp+UZZlSKk3T3/u93/upn/opn9LU7/ejKHrhhRc+/OEPl2U5Ho993JpPye73+1rrWq3mTRg8MeDtq95+4/QiKgduPB6/dPbca69dRECtdRjFDz/0UKACrU2z2YznOiFjyiGW5ElegACSjIQcaQyuBLty7emnH//i5ZvbP/7z/w2r9YwMDQABKCBOBsgSMGTKOXfx4kUi8r3nu98VEU0YC+woyC98+f/+k5Pv+t740L3jWiNCK8oKDJ8mQQkuqspQBdaSrjSXEjgnJATg4DggkIPKEZboShiOzv3Jn575yEf0kZUxC+oiYaVhEkpnNQ8UgHQWbElUOe6IIwFnTjEn0PHnL14PY5kkzNkpmTLmPGQiCoJQoemvrV147tlnnzwUBI2ZVVHvsaAZtTrxTCdo1ZgKeJRajK3lwL13IiIxQtAMDJCxNhGCO8Oriiq9+Sf//dWbm/c/9n3q2GkT9VhQN44p4oL2J/XAPK7/ik/Q9yO01lrrqqryPDfGLCwsOOeqqvKs0LfnEaq8RPiObRBV5USBYVQButtXXl3//f95VOpk6fDquz/SeeA9OmyXICxydBAyUATkgDHnlcp+3FQV2XQ0NFWOthJgoySuxfL2hS/ffvWpdhIuPfovTHoyEykDSMEAFd7j8jpLZsiqYjB57UK2tzt/7/1VmkDA2N7N0SvPrD/x+XI4uOd9H4ve84kiXDKBMgA1BpwKcJVh9QJBFMXly5d9NOPRo0d9bsg3be3yHil5nj/77LNXrlzhnLfb7UceeaTT6fgWxtvBXf529/dr0emMDcPIWdvptcejZDjYWV5cABeXk6ycZPOLs40UyNWSdjLZ6+9sDev19uLJ49V4goxYGACmRFhaIokIYKCQ5HRe3t7sj6cuChTYAjhJIcIwkIo7Yow7zpkxVRgFMoxlEIHlzoLgCgCIc6AyjJvLh05sb20YurwwN1uNsv7uTj6dBmEy11tM6jUAYoyTs8j+oUWDjPJ8oqt8+fBKoztLJCEKOY4Q7e31GzO9FnFRVnlZaM55rV4Lw9hZIGQISARxnCgZko2KcTWdDgyV2jomgryoqsIoRKEAnHYOwCFHKEfDfDRIQ8EkorFh2phU1vJalpHWZahCnWvnXKMzs755dXj50qKw2nFnZVHwSmOr0420LLL+5dcuRcLsbm+fOP0w8tBawThzXqR4lxMuAWitPRTzHAbG9g2VPavBOYiiSErZ6XQ8DtBaK6U8qkvSUErv+eCIgHEIAuWc8y4D+6WbARGQBS5ko9mKw6DMy8loTMQEV1RiFIe6yKuqaDUbAGSM7m/fTuodFcTOmP72dlmWK/NzIlAEAM4CAkNC4D614w28FQRwlrTeb8NzqaMoDMOYCDiX+8mbeCd4mUkEiuOkyEtgDJyH6u6A/OCDl42zgGiJGDKfoVZWpXNWKEEYWioYokzCxcOL+mI22BuR0zbLuVJhFPpGl9/a/eTX0x48pvw68c10OnXOeLw/mUw4Z4iMCFWYhCqqaFKWZaCCIAiss+xNL+cNp6SU0+l0e3s7TdNOp+N5vR6j73sLehL8nda1/0XeqlHxP/3V6/U8XcHP4omoXq8jYq1Wgzskcu+NcPc5wXsnHTQsAcCT45eWlvwfZ2ZmAMDPRryJgWePfPzjH/eqfE8l0lqfPHlyMBj0er03NHdnZ2f/MaeoflTqm8Fg8IUvnd3t98GKuF4TQUAcc8TFI4eQMYGYmDt6AY4gAMiBzhwZQUTFpBEJAHbpxZe0cd//L3/IcYaSezcvn2QLCGA0isDLdCaTycLCgtb6boKHX12JhSIryytXx7e34qUVKkpbo6nOG0gg2RSAORdJaU0FXPIoJOttupEBMWD7BvSS0AAYCxG/3hQ9NLMFtgMJ3Ex5HoALBB9CQGRFmTOk4aXL/Wx4+Mw9RoUlGa6UIThc711dv7b88ImxEDFzLZAw1Xpz77P/8d9fG1xvHGnd84mPHW/O3L66BRmKKWxdvHDtxpXGSqeQbuWnZlx7AAAgAElEQVTdDx5++J0joHBaS5OEHHAmtbZCCUAEISwAZwIEMhQLj33yz//N/zRzY+v40gmVFEC2YmLoXMKbsZNgkIjutlPz2dq+YeF5Dt5V5urVqxcvXvRfz87O1mq14XAYBEGv1/OVxwPir9Pg1qCCu6zaEDAI0mraD6QC0r2ZxbWodfj4ysp3fx80Zpyqawws+CxY4ASMHICzDjgX3npsbW2tyMadZqPRaCRphLa00wlY3e20tqqSxwqqSuwztH3IAAESENQBHFodYXLf4RBOTCE0VHcGau1a+11p88SRtT//w1ce/+NDSaN15iPWNDCpMVMBGWC4uTe1QaI3b7ZaLWNMVVU+quYtHyZ9Vffl9ACtsju6Giml9x72wo+vymvyWet+wua9CH3t7ff7/kw+HA6n06lnavkT8unTp2dmZvyz/O3Yi3+8vu/d3aMksoPBYHvLdrvdxdV3e/a9lJIAnLXAdNw+SkRRVNNRfzJ6JWy0nGhSGuzu3p5rpcjHCCxmjhwiCmc5orIOB8P8+PFjldbjyejytZt+cVRVdejQoYWFVZ/nGQQBas2EsA6Y5A5RO8uZMNayqNVeqMt0du3yU1cuv5BG4Vx3ZnF5JmrPAYYVizTEFphyEFgwUDleEkqE0CEyAKshkM65vrQ7g41LLArjhSMU1irDjKP5lZVsMtre7Rd53oirSW7iWq/WWbAkC0IhkaG2LjNszECzakwlJWEtG02hCudb9/bSQ9evv3r90tnjD98PmAA5Y7QKw42tDSFUfbYRqASMA0JTDVMhZa0Tx52qJCnCsiqSgEcuj3uHb2/d3JqUvYQvwGjz4vNBaaJRBknv9vW95uyRZnc5L7SFRTDEg8haElwWRcE5OqsZOAYQBqQa+vK1K/VWN6l1dWWyApTGqpxGYaQLbHRTa602OgwUgLXGIDqkiuxIl1nQWgKUzhFjUmsjhLA6DyMBZBCscwaIMc6tNVypKicVJlKFQpKvCJPJZErFzVs7DmB+fhGFkpznxUSRublx/ciRQwypFccTZIxJDFJnwDHmEy4YIjpyd3C2Lxa+CgwGAyKK4zhOEiMkI0AAi8Al7IuV0esUYchmBWWszqrpa6CaVCbIFgAUESBkAjVjQISITUB0wACdc6VEVIDcRIEFECMAAghAzAGWq0fagr32/DNfOLQ4t3ryeJk/0Kz3Kl1l2QiZDQLlvDaSKSBwDhCtj971KQBvgKcOrAMLB8ksCOiHh854t8GqsnEcRgknKirNtrdvc6HavRnOIq0pihvK2fE48+wLrbUnuXgg68ulr7a7u7t5nq+urh4IBw/IMAdv6YBYdkDe+JbLvPgH6LBvR6tGCOHzhP2O6F/IB9V+s+VLjXbG25t7WZED8ihMFlYXVRLNzM04BEQygDABUAACSgZaQOZyrnQDwIz26pzDQMParZ1bWycfeLi+tGqFNAeGMhYEg/72Tn93S4RxXGv5nrpnwH8VstkIEsn3ciN58Pwf/uFDP/4pQSRkCK4EayWAJQdlQYDIOQBHjkDACJh3dUcgAM0CZkgAQirD2fCVC0/MBjGEDUhDlwQGw2k+wSgsy1FNKRhnN15+2SkJx06IUAAPK2AWIQLeSRsATjCuAMtxP1D1Vz7/xdlm78yHHhZHWmGnHrhwqX2UWQkuWhhl9413Lr38zO3R9rkvfC4QtHzPGZn2ACw5AkRmClSpBeLAjKsIMOESgJnOwuK9D91Y3126uREpBjovGpEK5zVobYSkfdeeA+XxweLxE4mD+O5arba7u9vtdjnnW1tb/X4f7tj41Gq1yWQynU69wZzvbry1TqfdL013QlIJGGIQxVDl4ByrN/eMXJlZhbQDEDimDICn7QoAQQZsCUBcxgDgd3AhxNz8YrfbBrA2nz73xFMvfvk5gbYGRTRaH+zw+e9NoCp4mO4z27yfD4oGgUXnACvgBgRBCATCAjAFctY2aeHMg5tPPXHjS59vPfh+LisqhhBFABwIb2/fHpc7NTPc3d2NomhxcfEth0d44Ht3MfHZip5R5qdkvmfk4dNXJaj4zq5vK/hexmAwGA6HPoDGOXflyhU/OSSiyWSCiHNzc91u10uW3z6ru28bn32NKwwVEU2n093d3dF4PBgMgjBUSmmtGefIQEjOmUQAzlgUxY1GQykJgEWWV1XBZErk7XvRuf2JCCLmeaa17s50kyRpt9tzc3Nzc3MzMzPj8Xhtbc1PCYmIcwbIEJm2DhC9qxZHAlsxdJKLdouHDKfDQTNNGr0uMkY+6BcZIOMWBQDnxNA6IkvIiZMBxQGg4KgH1y9Ps3J+aVUl9bIiJgIpFBBxhq1mg6wb93dnZpeipMF4YC1xxsFZBEfWlNOsGo1Gu/3+MJNxo9HqBPUWcsYki9MwL7K1y6+lSUPFETpnnJ1O80a9JbhiKIA4kOAcK1s6i1EUM8aJrBAMwBBpFchardabX47TSITCTPrrGxvDwXQ01hg0Z1dPREkjbXUBBQ+CSlvksjImy8tJloVhxDgTKhjsbDBGkyyfm18RIlAyDMM4UCoIlBJCKQEMpJR3ZLmGCwFA+XRSFnmapkwE5Mg57yfMnCOpxGg40rqMohAAELkjckSIyLggAmMNl8qDLKkCxVmz0WrWGoEKOCBHzgGkEIFUu1vbN6+uBWHc6M0yIZwD3Lc2g/0m7J3AbQ/FGGN5nmdZ5oN8giDYJ60CMfK6xIN28f5PlZZH0imY9ndvhohB0gVIHAoCADSIlpHwSjiHbF9pRo4zsFWZ51leVJMss86xffI0Q85Ia6PL2ZkecY6qqyQDcFWZO7IAYI0rykpXxpKzzo2Gg9Fo5HVOb65f9Ho2FQIAEtt3JEamq2o6nUYqjSJFpH3M1HQ6SZI0UBFDiUx4CaPPMFNKHcBZX0M9wLXWrq+vl2V56tSpA1bGgaPZP79ihW+63r42gT9I+HyTuzdIn03wzXCHD8Q0Z5+/cOPWLYawtLzQ7bUeeODeei0MFQYMFDq0BUppmHXckXAEhbRVpDUWE71xu7+2ceXTn3G3t+XqkZVH3kcqtDJ0TBKAcCgBJqPx7a1tpqQM47Iod3Z2wjBst9v+zrxxu60AeBl1a81G+/IL51aPHKZmWpHl1nF0BkssRue+8MX1zVsz8/MagYAJQH4naIgQLNIWMGm5ogLERNj18rUXBn/7hTo5MdfRUViRilQN3EbKLE4nrz3++VtXr5966OFoZo443yuyjf5Ov8ijggqdc6XrMed6Mrq5/uW/+OuAB/d+13cnq8ui0SidClyNqaYOa2UYFo2Q2tHMam/lXQ92SrP5+NOzUNuucmk0A4sCmTOAFsAwBhyRAzBHaN1Y0ZGFxcvPPo+TSe/wMkS8MKUOQwcq4SFaIEso0T+YXrYId9ydD+K4D57uLMuWl5ebzebMzEyn0wnDcDgcDgYDuKM7HI1G0+nUU27eGvylOyUJATgCaotOo9NVnp394he2C3f0wfcE3XlNgmREgBwhAJBADAyABXIOODImpcyyfDActlotJaQzlgkhGF9aPbR64p4TJ46duefIi0/+3Tve9R4QDZQpQ2CgARyBMKA4AXdGOCcskxQKFzrcN3GWTnEKuZJxObl45Xq5t91b6GIYApOAsgJpja1HwTuOHWq3261WK03Tu2/jWzjrHgDQA1cfj0q11v1+/+bNm/6e+zp80Bj+ipXPORF5eHPx4sXXXnttZmbm0KFDnU6n2WxeuXJlc3NzOp2Ox2Ot9fz8/JkzZ7rdLtzl6PJt399/gstZU280W+1Op9vr9noAeOvWOmM8TWuOiDG/m6K1JLmK41SFobMWgXzIe16CMZYx5FxwLhhDAseFSOJofeNmEIZKBX7D8CumXq8vLCz0+/3z588DQDae1mo14ywiCMGd1ZwRAysYMSTOSbKs0ai34uDmlUtmPKoHAQrOhOS24mQFelfynLBkDBQqBhwdMGY5q4ps99orr9Uanc7qUQJBIAgFZ8JoDUShCvKsCJiqN7rOEJeCrBaKobM2z6QKy9H4/MvnR1ku43qzPeeYYpKjlJaMqqVhEo4m4/HuTjNO8iLPsxxINFtdRhIcBwgBBGNonDbGSSXAmbKcCkGMAWOETDCAkpQQAtFMdrajJFk5eV/n6Onm3CGRdog4CqUtaG2FCoHxnb0hDwLOxTTLrl29tre3l6aRFEgOraHxeFqrN5BQGz0aDtMkMroKwpAjM0ZzwUbDYV5MpRRREGhTSS44l4QCAK0DRGasc45UEDjnHFnGOReCAISQiAwYWmelUtbZ21tb2pg4iRUw4ZhggqNwxo2H4yiIOLAgjBWyWr0ZRilXIQgFXBhNTCCy/WgKAMI79v7OOS/b8lr+uxobjiMwcAgE5PZ9IcDHGoMUHKqxwinq6c0bN7vdRRQ1YgoQACwiIYn9ySowz60g5zjnQnIphVChA1ZUWlsnuORKIkDUamTD4WuvvTYe9Ltzy0KCUFwiq4qy1M5aso4I0ThT6qoWxwdiuDcH8Hqcz0AwYAwYIiKgta4sq6qqyEEap1xw6yrOoShyY0yz0WaMA3DGBAB4xovvRN6dVXvAFVtfX9/d3T1x4kRRFL40v9248JtnePXm7u+b3dze8uXr1cE/eHcOxTeE9/INhr8vnyM0KNzxoyvNetSuh4EEaXNRTbjLJdOviB3OUVe7wd52ZMi9cD7cGrqtwWf/45/e2ry59Mj9yx/7cOfwg8BkVmkIY0JkREyb8fbgxtoNx/ns8kq73Wk3m865brfrB81f5SaUlWEGOV588qnQ6YVHHhTMiaAhuYJ8GrBh/9KFS2fPz8x25w8fsoiSSQ77+iufvmAQ1h2rMwigGF18Ybj28n0nD28+/9zu3u5sp6nmFkJjscgitcOL7NXPff65Z587duqe1Xc/AnGsCSd5sbez105qO3uDIFVmvNutRTDs/9m/+/35pcX7vutRVqtBEAMGAUtZrgCCSgRTJkdMToQOo0CgTVUDzl0fPXHuL65++Utf+BwrpotHj0A+QiW4RKNzxQVHskXBlORsNwzVDMH25avlxtb5F16+sH57+dTpEOscBAPwvrgeTt29lg4WEiKOx+PLly97Oo03UTbGhGEYhmG9Xu/1erVardFoNBoNIcT29nYQBG9t1u9HUfygoQtkpyPB4fbF81/49H9SZB/+Fz/cXj3iUMogMpUVBAoQrUVwjCEwBsiR8TzP1zc2+/0BMt5ud4SUjEsiqtUb9UaruXiEM47Z7qtf/tI97/sgQAgsQgREA0QapEaB6LhDqBiWkjnFgRkBJQMECEuAgoMMo+PHXZY/9+yT881asnIIZN2wqF+43bWrMzHIKPWhNp4Z8pYbqAePc7/f39vbm06naZoKIYqiuHXr1u7urpQyTdNGo+ElAW9+Ib+FOee2t7dffvnljY0N3+JdWFjw46PNzU2vK0iSpNfrnTp1an5+3tdzz11+m+Dvt8kPX/vDt8YYa33XNk6S+fn5fr/vHzzrNAEDACEYALO6YsDIcWuNddBq9TQFzrksy6fT/GC4g8iUCuYXuqNRP0lq3mDrQHxjjPFW88PhcLDXX7t5c2V1BQDKspCSOV0x0Mihmg7zyXi6exHBxVF4aHFp/datS+OXWjMLSWcWWMBkBDwhVEI6zrys0iGGgjOyBbhiZ2NNhrXO3BJYBiiUDDQx50jKgINyump1Zlhltzc2xtPB7EIvbtZcPrGGLr58IeDB0vzymdP3sSRAVCqJK+O0s4FkwLkzRRBFh48cvXr22VF/QwRJkjSYik1Z+VBoAAQCQh6F9TCwHFxlCufK/t6O4BKBxVHCZQhCVrqwo3xU2iqjcFK2ZyKHgkrNVehsxVAyyft7/d/7d//nNM/n5+fLovjg+957c+3qf/jjP/6Zn/xXx48s56X+/d/538Ok/mM//l/cWt988omnojBo1GvNev1DH/lOxnA4Gv7xH/0/ZVnUa8nxY0eWluaTJGm0Wtm0JHBRlEyn0ySJAZzWOopD58ze7l6r1aiY45wPphMphTHWh/1evHjxiSeefOyxx7KsVEUVpKnVpIsqjMJWo11pjUTM0q2NnUa9EdfTfcIYAxS4j16InDNgjab9zcAY4wdMcRx7QqdHHhyMF1I6ArgjwaZ9jwgUJifh0LoqK7Y2No6eyMNAA3ewH33CCBggu5OyBxzBce6cA5QirgtEBViVFQEwwawDZ0gAWzhyoihKjq4YX2euoZK2DONW0LEGLSKX3IIdTofj6UBBy88uPTx9Azgj2I/n3v8SiIjKssqmmZSy0aiDddZ6714znWZxnHAuEIX/Z6y1ZOlgmnbAWEiSxHcgbt26lWXZ6dOnhRCebfbPg8/w/6cp+/dtYN+oy99Mf/MPXvQfSE/8p71ylxteIZi0rpZnOuvXL82lIe+2oJxAKGFadaNsd/Ni/+KaWdvRWyPsF/3tXUpinOu+99FH5+47M6SioWPnKlUPNXjhKJZ5Nu7vBVIFjaYI47zSNSU9SfqAe/PGtxIABPHUOkibg4vnQY8xlAJcOSgCJWA8uPbCM8eWlk8+cK8lI7hyRPJOyLh/XBxAm4HTFkwWWbr95PlCnru4u6uH5eDzf/1AZesnznBjYLyuN/trl1958N0Pn3r4IUKLnBkixZVyOJvUWvf2dm9vRrmFyk3PX4kcPPiud0KnPtSUitBlpQoCwAocMAuhAADmSDi0eaa/9Jm/yfZ2PvI9j353Lcsmk53b2ztnn+kePgquBAK02jIumBCKAznRv3HtSy9ObvfX1m/lPDBxemz1vgSbCArdPu/pwCQxy7LJZOIfYQ+kqqoaDofb29szMzNLS0veAc1n6R2ctYwx/r/+Sf96LAs5+Q3dR0Q5qkoVq7UvP/PSM/855nTfux8IuvMGwILlAIojcr4fDIvcAXMAFm2+u7PTHxRFMTu/xFXo4zMYgLYYqIAjzwCSzhxMrkkZjM+9fGV66d6P/KDPbgcgi2gAJCAwDpLvd/45CaLYt4UkADDAJohw9T0fHYwGzzzzpY8//H7DKh0mJWGvFrZn6iDV3RqAt0wI8eDVmxj6/HAi6vV6Pl351KlTo9Fob29vZmbG3/k3GzV4QpqXLXpRrIfjaZr6L06dOvXQQw/5z91/xK/3H53zFItvc3//Ca79+84QERkyqZRUcmdv9+r1awsLC2mahDzyOiNARK4AHKBAdARcBDGHEMAdqOC1rvI8M8bs7ZUzs73hcOK7YgfCRm9C5E24wjBsNZrrG+vD4TBNU86QITiyDMBNxptr1/p7u2Gg52dmdrY2IqW4jDbW1ze3B2ltPWl2OFcGFQZJGMl6PU5rNR4nYCZAgE7vbq5Nh/2l1fuCpAXEEQWiQCLrgHuLX+BcSkDqLczXpnI82Smyjc787HR3J+RVMc3LSaOxOk8BM5qYoFAI6yy5igsH1pApBIdWjRWTrUY4F9R6tjLD/nacdnisgPZz7gQPETVAqZAYc+TDPUorgMcyMSZLlAjqNeugMs46DqVhAYLk4DRjDJ0GR7YcTwZbH/jAB7/70Y/9m//xf7jw0vOMTJkNXnzuueOHV65du379+lqzO7O9vf3n/+lPH3vssfe/733FdKoCaRwXQpR5dvnype/9xMff9973bG9tfOELf3vq1KnZ+fm//MtPHz56cnZm/umnnz1+/B3bWztra2uMsfsfuDfLJk888XeD4XRlZeXKlSvT6XQ0Gn3yk58koqeeekprvbZ2q9stb1989QMf+vDFVy+9dOH8o499z2uXL5dl8fA7H4gCJaPYMW4BfJKcF615LZqz1pjKVuW0NJ5iZa2NoiiKIn8U9mdiIkIwZZYbS0IqqQJAJGBE4Hy4kpmiNNVgMNodcOLgHJEFsIiIDhE53CU5QQDrSDDuT3HEASwZcsAk49ySI2MCFetyosJ08dCxi6+c7194anX1WNfprJSEaVTriiDwXSomnAwwyzLP9/IRX2+QLyByhgLw9YwSInKOojAKVCSQOVb61MPRaAqEtbRBBIwJAHTWCsEB0ZMsvRlflmVa6yRJtNbePef06dNegTSdTr8VfXzfAvx9g2LP/9HvMXcHkXz93d+D3gzccZ27e8D6TQWCKXD5ZJqGYZbv9bfzWxdefGntSk3JlUMrdrB3+9qVLjFTq82sLqUnls0Z1ZydcyphQRLVOuAQStmgEBiWIBgITWWIHFw17e/VkygUwbMXLqS7e51mTeqy2+16leHfA6+qDIMRqpPvff/lG6/85//t3yYPvjNYeGixs1r0N9Zf/NNmGJx8+EFQgoElsAgWYD+2zQ94HINeNUGpXZaDEW2YnXnXg4d/sFkZU+4M95598tZf/9lYT7srvaQ1s7o8e/Kj7ycR5VJa4JY5cODGmcjdeuhEGkWT8PJ/+DRt3PjQd3yUddtDxDyoO0sNF8KYFU2uSAQOghxqDoBiIAOqc/pjH8Pvj3SrfWiyAVKuPf/iy88/w156cfbEid7ySjo7WxkNPHQGrr1yqXjmd8BF3eP3n3jvd6pwFtIOBSloThwIyIJPlQIPsHZ2dhBxMBh4tUBVVV4v5Yf4flEdHPAOsiT9Xx7oZ7Is88LNtzTt1QgIyPZP5aTB2FdefGal1zrznndhGk7BlaZMeOisRkIwAMgZcgc4Lu3t0WCa5T1XzM30HGBSa2gHjKFXOTAhtLaIbOSAowg7s/e/7wN/+Vefnj/9QbQlkoA74zsDIB1WDCsGWoIECEArW6nSAApSQSn5xIkY02Du2EOPfuz5x//q1RdePPKh4xqgQuTlGMbW3IkW98/mWyRDWwsA4/HYfyhzc3NVVW1sbHhnmIWFBc+9zvP8+vXr7XY7SZI3n/p84288HhPRe9/73uvXrzcaDW+M7T/NXq938LH6Le9Aveox2NvkffZt+Pu1HgcHbD+fFgCZc44cHjl8bDQaDQaDLCsWFhaYz5Il4Fw6pzlXBE6IwFRGRZwxb9MNACSECMOgKAptKuccIN6+fXtmZsYvTT/GPdi0AEAp1e31bt++3e/3a7UkCmQgkCvW7w8Gu/0wCI+cul/GUX3pBNiqGo3mVqej8ZRz2ez2CHmhjbY2z/Mb12/U0jRNouZMhws+Ge7tbG3Uamna7gEwYApQEIE/zfpflgsJDsAWVTa8tX4ly7YD5dD1N9a3lmYPJSs9k5MtJlyGkjEwU2s8Q80RswgabE5VzngxGE7r3SaZybA/mRYuiCPrpNYGCRhXYAGoJMwBSimQRTJ3xWSYZZaTdjYwBVS8HNfjMBvsDfoDg7dK2nSEVFULC3NVBYaIEcpqdOX8838x3VVmemyxfeHcuY8+8sC0mCLAtctX3/2udxWV3dvbbTQax44dG/T3Xnv1lZ3t2+//0HdFUdjpdL7ve7/35XNnN9Zv3HPqZFkW514626glzzz91GA0OXbsxNWrV06dOt1qN4ui+MxnPsM4RFHwzDPP/uAnf/jQoUOzs7NPP/30aDTa2dn5zGc+84lPfCKKos9+9rOPPPLIaxcvziyvfPHpp5574cXFo0dfeuns0vJCECnrTBApcJYRWau92iovjVLCOaer0phKIDYaDZ+p5nOz/Jbg9wO/QkyZjYcDGYRcMKNRYIAMHAF5Q0MqaJpt3LgVBWmaakBOYIgMATJARswB3ZkwAjnnnEMWACATksgxwatJFkSyqoyUQqjIOi1UQmDjZndh9ch4/WYx2b60M1ThTGfmqBDckSMHxK1Sohu0RbUfpyeE8L2Zr5wzeot4BuCdIsg5UEqGYQyEVeW4sILzShfj8bjZbDDG78bPzu0zIr23q/9iPB4Ph8PxeFyW5ZkzZ7wpgbU2SZKvUxL+LXFxB4Amt5v/y3/7c/alsyv9UcXp7Hzz8Kf+y3/5/f/VTNlTY4AueKcz7wfnTyaI6LO1+v1+mqYH+43v8vrJw4Fw25MsfXK4b9j44ZWHxf4bDkqZ/2f9z+7t7dXrdd+LOljJ3uTVr/CDBtXBa3nmjH8znlN4N7ni4LX8q3uRpX9M7iZp3Hfsofi+KFKyUU8uvnx29f73zx27bzwafP7pJ5YWFz/4k//atI7cDd/9Oz+YsHh6BwBEIAAgwAAAgMuBtmnKb9y4ev3KK+rmFTxxYmtrq9fr1et1n3V8YMHxejN4K60j1KUEsbzyY//1vJlkL53b/L/+4Fp/QKnrvu9k+4Mfy2ZPcWCOKgVCAQBZYNyDYQ6QaA5sBwo4//xLn/3bv/uJn/zXzd68Q0xCWTktPoqvXb14/dyL0ef/7ZG5U9BahizDmRlparHmu8y82L/aWgIhbx4599z2Kxcff+m1aOn4+3/mJ0RzoVCJAogBBAOMHIAJQe4nskX+t2BEDQBoz7f3W/5hYISbeX975dip7JWLr3zh8VvlJtJokdm5OLJ1PujfmP++P1g+egQE18YUgllkTiIxuD0d5aaq1esOqwSkscXu9GacypXObIABOACfNuLZuGEOlIPjwPzAihXANHKDzH9LSKhIGANSJaWdmeQsqfvOskWovCvxEACBISADxoBzEIyQE+5Lhfc5v2wIoZbANLTlBKubsLs9IXvsYz82NlRP6zGJmIfOOWQMOfqVWVWVEirvbwdl2UnTTsc7qzDw0Z2vo0AkLsjB/J6uunLCOqvv+dS5F0b1B+9xTYNQsVLBKAwScT6GjkHFneK6AkfACKRjCZP7/j8SXI2NmU522QwunXnX9+Pw//gt+f57pTiW8vr5zjxNVLMNCIIADbiDIOcAhCly5YQQ0iI44Rc43LECev2E6yuqV13v7u4i4uLiogejx44de8NheGVlZXd3d3t72/fsDzYpbxbh1YpbW1vHjh0TQszOzr4Bi78B2t5dqP3/epukb9+Gv38vVe7O33zF3fcfpzGm0+mkaXrj5o3ReNxotJwhvr/SETlHx4Mw1MYqeH24g8iJNOcKoErilDPR6/bW13du3LjRaDRardYBx/xgqghga2kqpRyNRkVRDfp70/GwHql6rCd8NycAACAASURBVJZWjrQX50lE+8HpwolaoroqKUsEABUBQ1ZMODoeRMPbW4O93Zs3b+xu35IKjbH1eqO7sAwsuNP7e8NYev+vHZU8gOl00OnWr1+5kGeDPCvWLHLczjMnlKi1GyqI4jhVURhIyeMAdK4ng3w6nE6G29vrwGVRTsze7aLCKK73h1uuv5WmNcb4ZKLJIjJj7RQoj0LGgZwhsJpJnU32UgkSSSQCdB5yMdvtynqzP5wao0fjvbVLuzvbg3qzmdSa3OQx05T1zxxfefd977j+ypcbzcaVW5u/+7v/a6sz88DD7/y7J5/WZaV1Bc4hgLX2ueeeO/6OexcXF8Mo/I4Pf/jM6Xd85q/+8vHHH7/nHSfPn3/58cc/e+zo4SKfPPfsU8eOnnS2+uLffo4xIThORqOZ7uGlxYWHH3oIgMaj0d7u7i/8/M9fuXLFGnPm9D3NZuvZZ54p8lzVa8+df4kkP3ry2AvnXujv7Xznox8UzGX5uBjvISDU65wHxhoGURyIfn+IjMhazlCGAXLumQPeLCbLsjiOD2Ia8jyPoxAGYK0xukprISFZaxCQIVpnIYDbV9eGw8mxo4dzg8RFXuYBj6SQRVFFYeJsZY0JQjUeDmu1mjfNKHXFmBAqAIA0TaZZEcWhIwCAythsPGy3GkbbucXVYgPLbAJYW16ZF40OIHHGijInSaEICSzbp/rgAYP5Ddxf2I+E1pyhc9YR+TnL/pkTHSCWZUFEYRgBcO4lgciQM0fOF1lPqzDGKKUajca1a9eKorjnnnsOPBz80/TPHvsCgEG0gKFzZ2q1+dXV4/UBi4KFmhgXVR0soAElPcQkouFw6LtlUsqqqnzn+Jlnnjl9+rQPMfERFd5pxJjXPZ739vYYY376fPv27Vardfbs2QceeODmzZt+9O+ce/nll7vdrk/R8wmRcRzHcTwcDhGx3W5vbm7OzMz4/XJnZ8c7pfhZgf/m6XTqRY0bGxurq6v+HQZBUJblgchpfn5+OBwqpaqq6nQ6bybY+GtleSFQAcP/j703jbHzOu88n+cs73r3pW7VrYXFYrGKO0WKWmlrs2VJjhW740yC7nQnGTt2MMBgMI0eDJDP86mRaQwGaIzR09NpN7IgbsAxOm15ly3JUrTYJrWQ4r7VXnWr7q27ves555kPb7FEy7KlOGmMB9YLkuBS22W97znP+T//5/eHXrdza2Fxu705Mz1VrtZOP/RoKe8zL7+76r6nefrnydjNZjMIgl6vl33Z7Xa70+kEQcAYy+fzlUolK98zDlShUCCipIZkAIi0hYlwEUT9vkPNmUb3zTcu3ThvnTjgFUfMgDHBQDhEmhgp1MhIM1JAAJBwVY4paW+/9cabjz70cKleY47DGBok0kCaZqamRyo1t2zOv3DGzY0kRnKDHHkag2RQJlYj2bm1fPEb382Vq5/43X/mjc0qq6CFldWZKjO/ZqS199ocd38lIg1+giZFR47kvPzUyfmTkG4G/TURDgZXLl+8+uaD/+JftceaoQMAhmepaKkShjZXWnIwtAjUzXXGecSZUqqRz5frVQFSca45JBJSwBTAANRI4u2zMmpEQofAuaNsJRahlRBHBDY7hWsrS7E7KaQtLEHkEgBj4GNye9nJDt6YsXII39kAhVJCgCZwOYBW0draK9/79vz8/W4u5yJPg2F2FMiOcNkZMpsraLfbg8FgFyueBQ+/RyMCgJAgL5VJLVvCykLJ5Y7SWWoKoA2cEbud94lIOwHM7yTV74QjAzDNtUAbwE88UP4i94sXL0JJm+bxSb/Q6q/E13vSsQ1CPxwYBCllEsXBdt/ifG5mf96SSMR2eGs7eam3h6fRAGXdIiHE8vJyNs25u/X8bC8oa1zbtr07/bYb/BkEwZUrV7J2nJRy//79vzoL5ofl7/s1zn46NJiQZT+0AWk7fi6/sbHhOr4QksgoDZwxY1LGmW3bmc8huyHIADAiYgDcsjzOLMuypWTT07koijY2NpRSU1NTdzaIs2lYMiajG6ZKqbRCOl1ZvJUr1SxLAgpF9g4rBREdFwjIcogMEJBGFG530A7We4VcYXJmpNYt9/rrG+tLnp8fmZjiMq+R7Zb4CIR3lMLZPc4sJMXLtdrCwpWxidnx8TEUtjFcRRSEKo1iaXGldL/f09sdlcYCSSVhHPbQJKR1rlavjTQN2kx4lXwBhSvCaDgMkOmcb1uWJYSDYOLYSeN+Eg0JSACUi7bn+XEYogmELdTW5qDXm5mdi628W6k7tSZqlUajKgnr1V4Qxitrq8Gw61gz8/tnfd/r9dpGpdVqsdYc/9/+9b/53Oe/WCkVbCkmJyeuX7/+5S//pxPHjm22NqIguX71WrVS6WxtXrt6uVgu5XIekNm7d/rixbffPnfu81/4ox+++NLG8uJvPvnUtWtXlm5c+82nP9NaXlLhMOp3hdE6iZaXl//dl750+vTpJBw6kruW+PGrr4yMjISD3thIzcl7f/Zn/+HTn/7Mk089/m/+9z89fujgaCmnui3P5s2yGw2iYa9lO36U6CHjwKQQFmNM2LYUnDGIE5XFzGbsxrW1tYsXLyqlpqen9+3bF0XRj19+cWp6L2dMOs7Zs2d9z29OjHtebn119fLly0HvhkzU/XffY+cKXPTPnHljKwxttzS9Z27vxIwKYuYAQ2PSmJPScSAsG7RxbVtpQoAkThzbEpydOXvW9fL7Z/dKaefyBUMkLcdoxbg9aHdGm41uZ9NTzCqNInDHtohhrJJM3X2/0yaQVsYkBnUWC4MgwCiGHBkihzSN0jT1PA8gQ8K9U4nsqnS70lqapgsLC1nabcZ7/nVbrLRgCA7vhbl2a2qwXdhcA2amq/ml1kYBdIoEFsRx3Ov1LMv6xje+kRE377rrrq9//ev1ev2Tn/zkxYsXiejtt98eGRm5efPmF77whW9/+9urq6uf+cxnLl68mEVanD9/3vO8iYmJv/7rv37sscceeuihCxcuxHG8tbW1vr7+mc98pl6vv/LKK0888cSf/MmffPGLX/zbv/3b48ePp2k6Pj5+/vx5rfXDDz987ty5Bx988OWXX15fX88Arg888MD29nbGvSkUChlDLROeFxYWMsvgwYMHf/KTn0RRxDkfGRk5cODAmTNnskS6Rx99FBHfc+BJCskZhGF87ty5lZWVqFy2bfve0w9Gg97NS5cK1dHskEa3rw84J5R93mq1mqGgsjztMAyzAmhzczOKIt/3c7mc67qlUgkRl+wMsIYECiGxITW2gD3VYumuepW+8bWv/t4Xj4PDmJUJkZyAGFDmgmCgEUCihtS0llYcyzp48CAxBMk0gTGGCytNItAmZ+Xp6CcOH378q3/5l+mNpflSw8RtaflSRydL5dbVC2+/+uLq9vD4vkPe6BSgFLYfEeJtpVUh3OZv/dzy9/b/ACPGI5TIIS99LJdTZ6/QA6vXr9RP+tY4jD3oWVynESPgwuaADAwlKg0G9WrVL5UgigC9LNBDIYGNiYAsT4QBeFnWHUCAd0yksSyR73YtSBqAkEWAQ0TUGvy8M9Jwu+3FfK5s8RowDgoAQKC18y47WAcwCAqBwBjcUT4FM4KBInCBoN85/8ILZS9/+L77g37XdnxuMSZlZsm4szW/sbGxvr5eqVQy9DVD+c4OegeEnm4XslqAYFwkIXj62P7m4tICHT1upM2NBQKAQxEMIMssiLgj+P7UDcnAINkJMqZiYXzwZ3L3fOxHf/7ne6fn/X9RLvDp/L5SuGEPh0Npi6nJ2TCOtzrtTthv1GqWdIBzEqAVmVRn31CGlA0pZxoFY6AI4ihdXbxp23am+0ZRlAXlvOe5KDugDofDjFiXy+WyntvCwsKlS5e01sPh8NKlS+Pj4//ocY+/fLvsQ/LD39MLYTjjjDFDxhhjO87y2optWYVCgYDIGCaAjGYcGGdhHDCUQgiGIqudyQCiQBCMWZxJRAaIlmUJIbKwsYwC8Q7sAwwAaa0JmJRSSMtynF5/KC3X8XzkNmOSMWEIksQwLpUhZQCYZNwK4/jm0q3uYMCY01rr6FRVmw0vJ8NowIVdaUwDuIZZWYpuZvXfOWji7XYIApmYWU6xUJ6cmCnXmmhsYZc5cy2/Ipw8clGtj+YrtVKlXm40qvV6uT5SLpdKhdLoaHN0crI4MuHkRxIlcoVRbheMZrlcQQgeh6E2MRiNDCyL20Jy5Egs7/m2FLZrM4uhGsb9La719lZbGXALtaW1bqUxRdw12kjHlr4vCYXtVkca1fpoc3K6UKq0O9vnzp/v9ftz++fG5+aqpeJjTzzRbDYN4MT45OmPPDRSrf34Rz/u9fp333XynvvvqdRq3V73xedfuH7tyrXLl++//75czttsbezbN3Po0DyC2b9v38T4+MzsbL/TbW2sHzwwt392Jo3jUqFw6K5jVy5e2Fhf3WxtXL1yuTnWeOzRh69cvnTzxrUnPvHx/bP7csWylPKekyemJ8ctox+654SjonRrbe3i+Xht6dqlS9v9bd+xS7Wq43mO79m2neFBADJgCM+60pmt7etf//r6+nq1Wn3mmWe2t7d93//Sl/7t/PyBSqW6vLz4p3/6r6MwOP3A/c8/9/3/9X/5V42RWjhocW4dP3o3K9bQwL//8pdzlZLjel/+j18ueaV9M/MaQmlZw2777Tff8D3bzecoTW/bfBiQiYKw1+v+17/9+tzcftf1bEsapSxLpEkUR+HlMz8cDtOl5fXhMNw7s5dZAi1bxwkTtlEkmAM/jeJ61x+JAAiQ6TgJtrubSRo7joU7CDaGDA1EWqs0SVzXY0xwJgAYIsuM40mSZCpg1pCJ4/jy5cvNZjPjzu4WMf/toDm/gleS9YHirdXnvtlMhzbFYGGcc6K9c5OnTiMWdMCdguV5XoaHe+qppyYnJ7/zne/8wR/8wYEDB7JK99ixY0ePHr3vvvvOnDnjuu7dd9/95JNPFgoFy7LuuuuuF154oVgsZnivY8eOTU5O7t2799y5c2traysrKyMjI+12e3p6ularZUYC3/f/8A//sFwux3FcLpcPHTr00ksv/cZv/MatW7cyHOmnPvWp9fX1Wq32xBNPBEHw9NNPx3E8GAyefvrpAwcOZLrR5OTkxz/+8dnZ2ayIPHr06OHDh48ePXrp0qW/+Iu/OHDgwKVLlx5//PH3ZI1ldapSWnBcWVlZWV0horm5uepIgws5GAbMcV2/8C6r9O7H+QX3Tybraq33799/5MiRkZGRzHcRhmEcx0mSbG1taa1zuZzneYVCwRjTYVoAs4AciMo68QEFKUANw0F5ZGT1zFvGLRT2zmo0EcWE2phEIjIAbkAqI4BbmoEKlt94a2LvTGVqGqWNwgrTxADawpZcSCY4t5XMaYsPh93VKxecoF+aHAETDi+9aUl28/vf1sPO3Y88itL1Kg1WHtEooxS54Fl1tiM54ruy2N49WElEPGVoQZoVpgwMg02DIO1wsxtsdq8vLc0cPy4i1yJLos2IATEUYhhG7XBgF3Pcc9oqsCyHSwYWxIgGQTCwEFwCy4BQwFNgKXAJ4nYBaJAMGuLK8MSIxMjEyFRxqaCowVVoM7SFtBcXF5AbP2cxoQEiwADIvbP3tAPYBUNgEAwCMdACTAw2Aligk5Wba1fOnXzkMfBrzM6hJVUaEez4guI4Hg6HQojBYNBqtYrF4ujoaGZmfffZ6bammgF6CGjImIPE4w5YSXTx3Prq+sjxkySLIuUAoG1DGLsgiWUUd5Opvbf35OynQQLDANOhJM9wL1bDle//Fz8d1E/cjfYY2kOL1/xi3vV8BKRIpWHo2u7U9J58Ic8sqQCQgcU554xxxhhDxrQmlZUAiIgQBNF2e7Ner+8Ob7wn0jtr77RarTAMB4NBp9Pp9/tZtyeKohs3brRarSx2Kp/P79u371cnfO5D9fd91d936fzcACEg54KAOLF6vdob9vJh3rIsIQWQBgZEmnEUgmfWN7YTnsoQmNEIwBDQGDBGM7FDe8imdt51qKI0QS6llIZQ3z48Sie3vtVttbtA2nUsRJ4olaQKdxBsmnHIEiOZZU/vmeFgtcU2o5QMY1xarhsEOk2MlLZBAAIO73RXcCcd/raRA6WOVRSYpRsr03tn7HydCAwjFCJVScpUyhzOOZBhiIYJREMSQBiwOHgOYzalRqVMaU8IT1qodcLR9X2Mgu4w7hLbzvtF3ysCykKxDjoBSgyFUXe9u7UehOGwN/Acp7Fn1m9MT5cZuOVUo3TtNB2kg+52N4zTtD46fuL0I4xzBGhM7T104lR7Y6291WpvrD94+j7GDFji7lMnGXMAaP/+uf1zB5GIDBmmhr3eeLP5hT/+IhcsiULOqNtuf+LxTxCY4aA/OlKpVka2O1sC2ac++YnV1fU90zNrqyuVYqFSLV9+69zB+QOHDx/WSeLlC1EU5X3vs5/9bJoqx7YJqFK0P/v00xZnTJtH7z2V9jqm3W4vXrt2/s35vVONSrmThlG/A2aUFMVhwITLLIsxYYAEk1qZrOmcIX4yfMHjjz+OiNeuXet0OqVa/erNm8dPnnjxpRfL5bJtyWtXL7/84gt/9h/+XT6fv3DpzFitSbYPKZZqY36+mMvl5uf3H5yfN1qfP3PmzIVXbClm906/cfZHf/fCD9rb3c994Y9X1jcXVzcM8vn9s660fvL666Vi/rvf/va9991/5cpF37WXF2+OjdYfefghrWxL8gOHZp997vm3L13KFasPP/rkxasLG60+gPzEk5/MV/K/yFmERFoxAQyp3+twjvmcy6UAIDIKwQKmhODaaCJiyOgOqDECWbfTFrJA3ZWVlXK57HkeYyxTB3+tCt8dMQNAac0QN33/Yij3eAKBXct7oW3HacoZCRsyUnLWrH/ppZfCMLzrrrtefvllzvn9999fq9WKxeKVK1eWl5czMtGFCxdu3LhRr9ffeuutRqPx4IMPBkEwPj4+OTm5srKSz+eXlpZKpVKz2RRCBEEwPz/POc9yRiqVysTExLe+9a3MlmBZlm3bMzMzw+FQSplpvdvb20opz/Oy1OVnn312ZWWlWCxmO261WnVdNwiCF1980Rjj+/7169eJ6NChQ/l8vlAofO5zn8uq6mwJzRJh3t2cRSAkKeWBAwf6/f76+tp6uzs+jFZWli9dvj4/b2ncklJmWJXdzv67KuD3sJrcDqPpdDqFQqFQKDQajXK5nPXB19fXtdabm5v9fj+b7qjX6xOMGR3ZpMUwgrUN6PduXXsrdJVXydXL1Sdn7j73+hmYqjq1UQOcgQXMIc1A2EQWkQPAtab0wpWFazefuOdBsB1ENkwjLn1DlBqQJBAFGGOQjGDHj85893v/eenG2ckxgHLh5ve/Uo4ZbHcqU/W0PNKo1USlRt0ueSxnW0obRPZTMuP7PjpqKCLm2MKAAIPAQAAkOhwp5yEO2KBLg23Dq8g5QzRKK9JM4MZWtz9MqiAVobS8oWQxGYuoIDkngEgBIqAxXKdCJ6gVUiHNAQKgQQRADUAaFAEBZLsioREmFpYD2kCgTW8QxE6+J1yJzGGCGBFwX73zmhAAiVATA7M75gYACjBSyhUCUhVu93w7B9UmKAau1w2Dguvp1GSxoGtra1lrd3t7WwgxNjaWuV2FEO94aO/opGaFLyERUA/Ri0Ou487FVxevvsESh0JlbAQCzSFkSRGiBF2kTIZCBMwC7zUCyxphSBrBUgmiFdkwTJkt6yOHDgbbt9Z/+J2Rp+awE5BPSLgbg4oJRUm0eHNJOJaWMExjiBOekjFGG1KaFFHm/5FCOI5DRGEQzOzda9t2Zu7PTPw/2xjJnpq5ublsIjaKopWVFQDo9XoLCwtLS0uZ9Ds/P3/w4MEsIfK/VWb1h+Xvf9PyFxkjIkLKjr/aqInmxLUb1xcXF5rNZj6XBzCIQIYYIOcsjpQxBkW2nmb2MszMukQgpEhVurtbZ7a8O1dbFJK0JgJkIks1SFIYbTYYNhjAsB/1N5cNmpFK1S+WDBlARkBaK62UbcmQEs4trUBpBoDILdCMC0lIWjNpSwJCBIPAyQAivvNqM1QLacOElYMB1et7pF0Cw1QCaGVHZhukR2gR8NQowQhQCgaEaQJckGBkkXHQsoBRf0glKROVOrZjOxxIer4bx73W1loUDZnhg25QzheMioPBZq+71u2sxHFvcs/+ycmpNEy8cm17betWOx3FgnT9qD/obi5boDkw4ea57UkvTwSILE0iyVmlOVUbay7evHzr1k0319633+JWTnCmDeNMxHFqc5lohRz9XA6AgDQZsj2PVFIdGQE0wBioCCRvL6zsm90LYIF0Zv082E5zciLY7gjOPccp5PM3r19P03Sv6y3duJGFJ6+srExNTQGAETLv54gIyPRbW46OUatLZ86E7fWk4O2971Q1UcMoVYPtTj9ubQ+rzYlipWZZAmgHp6qUGg6HnPNcLqeUarVazzzzzNtvv33//fdvb28fPHj4ypWrnU6ns905duxYNBwu3LqZy7kFz3v7rTfOXXl7q9bxrXJlZAyFRYAvvPjD7/3gB74s/NaTv33h9QtvnD37L//l/zTWbNoCX3rpJd9zB93tbz7zX5/+rd/p9Ac/ePbZP/7CH83Nz//VV/5zHCe2Ld54/ewf/dF/f+rk8f/hj/+II1177cyDp08vLiwNBv3TDz2kCD3XGhttHD548ktf+o/l0uhjn3z4/Xz2BEhCMARSaWq0QmuHAgGkAZAzniaJtvQdD8U7RUkYhrZtDwaD1dXVqampzLGaFS53Cni/PpcNYFQK+Zp33yM67GxH/SgOxchI48i9WlZZKrK9KvPUzs7OZoJlNiCYzbG5rttsNrOAYs/z9u3bV6vVslGH0dFR13Uzdn21Wo3jeGRkRAiRBffk8/l2u531+rvd7tGjR5MkeeqppxBxcnIyk+r7/X6lUvn93//9drv9iU98Qil14cKFNE3L5fKjjz4ax/GJEyeyuJ8kSTK269133y2EyMKEXdeN4/juu+/Ops77/f5dd921G0/d7/fz+fzPCZyjrD/g+/6TTz65uLQCABcuXX370mWlFN5cGg+jXC43Ojqa6VLZRN172ojfNaCTTex1u93Mm/T888/n8/mPfOQjzWbz+vXrV69eXV9fz4i23W43DMN9oyODYR+QYK299J3vX79w/vBj9+Unxi8s33jrx280OyrcuLkyWN03f0h5+aWtfl94Rz7yKLg5kysm3FJAA4oXXzvregWwXWDMIEruJmQkEwyAVOam5x4zBjVz1IGCCG5ebX3nK2+3W3LAau6YThMl+bNffyafLz742Mer++YFKVCBQGmAEWMI7PZOIN71wN5ZtRARYIqALmiGBpADUZ6nQAGIGMLVumljsNwd3YMmdaSQAnmqOOOjed/v96pRDEnqEYTeEHyGyDqgNWnHFRKQgxEmsZWyVQpkuk6OATIQklCSRAM8vV2yZrWmNEAhKAEGcpZc2u5P7TlInJGA4LanGUWEty0FzIAg4MRZNhK2U/0yZTOGAhFo0I/DiOdKEBFUy62+Qil7YSQ0bm1tbW5uZrFky8vLjUYjiqJsLXqPzDM0twuJHcQNIEmQlsWg2//Bt7728PRcryNErFJFQBAISEFxoxIGAoDRruYNOgusz4QqAsSUxUZJb5OBb0O5NFr+3X8+uPjKG1/91rfX0llrrP4bT081JySXapBYvjuSmxjR1A+G3aA3CKNcJVcdadiEhtAQakBDuyC5NA0DRNwzPnpnD+3nTQ/vxt1nDmDP84goU3xv3LiRmfjz+fy9996bhTD/6qRCflj+vr+g8h6Oxdu/EWjHod47vr/Vaq2vtqxJKS3OmdBImoxl57e320mqbZsBGmVSMsg5j+M0iqKsqT0YDDIm324w7E8xg1CikHj7K2FEnNOujcjzLc/fu1OukgEAMhoRBeNcMq2NJG5xlui4OeIuLbRMWkIqODgSpCsWbAMNTdSwHRcIlTKcc0CGAGSAZV0WAxwM6Cil3lB1c4hGozGkhwzBYsA85ExpzhhnmK2HKk6QiSAxlucZYlJgqkLNUt+3iSe2FBoYgWvIJQIm8416UethnHalH8WUmjT2HIAYu3Gn6kHddYm5YmwmlDnLZyNywQ2vu6ktUsndGnfKrquQoWXbiVKIDDmBZacAxAWA1Zw5VB8d32ytXL101vWscqWaKzaQF4Wdi7QkKaVlUmBkgCxHo2KQguAcEY1jtAToU9pleb8XB46LlGouBaOYu5Yn671uj+XdhNPE/L7sG7fn0JxjO2EUThY823G63W7OrCZxYb0bOyCctC9Nb/u1Z5srbzLD9PkoGa3kTh7FYLBy7Rwr1fMjZbviaZtSUBxBUZKdTRzO846HMdmKY2iKXvE3n/4ne/fPPPfCC+Xy3qirXvj699h2d3K0dGV5cbAKG0vnLl591S150wcf+/53vz25f1gcVZyTMGZuZPrQ0ZPfefbF77/8Iz9Xmjpysjg6Hpv48s2LAzX43X/+B29fvHZzdfHtN1824WBPvaDije+89K1rV9/43Oe/aAAbI2XXZtFwC9SAmyHVammhcH3hVnVyZv+hE3GSnnntx+fPvT01tUfCJkuWQmASGUcSYIAMEO2E2mfbgZIICHFf8EFe9Nvtrs0nQCcGtGFsvd3KwWo+V/a4cmWRMQS0tCbMJkuNUqnKiGZra2ulUimXy+2ycn4dptx+jjdLW4Il6J3+9BckGa6MAYoFC5lMgEu+Q1fOUHGNRiPb27KC2HEcrfXo6Ggmsmqtjxw5EgRB1pLKBNqsBioWi1kbNPPwaa2LxSIiZqADY0wWZJp9F7JecCYmlUqljOJZKBQAwLKsxx9/PCu+s7ozoz3AbfjRrr07qyoyDMUuxyP7enYpoYVCIZu2+VlhiTEEMJlXgQCazdFYkXTcC1euGoLFpeVo0M0+5tzc3O5GvsvY+gUQt6y967rulStX1tbWMpXrzTfflFJOxgDpigAAIABJREFUTU2NjIx0Op2XXnrp5MmThUJhfX39lbded3JWXoqmxV/fXHr400/kTx9XFfvIqSMi0n4njm9dD4eba0onCqVfMN3+d7/yl36hcPKhh/2Cv3jhwvLSksyXjz1wPxQrAAy5MEAc5e1XCjs54gqBGFil2uTcpVsr65GsHbp3av89+dxkfasTNIpT0tq4efONMz/h595uNCcn5g7m8iXGhFKAnCPjgPiz5e+7/8g84KCQiQzPRsqGVEU9SJKo2+q2ls5/5xkx25s/egyQthcXJAAYE3Y7l9988yqZWmPEGxlxBNbn9w/DoTJUqI4YS0iFN197Ta9s2rHxt3rM8VqPfXxyahqkZYClQhpiJEln1BgDxAERE8MYGCFQ6iiPUf/iWY8zoXXOsuxSEV1XF0AhMCaA0Bjg3DaGFCAwTsA4ojGklVFpjLaFOafd3uSIg+1hK2htpqxUzqnBuscsIsqS55RSjUZjMBgEQRDHcS6X2zHP7A7REACQNhp5BrjROxYS6EGiLr366tzxk9V7Huh99YfD9Y18aQYs6OvABYSEyAEwxJBAaxXFwstrBIM7KA4gYJSA5SaMAYAkAIsZe2ZRXWrOzIydOODnjycVLxHaIBN5aQBIAROYK+b8Uo6QDGpGyBCyrA62GxlqwJWWEcQYIKWEzp1Isp/nCN2tj7OHcXx8/NKlS0tLS9l8re/7Bw8ezJboX6nF+cPy9x90IYLj8CQxI43a4mKwtbXVGK1rowGAI09MsqsiGDJElKZqY2NjMAiylV1KOTY2JoTY2toSQliW9b6Sw/tak3djSIUQAKSU4txiAodByBgDblm2OwjCpaXliakJ10OtAm3IshwAo7ViXEDGnTBGGy2klRXV/UFAaxue5zlOzvM8YDYQApid2ATKPrtSaZSmSZpGRieO4xkygiNnpFTigMuAEEiD5sgIkKHk3OcauWBKuGFv6LieZ9uO7TKG253lXm9Qrk5wO6fA7vbDfjctlAuyXJXgsKEZpBAGoeu6DBihUEpZzNp1WQEAcOHkrHE7V62ObqwvXbu6WCyH+/YfBAgtyQAFUYogTTbjTMwYEkIgQKqVQMGEIC3TRMVxksTEGCdCx/Y9X3IuLMseDhNEJoWVbZCe6wOC63qu6zHGpLQsURz2Y4U4SNL19c7g0plkYRmMsLkVBPHgytXZelkUq2PjDTkyCU4+1BxA7tB5EGNKEQEdSZxSk4Q6OHBw3yMfuZcLvr21MVi6YeXLR4/s+9K//T/+6W9/hvmyHeon7/7IQif+6tee++SnPq3CDlMDTAacJRANbBjun5odr9gu9PMsKNjujd4w5xdef/W5n7z2kwdOn66UqhPjie/4FrfrzfLMgSNvXVh46eU3P/vZf6rBieIkNdL1S5xJ2y00J/Z1I6lM6dDRPX/7N1+dmr7VqNeYlVve2Nx34FC7ux2pWJCSKG4LRexdnVVAAKOAcUAupbQ4wygAWzDboSTsrt3UdqS1tJyidL00TpHL21wIY4xBwDRNNzY2EHFkZOQ9u3K/dq0qZhCAgwuEqAEMMAJJADKjPRmwFBLP8qLvhPX+rDCfrU7wgSMzfnHg3HtaCIwxu3zWjOrwD/ksH9DrggBE4FrcrpXvOXXqxRdf5Aw3NjYyFblardZqtTsznH9x+4KIHMeZmJgoFotZOb64uJgRMLLst1wu97GPfaxSqWRzHdeWbgGY/TNTTMpwtJR/7EEtkh6TQ2DoMByrumN7uE7FMMj5OdPp5BdvnRCwcuGt5a/9lZ8O2gs39u+ZrP6P/ydIAQRAjIDTDsggmy4B5AAGCFBTkSG15Jh34vEjTz0Oe/aaxAbjbeZ7i+nwhOhPn3pg+tiptevX337r/DefeebI0eNuLv+Rx58whoBURl17P3HIiiUMACRAgQC0QQFoObSw8rWv/M2jH/to7ELvuW89+9W/iJIQBOybmymUCxeuXHDyzunf/a2Lzz93842XcAgXvhbzhCXbcbVQnZs9bCy7c/nC8d983K64MFq8uXDt5jP/adV1R6en999zn6zUgjDEfDECZpiVgghBW9qSKSt5kuvUQt25fOblZ/5mtGBbQTdpr1Zy3tRovfE7/7PdaOxsD66n4iDQSK4nRS7QcS+OOedNYv1+SORCtJWE25QElhSc8UNzowJAlgWhBXcEKPb7/Rs3bkxOTu6a3Xey59+xPSDnGb0BJKIhIqRyOqTt7o2r15/8/G8DQ2qMmW6P6QgsZkvGIAXjKJV4gkEYglYsisF1EcUdYjKBQrBZDNDQIE0KLsab3sFHfi+o+x54cORAi28BRgikkGsQQjJDO95uJOA7lojMWfGOJ4QzIJ0KQUAaTALovu+zkFkmdtWHwWBw/fr169evDwaDMAyr1epHP/rRcrn8q2P5fef+/XD07R9WbmYASyMtHgTDNE0KhQIAZQmuw2AYDMNqpWqIACAMw9XVNUQslcr1er1arWYWtyz+pFAo7G7hv+BWw/e7dncIY4whQsaGg+FGq4WIpUqFAUjJCSiK4tW1te3tVpoObFsgpFlcO5FSWgEYQGScgQZkPIoiQKzW6rbrOa7PpUUAwBAFAkNDBsAgEoKJ4+Gw1ynmPT/vmTRCwaMwUCpxbEtIiTteJELQDIkBoiLk3GjT6wZCuH6+jnYeLc8tFNLYDDqbnl8SbhnJ4czlWnh+kXMXSDJpo2QUBZJzzpjgknOJxIA4EkfgSByJk0EAIe1cLlcolqqDfn9jY81xuZCKsWCni0ScEWK2TmGGwmUEEEXDKAoQhevm/VxBSpdxKYTNuETGGRepVkQUhVE2C6yNydy6WutgGKSpihMTGenkyrl8KQiCbnfL8dxSY9SpN9zR8ZDDcqelmChUx4aKmPS49AAFEs/glMRAGZOSErbFBFo2qxY9DzUfbC2dO1MXWB4tz0yPzcxOjDQbwvf2zh06dNcDh48/OD5xYH09TNL+oQPzR44clNyAiVYXb6RxYIy69/577j99v+dazcnZkUqhs7kW9bubm5sLi8vzcwdOHL+rv91prSw3p+aMLMcpppotLW/U6iO1en16ak/O90vF8vzcPLfHmuMzh48czxcb3X643Rsevuu4tOTK6urcgblDRw5VKw3OEIGIUCPTyFKAFCABSACMAUSFEOqku721vtVqxcOg12oNW+ubK7dWb16tjjY8v2C5eUSLQHBuZYs1AHGGhujWrQVEnJ6e3h1Xetf163ccJ0BAw5kCrgASAAJmQBpAAo2pRsOI3TmG+LNLygepXH+Jdek9a9ndv/+AMRm/xGfZtXr+tBgMQODYluScIyZxlC2bmQM4sx1/kBe+W/FkiY9hGG5ubiZJUiqVsmF5xlhmayaiy5cvb66tqTipF0uk0is3ru7bO+1VapJZFrhEXBHvxwyskuH5QT9ZXFwpNBp2wcsLvPbma9urN8D0p+45zGcfhox2aUlAbozhyHd5BogACBGAMSCYrNQblb0HxPhszPJrIYJvrSdcCTle9YALIMxV66NjTdeyN9Y2uJT7jhxHIUFKYPx91bEAIGIQAliQYcg0CJ30ey9883vbm73Tv/27pSNHGhN1H1S5Xi4Uc91ee+HW9WG/AyoqqCQddms5f6rWgCA99NFHZp96uqHp1bfeurzd6npi9unHNhtur1ptjefvG3Q2blzorl6fmKiLsiPjvtlYKBQtP+4UqFfhaVEn+TSVJuK9DVi69toPvvnEYw/OzU0fevQj85/51NThuaWN1TffWHISVbAd4Awch9mO7ViSY2JCQJ2zbIczLwg3VpcHmytW2CrIZHu7NX7PaTdfZkIG7YHHlUaxi13XWrdaLdd16/V61pfY6XjgT5/xSWujb2tKCgEsTF75xjOu5zWnptDJ9fpxtN4uze6LRRIybZGwY6ElSKYhjVcvXDCpcjyfLFthpslTZqZQwkoB/QQAk6HknixBuyfHeP+lH9vH7lZh27csnnVgUBq47SPOkkIz6NntrLmdS5PRCUcDkIZrS5JpsEvv+yzshhJnBs719fX19fWNjY2MYHjq1KmJiQnbtv8RQ9c/VH9/hZzBjCMA2LadJJE2WgietTy0MuVyOVWp63i9fm91dbVcqtbrdUSepmlGDbyzp/C+hrP31zbuaP8xxuI03drstFqtUr6wb/9cNiiAwhrbs8+oqNPeHAYbt25eWlq4OjGxp1IbcxwfmCWZJGBxmoZRmuNOGPVXltc0mFKl6tguIFNGG4PAke0YkRgDDQgEynesficZ9iOLpVapqMIgjAaCS9viSAkQ7gzvAyIyIGE0AZlgGIeJ8SolJvydYQabOaVmsLnU295yyhPoFEUKkrmWWwbS3V5vmKhhmuypegCUhEOLDBcWAMvCFG731xGFBSTRKMHyed+x9nhXL79x9eKbB4/sFzkPqQAEQFndDMC4McoAAZo4SYJhIBjz/bxlu8A4KW27EiiLGGZCilq1EQRBohPGOBELgySOY8aYlBIAGWNceg4TKJnFYXz/fKOaywslfAlpDMZ0F65E8aDcnNKcLS+tNO2SbxWRWDYZCQCCmchEwDDSsWXbMzMTYtBzGAwuXFx/7YeHZ2aq++8Kgv7pe49eWVqanphBkRO2bwEePnjs0PwxcoGBYRSkyUBKpz4xKQUbn9gzfeQYKByVYtKp67B7aH7mwJ76T86crY5NNWql5uS4GrSbJw8V9h4cBPbxu44By/oBgLN7guE2IH3qM09Dmrj5XKHIEeHUPXeHYeK6nFT42GOPLS/f6LQ3OWimE+QELMttxSz809yGdXJIOYtJDTZWFxZuXvOkOzE2lsZGK1X07aInb6xtptoeHa9Ixgk5Y6B0Np0JcRKvrK4BQLPZzAxn70m8+nW7FAERciDGb5OidkyNhhMogBSA3e5UfpAl5V05W7/gvd73bd4TF3pnKN17vs3faw38YPvrDr7AaO071vFjhzbWqs93tuI4jqLo2rVrADA3N5epEh9Eis5eAhFlKIDM+5glQmdtil2dOIoiCMjlQsTIi87sqVNdjsOby2Y7SaK0nZq+zV2rUECXC2E7UoN3a2lzpGQZ4d71h5+3XPOdP/9/uhMTOdvlnO1AcAkFcEY7JZfG2/PLDDwAMqhHx+I0jbXlCe44PASIk4EXBlGuxBljwgadOMX6qYc/fvKjRhMCl1GkLM8N4jj3fnI8F4AADlCOUggDiHqQmqi7tba6+snP/o5ySxpzfGq+MnMwieLhws1Z1xV5H7RO1lZW3z4vnapXKFw986pGxWdGabYe7PvY1O891eeSo73JXZ9xO9ZVHLFP6dPH7+levHz++b/DZ39Y8HIqiC1hWYDSdpjroTAJJdzzwk53axgdPXGsePKB9vLapraa+XldPDY29Uj19bd67c2f/ORsEEXCErWJZrVWKY7UcmQIYTActFobmldGbEfhYPnijz0eri9dGCxd9PY+YOK07KHurMT5yV2geBRF7XZ779692fc6u2G01obfHiYHwkyAYQyIjErIKARovfiDlRtXPv47v0feeGwJPjJ64ZvPTR4/RHNjAjzH+KCk4APQGpLh1bdev/u++4FnkApuAIgAAQy3FbCcCYAS4FYEDjLwKiUzkGcvXMSv/N8HDhxks3MkPck9sCxlmGEiWw84AdLtIeLdMgaAcSCtKImijYXnvvONkw/cWzs4dacR6D2Xjkx6yFDcGRT81KlTWfzeiRMnspCLLJYvI2PsOqM+LH///30xhgTAGGbRU91ut1qrCOEBABFyLl3XRcAwCtfW1lzXzbItAHYcMHf2H98Vdf3LXWmaZvPXrVYrjmMUMlVmYmIin88pozkjADTAQBOBLFabpZLdGBnb7nRWltZ0As3JvYbiYRikGggtAjY0Q2DYaIzarpvL+YCoyQAyJhkBKWOQ7aCDCTQAoORSMlvw4bAXDnqp9G3LcX0X0KhUMcYQeeYaA0SjFJP2YDDoDXuVapVxrgmJkDMBWjm5SmN8ZGFp3S+u+nUvHurOVk9I5uY9g8oviJLjJ911MqS0EcJwboAJIAbAkRAANSpNmhnGAJExMNKW3oFDdy0tXLp88dLkZLNSt4EYUgrEAQBSxQQB6GEQBmEspVXIFRhjxgACUgbuAaTbLBoNxnFc1/WzVD/P8283BCBLvjGEXLI40UqRl3NTVo8Hm5CmoNM0CtYH3UqpAK7nVhv7iuOGe0YZYLjDLDBAcWTCGEFHSciSgIbdnMPN8uKl5591Wuub3Q2abJT2TqpBe7i1HBacfJmlyZbgOaYEcrurDIK2ACwpu52NUq1y8OA8IDNRoIBJz4GkI60UTMhdVfCN5yRI/d7GmiXiSt03aa+Qa5AecuRxGNiCDKmcx4xKwCREablsax2mCSGSbaNRCkxqWzRWKW4tXEEHQUeZ+40hQ9CMkHZEOAMAzAyTzvLKyrW1jQXB+Nj4hKyPyZRljr5cHFA52GxtDcNYuKC1NqC0JslFJrroVI1PTDiOk+HWf3Wmif+/PI0bbsgYSDVXGlMNGrV2FNpkAQpEiWAh6l3A7a49933V1p/1Lfx9C+L3rEr/vjLzu9hbd77L7j/9wg9CO/hJowXnoBUTvNmozc3NXbx4MYqifr/farXK5fLExMT7CtK7/zNZ4bu9vb1bKIRhuFvTZ2A+ANi3b1+vG0yO1A/M7X3l0tktC66de33Ob9CVFvV1G2Alb2kWlTidvOde6ZZePfNmEASn7j5R8EZrYw0d9ze9Q1S7d8C4AMyEXwszW+mOAe2OIAjNyADTAaSJjYUURQqs2xnKcG8O9NKNwfiDErknQAofVAxhoJLEKhQAHe5BAsDs9z9P2kahDplMeWtx8Oa5ZGPVnai9cflys5yvTYxCodQX0A1Hl6+vSWZNT34E826SKGZSq3xoz8HHYDgABt6+wxuv//AH3/jeicet6vSc7VVyWtrSp4R8JiBVwAUU7tNRWLj7xN33/TPQMSgVtVvtpZsFz2Og4+FA+owwihNVPXhixC/wfE0U6yrObbUHPMoXiq5mMPpgfpQIdAq97aWLb6/fvL7w6t/RoCdIS1IqCJIkTk+c3nPwwMvPf9OmTUnDuZl9rzz3zL3emGeVtheuLb32vdKnv5jNd3LOkyRhjGUU7cwHnz0Xu/MNYDQC8YzvpFIgEtJevnHt5ve/d/jE8Vy9yb1GlxvWGK+4/vaFs2y/nWLK4jw4jGMKOlm+eN4XzKvXgSGRUsgBSBojiXpAOQCRbIJtiI0xwK4E0lGy2Dny3/0Tc/7c9/6vf//oJ3+j8bFPgEiBQmn7MVAWlYmYDTX9zO1NGlSCJrZAhd1NnQa757d33fN3DillZUw2guw4TrPZJKL77rsvS/9OkgTuwLT/Si3UH5a//1Dv7y5137bl6Ohou932fY8zwRm4Lkkht7vbly5dbjabkxOTSaLuvIF274Pd3/8DWwNhGBYKhVar1el0ZmZmHM8n5IJnypBGxgAMggDiQFJrbXGfcaxVPJ3wzbXW5NRsv91z8uVSqRzFWgPzKEbOzr5+2fX8+UOHlFJM8FTr3Tm9rJFyu9FDwFBaMu87/Z4K+v2R5l4gQi5Am16vK4QwBjjnjuNI22aSAyrkqe0waTFLyCRVnAvgHIFZ0oMk73a6S4uX9jDh+Y3RRs4pO4lO0TKWrcOoJWjQ7fYBEJlyjRuESb5QFrYLJqMXamJKGZBgcW4BE2CAM75nz7y76izeWra8ct53gBOkKRABJIAw7G0NgrhQLNt2noibzMlCnHFB2cQtYvbcCOSUAWnw3a1VImCMCwJKlYvagOIMmSvILjOIwMKFH79qJLdy+V5/UCvD+tr6rdX2Pfd9FEkzwRgDlSopLd3aaHe36816OZ8LBts4GLTOvxWuLta0kkGyfPZsbWZSdTZYsHXtXGvfgcP5yVkwARgJ6PnEBDOU9plQvt620s2NqwNiIoyVBmHbjkrJlYbrMA4GOk1BOWtLwdr6ZrWQAydmfAApgEkAjG0jRAOKgk6ng8hsy7NtOxHrUljSdoGLnQxjpQDJK1kHpxq3bl6/KXIz+/aB7aC0KI655JCFmaoU0kj12wtXznf6W65rN8b3VMemAFyQNqAAILALNTesN6YM8FSDkJIxoXXKOb9182YYDufnDjAh7oyG//BiiAQ8NXGg+hFGEcScdE5Ln3xOFnAO/B2jXrYP/byyNXuDrET+IFrvL9GqunMj3BUCfsm6//bX84FmJzLGDs8YAGBIHz16tN1uLywsZPS0IAg+yMfJ3jhDtrfb7YyPsbi4GATBYDDIBvWyF5UBSUql0kNPfNwFEBIvLt7qu6bf7/oh5vvDnHJs1wXBtMO2qaeLRC7fpog71nq7t93mo+UxJ3XDgZ2GOYvzbOdmwEkZAAOM36nkGQABEQCBVpYQBBwhBc0p6K5uXI4t2JPEa7Eu5rkCMKmyuQQ/b/kAiHGSKiETBPFBShQ1EHqIXIUr16+efbm3eKNvUXXu0P1/+HmIAEyiDFKQY6oUJlF3wNw8GEsgiNiAzSC1cgJA8miPq/V3X7n+V89t+ef2nXykfPQeiCMoelCBji8ihAIwkD4AKA2MeRwhLVXzM/sZAAPtgDKgfUAXQABHEEQUpNRo7NFqbePyNV2tj483Emk4AOqUFYsTp05N7J2CrQ1YWgDbgiiA7TZY9t9dvjV3YPbJjz+CuRjyDJR59S++1W6tKTd547WXxkHlcjnbtrM+7S6Rffd+yFz1yc5JK3NnkzZGGCAi0EYlgx+/9qPT01O1A3Pg+SpIkrwjPH9udqa3va6GnQRMKazxvEsqBZUu3Lye8z2wJBhjtDGoiMAYA0bHDIsGQIfAWAqMA8QAAxO//drZh3/nke7fPT9RLF/80ZnK6IQ8cS8YSNOEpJs5xYkADBIaInzHrUEEO60h4q5tW1JvtT5I5yfT3TY3N5eWljLPj2VZ2fEgs7xnY6y7qYq/Ov6HD3eOf6jgwhgao4lASlkul1dXo5s3FoqlgpSSIQvDYG1tbf/+/fl8PkkTIax3Haf+ca9CoZAkSbPZ5Jyvrq6OjI7m8jmtCYAsjnEaWUJqMkYbzriUDhCA0YwJW/pAW8kgZETMGNKpYIgmBZaaRM/P7tUGjEo5FwgohTAEhlSW2/UOQRw5kEZgg2GkFDFp9wdh1gEkpeM4VSrcmQS3Y1tajAvkGMQDbqEySbc9zOdqO71aRsgAirVcNd64cHHQXZGcbi1u5YbjfqmiSSNJV8AgDoQEaUkhTZIGXPBubyNVxLkQwtJSgwRXesBAqdTEhjEhgMD2a40ZAvf6jYW81y84Fd/N257FMIk6HaPTcr5oWdIQETFEJEJk7zSJfvrUTO/ahXeGHwiISKuEMwOouY50YoCIOAXDYLC4vLGxuH/f7P/L3ptFaXZddZ77jHf87jd/X8wZQ86TJAs5LVkleUQGmwKDbQpo6Oqhnlg8VA8v/dCPvXr1A91N1+p66AKqF1VAFVUFeB7lSbJkWVNKSuUckTEP3zzd8Zyz++FGhhPJBmNDI4o8uVauyMzIiPjud+/Z++z937+/X6tnmoLlTC8cc4K6ylK/4BilDCLjBKIRJFHZc1zCIEqZNnu3bt+6cR1BA0OtsvbuTu/K5WCqVBFw4cwJDVl4cCNLDIAwhnGjGAcOGYOIjDtO5yYZMMcruMxCKhlYoV1xJbhSQKWUIIaTURyPKE5sLpP2Znf/dderFBdmQeu4vT/ptlutdm8wEsIV0kcgMjCUMs5d2/FdpyCE5douNYYQdFwoCd06uA1LNSAa0jGoLJvEOomyySAedKLRIJyEhsJssxk0ptzqHLUriK4B2xCqKQKgzXMND5eMaWPCNGZA1tbWjMHlxRX6Dxbv8JdsRpmWkvBR+8/++W9ZL79+fLtLJPt80135n/77D3zyv2WxFH0wZczr5evr6wsLC3mam6PQcjxZ3qbMI9aNGzdOnTqVw5VzLGNukvz0008/8cQTxpgoiorF4tbWVs78f/3111dWVnLnttnZ2XK5nAPIf+Bk271FoB+xIPTDts0fmfF8uFEJxwc4xPowS6BSly5dopTW6/WVlZXRaNTr9crlcp655tckj9x5V0cplZsb37x5czgc2ra9uLjY7/f39vZyj8bxePz2n0pKaYwGShHpA/NnL1++XKRBiGnoi55klYq/oLUmMsmkNdLTRX6mVNxqjw9a/Y9+5MP7OxsrFXj8lJOsf755fIpwW4HUxEoJNTRnwQJFsAiAThANpQ4SgsToSYqZak/CKG4xLs+felJYMs3SY56APBeR/G7rGwDAspgF4P2IN9ygGHrWAIad23vhWv+9H/8vzLl53ZwdsgB9x1WiPqSlajZTdiYT0+1udu5wpdTs7GzgOFmWFTgnhMT2vFlcWP7UTy1sb0xauzc2n9v/whery4vHLz3Goexl0gMp8xJOXlfNHdgJBWBAiAZuiE3xbR7NHJIkbjTK+/tbUdojvCZpSWtthI+EGNBYr0D9VLQY2rY9HA7H45HjOIvnXn/16382rROR8jF6pDL9c6fede3P/s+o3lxYedfUI79hUYcYCgZSMH6zSqJB5jLwrASMoIwSAgoclXVtOgZdIcSNJsiHoEd7V16Pb21m7e6xhVryiV/dYccrGbUB60obGov6zsaXn9vbn9jN+tJHxcSQjFHbdHncrhVXUt/ZYK4AOh91t669yc8/OCC+x5kBQOcUaOAIAaI/bn350/+uMTs17tdfqn7wxJMzU8M7a5/9/Tk3c849DEIKHHHdMIpoAkghIwYJJQiQKskMktTQjAoFhAAPTh67GI2Y4SnRqRSkvb0FQIq16Yx4BgQDylAxkwBFpcTq6urm5mZO+bUsa35+nnN+1OI+kjq800Yy7qe/fwMF4PxYk9u7T09PHxwcjIbj3PgnScOlpaVyuZyXOtDkG/3fFpA/SZLcYzmvQ7f291Ua12pVIJhliS2E0hlnglCBCFohYzaAIpzajudIGYUjYnQ2QelsSAQSAAAgAElEQVQILmxOCIYhpeRgZ7NYqTFWBkq1UkCJMZoJAQC5nuIQ9IIUUCPyUTiWQji+xyw/10URhJIQjHGdpSpN8yChjEFjgFLLsgGIUrrf6xHkghlLGsFNFtNiZT4o7PXbu0HBnZ0NrHJALBuQYJb0Oj2l0HX9QlBktpublY0GA4xT27WllCnqME2GkwGYPteEAhl0hwsLi1wzSmRz/gQfO8PuYO9gm5rMEdq2kHKs1qa4kxtrUoOHraLcWP7QHCQfHzjajo/M2AmhlGRZmpckGaNAGagUTAIYMS47vcFBu5WlE5/EgoGwrCgD6bqgkVGmMrVxZ3V5eUUIxqQAnQGmls38oJwZjUohYRmSlXPnGxfPqPZOOurFxF679WZpVJS+2Lv+BnOsDNEQIYSbpJk36saTYZYOdTS0OOoksgtFhtEkxkQTYTnDQqIlG6RDpSLLLXC/XCs3mtVqOBps3r4RjSa1WmhDfxL2W639MIm4sG0hy/W641bCWCtsJUk6GnRS1QbCQBsBwLK4IHnJs8BEPgnHm2/4lVqqyc7uQRhGaRgmk7FA7VrcLVTLs/OFZh28AlAPwTHU04feSDngxwIg2mgAzIyxpb22tkoMzs7MOpaFhAK5v/38hZVyk2DmE+ofjKsH8emhIIDrmBRboZ0mhrlAiTEm90/59Kc//eu//utJkqyurj766KM3b95kjG1vb/u+v7y83Gq1PM9zXXdra+vg4MD3/fPnz1++fBkAzp0798ILL3z4wx/e29vb29tbWlr6/d///V/6pV86ceLEpz/96fe97305PuyZZ565dOlSqVSSUv4AHuo7aeXebJcuXbJtWwiRazpzy2UhDl2+8vG1PJwfHBy0222t9ebm5nA4PHHixPT0dE7mXl1drdfrS0tL94b8ow8453Ecc84ffPBBx3F2d3eHw2GlUskNnKMounzn1tWb1994/Zo1gZ951z+6sr7Vlnwv7DtFJovi1NlTm5/7j/xnKUYTixuQBEAg5qbHQAEMVYwxog9NlqI43tzcVEoFQTDVrLqeBwBGa0vIH7FC/1esApGalon0H7z45ubWC9/69qPznzRTFAFsYBQJ2FTrTAhRqVQqlcre3t7u7m5uBZV/a0Tk2lDKoejx4nIR54vRufnr177y+S8FECw++phhKbGZhsNhRPq2AgS7K3F/e0NASpmT+3Kjb8/zcm8ppdRoNCoWg7W11SSN8zpltVqZak6BNDP/ZE6HPVafrSew++xz7Ve+zbZ2zjz2BFx6tFuuOTFBggYVp8AYr3ruaDSSTSMJQTQAHAgACtsAUMY0gCwTdNs3D775+SvvPXVh6Wd+2ZQDLcIIaCwACUkYtxJ/tKsqZx6be+q/YjXfaGPZJSca0jg458/3N4ZyhEslRJXRYbb7tW8vLJ1zwoGo+8AUgA2HFIckHO7NL9QXT590HOdDH//YSISQNXgUfuu7z3/kxHFlLLCmFCeEQwYQARAgEjKqCUcOGpDLlIDiExa1Vp//cufaG8dnZsRwn0oGUfK5P/zXTzz1kdr0nAFIgWSIlHJgFLN0fX19Z2cnP/QWi8W3mC++k0eQ76e/P1m5BQ0hmL+/R7PDc3NzSZJQytI0jZNxqVQ6HI08lN0Q+NuM23nFglJarVYpweGgb1RSrZcZy03djTEaEAkRlDINBghhCFwQ26Ht3duFgl+bnhn21tvt3kGrc3rlWKnaJJhsrN0mQEu1JqGMEMopGK0JACEM4K6eiDIwaLmFRCm/WLQcO0GHM567GBDCjEEgXFiCUgqIWiMQQKqRaEq4VSvrjGGGOotQjbNMK6hOJsNicXrUXd9cv0X9apG7FlrjYWwDVgtN5IQJTjgHoIiGAFGKcsu1HZ9Syoi0JE1FSExCTQpGH+wPWp2t5tQc5Y42KihOFfyKaYzj/l7nYHUyHkzC8bC/v7D0oBU4ABqoONqmc6DH3Yrv3fSXfD/9NYiAwFjOltFKq8wANxrTcNja3e/2tfCk5y/Nz3sswXEHCANpZQYYAhG8UPBdz89UzAgjNCWoNU2JTY2EyTAizLOKpdmzZ3SvPNy5hVAK5irztuVWiiwdb2yspZEqQMkYMojHKY4M0GE0IYiW8LnlMEGyMLLrU3ahlowzyuxStcFHg/buBtVRoWCrKBtFve2dvuMUSgWPE0nMZG97c2czMyYhDKTtcuEFxenpxQsymFKKmriltU4zHadpplKCqYqHkI3SwcH2/mrBtSYHO2vt29wrJ+CiKEi35JYazbmVoBC4nkusEtieIQYpQ+IgOnlU4wiEZADKaEkZRUSglFJYvbMKgLMzM7a0tVL0+4eQ++vus89YpMZekvBR6o4NZLEGU4+DSkIgVegY7VPG2Gg08jzv2LFjw+Hwt3/7t8+cOfPMM88cP378qaee+p3f+Z1PfepTn/nMZ4Ig+MAHPvDHf/zH8/PzDz300NNPP50naq+//vqZM2dyq7a8LFosFj3PY4z1+/0oiiaTSbVa3dnZ0VrnpeI8oTzCKbwDV64d930/DMPRaNTpdCaTCdyd/Duaz8v/uLu7q7U+e/bs7du3h8NhHMda6yzLCoXC1NRUqVQ6d+7c8vLy233jEFEplX8vzvn58+fzcwJjjHOulHrttdde39oI05QmOu0nMCWnqw3bobGAkh8AjcB2ujudK3/0/548c3Zx+QTNBIIkTHIigHIgLFMmQxKnicKQgImiKANVrZemm1MAqFXEGKMM0GSE/g28HZHRDhMiZtbiykP/9Nf2v/Gdq19/4eT8Ivco1RkxZMKJw+RoNOr3+1prY0ylUvF9/95JR8IoEhICyQgVIB2hCycufOQXa9e++S3BrebZFQ52ZnlvwSmQu4kvQQ2g4XDS8629Bdu2l5aWWq1Wu93e3d3NRxIRUWu1u7tTq1Vng5k4iTljhUJBaaWCJifN0AOkgrvYfNKjTdP/7G0oWiBtRxGwKSJSAAJolFKjSZFbQuu7CgIFYBSXjIANJKXKpKmVDV959aVCozb9vicTr5YJ6sebTJaG1Iu50oTYKe6vt1Y+9LG9cpVLt6piMgKUDtq2+8Dpm1/8SpN0M8x4lqRXX5mqWuCmqSWBZYIkgAggAACI8hvVc81HkTHg5fEkTkQ6YvXak5949dr/dvMLXzzx5EdTT6ANnCgO4Yi4YFCYjFKRMYiUoQZoptlkvPa9F8KdjeMXV0xr49t/+m+rtYpFgAz2SsyYyQAkZZaNCInWncFwPBp4nvee97zHtu1ut3vixIlc//D3Yt1Pf3/CgAMISHIgEyGIh84onEtCiG0z37fTLJXCAgCDhlL+1ub53/Q+nv8AueSgVqs6Ft/b2wZIGs3meDICJFK6nB261SdUWwQIJ1bgzi9Or9/s7ezcXN+4mhmcXji2vFhu7azHw3690mg0pggTmKVI+DCcuIWCtKTKMpLbcBy+IpqmCghH5EAtQMqYgwAGTF5B5ZQjYYe5pNEGOSUCIEOdZkAs7lBGKAWwbKA+YBSngS3SoOyL6+P+oFXwXK31eBSWi3XJbJiMwSkCAVSZSZUBQilVmtrSYcwxgKglMdKVDmExmJHJhkHR7vR36lNVyiQqZcA3Rlm2tKdKBa/OiDPo9TY2O939nWl3Gvi9nZp7tA/f5yTiX6z+Qt4YzRWTQogMmW25ve72zt5eY36xOrsC1KaQwnifUotQ7niFTncoLWBo/HJxY3V1be32qRPLU3NTgDohWYyZTiMiOLMk4ZS4zcFgv0Vw6eIZ7skSht07a+u3b1aCQr1Y2djZtwtlz69MN2bcoATCtSRjgITqca/THwzLy6fBr9oJTVFYbmDvvMiV1tGgVi2KaiOJNQpPG7K9ttbdO6AUuOCVaqVWKzmuw4slnXFm16AwC8bXSC2vApQ4nBWpAapAj8EMIesM1sH3capeUnWydu12tVCrHj8DVg3sGsgArAIgBaUzcFB4mU4oZZRIAGD5SQA0QASQGrCNIfn5qt3pDAaDUydO2rat04zn5av76e9fXAa0wx0iZd/iGcUKWARwkwBmGRAKjIZhZtvgOE5uaOz7fqPR+OQnP/niiy/W63VKaW5TvLGxUa/Xcxj58vJyuVzOwQjNZvPVV1+VUnqel5tl5MD/er3ebDbX1ta01rmsolwu9/v98XgspYzj+Edh+v4driRJcmbTV77ylV6vJ4Q4f/583km7N3lN07Tdbuc+dvkwe7/fP378+MWLF3PpSKPReOqpp3JTj7dMBx6NOOfraHIo10Qyxjqdzt7eHkzisu2WCnKSJnfWV2nBn55bYhYFPYY0A+Yde+JDhWrt5We/uXb55alm3ZF2Y2reXzoJCRy0h0NNxxkwYRmWWJbFKZG+y2xbo6YAjDNAAwj32nvCj0rM+EHRz2WQAEl47PjDEhRPnbzz/J8u7nW9lXKSJNyyM8b0cLi6ujoajU6ePFkul/M7IZeV5689JSYmqIBScBgQYBxY6i4szj3Q++pn/sO7ug+eft/jQuZNoUPns3sjKEdz+HeEveVFEUKUUjmYeTwe53y6MAw5545j93pd13UIhXKprFQWRqEQYhdohVnEAk6AASAKWKhPmsX9fq85GDtFMuIZINpUCKBaZWocN6bKBBloAJYXuIDyIQcKRsUYCTsbbF6Z3H5x8eRpVsKU6ThDP+tR3vOobWiMwIVOuQbp+tLxIogRQsadPS5c2gxmPe29trfZ8883CSHfeeXyqUcf6YNLnLKBlAADIthhFse0Qw1oBaBBUl/WUHeo0xqrp5742Wd++3+t9tzKP14EBpANwU5K3MkyQVGgMCOagsAgC/naxtozz4ph95FPfhyaLkg919b9628e7G5NV2qvPvud99ePGVnRCpGQSZROkoQwOTXVpJQ+8sgjjLEjoPj96u8/hOyXInx/+IkQwhg3xuS/U0qzLOVMIhKDhhD6ljGpv42Vn24PWSQ68/xCvVbf3duO42g0Gmptji0ueV6ZM8oIkfmeDDSJVKc1CsEpNBb9oFAIipbnDgb9RPU6O3sLwp2an97b3EkO9v1CqdPr1etN1/MsWyJqNIYQQDSUM8ZFGiaW7XAutTZA0eiMAFJGKRhEBVoRRCBAVKIMY25JGRDCyTKT72lI0OTzpwQsCTpOmVZ+tZFh0uu0Siwo1qeYVsAMeJ5JgXIKRjIujVb9QZ9QS0hHAzmk95LMHILQOBKHMjeNh1kKQDLOZEY4Fa4CloSjMCKYKKasbJz2JqvT1SlSJpAlwCUQDogA9JBhgFRrAwQYTcBokteAjQKCajS4deumJcXU7KwoFiWvJ1kS1BfONxYMcIW5+B/RcrRdSIz0QUjGs3iUJQNKsFFRU8UpNN2bL77QaFSINW0hcBMKKVg6xDAm2WTSvebZKZBxd7u12x3FUVKaP0mEw0uNiw/9NEoXhAPcAYNAA0IU6BAwI8qZjA4iVrNo1TiSEZ5pEOXFhuXs33712vadOuHF6bMcA9uvnJw5b7IhAmFGgGRaJaPuAQtR+AVqBYTZwCzKRYY0V0aj0pQAoTZAqjLYPWiXfZ4Jtr/dQVlM0T7Y7ZWWj0mnDNRVGaXCBosbhZSioBIACGhEQgkBzH9xAEIopGnKOB8PR52D9pmTp4UQiEA5QzS5Q+H99Re7UYAEJpkeNSqThcarO33bkq1moVgqxAQpYsEXSZpYlpXPbBWLxV/91V/9vd/7vU984hO569uFCxc8z1taWmo2m0EQ5IldsVh87LHHKpXKn/zJnyRJEobh+fPnc3u2Z599dmtra3p6ulgsnjp16sMf/vClS5f+4A/+IIqiT3ziEwsLC7mX8g+zS33nVH8BQCnV6XTyLJ9zPplMcppenh0yxnJRhO/7OcnBGLOysvLud7+7VCqFYSilzB3v8nz6yJfu3sUYywUV98ilDvv57Xa71WoVLH+5MecWPL9cLE01Pd8zGrNh5FoClIBCrfSBp0q2KJVLb7z04ksvvJBMxotLxz9QKqeadzpdKDQ0EZX6lF9knFIBjAIQMBo1zT3GgYLSQBD+JobvU2OgO7JtoUGEIEqLS161Nri94SwtATGaUQZQCIIgCBhjlUrlSFN+FKEAQBFQQKimUoOg1GRMAUnTqHHpoZ+W2Wvf/Ppi4NmPz1HCDJOECk0PO26YD5chOeTZvuUoaExe682vs+/7uYzbdd381FEoFAgFrVUeNHNG05QRoxjAhmEINtEzGEOxyWLrtZevfPj4P9KFUQYOoaCAcMjBnTRJNBAOlAAxh64SsQKkACj0ePXOK+tfero5mcxqrQZttLHK63nPkAIygCTXCwblZBJnoARQkiUw7CeNUo0wmOCMKHa+93ptdsbYZD0dnywWKHE8A5mWEwEUgB9yP3iotM3dFDQByAC8oXZ9CIn2FhZPnXlg7dqt4JE9HiyC0QACQi2IAAIaQUBkQThefe3lf/MnXqgf+finoNzENN2W9pwISycvlM5cbFy79tzLr928ubb88KwxhnA2GY97nZbkAqCZX9I0TXNf9KP52nc4fJ38hDZj99fbJUd/yR///5R+I6JKEyGY0unm+mq3167Xa/V63fEKYAhQAUiBYBRHju10uu1+v+u4dq/X5ZwuLi5SSqIogmS8tbU1MzNfqjezSSxcDwxJJ8lgMLhzZ/3E6eN+weV5WzP34kLMAUDlahUQM03D8Wg4GNRqJcexQMXAKcRhr91qtfaM8GZXzktpW5anM2ScGY0AhjIEorXORnuRyvq2mFDojXp7m+s7pdL08rl3UysA6YAxAAXMMiIFEBPFURTHjmc7tmPA5K41BgwgSEIADWg16HY21tZcW55YXgLXHaYBoYZLRDMRJBY0U4P9m999lobjUxfOJbJs1Y4Bs/utrl+scWYBk3lVwRjDhNAqZBbXUcgk1WlIOAmH/dVbN1aWlt2CR4xJaUXaPiADKoxBQGNMwgXquH/tzcvNWr1Wrg37nd3djfGklyQjyRQ1CTWJAOM69jidp4A6HRVdkca9LBp0u3vS4n7BC+MIKeHlM1NzS6X6tB3UiVVUSBA4EJYzHAFcakIGEcSDg52tQZgsnrzALF8bFJRhkpBsEg9Wb69+NyiKIJi9eX0UFE/Wp5eDhsdcA4qCksC50ulk1HEtzEZdKRj3yiACEL4CjggUARE5aNATgNFo581rbzxTLVHPYe21g+nZY0FtbhjRQUQWTlxkpQaAzBAIE4DI7hUC3Z0yvNe3hTE2mUxu3rw5MzOTe+r+nTxKf1+WxtzvMBuvrzpxKkaR1mpcsNmxBe5VqAIHKXLMieNH5bFckCqEOBpVOfxqd4ldAJBnsVEUWZZ1FNsOZf134QbGmKO88CjF+UsQE++clc/sZ1n2hS98YXNzc2pq6r3vfW+aprkFdC5UHQ6Hb7755ubmpta6VqsFQfDAAw8cKRlyvVl+6XK46Q97vfk/HfGClFL5V7h+/frTTz895QSLM3OlxbnS8UXkQmdZYLgFQJQ2NpuYOGa0FrWoZBCOQSXxaPAffvf3PvxzH7dKU8YqeFNLAwXCkQKUoQYNCmDaKEE5oiGIknMAYozhlP941d97Ixoi0MQApRMLuhAXMDHfeaHz2vUTn/qF1JNdLTEGE4d5wXV+fh7uYTwffbUEQBNiG2AKAAEZJMwYYkjWd2h850tf3rn82vmP/4JfrlK3ZKiNzFGEUy5IzrvQilNAoPA2zvTbb1S4S+xCNJQSRAMEjcm5DMgoIyOjmIolEgHUTOywf/uLn+/dXpN+YTcMn/jlX4nnLyIQC7kArqN49cYd0Li0tOQW7dRoTYFSIBlYIwRItBizIBt85/n+F78+0nrx13/NmVphvAHOlYQuoi5aRI0IRv3O8//H//wzv/LPhssPU9uUsgM6kSPSyjrXK1kUPffS1du3H/y1Tw4kfv1P/+MTH/+lYPGnaFyKeW3EmAdIMw1aMcGQoc5h95oIRvkkUQ72Vb9IOe8M1r71fGTJcx/96Z7KLLuiO5EMChlLXFQkbI1ff/7y175w4vz55rsegdqCcqZS5oyANtMYVAIMwWSgNNhBhgKZUIgvPP/c1toNRqBYaVy4cCHnnXF+WPg7uk/uV3/vr7+jww3LBzRpc3ouztKFxWVjTJZpSgUxgEYrrTkTiECApqmmNGvUpweDHiAFIIFfUowWCpUwTEoKheVkUcqlQxmrNKYcJ8hMvH9wUK1W+71epVpN07TX6zFKB8MhImZZFibG91wETJIki0PPc/bvrEfjcZqEnudXZxddzyeEAhqt1V1mAgIgGhOFoW3TlFLOOWWFCqWMldqtUafVswqGyZBLJkVGOAEqsiiRwrKEC4QaDYTwQzUKyRnwCJABNcWSe/LkzK3rb3Y6WBHNgPkIBoxBoAQJpCnntFz12+Pd/bXXYlFkg57r+O1WL+yVCoWS4/nc80ArxpkJ01s7Q8aoFMJ1bc5IwXfHUaaIZfkljdDv9zA8qM8fA8rBUEIoMQrDIRQEU2MnOZBpNtnf7vd6lcA/trxkAaRZtnV7zaRpNJ60h/HC+cVoMhwNECVPojAD2yvNBkW/3W3PLZwNqlVRvWgXqyBsNFxrTogEwvL3DnLNCSIQmEwmrVa7PnOMcYsAzwU7hFAgzABLDUsN9yrNB99zkdIpahVAaIQJEkKkNASVAdf3BE563f1sNEDgxdo8dwNeO0YpJZSz/HQBBijt9PrTswuoBoWiO3JGe/utUcLmls9podfWbpWbaWlqjlJuTEoJv/dsSA4jK7k3xEZRtLe3V61Wj9xx76+/ZOX1VQXCP3aKG0WUZgiBYBHlCMBpbuZIjtyMASDHxt0rzD3KTu5NUzzPA4Ajb5Gjs8fR5+R9z3v/4z0NsXc6oyOP1pzz48ePM8ZOnDgxMzOzt7d348aNarVaqVTiON7Y2FhfX4+iKI7jJElyX4wjdnL+kt8+7vYD9mRC7v3MvEJJCGk2m9VqNR4N1/bvOGp0YapaKFUoZ4IQCpAR2lfaWM4EoGKXKWooWBBPbCoMlZZXGI3GvixQAM+RaQYWHaeJ8hxfgwZKEJFQmWo9nGRIietY/G0/0o8aU+4BLVOtwOKGEAehTJyIQP1d50cvvwE3b5tzi/1kEt7qzizO5ZqH/E54ez3IxrteOPTQsAMJRSBSOKCzmXc92M+iL/3Rv1o5eXrh+JnyzDHWmGPcBmKSUCFl0nLHqXLtt6JD3mJteO/NnEtOADBOYse2AcCgEVwAAMgJzyJ/dwfCNoy6V2+tvb7Vfv/HftnTJn3uG6MXnnEXzqEBChTBAOW15uz+/kF7HDWLtmYsMyApdC2oS+DIWxHYelR64F13vvnszY07jWjgly0Io4gDBcEnQPQw8Hg32td8LIt2LYrMpDtpXX7xtZvy+rU3+i83ymTW9rZJ+ua//915q/JkaarqlTPK2q52QQWT0KMIREMyhhTB5sA4UAppCEhANni6XXOikJQnlcB/95k7z3zmhD6rnPkYRM0XKXSBDegkG37juStf/PLpSw/W3vOkqleGoqbAcwBqClJpU2rz/D0XGhgjBkZhsr+709ndJlmsdRqGvud5R0/6O/+4ez/9/VvLON9J7zqjHJAYg67rExB3jRuQEq61oVRYluz3+61Wi3PKmYzjtF73Wq12kmjXdQfDiedYM/PHVGaA26i0kBIYB4aUSzdgcUyFxQlh/cHI84PJJOz1BnNzc5QJPyglcUyFrlarlNQ7B/sHnVY5KFy9fnN+bjooVdIslcJWccKEpJxJxsAYoIRQijrNkhgUGgxv3bwSh+2Sb/uOOz2z2OvCwX6X9EYJxsDh4pnjhFGKjvBsk6WU2agRlCY51NOQw0MoRUAFmFITOYFYXKjs7qw6gXG9OiEMFBKTmSQKw96ou6W01sxEGBImh+311LYHnf6oI0aeTykTgg9HA8+zEU2cMM/zJlmmhEjTdGBZjmNDa6tzPXE9u7+/z4ixsh5hwradLE1Hw34SDuqVwBaGDdcn2XZqsqBYLgd+PDhYP+iOh0kSY7M67VfnKrW6tXQKVTLY36UmqU/Pc2auv3mlsXKqPBsNh8PCsQeAHQNDTEyJsBl3tIHvi/oQABPGOWgY9gZoSKXaIEwA4ZQQRE1AgkRuB45fmyTjJGOeXwAjEMBoBMKQCQNcmYxQatJs3N0vcljfvrO3tXP+gUekX+kZXiqVpV8AhYAatR4etOLEnD51YvXGZafQCCqTvVaHC8GkrJfL0druzvZGrNKpuWXBhTKKEPG2EtRReQbTNN3c3PQ8b25uLmen319/lfYBAIHnah/FwXAAYBpcOBwXMgzo/cv0QzZtRFxeXp6dnfU8LwzDIAiee+65jY0N27ar1er6+vpwONRaz87Onjt3bm5uTgjxk7cgjtTAxWLxwoULL778wiAcFwZ0++rNSrHo2AQKslBwqWWXiZ0pYynIbE+p1AJNODWJsYqVWGF9urG/sxNUSh4PRJaIbF8IqQdDakiGFKmw/JIkgjs2UtDGwF/feuDeet7d1namKaYgnQxcCgnjmcPlfH2ws6lLYpTBsamFcrV61BP4wUXxDEERtCBmkEFuIwcs05RyTAWpza489bGTx5e39g9uXLtqrl+v1puWGxSas/XjZ7UGoxMp5I/Xwj48wFAGiFEcXb16tc4H+1feFPs7U1Ink+6E20987FPB8jnLmEcCb+3f/z+1dMyY1ElErMAIbrmUSBZmaaaBi0MCnWsyBNPt9X2Ztq9dFulQ8O7xGVYj+/HlL1y+crutb1lsaTarV8SQVu1igRxPrsbf+oNrHWc43g7YXr00dWL+/e/+wPtFgcAwAu2MJmrnxp20E9344rXq47MqpoPxq/MXq9DZH1y7Mt7eXN3a4qWKthxhuwWjKGpe+6mZY7brpVaF2sF0UhBe1Jq8+t3KuyqJ9kWGHA+6N1648vJ1VxUe/c1/jrNLquCOGU+B2wAWADM4BsIYWPnRWjMCkBrc2t5Zu3UjiiaYpr5rPfjww7my5ajV8/flwRC29mcAACAASURBVL+f/v7nnA3fxbG5SRIJYR/sdyuVCheW1gaAam32D1qj0bBQKDiOY4wWgvteoV6b2tzcsaTkgm9u9KMortfrs7MupZwSlsSpbTtKGUTq+L5KQ2FZx0+e4pxbtuP7Bdf3IZ/qAOL6tjGGMOoHgeu5jOLKyslmoy4sEYWj8TjsdPemmjOWbVPGEQjLq5LaaGVUlnku+L41HqqZhSXPLYJVrDa4dD3msEHYavX2t7fuTM0tjLvbcaTL1aZlacpsYABaAbDcapdQADCAqcmiXmsnmnQpyfqdThKNq/7EtrwwxSRDbYzrSc6KlcV6UK0Mu9ud7mB6dtZ1XJ2pmalZAmT19s2gWnUrntZpv9ctmni2eWx/e6dYKCU6OVhrBdMzpbRD2mHWZap1gNX67kZHaVMsFge9vuBEJ5OwlTgc2q0d6dpWUIiFXL1xoz/OKPeBuNPzC1L4hVLTKpQAmEKRgHQcz3YcZokVq5ZFUS9UxdoKaB+YA0JSQpWhcKidBoKHSTAjCMakw1E4jhrTs9zxDXKNhAIjiECJTqOtvS4RwemzF6UMEC1kAggllBtAjVSBIblXSpw4hJokibfuxBsbXUZKD/wUUZGKuGCEcAFaJ1G0t39QrjYhaAIrjCNaaEy3BlG7NwhvXJ8/fnbh+FJrv3PQbVPOGtOzlNp/oZF62EY/vG+NMe12mzE2PT2dCyvvbyZ/9fOeW34bAH3PFqSAIQAFwyAjYN2/TD9on8wzIcdxXNfNmVlXrlzZ39/PsQy5JhgAisXiI488kltt/42sI7NPRDx79uwomrxy+fJknDIDVSkcGg1uvlGZq0HggWI8Jk5xZmQ3KJMaNWhFqTx78eGdtdVAkLizzdQ0qFT0Dm595d89/8JL/+S/+x/Xr95+6Y2r7/35T06dvkDiGKjklpsbxf0kEe3wQeVaAaWIYAg14FKKhPG54OXPP32MqAuPvz9z/KMw9JdlRQSQQAagAHguZs0McA7gxIBoV9zT1ZMr8clxd7S/uXbjzf2drfDKax8peKw5n4apDGqZ0of2Tn+t9JdQbTRjzKAZDAarq6t3bn735MOXTv/MR7ij4cor+1//zhQPILOBmEza4+MLu89+de6BB5lfApxQlFE4jJOB49ucAtXIUkMNq3Su77z+8rWb14eba1NMpTBW++sli67+izfGXD74kY9YD1zErrvxzJXh2nOxQ9rjztmsv/P0n63Zx6WruD4we72vyhG8ttMYDI61tNdcvCNZ5dLZ6X/6ePbM15/5F/9Ds+OdeujCcBB857N/frxZC4JCwyGnfvFjwGzI6GhtDSej9qT3+X/1ZZsCCarHTq2cf+zBCysnrn/msw9hxQ2Wdjd2Wxsv9gZ3qsunzv/sJ/qiHKPnMptrqGiQAgAMipSAzcihpJkwQAKtVndjc6s/HKlEFxz31KlTS0tL+S1hjMmy7J3MeLmf/v5DSr4pyZSmlFi2MzO7cOPGzVZ7MD8/n7OBNzbWR6PRiRMnHMchBDhnWpskUZVKPQgquY3zJBxevXZVWC4XTpImBFDajkbQiNJiWikuLaW0MRiGket50nbiKJJSIoCwHaMp49xoZTl+Gk+MUounz0KWIupC1cPMMOpIIfZ3dy3LqtfrAARTZYxJ4+Rg/yCLNhcW5sNxVzie8CthL57EaAW2U/JEQA1Lt69v3rq+6fs+Y2J/92Bxecn3A2HbAAYIQyBEK1TGqDScDMNwtHbrRppGszNTp089uL29RejQ9h0BrmVXZaEGCCAIpH0oz/j1pd5rr2zu9KQMUbE7mweT8YQY3N5ro84oM5Izp1i8s7kdhbGmrjHUq86GhodoUbSSMDZ2QIyJkzjLlOM4cRJmCUoOWZoWHH96apbYfjvMhvuRG1Sn5qdrzQVuF6kogB1AosFQoGIcRrGR5dIUkxKN8Zq1SbfrYsEvl8EpKsUoMIMUc6vgu0ggACBoKCMmDof9ntaqUW8CMINEI6WUADIAE8VppxeunD4hrSBVRFoOAQ6YnxgYBUqUkYynYaZHoeO6B1eu9e9seGmy/eqrzUq9cuaxOI2zkMqgDAQGg0G715+bPw1oWX5jGKbNcqlYbnYHIykt6TqQxfW56VSpTmvP8x2/2DxE9vyQFYbh7OysUup+7vujPu+ABAgSAAYGABCYudesJZ+bF/cv1A+sa769VFEqlQaDwWg00lrngoeVlZVGo5H3Iu69LX9yv7pckH1m+WR7s3Vna6s6PVVbnNp99Vt/+Nv/y0Jg2USD5Wmn8Ng//pT35K9RAgjMEMKFtby8/Ie/+y/Hne3ZZl3v3rp9/er29jZ587lLS8t8b/W5z/2Jll6Daxi2qV+jiGk04rYD7K/9TL3doToGRYBwtPLZK9tAxkxxeXYQD+689Mry+34mdQVFetQNz4+1bxXDcABmgIKVf5hLIbgRXBjiWARSBUP0QRHPrhaOORcX54HCN/7tH15+4dmHPvgR6VYAM/ZjVRwJJZwxANDalMvlhx9+ePHBBbJwcsIdTiI4+S7rxevQ70PTgGuFwrbOnH/t3/xRGTPv/ANgOBSbtbJ70Fblom0LIJoIhkRnMGrfevW7ju+89/3vsypldeuVO5NOZ3urKuxS4F5//rnb34lpYcWKyJMPPOy8+yLcWd//8z9e/vnfWD7/VEonUqbQA6gnu9/74o3Pfs6qud5KyU9Gu/0rs2ber3RPLaqi6dx+7ev7B97K4szxBy62b9xy/DL4ZbAqwAuF6hJoFaQ9XpB1WYy7+19/+k+jOy+zSS89aB984zOXdwd7fn16evrCA+9vXrwQMssIT4BNAHgGEu+C5SgTAAyRmvTQWtvQfrfd6XSiMCEam1OziyuncvBfnvXmE7H309/76+++8IyInFMAggi2ZV+8cKHX67cO2mmWMMbK5dLKyvL3Y6PO1Z4CEKQ43E1c1z9//uLu7t7LL786Oztbq9Xz7ZoxlmWGUYJAGaOUAReWMUAApLQppQhgtCFAUAMBhmiEdEAaUAiUE+CACJQFRam0ogwIxdG43263a7X6nTt3fC+YmZkVYMVZbAyCwe7uHmHB9PwicyRARploTs2WxAIlIGyJoEb91tb6HSAKUTFBOKPaQKYREThhlrSksBaXT5VKFdsPwKDtza9vfSvs7c0vXZROEYhEzQiVaLlANHr1Mw9PMYij0SQKI8t2HMaRIGNIGIJOk8moDybc2K4uNWZmFwkRhAkANgsIRAMiAII6gCwDRoEQjONhr0MQg2IBdbp940Z5aqVemqeWpJYD0gImkHANjBBObYnajMZxnBlp+wqFZB6hCAh2sWGoM1GKKw4MlMkI54ckykMKmwZQAAg6TZNJu7VXrZTAcYxBZJwSeigy0KANNKbmvEIdmMUpNcAP7T2QEMKJMQ5hRhmuCaYw2t9avbHGNGPIhCX2r16X57cnYdwZjm3b5a5L0MwtLN+6szNvpm23euvWdS6Ka9sHnHLEcevZ76QahB9kyjDLlmwZtbq9drtarRWLRURcv7MphJiens0NxlZXVyuVCqU0n6XIQ6/WOo7j119//dy5czk9NI+m+TR9Pn6U9+COhr7/gaW/GQAaQhPCUqAZAGXgItpaEaIRNZD76e8PboIfzfAdeT4vLy83m83RaLSxsTEajYIgWFpaKhaLeSaXA56OdtofO/09wgnnH3jSf+Kh987M7BRmGnfam68985X3NIrT2YQPurGJtqMDirsIYBAyrThhQKhXqXzo/U+O9tezYevqczeCRun8Q8ctu7v56ut3wsGHH3tIlRuvfvWzkQwaJy4sP3RJSgdN9mOkv0cGgfnzxRibEO0BZ/pQsk8UEFBjn1x87OG9r74eXr8dveeik5ncB+GH2Z1GFBSAA8YyOcgBUgKppAkQzNA3VMawUwTGPI6eExkSj4Cbhx9795c/8/l2t/++T/wat4BahR/j4jPKjpy90Zj5ufkYSMYrkSIWuDxRqXBgNkj5RHHJy7UZcXrqfY8dXHvl9reeXrn0+Pwjj6/v913H9V2u05giUCDZeHT9m1/zHjh1/MKF8VjvPvvdJEv9D36k7vvBOLv83PPupQsfOv2kkTN+qcLozmR7fe3OJqPnK43HWouPdOJwBZQrbVDd3qz63rFe46H3Ft/z1NxgIl964c3ffdGZ953Tj1tnqheDag9Gg5tXr7z4ytZe+5Ff/iDIeiYqY2JTAY5A43WaH/igFTv21qu1l/T8saI3/UD/5Ze23vjukz/3s/rxnx3aK1VS0JwKKZWJKWQ2lUQgIieEg6KEUotFNA8oiCbTnfZoZ3sjSRJgrBTUT51/yK3UM62klPn2mw+D/n3Ze++nv/95x0NEIJBPFBEAgKBUKlVKOWBKa0XfCo8ib9udmWO7K8vL29u7SZLee25njGZpQinJg0fewgMANCa3pQRCc74OQQPIgBhEgiSfcciB5wRRc0vOLC4CMaNeZ2p2SkprbmFBKSMdWzoNMur7vr+/v+95VSGRSU64AIIAAgm4pSYQA5gBycoNXp5ugBoDxmkyGQzahNuFYkNaDmEWKMQMiFUAFIAEDJUBzB8/c+PG2s3bt86dr2VaUSYJsBzSlr94gmM3CNyKAMogTYFz0ClApiaDnU67E3W4dIP6DLUDMAy4BQjGZAY1Eg2gBSsAQSAEAFMqrJK3v7+3+uaOzhIGfrV0ileXgRGgBEEbgho1AFJCDYEkSSdR5HoFyvgkzuJsklebHMueJL12q+W5vuAgmMh0iowjwl22kc7rfISaQfeAEuN6DjBKiACkCoEZyPmaxWo1KJeAYKYMYRyA3iXyACAhBkArxhhzvEGc7dzeyMBiTpGaLFW6o0iyvvnmtRsHrc65iw9849vfXjlx8qef+vD//S9/94Pvf/IDH3gizsSf/qfPP/vMs//Nb/yXe3sbr7z8ysL8sVKtFipTqtbhwYcYY5/73Oc++tGPlUtljfob3/hGGIa/+Zu/RQjpdDq5b0vu2+S6bu7H2+12t7e3O51OsVjMjQmOZiwYY4SQHE0A7+xx47+9NQCZ3n268kdQAfSAIBU2FQQgMlBNYyHEZDIpFAqTyURKyTmnlObXeWdnZ3p6OjdoMMbYtp1TESilOQhMaz0cDvNJxCiKfN/vdDrlcjlN01w8kKMkcmhubu6Yc23fyRHx3vz16APHcRzHqdVqeW/3B2auP/m3vncGDgC4q4NFe2nx7BBg3DXx9tXF/itzSR9GoImP9iwkBc+Y/NQXZxk4pa3OWC++Ozj+WJIkjXK50WiEYbgRku99b/jBR3+l9vjjKeAUoXrv4JnvfuU7L/zZ6Xrt0skz0DgN9bm+1Vh3/UICyynAzupQrwVn5w9gJgG/G0HmQAUgwKQ82GVqSLr7rLU3ePNaurA0delxkO7ELWgY2bQPEwmkFIdyu+9EIZlaPtd6LF1rXz3XnrpRm6MQukDKVDjKmDgFysBocG2gkBglKThgEoARhQxgDBkCEcAIhLZFOHCw9IwKRjodW2zkl7SdVsAUji0/+u6f+trXvhaPtgmOGV8cx57rAWpgDHSmJCecamMmDDJCCUCWgLRiAyAgyRKHptIbEBoTKwbtA21qwiIQTsmJuoEWMEkBBOIs+KdkbyCvvLL3ta9PLZ+ABx/Zu9Z2u9trX/rz2ump8fHF1THZV+aca4tOWCio9Z03CqRz/vwT8ML3vvXc8/WPfKjyyM+XCktcMT1InnnN/MqT/3XBzEAZRjSSUI1LF5aOnfa+9NnBrZu1Bz7AiSv4OK5cU7E38+zBL24T9cZ/OtjcLn7w/fDzv+DCP6sCFFKALNEQNz1ZfTi7/Morr371qxdmL4FVEQBliPMZ2D244CcoPKX0ZvVgc+rig/DozxXm3jts/e9XvvdM+Pw33/tb/xd4EqxqonmPe2OAMkDdAIsMsAwsM+BYBMcYQxlVSo2j8U572Nrf5VrFcXzywUenZqfe7mhzX/t7f71T2npwaDlBj5waMEergmYUCDH3JL7k0M+MfL9heiRm91y33W7v7x3k7EbGqHW4ZB7etDY5/Civ2CGi1jpPiZHQQ+QkgdwmGcDk34VSAApJOOIWd1zHABgwhILnewZI1Bom0QQIGwz7CysnmFWE3K5dE6AWJdwoRdmhXBRIPjwnAdFg6nlly6sSGSACaAqEgWAmBcooUAEEwBjbWzh7trm2tvHySy+dOH3ecw3hts5AAyWUUkZMit1WazQOhZCO4zJGhM2FJahTmFlcWohYEmdmuD/st7Wi2qBSyoBGyAxRgCbTRWU0UgKMGQTHcZk/c2zqjGc7RBniVDWx8wtuwCAYA1pS+v+x92ZBdl3XleDaZ7jjmzJfzhOQIAASE0EQ4CAOEkkNpCRKsi3LKtsluartcNhdtsP//ecf/7m7Iuyf6q6Odld12VWWLdktUhJNUaI4gQQJcACIeUzkPL353eGcs/vjJiBSsi2pZTtsERsIBPLlgIv33jl3nbXXXivPk36nlWVZNS77YcQkrKXcIbfc6/W63e5gvV4px612y6z1x6enlRAgkRojldpygGdiEGzS62yWy0FUCm3ac1JZGQgBSYBjmBzEJJSxLKS88YJbASYmcKEPdOyISJSGRyfv2L/34F5tulCisbxcGhxZDIfOX13Yvmvoic/+XG108o3jx5l0dXD0rXfOPPjQR5QurzfSXbvvJBm+fuytbTMzTzz+yfrkhKeD0xcu5klfhyZJktXVVd/3pZRFKunZs2e/9rWvPfnkk/V6/etf//r9999/4sSJ+fn5AwcO7Nu378KFC6dPn2bmr3zlK4cOHfr617/+pS996fTp00tLS0888cSLL744NTW1a9eugsn7l2848I9e1bQPk72Xr8PNvIncIc/hnI2r1tpKpdLr9UqlEoA8z4vOO4CJiYlut1vYojFzu932fT9JklKpdPXq1YmJCaVUvV7vdDphGGqtNzc36/V6YZsghFhYWJiYmCgAMREtLy8//fTTQRB85jOfqVart7bjH2/DJiGggZGh4dM6SlUE20WU94JSR+gyv8/N4GZ2BjP7vt/r9QAEQTA5Nh7HcblUgu952oeFnPD2H7pXlqi3tvy9p56tjr+hJ7aNffyXo1RO6BBri8e++ee7jkyjEYwoAW/7dJ9M1qLupqz6SNeXjn3vwrnT15dWZWngkQ9/ksVATrHnbEWUYbrwNIScX2/2KZmZGKy4PAuw2VgDm91pC9qDs4npGj+kkpcCuQPYSSu0DMk65LlmN6AVlBxG4ApLPnawDoAxgECovRzogCpqWHIHhInRHYPR28lmMjQ83eEkLvm9flcKoWUgBSWdbhSESg3AWDCzsZ24mUsu5QnSdPnYOygFY3ft6Qc6d7YqKs5l8ElR1biu0gIlIO22zQpoI18/d+bNo5fWz6qNt0on+8O+fuCj++ZfeM6+8b1DkxMz6xsLawuDtx+En6GzOKwXNrtZ5+ln3j197vBnPhcfujuPhxgit3lQDj/y6CO1Uhkp2EELnXOe2G4p9NdWV4OZ7R7ADrnjjPrpQueV7353uNV88LGPPv3uG6Va/Y5th3Az2k6QIAUISXJiYmrPnn1xXMb751otoDSh3+o2VjzFl86em+3kNHbbxP57r1ze7K0sotNAOAqbKseekqWb319QNlt37S19jhBiY2PjwoULhcC3Wq3Ozs5mWfavSOl7C/5+IOEvCCQKROscSymcM0rCsf0h3vcGSr4RasaOlZTWuoFqNe0nSa+rtQ487Zzrttvra+uOOY7jwvek1+v1er1CxRtFAZHcgtF0A14XuRZU/EMgctZZwZC+Z9msri/X60OBH2vjmMVms9GdWwgjHUaldr/dS5qVQpbAgiEBEvCgcpBwNrNZ37o88BWgTG5bG7nSOogHiGpExGBrjDXWDwJ2zOyEEtCS0wHp0tnt5csX371y4Z3x8bHawKAOq4CCo6Sxujh3sdnpVisDucsam8sOLJXI8sRy5nleza4Zw9aKIKhoHQupoigk6UB5avvO5RNDuy2BhRBaSx0I6fX6qTOQYUlKzzLsjSeGGcwsSaRJ2mu2ydnByqDyJDtmQqVSsZAAB4HX2Nzo9lqVUtTtmEiH5ASRYIhA+Y5BJBj2xkkmz7MuOeq2NzPqOs+yjzCsaimomI8TBMdSKAhhHIOKZKVialDAGZBlLR0LNThQizV6DXCSurxhpJyYGPJq1aGxN46fePpbz7740suPPPJIZnh8cmZ5cf7KlcWlpfWxqdvmLl26cOHq5mb7lz7/IUHyqb/6WmLs9I7b9t91F7Rut9vPPPNMvV5P0/SN1088+eST169ff+65537lV36l2+2ePn16eHj4+eef/83f/M2RkZGzZ88+88wzv/Ebv+Gc+8M//EOl1KlTpy5evPjaa68tLi4++OCDL7zwwhe/+MWCqvxgsr9rp19pXTtj80xISSSctUXrRyjl0kx73vDMNN3x8TAMe73e0aNH4zheWloaHR0tGtNHjx79rd/6raNHj2qth4eHL1++PD4+Hobh9PT0888/v7KyUtgdvPTSS9baZrN57733nj171hizsLBw5513Hjt27OGHHz5z5sz09PQ777xz4MCBInBrx44dNx3TbtWP2rA1cngamUDZq1Qmd80vX8xdEPp2PaxfE6VqVCr69QAKw2ZjzMbGRrVa3bZt2+LiYrPZjKKoPD4GoDY+CVJp5jwZkvQHdt11/67dIumaa8vN5uvz8/PH//qPPvaxT3HKS6+8rtsXF146e/7Z1tjImBBekNvVlU5YCUW1tNlvbqa92x75+L237VfxUKJGllxoCOObRpVVJry+VmvAgt8/NFH2r55pvP7M8luv5/HoyW/wYJf9qYlwdCSanrS1AaP9XAa58NKcQ60NQ0D42pcGyIAElG8hPM+T0MgIMvDtQk+EslT1pUMoFXqEXELHdRF0zl0MvFDZtXzjyuVzl2YOHB7Yf7fN/YpXA6TJOYdHAhwo0YmTSFmZx11aePPy/Z/+OLOSqeG1Rqdx1ZsZSeOQzIALtaOG0Ktp60qlstA98d/Pvno0nhj+2O99vJ110z/+i/bc2mZ/IcjX1p/6SvrWu3lpJBieOXb06xXqxul61lxbzUbXRv3ZL3zJ33c4dVq5GERGcCbyA/ffzYnhAGRBQhiBuqTumyffbbaOTE3DIlZwWpfywVrQHt++rbOygvs/9KknP5OTMk4xWZ8lBEASxGAY5rHJqYeiKCqXf6B56wF5ngTU7V46PbZ94rXrq5MoaX9gY3RPoDqH9mXPffV/TB96eNe9D3nR8HBmG1JIqVkwJEHI72MCIZxzjUZDSnnw4MGXX365Uqnce++9lUql0MT/C890vAV/P7Dgl92WoaIDCYBICgiwYwdyxGJrRJxu/Ha0BYK3HpZCuOKoznZkZIiZBVFhJ2adzXOXpFm/32+320VwTtFFTdM0CHxjrJJqC4QDTDecCXgrH50KHpoEiAWR9rwkTYgkwOsbG74fTMzs9D3bTdc7SaPdaTkRSO3CcFAq5Zwz1kpKu91Ov5/AsRRibbXjKV0ulbRXEyBrA5erwmddSC0KxE/s4BxbMCtXhi7JdGO8Pry80mmuXmmuXfG9sDY4SlDrq0vskp07p0pDI8idZVhjTJ4kWeLIkqBAzWodpKkTKgqiCjNIMAl2SFzSTNKekJ70fUgJEo5Ekjk/KLNTzoENGxhSIBCYiVkAyE3W6fmkolJFSA/Cgh2IwexcnuUmSfq+lqU4EHC1amnt2mZcMTqKXc7S2zpcgAvrX9ffXBPEcRx5cajId15kpE+0pT4hIjgD9iCEycFiC4cTmIoGgYAjmznDQknPE7okQ2FcurSyVL7tdhuWQqtSY5UfzGzf8eXdd+zcufPE8eNhFD/+xKePHjt29fLl3/2dX/uza9crtXqlNpCmma90rVI99tZbmcNDjz3GWVatVh9++MM7d+4E4HthcSMvlUqlUqnVaiVJsnfvXmvtc889R0R79+6VUg4NDRW3/CiKjhw58sILL2itd+zY8frrr4dhWFC/Rdv9A7jehyZHKmGSpmnBxRpj4lIp6fcLebRUyt+2LZcKQKvVGh0dHR8fP3LkyB//8R9/8Ytf3NjY+PSnP91oNJ566ikADz30kHOu3W4nSdJoNIQQRdYDM//lX/7lH/3RH7311lvXr18vl8uzs7NKqZGRkZGRkUql0m634zjudrtCCK11FEXFbfLWbvzjbdkCFr6AIwiifQ8+3inX4qzrKcFZ6lnQ+HTR1igEKgsLC41Go1KpFGKVwi4wjuO03WWhlq9dH53d1csySE8T9aVOyI+CSjhcHp4aHT7I1/7m/1n+yn8Tvn+lkd7/pS9jcBJsrj33lZXzLx+6e2/9N38L7a5dWefTFy+/8vrKiyfLm7p6G/lVGWWuNDbBjpFzKp3VYnVxbhRUWrty+Wv/d+/iG4c+8mEc+dgiarXW0okXj86/sFAtD+/df3hgeFQPjpVu281CJCZxSvWJOpDagwKEAwUQAs7BEQwjBxQw6M6ffPql/Y98wtM+rIHPWLww9/axXvfi0puXj/3l/3nn7GRv/br2/N7y0vwbr1Wmt5moYjwvHJkozcyC1LnzF0a+c9kcmnG7xqsqBHcQyzwUHgJk+YWvf+fIb30pE1FbMoueh0aQz7euvRavvLtx9JmRlEcjD0ePn7p84YD3wPT9o+LQBFRn7ejr0djO8vRu3H47kDdf+M6Vv/jKUK4m9k9Mf+6XsHt/y5Ui6XPipMg9Lbsm9VTocpHH/cB6bEh6IrDJ2Zde2/XRJ6Lde8CIJBo2KZmhjbdfml9d+eS/+7VseocXDWiWOmMIA8EspSXpjPOIhABBDA4O24Ikf08NI01kDytLjcXG1IOP8rff6m30ZCDGDx85883zQ5/4xP4dp06fON5/evnOjz6pvHCwFCcyZCFZBUSErdhnLsK9l5aWBgcHt23bVkS7zc7OFrE4hSPKLfh7q/7FlYAWzBUwOgAAIABJREFUPzDpIgBACg+A/DGGYJiYNNGNY+UNUrhAxlIqG4SqVitZKty30Wx2TJbFtWqS50oJkXfh+Q7k2MCl0mXQEpZSivrkRWQ87sOwUtK0OhWI1cW1hc610akZ3/OJZDRWT7udftKLazNeoK0xSX8JtlOKK5KklF6n2dzYbIRRaWB4JLe21c+HR0d8JZXvdZrNNN/UOpfCF+Qzk3OSSBGgaCswE37DJWmjs6F0sG3n3VJQv9dbXVk+fXouy7LB8anxnXcFccUJ5QiCtCbScAE7hgOYbEMo3epvKCdiL3KWiYSDU6Liq7JJOxuZX4tqxZQMO/YUgUHEBb/hQTFYwBI5cOZsahm56+qo5gLfQgqRF00uZ8E5mb5R0FFUIUJqUwc/rJAuc9pbV36QWqckSYJzXSGFy3rnzy+UysPVsVkdVHImpQPNkonBbAhQKiNF7Hw4KcEEC2kgCdAAGXbSY+Ur4QQMYAiA8p2RIyPbhRBKKKlCy2J0bGL/vv1xHDvnVpaWPS+49/4H/uy//8W+ffvHxmZIReRVDx5+6K/+5pmH7rv7vrv3Xj75WnLpjUvPlrbt21dLz2wr3z1Qdsb4QVxabXT37JkWSr7wve+srSytra1tbm5u27YtiqK//uu/fuyxx5IkefXVVxuNhtZ6586dMzMzf/iHf/jlL385juM/+ZM/eeyxx4IgYOY0TW/GlX2gygzfzkM7FReTgiTYJUTsHEshma2xiZLSIEmSkZGREydOtFqtdrv9wAMPVCqVy5cvFzj1ySefHBgYKJfLS0tLq6urhw8f/vM///Pf/u3fnpuby/PcOXfw4MGXXnppZWXl0KFDZ86cSZJkbm6uIIyNMSsrKxcvXrzjjjuKJqkQotVqDQ4O3tqNf/x7snCIiI3JJu64W+y6E4567SafPxWknZaTzWaTmVutVrfbvXjxolJqz549b7/99rPPPpvn+djY2Ojo6GCKuz/0yNunzj320KNhVLMWnihaQ54VDiWvFYwGrebA9gde+M7RAx/7yMEnP9Ye2WU5DPJ8Qe2pHx7CR+5elvvCOukBOz2Tje5/vLkwN3/+1PlTJ/pJwwvo3s98Ktt+v3CuDIHNjZ2LyxHh3Et/E1HS1Jzt2oupuzic4XzuQ4cfoW5/7cKVzStzjbn5/psnhy+el1p6gqNKuTo5TQOD1lOJRibBUBbOF1KaPMjyODHt9Y2NK3+1efmdc70r7T43+mmlXhF+btPW7sM7IqEm6t7MZ341ybXN097m2vzls+8cOybTtnZpLNxQKdCE3vJC6Vpz/gT6t0/o4antKwvZ1y+6A7fnVNWbYuj6G9mZqWUvz86vZp2VmfHYC83QuYt8dqm50pnYvvftE6vRWPjwI19O7v2FrmYtuoFM4u7Ia8+8fHftrkrfN7GqPPbRg9un3crSxptvWUkwLpNekmDIE8Top13t+w5SeBpoQrCmSMOsHX25EgSjBw43VanqnLDtkAhJsHHs1U/+8i8Hs3esyWrewUQUgHNw6shaChmQQgIkhLihvpU3lRFb1XgXUj77/MvT2z+MffeGV3jjzBuzE9HS0vlOJwGNVm4P94TBtRffuPDU0zufeMIFUKCcAqFYM8DwHEhQp9NZX18vVE/Oud27dzvnilGBHxb+3oK/t+oDJ7C4oRpGnqawVhGEIikISOE4T9IsTwMPDENCsYVWkllwnjrOV5cWpfZMkvR7/ergkB+V4rgstC+k12+38zwVQpZLlXIlEpL6/V6W5hsbm9ZCSgVgcHDYD0IiQXCjo6Oe74Gd8nVBURPIGEMkCqXU99tDBDA4z7Mss8ZVKyXpeYCLat5kqTQ8Pglm8kIZRETCWkcQQor3+NRuOSX1Oh1m9rQH57a8x0AMllL6vs/Ou9mFf28O5M1rICJnnRRbo0q9buemQSYRCZLMxAwiUdDoWZYxrFLk+yoKQ9P1V+eX6yNjjkmwYMsWOUHC8fyVuTCM6kNDXhgxSIqtiDViusEyQcJJsGAHFmAm4YAbw5CCijPCzeeLiQUppUgwEwlBIk3Tu+++uxh1KkL+Dhw4YIwJw/A3fuM3JiYmokrpkcc+Njpct73uyNCA5uwb3/zWtu2zo4Ol+lB97urc3r37rs/Pd4w/vn3vtm3bSPr3HDk8Njx4+eK5vfv27T1wdxzH7777br/f/8IXvjAxMfHrv/7rr732WqVS+b3f+72ZmZlWq/Vrv/Zrhw8fZubPf/7zhw8fLsJ7rbX/evtxP9VKzLVgrUShpSmMr0GErAcAgQ9iOGGLGe2dO3fu2rWr3+8zcxRFhw4d8n3fGDM9PZ2mqXOuXq8PDAwcPXr0d3/3d5VS27ZtK2bmhoaGXn755dHR0e3bt09MTHiet2/fvjiOO51OqVQaHh72fT9N0yLK4b777isG/2/tkz/WK0ggBTY5bCphjAjYiztdnLw2f/TE5ch302nGnYCZNzY2er3ewsLC9PR08YZfWloC0Ol0lpeXHziyY+eH9zW+98r8wlIwPBwJn4SvBUJymgzy9FIYTlWrHYHg9oNjH/qondzfRch9iKZ/35HPUc2htTzkypahYuQ+5O7hwV07qkd2+7HC6rVv/af/ePl7T109d7EMMWZU98r65kZnYWU+CFqf+p3Pn/y/rv+3v/nWZ/d+uQcaw0zSM5CucudYef+dnHXb16/Ov3V8PBdhv7/2xvVNkw/s3DG1e2d1chy+B0FgQGvML/WvXr9+de74q8fq0dUjjz8Z33EoqYzCr0RehDQDO0i+fOLV/uGp9sR+hBNpZiNODz3E2FxAYwnKorWG6xfQaU/t2ItD3R1VykJyK81QqdWjx4ZXVxevrwbstWz67rcWz+XNz11Jqo4zUh2LvhQDB++f+cyhpl+5/sbZw/d+xNt/ZL1iHZI6HFrNqb0zl195/pm//j9GT05P7Z2uVGQtct60lx3fuPjyt3ePTlfK9SSgjnEVJcoicCxSAxkoNk3oyPYzL+nrzU0ql6wa6Ekdy9S1NgRK84tZN0/DicmW8vvkKSngACGgOSdDsNopYuEcnHMkNEg4dvIHJtfN6tUL82+dufbIf/hfulV/34fV2tf+h7iulk+9MbPzbhjdLVdGbj88Upu99NX/97v/6X/f89knavfcYwEjSDuAoS0g0Ov1Tp48mWVZrVYrl8tFOnoxhx0Ewb+unItb8PdW/QT1I+5bTAxgyxIQAihFQWdzJe21fE9zbogSJN2k0ZhfuN5rb5R8bJudDccmkDaCIliG5aUL52q12vbts/XBuq4MQihnhYN0LLXnGWez3CVZbtkpLZxzfhDFUaXQ5rNhUoqZrGPf044tO+NM7myWJL2018s3Gkp6QVCK40rgl94/DcUklVLKOSYpmQQsSCkVhMqLAWISRMIxAUx/h1G8y7Ks1+vHcTXwA2et0AogOAtASS1Ccla/dzzl73yCectrjJMkydIsKpULDw0iEFShQhBCEKFaKzNzt9tK0q6xwjq/3zWOhFA+Ac4aYiscAN6Yn2+vNyZnZiuDwyBFEFJo47ZeqcL5DIDHuYBAXthEyK0xt+L2U0i1Cz9UBiBBDkSCtizxGOz73v79+wEYYwqeb8+ePcYYY8yhQ4eklIzkgUcelYK6a8ulyL928fTnfv4XqwNBc3W+u7G82WqNTdymgsHR6W25w+jI6I6dtxPhrrvuOnLoIIjzHEqpcrmcJEm9XjfGzMzMjIyMBEGQ57m1dnBw8NFHH03TVAjxcz/3cwC63W4QBDdz5z9oq1ULfF9t/563W+jdOLIxpNpKJ961axfek2NcsDha65suLoWZ0T333FO8dcMwdM6FYfjEE0888cQTAKy1UkprbRzHUspiuK344TePHx/AAcSf/oZMEoAjCAWZADpGCqV1OFDW3ZWN4wvHiSiO436/X7wKSqlqtVqv19fW1kZGRiYnJ+sj29BIw+rAiTffnrp91+zYJHzHZHxN64tzcrM/sXdwiPwrV94dHx3Wcambt0Pth57wSoANAYPqpOxBSkBCSWSApZIoTQI5BsRHvvgfzhx/zc5ttNOk32iO14ZrQyENTqYIoLHR7z746GcrWjY7EIRQKSgYMEuBUNd3qOGJEbBF0q80m5WL5y+dPfPm0ZcoMxNDI/t27vaUzvN8dXP93OVLYbX8859/8sIbz+bRmJjdu577wqu3c1dTyieBPNt23/S6p/oZD3YQQ0odIXEIJ1CdgEsx1MXOwxAMkyGrhBFCbeFMdvztuae/sbC0dM+hR5sb6xXPfOp//rdPdNbFU0+defYFVxmfuudRTG/H7v0Ym5IpDu9+OI6qLioPoKNZSJcjDOF3H/69f/Pyt5/dvDa3fO7UmbmLWqTOZCPGDZRGsLbs+WMbBjrUKWe+I+FIC68jUDOi63qBN7DyzRcuHHt95yc+mqXsImygN1IKuK1Xes29jzyCWl2JSENUQ9gEUpElYQEPghzAEBpCSKUkAK3VD7IriX31hZd+/hf/HaJaI+1PjozOtdeRbF6/dGbnroeBvhJRq9et6JI3NEqL80JqC85BqugRO4BhrV1ZWVlcXAzD8JVXXvnUpz510+LpJq1zi/29VR9M3pf4vR85Vy0Fq3C95kYwVDf99vqVN7tpZkhIZ8YH415z5eJbrw4ujGYirk/eBhJRoMcnhleWVjrtgeHJbTA5lGIHUkoASvi+Y9+PgkDH5dA51+/12LIxEEIIIQG4HIVtpmPHDCklyOVZpjw1ODhEXiRIC9LMgvm91C8XFwxAac86UkKRUgAxs4O8YVTphJBKKuaCuy0YVFd8e5KkAEVx7BzdGCMs0uRBBEma8IMZ9++Dz45JQggBcta6Tqfj+0EYRQRpC20G1NbQIMAMaw2z1Z5g6CTtpq3u6Ph0u9W8eO782NhoXIrADEJnfWP+6tWxseHq8BhIutSQpwnEN4NO+cZMAzOI07SnlCcJggmCC+MHRwA7chZ0A0mxdO7mmLkDw7K5GZdVmPXmeX7TcsEYw0oSO5ebsDIwFUdxNd5cvLLRWGpvLt+xd1cerI3s2BUOTfV7bnVhdWx0VAjSShpjjDOCWMigmKtQSllri1ekwFvFnutuOEAVqkdrbRRFxWf/gaf9Z7iczBk/QvQsf1Tu2490sb1F5f7TlQUDRiInuOLgaR1Y4N5DO4c8d+b4qzKxKlTGmE6n4/v+kSNH7rzzTs/zZmZmhoeHT506pZTat29fz7nu+vrpC9e6JeGvLo9GQaz03MZ1WVLd5ZW1V9+aOta6urwR6cE9T/w8KKxplbmGJh+Rl5NqSp1C10oNCSmhFHuBlbCKXYXZkqwG2yd2jx25KwHaq6CWXbnUI3v15RcO7J7dPPbWsPN2bduOtFeWfupZBUiQMgAT4EEMwi/nEnkJ+ZD1Z3bd/eDDh1vdZL2dd3ppp2+lSrudeOa2Rz/3C7IaIwpuGx9+5aWjg/J09ba7opFYG1ZKpu1EeqWUJYyIRapFC8aYrumnmfZ95TwWHukYIMdgCc/2bU9klMgQ8tBdu8YHsnPn1pYXZFwvyXz92e90rl/re1b8ws9H++7tb7/X6LIUJU96vuYh3yotSdp1lGNCma10NSezRGZ3fOSXzJX5WifJD/SWTaMHU73+8tnXTw4OHa2VBgYH6l1oRwqsYDRLpBLgQAusXHjz7Hf+9v4nHvHuPJRR5AM5PAhLMpzeU/HdAxCBYlVmBAwh4AT1t/RygPt+Y+77N+D373mrC3T3g5/asWsb0C9L4hw0NGZTb/K2Q+fefut2SWr3XqFqNmusLCzu3Le/vmtX0yiWvitGoAE23cvXFhcXFwstWXEA/pk7bN6qW/VT8MM3ySbHrt/tKdhaJeKkvbo0n/e7gyOjfhQ3mpta5NqV1tNOp9UIB0JJ7src1eGhgenZbZvra9YaEEFKMAsh8txZEDgHSAqppEfwwEYKL8uMsySlAikCSMqCKXUwzmTMADtjrVSkPA1ZqJ8FkQTIufeyYs5Y2253gzDSYQhSgCyyAUASBBJWsC086Qtroffc9xnESuk8t3mWaR05KjqXJEgybsDXG4Gf70sKfc8zRyDHTjIX4oFKpSqkdIaFEAwCExVErIMzubW5tVma9h3ntWrZ93yTGwdjbGLzfnOtUYoC2++sLlwdqZeGR+pQPvJceD4gnXVC6JvY98Z1ODjbSXseXKSFJAU4ZhiinFix8+DAxCSLuckCNjMzsQAgJRXGrkSFwoSKYQgpZdEH77kcYHashfCkHhwdHxwZTFau1SdG33nnOOt4wi8jd2tLa0FQGR4e6vVS6Wup/G4nAblIRzcpyYJgLpjdLMuK4bYi5KIgLIvkC7pRH8y16CAc6EfB35+44VO8h29tdf8cu+kWhikU+CCwL7bcWO68fee2gejSyXdWCRMTE5VKxff9er1e6N2LRXH//fcXK2W9n7/z5snEuCTJrl27NhaGtfpQ0ustr26MVaoPPvaxxvFv+aPVobs/gvq2lWYmbBbHgdYWymWgIn/YwCsUpZIEESCKs7B0QAaJ2EuV9KI64bocUZf++i93jo5PjN9x9r/+6aiLMTaWYI3DWo4GQzoILT04CVYg6eCnDqkAE5SOpR7OYstjTpPwIFr9lud5sQwtG5dbz/PV7s17o49d+taJ1W+fm/qVf4uhskObBv00NVEexC0P+UIzv7Zw/frpk+821xvbxqYP7NlXi6tqYBiZxfrG8tLShUuvtRqNykA0ddt2FdKlM+92l5a1Nb7v12q1CTG6beftOPwkatVr5K+qUQLKFmMGlJMWBJFk1G1hyAEhSWmlcF5kEfEgJqaQ5F7J6zcX2tLuv318ZeWrz//tNz4+XI8eejC1GqrO5BfMiGKAYqTNtfPHnWkF1YG8POKxDhiCBNgDiTAWbIZgPa8Y0yFAwxIJ+BJO4H06vvd0M9+HTf17P74rb6O3BJdVdJ1zSgans/reu+/61PkX/va5//K/fvRXfz3c8RBcv9dZFmHdSqlVrBB42OJ5er1NY8zU1FSj0ej3+3feeefPmKjsFvy9VT/Vbv3eVUjgXqftrJFhtHz53NrKUrVUTlkrHYV1Lwqpu0RTlWqj2dZRJRoe31WqwmVEIoiiNMvYGSLJxkFJKUmSdBZS6ZKqSSkcyLEwTjBJkpohrDFKBsycG0OSpBBSaucySZJISKWJJDNZdiicjiELZSszM1uAGSLPTRgrdsQo3OEkSBSstgQLsTX6SiSK7yPhwEzE1tkgjDvtXq/Xr1RCIbW1VkpyzESiQNFbjI61hTr2Boamm8lJANgxE38fJfP72HW+4Y/h2Pb7XSG5Witbm2mtrDNMqNWjcmWq32ksL8wFk+PLS3PW9kYndnS6m76sKS8gJssWpIWAs8zOCSXhHBEguNPvZWQ8X1hhJYgdk5AMZDCtxvpIXBJKQ5AxVip/CwLdwELGWiLyPK+4+CKdOM9zKWUcx9ZaCMEEz48knHM5LCM3weCYytpj23afuXCl183y1iaTHB4eBnMcR8YaoWQUx0RgtzXeXuDaIlJBSll03wp+92ZvvQDERTu+eIY/gMtROYkfyXr/5GKEG0uAboHgf+oSAEMC8oaGhV3W8j3PUwySgxPjg6NjRm4dCK21hUAFQBRFhSKoGB4YqJYe/MhDF945eWZtbqWzcfrcxd5Ac6G3eWVz5eDu2r5d+4enJ64trlyOB1RlaLO32T+3fM/+O5hAQkcMPwcYykWQgIBT6AvkwgEswApWwQrHS15cZmy89nJ25vnOxYu7P/yZC998JZ666/r85etHTw5/4sk0b9WlYEEGog1YQQ5CgANQbFDqAQ4MckJK3zOCUuYUjsKRHNxljlhL57iHroyjyYE9n9/V/c6rV/7qv2zKRO8dnDi4u1IqbZxfar51vZf0Oj5HlcqHjjw0VI7XGhtr1y8t27yX9KzN/dCv1Ko7Pv6IjoJ8s5Msb5pN2nvHk9XHJztSg1RpoJ5E4bpW9VUFE4xq6gPGcaGBg2RWzgr04d/eMwIEQewhF2zJCd+RMb3Oqlvgat8MSI93HznwhaHBt145d+Gduu1N3v94SqInBDxom1dNz3Dg5cjnTt/3Sx/H9mnLsRHQNg2EBHnOEz4jVbWAAbbMiSXBpIlV6EBOQDmrMgbJH8Rv71v8TcC3Cp5mr+bSUPjenR//lKdC5mjbhz46VMtOPfvNyvCZyanJsTEdxrlQFhCCIS1gkZtsqd2Ynp71PG9ycrLT6YyMjBQswy34e6tuFbbQ2Q2gJ6SKy5Veu9nd3FiYX+r3kt13HmSpgzgmWHZdUerlvTZ8QUEFFMpQC87Y2vrw2NrK2sr8/ODImI5rgJMkTJ4UQfEFdoQTBCWFx86ApZBKSDjDIJJSkYAFCxBD5NZ1e4mncMPgi8Bb/CVtCQkY5ABo7ZXK5STLlW+FVrzlzUZgCCp4bRDklri56PvDWWsYORGSfr9crvhhVDgrCwFAEhXYmoiQ50YpVYRgFU35IlCggGhplgtJSso87WZZUmQQgIiE4K14kq0LJrZaoBT5Gxur7cZ6lqcF9xNWA4CV56JIzUyP+L6sVANX0puNtbm5uR13jDU2myT1wNBo7lJhrOf7EAI2dyYnKVIkKfJcO/hEbMFEeYbEiED00+71a+dRGxibnjVJpvxyZjKpPXFzzhF8E3oWV1lMON00HZNSCs6VlAQ2uZGAFH5OZn7+aq0SlQYnx6bl8TdPbd+xe2Z2NwnPMVOhXUFhXMDFE1rstluZWFuqaLr5SPE1N/+8KUT7gEpOCfgnAKhFjEghdLmFgP9pX0AWxYbqis2VXOBJIAFbqMiySlh4yIuckWI5SCmZud/ve55XCIG01p00G4jjfXcfvPbiera53MvcqcvzPV+pwZl4ak8qS6rhxsfHvnX6nZULiwe33TaovQjSSmRkFFgBMIRYb4UTwYZwIYpUIlf0tpikyBy3ruurpyrLF8er6vyx7+34xK+m5eH7yjVnhW/qUzp0cBJCAPoGOmNrRdFI8rcseBzIpZknRKQ1hMxTozzlQP0s7VoDQaxvI98XOo//zWfj/uZ2Tq69+PRT/9t/tDbfvnP3gbvv27H7k+AKnEMpgpbjeTq+N4MQ8BSUBMB5QmK8LeHPuvEcWMsQe8sVsYas0rVlilhTG9AVJmsCFjWXgwBYCHaQEJpZh4DIGpDkfNmRBY5ngssVbwwAntpx2yws1hyGZqqzM2PLr37jzb99fnrvh0VNtnxYwjCM6nf7UVVd32heOBV//H4M1gTpHlCGlYniQHY0KgYdCWWhbEqqZ4Ww8AMXU5/AQIweWQbFP3CWff/aFEBABKvXEVGuBsuKRZCtbXj1gTQeGrjrseC7zw+sX7jy9rcRBrXHPwRlPGjrIByQY3lt4/rm2m2z+zudTrVarVQqhaPiLfb3Vt2q71NDICpUsewckzAQluXuvXfCGa80xEpbkONMSfJL9War55frUXXEQlsIBYKwgyMTxmJ+Yd7z/QFPZ8Z52pMknPSdAztHkESQWvtScpJ0el3XMQCU9D3f933PEbGDBQkIk4NZEikU3MWWSOq9W4O7cekyiMq9zUaSZIFQQhBByC2PZCamH2gyGWNA1ti8220Zm/tCtpvtoWEdhD5Z61gYk2jfy3OjlLTGSqkBFH3JwpizQA83jOvZWicEtOdJxQvz10ZHwhvofEvzADDIgRyIbZ73k55W3vDQKEBZmnfXVsk5wcakXZMkgedFQdTvp8yY2bG31Wn1+km1OrC+vtJod2q1wVq1qpRyzkpiELPlfq8fliMB5N121ujkjRaxDSeGQpFPDZWWr14uVct+PGBsSkID7IhEwabD/fDuUdCEN5lXzlPph2mSSCHX11c7rdboSN2KEEEtGvTjRExEdnLbbSSUtVYpn7dsp98TlnKrfpLKKXc/Svvrw//Jlzi/9y+3EPA/LaHAABf+2yAQ25ykdTDW5ixD8qChb0owb454FnnUAIoh1Nj3AESBd/jwYRt7zcV1S5KCyKsMeaXBHPDDCq00V9+9tOl61zY7B6anSbAVtgfjUV7yHATPUSUEQnIRW0oZxZuLhPQ9eDKHGAuBjeTqmXcODAem3VLxQLR79sx6sn9qV+AkOg7r6E8JH1AOZHDDZZ4hDaQ1AgacQwp4gaelA7IcSaa1hstYOBFIgTAHYogusK49DyCys3E8c/DeL42OI+tjYgjT411UEwwICA3Jznqq7JEgh7ybSgghFREhBZeRSIqzXAiJECvoKfjDsZRr3bLz4pK85MsI2oNB2oHJEIUQgqCISRTXHzl4og2kEFVAGQuI1GZdT7WcqGhYQGo0mEpwozPTWbe7cflqdOcOA+SAIwe2KcPr9HbOTGFqFETMsARmh5xzicwDDEhBSkAIJ9jC9GEDjmCL9qAwRZrVP7jYJQRMBuEZ6UEidTBwpUqJV5fzqaG+VXFYHr1jpCb6ZxauwyVIeiJClsEa9FtYXFm9vrF87NixSqWyfft23/eDIPgZQ8D0wZwRuVX/SJu1ZTCT2MJozkkh1tfWWo310eGhSqXsoAzDAlJAuC4njY3lxaHhMXglKyNLisCCrSedy/vdzdXF61dNnvi+l6bpzOxsMLQdIHZSkBLCc26Le2R2gCWBfi8DURDF1jGRIALbXMARW2JLUrJQYAJkwYwV5CBzcVEOFgTkxjQ2N7XW1doAEd38IgaB1HuQGAPWulyQA9m1jZWk2RsaGVHSk9KX0u/2kiCImFgIStO+cy4IomJ9Fd7gQoiCoSlGxBgw1sDmYaj73UaW9eOopMPIGcGkIZRksM0Bx7BJ0ul223EcKx12Wt0kyUZHx5zMBTHZPE+TLEnCKFJekPZThvCjUtLdSNMsza21XBuoG8eXL16cGBur12vkHDG32u0EplSvNdaXaxZRxif/5qko9HY8fCSTmayWmt3+3OLa7Qfv0WHNIiChCCTYFQiYyfth7FvQUYUYl/KuEPLq1bkoKJUGagyEYUiSe73OyvJirVqJmV56AAAgAElEQVQZHBgUpEASVMzVCaatiTzAyVuH85+wUs4NLJhJCAI5MAAFYawVQjhnjbOB0865wj3D87wsywqjjKI7kee57/vvVY9IKY0xzLy8vDwxMXHzkWIGUUpZ/IRi/LFw3uj1enEcF3qJzc3NSqVy89SnlCrkMR/MVOp/RlJiS2rlnGs2m/Pz861Wa2RkZHp6WmsthFhfTY6++uLq0sVyzAPVaP/+g92uqdanB+ujzEgzDgNqSScgBEAOChCMPE09LQwsCWPSbnj+u42Tp85emfNHJ6lUK03tkAPjm5kNa0OOhBcEWvvj5YFCoVHksPywC97fh0CKx28Kb/6+I9l7qE/6Bz7E3yNq/4FH/v/5GDjnWq3WxsZGsS5i6WOq4pQZyJr5N5+fe/4VMTUU3bMv3LtPu2gAgxu9N1997pntU9tuP3CPKA1BDlmvnADE0AzFObk+VOX7BEDBLxEYsAUXAkguZMQFj+NuTDQTQAQBRsYQcIINIWciB5kCjkiANfKss3rhq39Wmr+64+FHllYaJ05f+MS//y1dH+tZ7gh57vr82QsX1pvNeqc3PT39iU98omB/fsaW7a0bzK36aXfam0NhhXNsEMbX5q5vNi9rpXbtuC0qlbcm0xjaDwJPC2dBEFKyE04IZsUwQuTloeHyQIw8ydPe/LXLjdW5kfokQQkpClHCe/Ymco6csyQcSBIVYJXBJKSWYIKDM/w+GvHvoKxISAJpLQp3rV67rZTwPE8oBaIflkkaa5idRaa1fP31Y6+/dGx4eHj37XsP3XXP+nrj6GtvPPDAgzPbtxHR889/b3l56ZOf/PTAwMCZM2fefvvthYWFPXv27N+/f3R0NAzDVqv1ytFXFxbnK3H4uc98cmNjo9/vxNtL3782AC4j4jxL+knHOROFYRRGaWKOv3FiZXn9V778a91uWo4j0oGyKrNOBXVA+rGEoDxznpZ5jrm5a9VabWJmxuX55ORYKQzXlhcj38/SxIc3MjHcS9oxiQhYfvXo6runPYnhelzet72/uVYbHl5rqPPnTu3Zf1/Gfd8r5BkOcPi7blrFLFqn02Fm3/dPvfnGnXce2jY15ZzQfpBkBqSUkpaTDEoHJUBCKZPkUoKkxk1vja3e3a36ySpzG33TLJoMxWJJ0/SmYwYRDUaDeSculUrMfPr06e985zuPPPJIFEWvv/56s9k8d+7cH/zBH7zwwgvtdvuxxx77z//5P3/yk58Mw3Bqauro0aOdTqdWq1UqlcXFxeeee65SqRw5cmRubm5hYWFmZubKlSvvvPPOo48+Ojs7Ozk5OT8/Pzo62u/3r1+/fvDgwZMnT46MjBhjWq3Wjh07pJRJktxKQv6nroIbHhwcfG/sSJqmANRwuO+Bw+sLQ5rz2R3bWatL5y/qks/SlkhK6SCo0nUORkReh2zHppGSEBuCxMJL361k3d7KyivHXxufmj782S+Eu/eCPBix2c2G41oQVXpp2usmqysrMcuhoaHCjOXHFM+8d1D4x2w4/Eg0/I8Idn+gikNgpVIpMhHTNL22Rpevr2/fPlESrrL79vDqlR07R199+4W3vv1nsp1/4c4PD55468Da0sDv3ZWPbl+D9pxfAcDclQbgALqMCtz7x2qo0JxtdSS/vz9u3eIEk7uZTgVmgLwcW00EFiRIkFCkIQHHcM4TlfH64OWzx3aO1yZ273n6xTf6idPWiwJ/c3Fh8+wZv9OsJ71OJynUNYVm72dspuIW/L1VP1X3YEtfu6USYOcQBP7ePXvY2STpLy8tl2tptVbVWoBUZqSKBja6WcVn4XJJzCyJiSHBPpEHUghLWif1Mbu0uNhsbQxUB52jLZ9DJgYEgYQAGWvyXi8Jw5idU2Krj1GkNjjHAhJU/Pq+IvLGDlhAW+GYpRSwLowjrWW/1+kn1jnrhaHQmn4IMQuSUmnrZKvZeuft88PDUw8++OBTTz29tLR5x+17Xn7pRa3UyMgQgFdeevnKlSsP3Pvh468dP3P2zJEjhw7s32udLce+yXrOEy88/9zxN9954tOfKoXBxmbjqae/1et2Pv/5XxyoD62vN3JLlWqtvbmaZqnv6TAKBgZqa6urV+YW4lKFBa7NXzt95qSQWk9P+1qtN3qrq5v+ZmdkbCKKSpbt9fn5zDQrcamfWS8xaZIuL873u911tr12sz5Qu3TpYhAMjjTXSj6Gh2q9U28tvPG9SrYuyM0ff/6OmpVjkzaXU5MzZy9cXF+5Mjg2CZMLFZITcAQS4BxEJs+V1gDZPG81W1EUra+sMvPk5ORtt+8nHQjtCRLOwot8EqLXSxqbTUW6FFdJAA7KDwBy1pKQ9L54wVv1k9VTT//l8ZMvZll2U61bkLXWWmNMpVJ56KGHHt7/y8xcgN1f/dVf/fa3v52m6cGDB8fGxr7xjW9Ya4sPX3zxxYceemhpaUkIUa1WT5w4IYTYt28fEf3pn/7pF7/4xddee63X662vr2/fvv2rX/3q7//+72utwzBcXl6enJw8e/ZsEZ9RQN4gCN54441arTY4OFhMgt7Cvv8M7G8xkHoT592Uy0spe4R6fbBeLgmT+4H37qWL5Ed+GCoyjL7L2/A0GlZUIliORB4o5nzTJWsoR6Kz+NYLzw1KefDxn5uYmg537ITTzpKIKoGE0gGASPtBSXXWWjdh6N8HYf9RXPZ+fFT9j38LJCqYUSGEUioIgtFSsrjSSFvWaQOX6N4mdt9336Edd6wvbFxcvnjsbGXtVVEdaZ6+VK+uDI7NdmOvKSHR0c4QdCbkGmRd/OCNtpDEiS3hGbYi6otpRAJDFHSPuMkWawFHYLmVSSXklqZOkMulCKLRnTvPvfnc0puvxwMzZHPpcpgU693GxQu8seFl/bTXnpnZVfR8itbNz5jw6Rb8vVU/zdIX72VWGZAEEHm+ByAOQy3VysrK5saq7/t+oD1Pl0r1pL/qW+cro4QQxWQFK1AAABSADaQXVUAbnaWl6+VSmUAkNN08AG/1exyzI0iTmxRJEbq75T1GRFL9nRjqxvlf3Ig+c0ChdrDKU2Wvsrm+mea5CkMAAoXfz/f/t1JqYwygKuWhgerY8MDg3r13nThxamO90Wg0R4aH3zxx/OGHH7py+XLg+bfN7licW/rbbz777/+nL+/evUMHsttuhXHQ7XTYqmopjEJvZXl5eO+eJM3Pn7tUKcWLCytnz178i7/62kc//vj0zMzVy+fa7faJEyd+53d+56VXXr169WoURXv37l3dWH/z5JsDwwML86uPP/747OzsX/zFV8rl8vLy8q5dux5++OEXX3zx1KlTQ2Pj/x97bxpj13VeC3577zPfea5bc5HF4ixRpGZLsiTL9rMsue0kHRtBoxPYL0HcQNpuJEh+JAEMpAM0+nWQpJO8OP06QAB37DhO27IT9fOzLTu2ZomURHEmq4o136q683Tms3f/+KqOLqtIkaJFSyLv/kGwisV7b51z9rfXXnt9a915+NArx06MjQwJQv6v//zXH7rvnvPnTidikUcfeSQIvAtLC09991t3jA189rEPL7/2slOeT0iEMFEtVWvTSSWaVJLEyKSzicr8zJl0KiIbKddqcJ9pchyABMKWVFVWmGtbjmUrmra8OD84OJhOJGRFkRVFJDICbekAqEyEEEHgB4Hn2NaOHTuEACEo2SRgCGNkc6PSB7/XNz79xGf+wyce8QMfBJBNlzpBBWOMCmq5VkyPqYHheV4kEsnn82Fe7o4dO2ZmZh5++OFOp3PhwoVqtTo6OtrtdldXV3ft2vUv//IvTzzxxMzMTLFYdByn3W4ripLL5UzTTKVSmUxmYGBgZWUln8/v3bv3zJkzc3NzqVQqZB8VRVlZWTEMgzG2tLS0Y8cOSik6Ovdv2Y0bYa9tCIjRFwK1LkwICITB5KDrlOdmGmdOTOwc1ZcveG6LJTUlpjZnF7vlNgEA28sMDiv5PFhdd31ldubcemleH8xP3nsXOfi4JKseYRwYZbIdAMg0EAAeUADig9+1lGIypEjxIOI6ONdrkWi+V8gM9xio6llaWmq1WlPcvmNQ94NKImIsnT0KMQ1iCdBoPJZODN81va5Z9/K9B+8/96PpC9/+pl7YcduTT/B4lIFQBANKO5SaAH4P8IXNptZeIgc2GCGCvdqcCAKUbLBEAgCqFBgFBV08gQRAnLD7UJZ0QtnQRO7ej8yurJjnn/UX33z1r/+YUsMMRDlQIuO7A9k4dOTBXbftj0QiuJW6yUx/AYB95Stf6VeK/rhBQ5blSCQiy5Isy+1Oq9vtxOMJxigBKisyJWzD/RYoSpaAAHAfiKAMbNss12vpVEaWNUoVEBR9EzfiJwgHILKsBUEQ2v28Y9tXzLgQghABgnMeeK4HQBRNp1QCAZSwLSsK20Bp8Nxzz124cGFhcZEy9uBDDy0tL0uy3O50PM87eerU+MTEermcTmWWlubvf+B+VZPeeOO1//r9f6tUyuPj40ySBooD8URqZubiyTffMHTVta3JnTsefOBDJ0+dNiLGE48/HovFLavrOM65c+fj8fiZM2cfeOBDv/LLvzJQLNZqVUVRP/WpJx3bq1QqS0tLnU7nN37jN4rF4je+8Q1N0775zW9+8YtffOwjj0Vj0dnZGVmSspnszPT5T3zi4+Njo08//fSRI0c455RojXoVAjeXiNcqa/l8Xo8nTEIjhYEWBx5JaIViZW3NiMUFleYXVg0jVlope35AGTVtU9G10vIyIbRera2UVjLprKZpsXhC0zRJUXzHZfJG6B2ueQh6FhcXU6kUakO3HIb2e6p+Xs6PSIwaMovrclqTUoqU0OW0TONEGIacMZSMRGLc3wAfq6urCwsLsVhs//79sVjs3LlzlmUNDg4Wi0XP8yYnJzudztjYWD6fP378+GOPPaYoSiwWw7sZiUTK5fL+/ftbrValUtm9e3en06lUKtVqdWho6MSJEwcPHsQIknPnznU6nX379k1NTQ0PD8uyjEIjVBj3b9mNw2QIVrDjFidaWCEppapPVEFEy3z9Jz88+d++a7/+fOXfv89OH53+b9+1Fy7kI/LT//x1a/o5b2V67dTR5WOvtN44NfPisfJqbWZxvavFH/uP/xMbmRLKEFDVJ0rXFwGRGKOEEAJEkYACiIDblhlQHo1GkRzF6n1V+Hstggdy6Xhv0TAWt1KpxBjbtWuXFM1qqRTVDW7ZjdX1c2dPQ6umMq7oKiwtL7/66lTxDlnL5R69u3jPyLOvfz/e7RYSg1JgECUGkqxwiPo8YG+pGzZTOIFCqA4TwDlwTogQBICQUB9NgKBxiE+oBKACkYFLQCgw4MAIyAASEI1QT4rkdx4Y2707Sa3kxVdz6ydH/XLSq9qWqw/varLEjg89nI3rmC6E+6ibLEqzz/72x42twpqmSFJcluVEMnby5Mlut5tKpXzfY7S3qyzc2BIgDCAAYKpmGHqEUUWSZCIkP+CUMUKA4yEQoZJEiKRomtbtdk3TjEaj16XK34iuCzyv0WgoiqJoOiGUEgpk66vh6+PpbTweHx8de/zxxxVVbbdaL730UqFQuO22277xjW8MDw8fOHBgcXExGjOYTM6cOfGxjz+2c3LHydNvOK4TjUXwCOvAgb2HDh36P/7T/37+zGlFIgy4rDBdYYRzQsT3nvp/fR48/PDDx469pmn64uKirhuEUFVVKWWGYVDKFEWhlNbrdSGEpmkhueJ5niRJksQikYjVtSOaFo1G/YBHorFatTo+vmNpZeXChQsPP/DJqV17O801SKf2/4fHlUZVUrXBWs30nIsry02PD2qS7KhGJDmWGmo2O7qRGRpKdrutpcWLrmvvO3in63m2ZQ8MDqYzGUXTVFUlTHZtW6JUVmSxiW4RMwHA2toaY6xQKLTb7Q2jt/54F5dhoQuhgwD0jxZcuIGvKBFChODoSE0AHDSn27dvH8JZVPU9+OCDKJMwDGNsbEySpEwmQwhpNBq/9Vu/hRHTqCSemJhYWFjI5XLxePzQoUOodwz9mH3fHxoaopSiAOORRx7BxxLNuQqFghBC1/V+y/UNHWFy9Ra88haydABkYBokUr5qnt/LV4u8CydOTaWzLz//7Csi8H0+qihaOm+qTtUMolOTQ5O3KfH8PjVKo0lPiXtcaAR8AUxAXJYBwAu4xChGpQvCmU6HdhSnL86hTZuqqmxz4LPx9mRwb8fb+3mnRAhxHEdRFFmWO51OvV6ncioQIIjOZXnsvo9yWYfu+itHj9ae/u6ueDqhBqfrOXt+NfncicldsV+dGj915tnmVDGRPuIIpgiN+ACBYIrgm31thEDAN0yhCeeEChBgtxuapgKRKWcu50RW0KAznFcxDuBzQgiIAARhEBhCBgEgUZT/giT5VGGBpAZe2qllSFPt1AjRArcdi5Adk1NKNqHIb7mL3HzGL3342x83tAq/1StKKSsUCq1WO5VKSZJMgG36OJBLSh6jghMBxIgmByVFVQ0eEImBEELAhhUuIQQIFSIIs76wOf0dI18RgOCUEBF4tm0FQaComqJqQBgA3d5xjHEVlFLXdSmliqpKsux5HhciGotqur5zcjIWjx8+ciSVTgOBZCr+67/+P/7gB//f62+8ohtqpbJ+9913Ly4uqqp25vTZEydPq4omEbjtwN7Z6emXXnwBBHc939Bk33GSifjZCxeOHz/ueV4qlfrc5z73s5/97JVXXpmamkK8kklnIpFIpVL5xCc+8W//9m9/+Zd/6fv+E088cdddd1mW9c///M+FgcFdU5OyLKua3ul0i8WhaDSRyRUs1/MDqNfbF89NX1yeK4xkMzt3W62azYXomLHckK7pY8WJstmYW1xIpYpqNBEESiafDjioEQpEOHY7lRnwfT42voMAAGWyhM4bxHMcWdUASOCjvQagJM7zvHK5bJrm7t27Pc+Lx+MhIdQf79pKLDbzEjYk7kRRZABgKPbBh1lR8KYkk8ktTzX+iRyhEAIDTbLZLH4ZGh7t2LFjx44dvVNDURS4NIgE5w6G9uE3MbikFzS8n0+0P/AboVBTdCU/BAlABlsJ8gcHZ3/ajbVXlOqyDDKYIHFl8u77JoqDuarLW62y46RHR5NTe7xIIqAGgMy4JPtE5gACNjLJAgACMgEAXxAhgAOFAABkGBoaarVapmlWKhWc8rt27eqVZLwrN/29fU5QFKuqaqfTaTabQbceHUircVUhhMUzO+99lMhkvNtq1qoZzQDJyOV3GW0XfvaM/+OnPWetmIVXv/7XH/71/1lN7gKecvRUC6SU3ZY1HYD6QAgQQoFzYBSAUoDA6rRPHX35zoN7IJkGWVdkyRdBD/wlAKLGIaZQBTzgHoAAQoEAgOz7PqEeA19xA4lIQIXbaBI11u3WLSbcSJp4sf2H98mTuzryJc/SzVeu+8Zn/fGuje3PEuc+WimFsoEzZ86Mj4/LsiShGzkIwTGQghICQcAZAyF8IJwAD4QPgnke11TD9wXdIIwFpUSAz3nAqMo5dxyn2+0ahoEM6NuUwi2fMACHCGAUAtdpNmrRaFxRNQAGVBJECgJfYtIWTgW5VUKI53m+72uahqW8UqnE43F0gHIcR5Zly7IkRoyI7nk2Idx1bduxDMPwvcAwop7ngaBWu5NMp1YX5mLRiBCBphuMMp8wIYhiGEDkRqOBb4GAW5IkXEIIIZVKRVG0eDyOCAZ3AqZpJpPJIAg450CYY1uxWNQ0u5oqtdvtRDLmWma1Um63m1N79/oNIcX1amtNiSmGJDEQQaPNZKU8vxiNxdtOrdGtxGJ5I1ZIZEc9KwBGKfie1262VtMpQ9ZHxUbasOL7PqUSkyTBgRCK/XACBN53NAZ6/fXXH3jgAXTdwkvUW1L7ybrvwgQELi5NfiKXi0a96rTtbbp/G8ARQtjLvsI1+lv14e97MpwAXAYetBRYfP6v/mjixEs7GnWpy8EovJnbedv/9tcQz0BbB9cBz4NUHFTVCQRhEgXKMJsjCH18sfE5ABoAFQIEOu5tbMGCDavHWq1Wr9dt2x4ZGclkMr0pmB/0i4lVDttGhRBuad4U/uD4KJEYBFwIQmRVAA2ASEKCAMDBK9aFpbPNY8/VXv73BHGasjTx5H8Phx9Yl/MNKTLlNEAIoHLAFD+gkiL5gWCMUAFUBO1m/dgzT+cj0r677oVYGgi1fJD0mCAUBEgioEJUmSSBb4DrW1VGQFG1tuXrRtIHn3KhUBC+TcqrleOvnfvxv8rVxbTCHdfh0eQ86E/8r38J0WwrkOJS6qbmC/rwtz9uICAOtsDHUmmVEJLP52VZFoJvdjttVEC+YX3FgXAAQQRwITbNXigAYYyi9wohwnVdSVJ83+90Oq7rplIpSZJCbe5lT9a2PO0cHN9zJUrMTjvwvWQyDUCBSIIwoJIQAjaPey67ll/dexJzkjZ+nfBSMBAEgAgugHPCiHDMbrsjSVSLRIEyEACSwjknTN3ypuHr42lyp2NGo1E8aN4u/NhsVMBOYYF5z55rB0FAKWESlQIDJOEy7hJOgCtAwHFkSSkvLRuxhKZzx65TFlGNLIAGhAWcUxoIbtZry6pKIrEdGzbJm/2I+HuFvz0HjoSiZVkrKyvZbDYSiYRN6H28eyNQTc9jdqVh9C9TfzRBuMB9sGNgvvIv/2fnx08Nu91I13L0/OrYoY/84X/qSHFPaBoBSYAcANvwJORAOTDOiQhAyK622ZmF6I4DEZtJ7YSjSC0gofWeaZq1Wo1SOjQ0dH09cO/DgbKusAL7vt9y3IWFpcnJnZpMHdfVZZlSEIJzHlAqROAzRwJFrlEeAE9Rr/rD71gv/8irLZtMCZLFsXueTE3dLWI2UyPAAfR4wCmnMpWYF4DgniYzEXjm8rl///r/ff8nnkzv3AuyLojMZZ0DE0AlERABnqDgmorsQ71UWZojspLM5DhhhEmdRu30m681VxZijCdjCV3WWtWqrBgkGrNMW0qnDj3+OFAiQBBl+CaeBX3xQ3/c0O0VR7oWv6JUkiTZtm3fF7JMNtRMYTPrBogifDNrjQqx0cpKGDZOcU5lWcbSqWna8nKp2+0KIVzXjcViuq6HoeTX0mPheo5ldrjnuY5taPomlXGt0bFi+0+R7T9BN3OhNw1ogAEBEAwoGiULomhMsm3b0iJRoBSAAmVhq8Ml7N4lbyAAoNPpRCIRvCZXQJMbvxEXnBCqqDpsnHfjZSacMLERxCQkqq2V1gVTI+kMDyxDUYSQiaQEAXAecB5IMrUc33G8iBHHYGgBAoUiG/nSPVeBAMGuxFKppCiKYRi9Bkx9+Htj6vk19RW9zZ4t/IG3vzthysk1NpteizNrf/zChgw2AwqBGmGRQvGRudRqR7RyKS0/vnty4i6Q8gqASyBAo0kG4ANwAEJAECGYR8AD2JQwhNaXoqeVedMUiG2EZiMBXKvVhoeHoeeE4YP+GISfP/xdqkxrCH221NoxmCZUEyCI7xLBKThAApCCC5KaBTntK2BDwDl95GPRx+7MNsulb367ceKs853/UqZ/X37kkwfufxDSBbC7zEgCD4KAUEqBST4EglItHf/Q4X3Tr7+UHh4ETQ1sk8oaEE4EFUCBCMUlYPmrz/7s4pmjtdKiHtHajjcwNMoJlNdLO0eHDj/4oJYfgGSmsbyaJVpiaAxAajUbsXTW920egGIYN3257I/+uOEs8EYaDSGqqjeb7cAPNoX9RGzm2eCfYtPgcAM/EkIp4ZyjuQwAIMBtNBqlUskwjGw2q2mabdtra2uO4/Q6Ll2VYCBEKIpiuQ4AqJqGxR2ACEGhN4HhaoXvbX5kA/0TeCvKV9CNKGYiuBAEBKGypGqdrhkEnElUAAHkvK/28pqmdTodvCDYkHeFj4eNCxiXRzfaC4GBv5EyjNlO4HqMShIwj3ue60pM4QEVQCAQQLggnDIQEFiWyQOmqHGxoTKjCIQuwb6bvyt+MxqNdjodJOZDA6Y++rkBTBQDwd5uPwYgtgWlbvEz6oW/b6OCCOHvNXJ422/3tfgo9ZPhbtDQwSJcBi8CFowW7z47vt7y19dT4KUyY0Zh9vhyVE/nB0zQVMoYp2DLVEgSEAbAGAATIHOw2MYjRgEIEAqUAiFiw4+WCACAAAJsllhfXweA0dHReDyOpmyw2UZ8MwCpzehEWZZH6Xo60S0vXzRSt9NILAggYCoQ8EFziDABBn3KKLeJR9SAcUjzjGlHhFoo/kqkeP8b55766wHDXZuf9T3v0EOPgpEEETimRVSDKAoICAIuIFCpSE0MN48ff/G/Pj2y/1Bx6nbu+4IwDOQkIKgCfqf7g6M/vev2ybs/82HqeqbvN2yHEjic+ZCajnM52/QMz3FOl+qVtTXl9Ln77n0gMzDkBURIuqBgCjBu6iLdh7/98e6B3O3L5KVaAM5BVVXf40EQcI5EgRA9q7Ig2LqDpDHIhASBEMAZo5JEheCEAGOSZVmtVkuW5aGhIUmSsF3ddd1SqaRpmmEYuNZedWFmjGmyLHyPAKiqCj1KjE1s9/bY9lLabDteFmSj30iQTSKcvWVXLoADJUIwSoikcsIcjxsq5QJdHOlVV35VVTFZ4LLUL+0h1AGAEMpBBJyDAEoZJVRQHzE2AypxkCTVrjWo5xeKA0ABBKNM5cC58AnlnHoMBAFJVVVfizbrZiwdJQQo3cb7ikvwTRAE2Wy22+3Ozs5Go9F8Po/Kh/58edeHz33sUQvzDgTfyGpCuyu0BPE8D3eMeBckSbJtOxaLtVqtIAhSqVS328WgWlVVfd9Hjfva2loqlZJluV6vK4oSjUZxUxre61KplEqlYrEY7lGxiw7fGl1+XdcFAF3XHcdpNBqZTMayLE3T0BgEe2TxTfHnW60WStv7493nLCENFHzJlzQqMbbvgdufeeYZsCJLs92RAhnZnVlfX1+qi3zeUJhida1oVL+k2hEABvrWWr8Jh3t+kgoaBEGr1bIsK5PJpFIp27Y1TcP+BGO4LXsAACAASURBVPktAvkDz/7iAw8AKs2t+qajJnxVp5xTStHEjAFRgcSxNBMqCOFE5hJw7mlMIkDAG4CpTy2Nt9eEKBz9O31Rh+AE7N8L6awxMAZWDFZiEB9tGmpZB80i9e//yKCaVamfffklJcryk0WHuBYEDugC5GJplRIl8Nujt93Lhnd1OzZVjSQwWZYlSnzuiUAIz7xwbma93G13hc5FPJ33A043PfJuegP2Pvztj18gOcW5LCu42nGOXAGQS2hWscka4M+DEMAkGgR+rVZrNOpB4BNCOReGYQwNDQkhcAFGjGXbdqVSGRkZwQUYG9Lf/hMBUN/3Pc+Fdw7I+DaKeyu8hs3zQAgVICTUTAgAQqkIhEBhAecCCFBKOIgN8cPV9xvY7nYlEqX32gogBAilBPcpvggY2WR/BTAOEPDAchrlaiydpEwRIBiSOIQA4Rgt5HNXVTVFiZitDlI4m/m6l/m0uBggsikWi61Wq9lscs5zuRx+2j4B/K5TUOG+IjR5xb97nodJ1Ljrq1arsizH43Hs4JRludvtRiIRxlin00G2Hg9zMchqfn5eURRsMMUE3UqlIklSMpm0bVuW5UqlAgCIofEtPM9LJpMIndH0KnTjMk1zenq6UChIkoRNooiHQuzruq6qqobRlynfwFKM8W+4iy4UCg899NBLL70UjUaHhobQ43lubs40TVmWJUmSJAltFt/pG2FpyuVyQRCsr6+vrq7KspzJZLLZLL77TSMC7r22sVjMNE3Hca6wf+MoKiEbjiyEEip8jxAGknT7HUcyiTjsSc299sZLs+X1C88Zu8YKw1XNVHbtux/q5xNSOqrHWuW5ciAOf/gjmhx78403X/veM3fefzg7OapGNN4yL5658PTrL+ixJAcqySoARKJRl1OJyZSAEIICCUC0Wi1FUTqdTrlcfvTRR2+5TWCfhumPn4fuRQyE9cv3/fCAO7RSgkuPU23bXlpacl0XXZAkSXIcZ+fOnWjmteX1G41GMpl0Xdf3/enp6dHRUTSLvdLRued5c3Nzw8PDkUjEdV2Ev2Fb7vbX9wJbYn6jvtZsVIeHxiUWA6ECoahNAMG30tfvKlzjAQjOCXUoC9bLJVUxEvEBECwIBCEciMeFhNw2QkxcJ8Jrixc8CIJms5lKpcI8p/BKIgO3hQjv9W4UGxS0Tzb0JqTdaEQiUU4lymQhBCVvx+73vlTvn9sfkvA/mqa5uLg4MTGBnF8fAb+7Y25ubmVlxXVdfABC6YIkSa7rSpI0NjaGmSOWZb355pu2bYf4hjG2srKSyWTm5uY+85nPHDt2TFXVdDrtui5a9sbj8Xg8vrS0JEnSsWPH7r//fky1+KVf+iVK6enTp48fP97tdo8cOeK6rmEYzz333K/92q8988wz4+PjhmHMzMycO3fukUce2bdv389+9rO1tbU777zT933XdZvNZiKRuOuuu86cOZPL5U6ePJnJZCKRyNLS0kc+8pH+bb0RA7VkYSQNdqeVSiVJkrLZLN6Un/zkJ4Zh5HK5XC6HWX3XMVvD6R8EgW3bvu93u11MVGGMIQS/yYoAOgkuLCxIkjQ6OnoZfM9R+Uc3G6K5REAEDvEcQjgEPlBwWJzZTqddr9XXVlYu1NcWstzJOGZ3dSGRjYiYttLxsuO3773rw0BjYPvVCzOnf/aTfDKhAIiSGdNinUfHAjeIDowO7NwrmC5A8oFRygQIIrgI/Hqt3my1C4VCtVpdX18/ePCgsumKGBr93tz1uc/+9sfPNfAgOzy7RA+yMOULz2FDtIo2XrFYDLEaMlLNZrNarabT6e2TLZFI4AHZ2toaBsi9PWBC7/FarYbLOQJHPIIPC/2lpRn8IMB/cm1HisR+oVtPTOtBRe4mYSbLjDLggSCUMLrxK4SVCH8XBMFYZH3fdxwndJcLgfIWBWcvct1k3zmTZBCCgNjQBQNcnL04PDKSSGd9P5AYvQG/Mul0OrIs93fdN2Kgm7Lv+xhsgbSubdu41RRCxONxjJzAPIu77767VCq9+uqrn/rUp5LJ5Ne+9rWHH3749ddfL5fLe/fuHRkZ+bM/+7MPf/jDe/fujUQiL7zwAtJau3fvrlarGJzBGJuZmTl48ODg4GC32z179qyu64yxQ4cOvfzyy6lUamRkZHJy8vz585TSL37xi2+++eYrr7ySy+UwIfn5559/9NFHn3rqKc/zVldXFxcXl5eX77777hMnThw/fvxzn/tc/57euLq9wTtSSgjBYjI0NGRZFiFkYWHh1VdfbbVa9Xoda87IyMj1hVSHe/VQDCOE6HQ6SPxfuWH3Azwopd1uFwDw+ALn47brspHPRgE4UNtzFSZRVQLfAwbg2LamWYEm5xKjg+M79h4GrxN0SswsOe0VMn3q6I+fOfA/fJ4cuJdraQq6a7mZ++68d9/4wvT5mKJmh/eCGstFLAgAJB0CSpgCIIEQfhAAgCrRjmmaljkxMSFJkq7rExMToRb/1qEk+vC3P34uNBPaN/q+b1mW67qyLCO35/s+AlxEY5zzaDSKB6ybe2COfg6dTgczpbZUWGzqQo5qZGQk1IxeiWskhKRSqUaj0Wq1otEo8l6oYsSz1y2oi1FGqGQYRuDHJGmLCo1vc1q4eqG/6uXaAn8JJQEXAQ9C7A4CeCA457hxwGIaBAFSegh8TdPE4Fnkb0JfoZDXweWt9zthl1K4s2eMcYGiXey0E77n7dq1S1FVASDLjAf8ip752755LRUT11pcX/tz50aMdDqdSCTw5iLO6DWKxt1RyA0rinLq1Kn19fXdu3cfO3YMAGKx2FNPPRWPxwuFwvT09IkTJz796U83m83Tp0+Xy+Vdu3YZhjE7O3v8+PE333wzmUy+9tpri4uLn/zkJ/E1d+7cuba2Njg4ODc39/zzz2ez2fX19Xw+H41G6/V6o9E4efLk6OjoU0899du//dtnz57F9JMXX3wxlUodPHjw2WefvffeezGHORaL7d279+Zoino/l+5w5oZPiKIohJBsNovpOaqq5vP5ZrO5pci80zfqbZRE50p0T78pb3EQBPV63XEchL9X/h1F2JnBJJkLQYGgMo7IUtytxVQZiERcAJODEvX0QTdV9L0dscz+/Zl7L5w8d8fBNDgyZ6ovyy4jXjYfzSY8EIu+zCQ22AbQDSAypxSABQCEEMaoEOB5bnltvVypxeNJTEvFBbr31KgPf/ujP66C8MLtu+u62FKDcx5To0LmMhwh0xBSmJqmtdttZHm3vD4e/SuKgst5GJV5pSnq+34sFvM8zzRNJKFd1x0aGlJVNVz+t9RmHghKmRDQbrczauLS2vQuXJ+rwEcCIbOL0gUQjEk0cES3awaBhd9XVRX5vEql0mq1NE3zfX91dVWSpEKhgNweBs8iRHYcxzTNTqeDZ4uKomB2Bn6AcBtAKNv0XQbO+ezsbDyRGBgc8gIOAX/XHx6Ev4ZhdLvdfuLxDWX1YGOpY6i8xDuOyzBjzLIsVPT+4Ac/OHLkyJ133ul5Hj5FlmXhA1MoFHAvalkWpTTclxaLRQA4f/78+Pj41772tampqUQi4bpuPB5XVfWTn/wkJr3l83nTNA3DwB3sxz/+cdT4zs/Pf/7zn1dV9eDBg5IkHT58OBQlP/7444yxTCaDn+3IkSOe5/Vv6A1FwHgKhM8Goh/HcTDvOp1Oh+xGq9UKjXeuY4SHgY7jOI6zuLgYjUZRDg6b4rSb7MK6rou/rO/7l5f/kvAPAICAcwqUU0IlmQdAZQDfJD4FpgOLgKZD2/UT8XUqgIGqqok4iXrrrK0C00HRDS8AFbgieVQKCOkwkEAXukQY63RtLRITQIIAALjMqBBBvdlcWVmZvTh/4sSpAwcOHD58GE+KbjVioq/97Y/rh3eIYpH3xbYVXCbDvX4IWEN5GVaHsGuKc97pdBYXF/FwbQv7i445QRAsLCwkk8l8Pv/27G/op4P/2m63z549u3PnzlQqhR91i9cSoQTAAXBajbJrBbn86Kb2VwgSbMZtXBG/XlYL+zZjq/SCAyHAhRVwq9Go5bIDPFAplR3bWVpadD0z4BQdzQqFQiaTqVar1Wo1Go0ODAygyU6j0SiXy+12e2xsbHBwELcTmK7keV4mk8ENgGmanufFYrF0Oq3rOl5kzjkXhFEgwue+H/hep9OhjCUzWS4IF5SE1p1v++tftWL2GsQGQVAqlYQQo6Ojfe3veziLeweKL9/RjUAC77Kw++3fN9z6XklIuuWz3QTOAB/cgdVD07RSqWTb9vj4OFyDG3TI+GL/IiJs3IY1Go1z584ZhqHrerFYRFx48wlMXddFBDw7Ozs+Pq7rOu4c8PlnjL1lqUBAXBpUQ97yae/4VPZBljllLoAAS4U1aquik1paeeVr/7xn7235Dz0EagJAB4bBUByIB4QDVwEoaBxbOoIeRocC+J47OzN94dyZWq0BhKXT6U984hOyLG8/fe2zv/3RH1v38Vu+Y9u2bduGYeBatWkFAGGjdy9+ChdahKpCCKSLcAVFBiIsE+iUtLq6qmkaZvleKcs+fIVQ/4rlxjAM/Ay4YIeteJvvIgAEBaGqmu9avudJkgICOOcbDmzbijt+QoT1W8RSYWsa/o6O49i2HY1Gfd9vNBqJRELX9Us6TggTXBC6wcFskLICgoB7npdOp2LxDCFkbW0Njaiq1aphGPl8HncFmqZls9lEItFoNEzTPHv2LEIKSZJSqVQymUSQgSoU7Dip1Wp4shmLxTjnhDLf9wkElNL19XXTNCd2TgLnns8VVQsCDu/SshTeLEJIMplcW1vDLsn+hHoPCar37fbj/fzZbrVqv7CwYJomsvtYk3s7WS/r2BD2JygKZqFTrMBzc3OLi4ulUsnzPMMwSqXS5ORkLpe7+SAXnsJhuruqqmELOB7IbF9V6Ftu9xsgVQDYNOoBcACFgMGAcGBBEA1amts88ewPDGrqh3ZUMqpMJcKBEWAAVBAqGAsI8Qlw4BoV2xYwnFOKLAOlXIDvuc1ms1KpFIvFW3Cr2Ye//XE9OAbLnOd5nufhrlHTtBB3Xqk4bvlXpAPRthbLZRAE7XabUqrrOgJW1EXk83ls7bqW0tP7FrFYDJWvCFhRzRZ2YBAmMSoBd2RZAbB8z5NkAcAFcAIcCCUbHsAirOmhjhZlBiHPAQCSJIXKNtd1V1dXV1ZWQiA+NDQ0OjqKrAB25vleILhgssADR0opFyQIQJIlXdctyyoMGEEQFIvF6enptbW1bDabTqd7DaRQYVIoFJBfCTcYvdeZECLLsizLCJ1XVlbQsqparZqWs3tqMvBs7vuZTCYWi/muKyuKLMu+zxkl1/4wXOOP4W6HENLtdrEDsj+n3it8GfZEXsdduD6nKnLpuJbP1r9Z7+EQQly8eHF6elrX9YMHD6KapdcW4EoV2Pd927YVRUFNhe/7rVZrenp6dXUVC69pmisrK4lEAlUQN+UqiXSG4zgoKgi1fxtywc30egJA0PMeLjG7lDZclAEIBBJQLohvZ1XDqtXPzSx97L4HeKHoMdUDKthG2KMEhAGVJVAZIfwt9R6+KAXgsHHaE0/EBwpFELRSqXY6nZmZmWw2e93zug9/++OWGKgfwDmMjW6oC9R1fbu04FoIHqRCVVVtt9uWZWGGWSiERVNbfPGwfFz7p8XNd61WQz9/xOuxWGxgYGBD7obZFlQiwqNkwzCBECBECBCcB0RsnNKGVmKyLGM1R48L3DGjxRie6kYiEczgaLfbO3fuJIRomoauUisrK8jdbppuUiIR2+nati3LzPM8RlXOOaMsn8+XK6VTp06hR9jQ0FCn08nn86E8OrzavZ0rvUpruJxWIQiCSCTS6XRmZ2d1XY/FYqdOnVIlakQMz7byAwOyJGO6MVD5RkBTvOySJLVard4myP54b7eyv7B9yDU2Svb3Re+Tap9IJPCkqNFoNJtNTdNC7HtZr3GUkOIcRwjIOUcVLMrYMJAlXCluytY3XEd0Xdc0rdFoGIaB+qIN5QPZzAbaRMCb8UQBKhgQt6rgwoY9pfBJIKhg3ANPrpaaemoktvuALGk6kECIAEAim8GqKFiT3jKl78GznIIQQhBKorHE0MgokxTX9er1erPZRFblVnvC+/C3P94xgkGOE3ut4vF4uKRdO5pBhhLBEGMsl8t1u91utzs4OIiODbZtI7AO1QJ4jvbOHm5Jyufz6XQ69DqoVCphQ9iG/hjYZmgZ4ZwLwQmVNooFZRQYEqu9zgmtVqtaraKnmxAiEokkk0n8qLZtl8vltbU1jMXCt8YAjmw2u7KyEgQBnvdxzgNf8CCwbYsQgvqwwAtkRRYCUNhw9tzLY2NjpmnG43Hs6A+XpVAfApvkdK9x8tuAjHg8rmlas9nM5/OeHwwWC51W49yZ065jO45TKAxEYzFJVgWhAb86AXx9AEjX9W6324c47y32DfdI13EjrvveXaNDSF/88H4Ynue1Wq1ut6uqKhZhnLZop3NZ5IrsAHa5lctl27axJ6Tb7bbbbSxZU1NTFy9eBADs0I1EIjfZjQ7P37LZ7PLyMvqf9C6OG8FHIhSXCQCOVvObAl3CgdKAAwhBvYB4QAIJfLpcrr5+8u7Dh1kiRpks+XxDOMyAC6AMM6M4cAoC8zjx3TaJYFwWgGiqls8XQEBpZQVDcG7N6daHv/1xnZURT94RioWa4GufQkghI1WZTCYTiQSuxJ7nMcZ0XUfcGSYDXcfkxO0sMqZhJw0W4mQyGaJ5rB+yIgcewtyN7XgQBAIC1K4heYyMb6PRiMfjuVwupGBx6+z7vqqqY2NjmBSAGDdUy8XjcZQcLC0t5fP5SCRCKYCguq5HZQ0gEEJQxjptq9lsWFaHUP/AgQMAgBnOIde7fbOx5TjyShcKNxKokcjn877vCwGe5xkR447Dh13bMk2zWq16vp/M5AQh5B36vl3Lxgk/c+hF0J9H7+0i/b590z7wfZ8M7JrFwL/l5WX8Jsqostnsdj4CK14QBMvLy41G4/bbb0eaYGFhAQAURVEUZe/evZh8hDGQ6XT6puSAO52Opmm6rtfr9VgsFo1G37pcYks0NN80GuIb/wrMoZJOAQA44R64DHyJetCoqLX1kamHQPUd0lFpjIOgBICACARQAiBgcwUjva+5WYEJ2WBMCGOGYUQikUgkgoLDa9EW3mSDfeUrX+lP8v64dgSD7K9t22HXWtg8fh06wtARHXuhQnumMEcDNi29EDOF4O8a3whndXjqRCntdDqYp8o5F0BBBAAepYQAeC5XFI0yBoQDEYRQRhXOebvdXl5enp+fbzQatm0nk8lisYgfOGwvQ1QXdsVh90PvgRden0wm02w2G41GNBq1LbdUKgHxY7EIFwFjSrdjr6ysSxLL57O5QjYWS+Jrouhiu4FGr6cm3pfwsmy/F+GlxitMKeVCyLIkuE8lSZIkTVX1SGR+bo4DSSST9HK2yj/Pw4N7JNxFIKV98wU+vbcDuy2DIHj22WeHh4fxiCbkU1dXV2dmZpLJpOd5qFYPwYplWS+++OLAwADuPz3P45z/+Mc/Xl1dzeVy+KXv+9/61rempqbwScOwFTyWwUPtZrOp67ppmjid/+Iv/mLPnj34grh7xPeCzdPhW01o+EGs9oQQ0zQty/I8b319vVwur6ysTE5OoqQ1jFMJi4Pv+/iwXbx48ezZs+VyGeXCqVRqenp6YGDgQx/6EHpT3nPPPXv37sWDMnR1tCxLUZTL7oqvm/vY8rv0VsXeRNK3EZpfye6m174z/L84HTBwFE17VldXY7EY1jqUgmw0vfg+AfA8n1IJQAoCQpnCBeWCEEoFCIsQjXNwA+oTIqkuRG2hOS65ODs9OJxkkitxBYIoSNQSvstoQCkQoIIQToECHmoCkA1BBVAASgjKiwkhBL92XXd9fR2zk4aHh2+1atyHv/2xtWRsrwV41I5tap7ntdtt7N7FNrK3d2O4KseDf4bwFHqyiPDv2BYGPQrXd8Qh9eZqcs7X1tbQeYcQwhihlBGiCqFQKaIaMQ5EACFEAiEJTnzfN00T/8vY2FgymczlcrFYbMvn7+02w7+HX/au8YjvUfNarVa7ZoeLwPOEEHK75S4vr3e6ZjwRS2dSmq4LQcN70WsosQX9X6mX6JpOmbGaEyaACMJ8DkxSYolko9n0PQ/Xrd6F5LqLY+iChzcCVSKxWKwX/t70AZu/gCFJEtoIfulLX9q5cyeaCYZpI6urq8ePH9+3b5+u64qiOI6jaRrmb6E8PRaL4ckGbrqGhoaQvsK9ouu6//AP//Cxj30M9zBhpHapVMpmsygrR0dh5Pn279+PO2TcKKqqWi6XI5EI7pb72PcDsRwMDAyk0+lardZoNIQQaDo+NDQEAOl0GsPMegMmca+O68X8/DxO8+HhYUrp0NDQ1NSUYRjoe4hyL8dx2u12IpHAJopQzdW7NFxfZdjeZ7mlSPa2V27/sSsZzPd6B4VlOZSi4WLRbDbb7Tb+XzwSDPsc8DvNZtN13U6nY1kWHqLi/jA8H/N9HxhTgABwoIQyJoAyINFo1Kqvv/nST9dmz42M7wI1DpRwKihlAoi0Qe322KddrVyUy+VOp6MoSjweHxgYuNWaMfrih/7YShCGiKdXDo//VK1WCSGqqkaj0Q/iiRUKLRzH6W3UCyvaFhzped7i4mKn00kkErlcDn/xLRX52jPPYFOziy4ZuVwOACzLWlpaWlhYwHhYVNSFxnC/+OuDHLNhGLVaLZPJhG1/offFzwnO8LrhAtkHQO/6CIIgnU6/+OKLv/M7v/Ptb3/7kUceAYDTp0//7d/+rW3bjz32WCQSeeaZZy5evPjmm28+/vjj0Wj0hz/84fj4+Be/+MWZmRnf97/97W9XKhXO+Ze//OXvf//74+PjhJBvfvObTzzxhO/73/ve9x588MHp6WlJkh566CFCyD/90z+Njo4ODAwcOXJkaGjoq1/9Kmp7vvCFL/zVX/3Vn/zJn6ysrDz11FMnTpz42Mc+trq6+oUvfAEx080XdnATcmOMAUCxWDx8+PDc3BzGcyJUtSwr9Mnqnch4fFepVGq1Wrvdxp0VuuVEo1G0g0QphaIopVLpxIkTO3bswOOFEJXeCOV3r9l8L+OLHx5J614q90pavl4aAgAw5TSs2M1mc319vdls+r6fTCaTyaQkSYlEAo8uMcZlbW0NDYja7TZuLA3D2JKKLMuyEBAEPhMCGCNAFQCPg+dYY4cOVtYvLC+cP3v0td33pEgyITOFA+cAZNMrAggIcnXhGt6UYrGYz+fxo95qHEQf/vbH1ikRNrfhsVfvvyYSCTw9/4BOEsZYPp8/e/bs4OBgL6+5nQPgnDebTUrp1NQUdn6EoXG99REuNbW9FhI0fF+Ewjt37gzxdyjh3WJedoPGdnUEns1pmlYul0Mr4u1maj8Pn4TJUn3Zww2i6wghx48f/8xnPvPiiy+eOHFi//79R48e/cM//EPG2DPPPNPpdEql0qFDhz772c/+4z/+4969e7/85S//6Ec/WllZKZfLk5OTTz311N///d8DwPPPP4/aiVKp9KUvfUnTtEgk8uCDDz755JNPPvnkn//5nzcajWPHjv3+7//+2tra3/3d301NTf3pn/7pI4888rnPfa5SqTQaDdd1z507d/To0fvuu+/Tn/7017/+9Zdeeuk3f/M3wwrTv1/v/4Eih7GxsZGRETwA9Dyv0+l0Oh30venFgvj4maZZq9UikchDDz0UBEEqlQqdzrENzvd9PHZ44YUXwqYrDPfBshBywHC9rZlhjQ1zl3rN4LdgWdgeSLRplLn9rfGz2baNdsjtdlvTtHQ6HYlEms3m3NxcqVRqNpsAgGcdQ0NDiLmR58bAy0KhAABnzpzB7QF6HOm6jl2AWCTVAAJJcoFTISRfMEF8D1g0RrTggU//d06jcvSZ5xZmz48dPMBkKoBJAihhKPcVcK19G9lsttlsJhKJeDwerkrXfc378Lc/PvDwN6xH3W43k8lsQUj4F2zv/cBNEtRmhen2YQNWb00M6YGQCQgTOnq58OuTo/U6lOFbIBUdekNeCZv+AuBvCPExJBkVbLDpXvRu4RW09YjFYn0AdCPGq6++6rruT3/607vuuuuFF16YnJzUNA2J/EOHDh0/fjyZTD744IOEkJ07d3784x/3fT+Xy9VqNZwOjz766OTkZLfbnZ6exkDBT3/603/wB39w3333ffazn02n0wAwOTk5MTHxwx/+8POf/7yiKKlU6rOf/azv+51O56Mf/Win04nH46ijKBaLhJA9e/ZIkvTLv/zLJ06cCLdAP0+Ibn/8wqplmBDp+z5+56c//Wm32y0Wi91uF9M08Z9Cxdra2hqa4RiGgUf/rVYLpQ5o+I1nXNVqFc2/FxYW4vF4JpNJpVKoGoeegMDr1smEYDcEsmh/iY0fIcJuNBroRYPZpa7rRiIRXdfDhunLEsCNRqNWq4U/VqvVbNsulUpLS0udTgePyyqVim3bd955p6Ioq6ur5XK50WhYlnXPPfckk0nOebVaDYLAdd16vT4yMhKLxcbHx3FSdLtd1ZIhq3hACQjJJyBAkaWm5xiKDMBVI0IEJxSBrmDAQRCyuXpg8xu9hvpvGEYqlUJnutBVE26Z3tN+AeqPrewRAFiWhVkMYYharyQg3KC/i6joFzNc152ensZ84HDApW0QvdsAbLlD8fGWLInrOCcKT3t7j9gwziMUfr23dQd5CFRqYjYbhlO8Ky4NKOewbdt1XdRe92fcuzssy/rWt771e7/3e/l83rbt73znOzh/v/vd70aj0TfeeGPXrl3xeBx7+WOxWIhFDMPA8JrewALsCj916tQTTzxx9OhRx3HQ1TWTySiKcujQoa9+9au7d+92HOe73/3uH/3RH+3Zs+dv/uZvRkdHXdfdv38/Hu9Go9F//dd/lWX5woULzWYzPFrp3/33/+h13VFV1fO8SqWytLSk6zo2ji+qtAAAIABJREFUvQGA4zitVgufKMMwut2uaZq4cGBB45xjDUG5C4q/OedjY2MPPPDA/Pz82NjYbbfdVq1WG40GAkpUWViWhYd12Pj7juib8LOVy2UsO1jQsAWtVquhn3G73a5UKtia6Xke8q+rq6sDAwNoWKmqaphVEdZ/VOsCABoWcc7PnTs3MzODJnFCiIGBgfHx8dXVVQzsHBgY0DRtcXFxfX3dcZyVlZVisQgAuVyuVCr5vo9CEfRXHhoaqlQqvu9HHZ0oCTUekQGE4IRQ8DgoxOECGDVnZz2fFwcHQWYghACx6RFMAADesjq7Oh2TSCRmZ2dPnTpFKX3ggQfC5elWmKH9ZJ3+uKRqYJ3qdDqc89Cr5Up9AB+4MTc3hz09WNGCILBte3l5udVqjYyMDA4OWpal6zoGuc3NzQ0MDGBu3BZt1s36DIRtHEEQ4IKkqmoqlUokEti2j0sXNmj3Hnr2qsa3nJ2FWB9PDJaWlmRZTqfTmqbhqomquN7wp77t6/UNx3GWl5eHh4cVRTFNE9k1jK5FjieRSDSbzdHRUQDAZR4AarWaLMu2badSqcXFxYmJCQCo1+vI4yI7NTExIUnSG2+8cejQoeXl5XQ6rev6+vp6q9VC02tENmtra7g9TiaTf/zHf/y7v/u7+Xx+bW0Nt5Fzc3N33XWXbdthznl/fLDG/Pz8008/LUnS+Pj40NBQJpPpdrvlchmhqqZpQojl5eVKpTIwMHD//fdns9ntFEnYKIZ9YMjIPvvss6h/wHMnANA0zXGc8fHxUFx7VTCH74UiLsuyms2m53mJROLixYuEkFgsNjo6urCwMDs7G41Gx8fHu93uzMxMs9lEg5RcLnf33XebpqkoCsJuRN6I5sOsUCSky+Vyq9Wq1+vLy8umadq2bds2drl99KMfzWQypmm2221VVZPJpBDi2LFjp06dkiRpeHj4wQcfxFe4cOFCtVpdWVlBEgSTQQ3DGBwcbC40ZpqleDGdT2WyQgNGAyEqXjsRFWT94ivf++7I2K7x+z8MRhQo8wWlRKZCRpczzsAHUK7higkhLMt67rnnlpeXY7HYr/7qr25fEfrsb3/cKiC4l555p1a+H4Dd3qUaVgywyGQyw8PD6+vrqAlGw5pyuYx6rPC/3PTHtb3JnIyxQqGQzWYbjQZeJWyrSqfTYdd/b9DGFhXdZfWdkiR1u921tTX0xkfBHB66oUfyraM5u3Fjx44dGK+FflLo0LJnz57wHoW+JZlMBq95MplEmZPjOBMTE57nIRTWdR17PbFN03GcO+64o9PpDA8P4ysUCoVcLhcEAfZCWZZVKBTQt/vo0aPNZtM0TWSLOeeRSCQajQIAbnj60pcP4sCNayKRGBoa0nX9tddeQ/YX4z8ppc1ms1AoSJK0srIyOzuLUbrb60yocA1dfQzDOHny5Pr6+tjYGPZaoFvCtdNzvasVPm+EEJQcLCwsBEHwkY98hDHWaDTK5XK1Wq3VavF4vN1ut9tt1Oa6rjszMzMwMNBqtTBiU5blcCnEj41uFc1mE3H/3NwcmrtJkqTr+uDgYKFQQG0DqiyEEFgti8WiqqrFYjEejyOfksvlotFoo9FAh7harVav11VVPXDggKIox8+c6FJP0qW669ucOW1nbGpnQtfBa6qaXi6Xd99+N2gRoIyDxAEubXUL4zOufsWw8Q6VD67rhnfkViBG+8Zn/XEJ/MU9rm3bsiyHJM3NQf0CwPLyMqUUW48bjUapVCoUCplMhjGWTqfR29IwDAAol8uDg4PIBMOmf/At0quO8BdrPcr4otGoruu1Wu2NN95A4hYu7fnD9SzUUl/Wiy2kUgzDaLfb1Wo1Go1iqEco0YOb6KjhPZm/GEWL66vnedh3j5aFId/jui5e5FDUjrwdbvyQ3ELVJiEEkY1pmqqqolcaFgek6ADTYTYzZZDPI4RkMplDhw7t2rULNVSSJOHdx4/Xm9fdHx+Ugcc+8Xh8//79xWJRUZSjR49alhUaGnLOE4kEKmp27tyJFnvbGcTw58PN9tLS0vHjx9Exd21trVKpTE9P1+t1wzBQJ3DVzVKI1VzXxW4K1LMeO3bs9OnTyHHcdttt6+vrR48erVQqkiS1222Ubdi2HYlE8vl8oVBIJBInTpzwfb9er2MBRDI4BMG2bSP2TSQSjuNMT0/Lsjw4ODgxMTE2NrZnz56RkRHoaSDByRIEAeqbsdFNURScKRibOjQ0FARBo9FAR9GpqSnHcV5+4/VOo1ZfXSWePzI+3nItWVMjMpFc69TPnlmZn77zo58g0bwgkgdUEIkCo2KzpYRyDoJdDf7iL4VJpZIk2bY9NjYGm0nUtwIf0Wd/+2PrQJ+akOm8mbDI4OCgaZqNRgNr0OTkJJ7bwqbJJed8ZWUFdRF4iBZChFuHrwoNLkLdAsb7TU5ODg8Pl0oljPEMtTFYKMPUj/AIcjvZIElSLpeTZTmXy5mmubS0hKZy4fL5QeynfF+Rc0jTolITlYvh90NwjFMbRQh477rdLoY/RSIRhM6u66I/HS7ekUgECS3f93VdDztH8dnAY99QLokfBkUU+CWu9AisEWH3RXcfxLKgadrIyAhKZZDXlCQpFoslEgksEbZt79q1C9U1vu9f1i2xt2jg3/P5/JNPPnnhwoXTp08jAckYC1UHnPNQavw2nw17tZeWlprNJv5fPMSQZXl1dRVF7clk8vbbb19aWkL2FxU7Q0NDR44cQdL65ZdfXllZ8X3fMIxSqbS6uopyZORELMuamZmp1+s7d+5EYhuVzXv27Nm5cyfu9HA1wR0muuhQSl3Xxd8Ij0rCxhKsloyxO+64o91uv/nmm2gJHIlEogNpe2lVsuxdw8PJbHLdabfdTkpLNmcXTh89euedd5BEwiPMByqAYVwykM3wOLgmk8qwRBcKhXvuuQevfGjrdCusd3342x9b5wNO3V59502DSHRdR+826BGY4mk+7siHh4ex6yKXy4XZVLiVv+mp39DyJmRlkKLAKyDLMp7iDQ4Oqqp6+vTp06dPI2CNRqO5XC4ej6uqigvPZZsn8CTRcRz8p2QyGQRBrVYDAFw+t7x1fz6+04FmHWFXOxKuIdbExjW8oaFEknOO57YAgM6siJUVRUHCGIk0RMwhpxW+SDitEE/jzhmXdnxfFFBGIpFut7uRdxUE6Pxw7f1M/fH+qQ/hl6qqPvLII5iWgta24UOIuyBMc7jsRA631lhAZFlWFGXfvn2pVOqNN95YXV1tNBooAsbm4Gv5eN1ud3V1dWFhoV6vIyo1DOOee+7Rdb3b7WIx1zRt3759AwMDFy5cwHOMoaEhNL7F6bC0tGQYhm3bhULBMAzsZqvVatj857qu7/uLi4uO41Sr1dHR0d27dw8PD2MOiCzLIbIP5T3InuAEwZ6KEK9jHlO4Ek1OTuJ8wayZ2++8oySO+/WmLqscIDc4MH9hZlQzoN3VGRsfHwfBOdmYQQIgENA7neg1IGA8t8FpG+6Ke3cUN/0etd/61q9ol1B9GF6KmObmO4YOq0/I5oZNGFiwsBDgdQht0uHWcEPsdYPvhcJbnhBcJ3ofjG632+l0ENcahpFMJnttg0JhQ3ipwy46xlir1UKbTEJIPp8PA5n78Pf6Bh49I1Pbe4iBDfX4TXzsUcWoaRreF8TKyOchig19SMKZgpg1FE6EOsswGAXvLMobkPRCDISAGL/sdrvIpeHP4yuHkyucmO+o378/fmGLBd5ZvKe9aqVei7GwhoS5aL2vs+VUPXwg8QTJtu3FxcWXX35ZUZQdO3YcOnQo7LXtLcJhkCR+mGq1WqlU5ufn19fXkYQWQuzbt++ee+7Bhx+f59DICK3cXNfFZS7cOp4+ffrEiROKojz55JOSJM3Pz58/f16WZexI63Q6S0tLc3NzrusODg4++uijjuOEC2W4uwvLF+LgXifjLRU1/Asej6ABhaZphBBTgGJ5UuD7suJLolyZf+b/+S87PKeYSP3kpRcKB/Y89h//Fy09xgHwVQjCX/T9pYEAQa9GbuLEd113fn5+x44dvYIonMVwsyuU+uxvf2wtcCHTefMdf2yPqNhSmEKqLOR9t/z8zbwVvlTLu/2bW8p3GJKkaRriqna7Xa/XK5UK+lniwV8QBJqmjY2N9WbIIbOIvG8ikTBNs1QqQY/XUj8Z4TpGtVotlUqhSDeMIHZdNxaLBUGAzD3ybZg+gEATydrQ9iTEnc1mMxaLdTqdaDSKEBmhA94djLwKd4yhZBA24xIQiIdLKcokkE5GlhrpPdd1DcNARMU5RykFQvBbwXHlg1UfcFZuPwoLQd6WGrK9cl5WFhUuOpIk7dq1q1AooI2J67phXywWE3wwkBLGWmTbdqvVWllZaTQatm1zzrPZbLFYnJiYQAV8+DHCT4gdIL28Mj5pe/fuLRaLlmXh04jGDoqiYDoxljWcIDt27MDps2WT1nsRtttlXnYNQtyPv3tIwcrUd0EhmuJ5sH7x/NEffSNy/qcFYgsLDhqFhenp6vTs0JFhmTGyQQALIBv9bwTYtSxX+FGx+e/8+fOqqiIIxk9yK7C/ffjbH1vLUMjS3WoRiFeCg/3x9pcoxKypVAp94pD2QItfPDScmZkpFovYYtW760CBKVJHeMi+JRmkP659IHebz+eRMEMiB7+vKEq5XO4VBOMmBJW+KGbQdT1kf9GOCpFHNBrFoD4kqEL8iugWDaoQBGDpwEzXML8AqwqyuaGzHv6JRB2+L6LqMCY3JKr746avIVsOEFCVrmlao9Go1+vYLRA+S+EDjD+M8Zxzc3PobqZp2sGDB2+77bbQdfgd2fVgTB1alQEABrjU63XE3LZt4wc+cODAxMTEtYiSr3s4UFO0CKOaQYOBlDdhmE1rqchNxRID3NatQFqZ9m67D2vp9S3WWKLX1tbK5fLKyoqiKCj5CIVJ4fnMTQt4+tOvP7bM/96+t5uv1F772P7z/YVq+9XYcrnQ+dIwjGg0ihb3aJOUz+fPnz//4osv/vCHP3z55ZfRjj5scME6i6d+vel6/fFOh6qq8XgcLTV0XccEk3g8jjZSYVcituAg1kTICwCWZSGbi8HUAPCd73wHbwd6UWFPPfL93W4X73u32w1ZNN/3TdM8deoU4l3YDI5BETmGAvzoRz9CIwjG2NLS0vLyMgIgx3FOnjzpOA722mN7fv+G3gpVJRSUIwheXFxcWFjAg/hmsxl2BaBiwfO88OyIEIJhHOVyORqNyrI8MjKyZ8+e3lDP7ZXqbeq5JEnoG4ib8JGRkXvvvRf90dCX9+67737sscfuvPPO0BToBi1MAIHCOAEXAlOLsMFcTKUesVu6KjS7GrUrxZEC9m1ft0ARCft8Po+27r7vHz16tNvtYqG4FQigfn3pj0u2g3gcGepfb0q2sj/e3asXesMhpQeb4l0MjUM2MZFI7Nu3DzujTdPsdDrz8/MAkEwm4/E4Hi/WarVMJoMdcn1r2Ou7QaHCBP9E1SMuZowxpHawSb9arS4tLWmalkwmTdNMJBKIPNAYGHMfUd24vLz8/7P3neFxVGfb07b3XWnVu1a92JZtyZaLLGxsbALGBhMghi+EcIUkBJKQvCRvEiDgUAOEEEhMM83YBOOCO8ZVkiWry5LVu1YraXvf2Zmd+X486GQjp5OEFzP3D1/y7uyUc86cc5+n3A/DMFlZWVNTUwzDmEwmVJzW4XDExMRAgrzNZuM4LjExUa/Xu91uq9WqUCjUarVarQ4EAkqlcnx8XK1WazSaqampuLi4rq4uu92elZU1MzMDcRq9vb1ZWVk6nc7lcun1+omJCaQxLOAKBqotLxKJvF7v2bNnxWKx0+mEGANsNoEsOlcMpR+Ew2Gv1wuJByKRqKCgANRLwKHxLxgvIc4YRfjEx8eXl5ebzWYo9gEa2FAoDgkF/kf2sZgywhIUJ8JwAgvj1gDnxGQepYEL816pYppnMikRPyuVgwzn/8KKD6FQcrnc4XCMjo7Gx8fn5OSgQtZX9sATdH+FJfNPQxz21lAD/Use+SDgH1+6UM4ckhSAsQRSRHK5HOZlsBFCKLBSqdTr9Uqlcnp6emBgAMrhgjL8l0d2598O4AFAZC9vQIfDASIPwWCQIIja2lqFQjE+Pl5XVyeXyycmJqBWVk1NzalTp4xGI8/znZ2dNptNqVRyHGe1Wj/++GOPx2OxWBITE2dmZux2e29vr8FgqKmpcTqdUGquubnZ4XA0NTVNTU0NDg6ChlRDQwPDMOPj40NDQ/Hx8d3d3TabDSzHEMfZ1dWlVquhHoFSqbx06dL4+LhMJtPr9UK3XvETCJAwCI/p6+ubnJyEGN/c3FzQh4GIGrvd7nQ6/X4/BKmDldTlco2Ojnq9XgzDsrKyTCYTBCqADsPfyMD7a3QQ+/Oa9iBtATVBkUg5Nitb9p+LDeB5EcmIcYzkMQqTKT0scfZCi4MWjfCqTlLbK4vB04ppXgJ8He7qX5gzIekCCty43W6fz+f1euPj46FCzRXv8xTo75cLsKlFlAUpIUQiEXA7YhimUqmuvHpvAv4T61b0/IhEIcDxHQgEaJrWarXRAtJgj0G/EolEWq3WaDQaDAaodyoUvPgsAE+xUqlEWduwLkJsrsfjUalUEA4RDAZnZmby8vIGBwcpiiorK/P5fOnp6RiG9fb25uTklJaWTk9PT09Pi8Xi0tJSjUZjsVhSUlIWL17MsmxqaipJkqdOnUpNTd2/f//atWttNhsEXI6MjGi12oSEhNWrVxMEkZmZ+fTTT69evfrkyZOrVq0KhUIpKSk1NTVarTYtLQ1qJg8PD5eVlSmVSqfTaTQaDx8+nJmZ6XK5oPyV0K1XPCDmAfq6tbUVts3JycmQuwZjeGZmxmq1TkxMjI+PW61WqVSqVqt5nvd4PCRJLliwwGQyJScny2QyCLZBS9g/NaXMCXuDk6BsBAT45D+7RedxKGPBYViQohQJGZqENEdYLMsq47MXhtKLjVmFeRlZDofDbrd7PB6v16tWq2EXgTg6PAsENF5+tziO+3w+q9VK03RcXByUgoJKjVAOPVrE44qclgXhsy8Xop01qEwXSMBACKBCoUAOU0F/SsDfpb/YrAEYZUxC/VuQfEcytNhlVTQFfd9/O6anpzmO02q14MDFZr3GoP00MTGh1+uh9gRJkgcPHrTZbCKRaMmSJWlpaVBqC4r8QY3WQCAAcb0XL15UKBSFhYU2m21kZGTFihXACWZmZrRa7cTERGpqqsvlamlpiY2NVSgUIyMjWVlZQ0NDeXl58fHxDodDq9WCyNTw8LDZbC4sLJRIJO3t7RiG5eXljYyMOJ3Oq666ymq1qlQqm80GuyZQDhG69cswjUB5C8iRhZJsUqlULpdDzDqGYQMDA5OTk16vF9wFCQkJ6enpMpkM3AtarRZyKDEMg7zJL3qzMFhYFKEwjuBwzEdhLMYTPrenf9A8bLk0ZeX1+spl5ekGDU3THR0dUqnUYDAYjUaZTAbppPDuIGN2tG4PsohDgUYQXw+FQj6fDxxxXq83Pz+/qKgI5JCje+oKE+QR6O+Xbq4BahsOh0HEG2IEQXIFkrshEwUT5FcF/DP0F8gWiKjjOK5QKC7XUf9rAxL+FrjOZ8T4+LjL5cKilHphK4v0xZKTkzUajUwmGxsb0+v1VqsVSu6B9kK0hBOKJoz2GqO/kRAEyr5HKr9Op1On0zmdTrVaDcWu0JEEQYCGmtlshkKv4NRGteVAGATymUQikdvt1mg0Qrde2UCVz+bMD5OTk3V1dRiGQTbt1NRUIBBA2iArV640GAxms9nr9UKxYqRIDbTviz6ZBDG7DBNhnIjHKJrgIxgv4XmKxrEQFnJ47HxElxQTYYJdXV0dHR16vT4pKUmv10O9D/C8ZWVlIX9a9OuM/XlUAxR7IwjC7XY3NTUFAgG73Z6cnFxcXGw0GqNljLErzgAspL596YBiK0UiESgXoqwCRI4FrQMB/wIgfkYul0ul0uikq78Wexdd+FTAZwckcYP3E5oXaCUqUhATE8MwTDAYTE1NZRgGYhigj0Qikc/ni0QiarUayZOhOQGqaaBSGvBH9L4F8uWx2dx5iLKgKApugKZpUImCmELEfZF0FLpVUMoDg5/Afb8MQDU4IVmWJEmXy6XT6SD/BKJRvV5vOByGgzMzM9PS0oxGIygz1NfXm83mlJQUg8FgMBggguKKWLmgggWH4yyBYRGMx3keC4YxQiqN1ycRPCcmcIkS8k1Br02v14PyusVioShKqVSC1iQoc0e3M7zg0NoovkihUKSnp4+MjEB6a1xcHNqWoFxkgf4K+MIb7YD7ImNPdB2d6MQjIftewD8O4FVSqVShUMB0ic0qR/41u+8c+itstz4jxGIx6GbMKb4FLBZ4MJhaoXdAbRfHcVBclsvlMAlAPQuKopDtB/bJgUAANjaoehZaUKGOAJTSgJ9DfhLYcVGRObgTxIkhPwmVz4C4ZCiYAjXqhD694oFUDsGyy/O8UqnkeT4YDIbDYRSex/N8Tk5Obm6uTqdD8iYul8tsNtvt9qmpqYqKivj4eHAd/GuaD/+3mBmvxlgC43CMwHgCi2BYkOAUShEe4Vky7MNZIiJSURKDweBwOBwORzAY1Gg0oJpSX18PqYGQtweSLxAWDHtj0DGEOCgUDkGSZEpKikwmgxKePT09RqMRpHvQm36FjT2B/n658E/ZdAU6IuCfQjgc1mg0SAICi4pnuHwsoVpHAv69LzjoKCM1Ooh8AMIKDAMZ46VSKYjsRodoo0qtKCITmy1thVJqEGWB+ArU0XBphUKBYRgqewGRiMCewUON7lMkEoHZWCwWg9kYRNmwWZ0QAVc80BSBtMzAnBkfH79u3bpAIDAzMyMWi41GY1xcHJKlZxgmHA7bbDaPxyOTyUwmU3Z2NgpzvwKEw0lWjLEYxmEYhXEYxmAYj5G4iCcIliFFAYyUYSSO4UVFRSCZgiL+fT4flKeB4swymUwul+t0OtjlhkIhiqIMBoNer0eC64jaisXihIQEt9vd1dU1NjZGkuTy5ctBNRxFEl9Rs6UQ+ytAgIB/AXNif2E1io2Njc68FvDfBJhap6enJRIJSJMqFIpAIADuS61WC8XYUFwKJAkBPQXqCeZelI0E1jhIKkJ5AkBQULk4VOuYIAgwD4PKL+LHwEiwWZ0ZOAMYdyEEAgj6nKq5Ar60uJxmweYtWo0BwzCn0zk+Pj49PZ2UlIRKEH+ppt/Lk4lJkpyamjpz5ozb7YZtgFgslslkMTExOp0OMlMZhpmeno6NjTUYDFAGEpstGAlF8sbHxy0WS19fH+xLb775ZnjZwX10JYmxCNYXAQIE/HusOGC6u8Kyg79AEIlEgUDg1KlTwH1xHEehtIFAAEpYQSk+WCyBgIJeL6yCKB8cllLgIhCeC0EsiB8jqgoLJ8QHw1dyuRwMeBDSgBZOILgOh0Ov1yODNDYbjiX4mgT8NUSLkSFCrNPpdDodePOFjRPaXhqNxiVLljQ1NUGlOo7jHA4HfJWfnw+qlP39/T6fD6oRhcNht9sdDodBQMPv98MUAaUfDQYDbIPhPb3ChAgF+itAgIB/x1RCUXK5HAJGMSFw/PMAkl7GMAykXaDIBSSZTU9Pm83m7Oxsn8+nUqkgnhK+gsADYK7YbPoaUGGWZWmaBtOax+OB2F8Mw0KhECyToCgsk8ngv36/X6lUejweqHctkUgcDodCoYCgXpqm9Xq9zWYzGAyhUAgGCdDr/1wBLQFfRLI755M5YXswbpFH4su5d5rz1MBNaZpOTk6Oi4sDKUOapl0ul81mc7vd6enpLMteuHABSmxardb4+Hi1Wj09PU2SpFKptFqtarVaJpPRNF1WVsZxnFQqBW8eJsT+ChAgQMBfQ3QYmRBV9d8HZI8VFBRA0SypVBqJRBiGmZycdLvdNE0DtQVtZij4pFarKYry+/0Gg8Fms4nFYo1G4/f7/X5/enp6Q0PD/PnzJyYmxGJxeno6iORrNBq5XC4SiQYGBnAcl8vl8fHxk5OTgUDAaDRyHHfgwIGSkhKdTjcwMMBxXE1NzebNmzmO83g8Op3OYrEYjcbu7m5wxcKaDSVqhR4U8Nd43hyqB1E3YrEYhbkL3gMsykBLUVRCQgLUbnQ4HH6/XyaTqVQqCFhqbGykaToxMbGgoCAcDg8MDFgsFpFIBHUWCwsLNRoNFBaB2iKwr4boiCvpPf38q76hODMUcxatvYXC4eFIFAME2Z3Yn6sWzPkh+hAJ2WKXRcyg+g5I2iP6J+hI+ApcCcg/OOcpUCgkukk4AzwdSiWBx0SOP3QeWACiL41aAymPoFkgWqEs+l9UgODyUjcowRP0ZeCR4YewaqKkFuS8hvPAI6OmiC4IiYrGzdkdouaK7sS/dnD0J9HyWHCT8KvoXosuaRM98aEWgD+ifx79OfwX6YGjH0JSBbpb1GvRdxX9Bxow6FRI6yB6aKFORLcR3bNzPo9+HaJbBrUkfIiq+Mz5FTpz9MCDO4QRGy1+Pue60W2CPkRdH31MdCtFN2n0wEAjGY6B+0ftCcfPeYnQm4ieFz0O+vnljywseHPtGRQVHx+fmJiYmJio1+tTUlKSk5OhWizLsoWFhWDOYVn2/Pnzk5OT7e3tPT09UJHY5XINDQ3V1NQcPHhQKpUmJCS0tbX5fL5wODwxMTE2NjY9Pe3z+Y4ePVpcXOz3+//whz/Ex8efO3cuPT39zJkzLpfrpZde8vv9IpHIZrO5XK7Ozk6DwdDQ0CAWizMyMt5+++2EhITm5mZQ16+vr+c4LiUlBcKOhd4UMMfW+xcBx6CVGjwYX8LB89dahmGY6ILMIP4AdWQkEgnkuRoMBovFsmrVKlDahlcbdGCgsAhN00NDQ3a7HSpBwvQLJ7ySmvrzp7+wlkOuIqyUkDYOcidYlKgkymhGPYH+Gz0aEFOE5RzOjMqxzhlAiFVD8Bn8BEniIUqEWCBcFO6N7/tiAAAgAElEQVQEoo6QRiZa0aNF9dDTYVHShpC7ikgqiMMjCh698MOZ4QzoEaKta4h/gKwJHACpLZeXOkRNB//C8TB3gJcTJewjx2g0W5pD7LDZuhjQa6gLkO8bXkJELhFThOOjHzCaZANXg0ZGWwLEqOCH8JKj7kCEFQYM6nck9M0wDLR59KXhMNQLiPmhlkGVLaP3SNGEG1oSNVd0U//FQjvR58Rmvb0ov54kSRR2Gb3tQTyP47hQKAQUB8OwUCgUPTJhNCJFKtRHiDpHM1qI14z+KnoTGL3ZgO6ADH3UUGiUot9Gr0Po6ujNQh52eFLEmNFbE71rRUMUOh0NDMiRQlf80no8/wYIgggGgxiG+Xw+sNaAWmpfXx9EIyQnJ8fGxkKC2sjIyHXXXRcbGzswMLBx40a/37906dLS0tKenp7MzMzq6uq+vj44SUVFRX5+vlgsZhimoqLCYrEsWrQoGAxSFLV8+fKZmZnR0dGioqLKysqJiQmj0XjDDTfAJSYnJ3Nycrxeb0FBwcTERGxsrMViqaio6OnpWbdunV6vl0qler0e0uBAfE3oRAH/OG1AC1a0mezLbPqFUBCYbFFAPygMQiA+kGClUmkwGHQ6HbShz+cLhUIQnkSSpM/n83g8TqczGAzm5ORA2Rq0ZAjW33/zlA2rGsMwoL+DFjm0pwGNOohOQ+srrNCIvaG0YhQMhEyAoCuJaGj0ewIHwzoNpAdxJmAbSEcTqQnCbSDFH8R6QY0FRl60MQb+AOF3uHPEw0QiESRrR1PnaFqJWCC87Ui3CBF3eFLUYiB9ghrzcgsZfIW4hUgkomkaCAc4kmiahqtgs6GEGIZBDVtoQ6TOiLYKiJpDa0OTIhITXUoKGhBuiWVZhmHQXXEcFwgEop8O7UnQMyL5bkStos3hqLXRuxrdLGhcIZ2m6D0S3AlcBZ4UjR/Yd8F50GyLWCBcDrUA6jsg4mjPhphlNLeGPRI0EVwa9FBBmwYyD+CKcBhBEBKJBB4corLgKzgbDFp0OWQDgIvCyI92mKAxhp4LFVVCrwmaTKM3SOjlQgJn6CWiaRqui9oExht0HIw6eKGiSS2qNQi3jTYYUL0TTg6lidALLhRM/ouwWCwTExNNTU3j4+MDAwPhcDgpKYnjuMnJSavVSlFUUlISiu0Dj2dnZ2dMTExCQoLH42lvbx8aGiJJEuzHwWAQtCP6+/t7enpUKtXk5OTw8DBN09nZ2cFg8MSJEzDPVFRU9Pb2Dg0NjYyMFBQU6PV6CDiWSqUwULOzs1tbW5cvX+7xeFJTU/1+/8DAwNjYWGJiYmxsLBTRQCGGAgT8I7RhjrlBaJM5pnHETxAJQX+QJKnVapHFJy4uLi8vjyTJ6enpUCgUDodhkVKpVAkJCTKZDM35V1iK6ucvfAY0SCwWw/If3ZHR7lRk8omuYh+9jqKzIcMwKliCqMkcNhZtSUVUEjEGGCWw7iJDF6zQsJEC7ohOCGv8HFsaFuWjR0wi2p8OaSjAuhCpAqIJ5Cba7jvHEz3Hqgr3iSJ1or3Y0SwTcrERVwPpE3io6JASeMA5BkJUIwrVloy+H8QpkV0T/ReuCHno6FmQzQ+xmcsDJJCtPXo8oAdEtaOiIxCAisHnfzHEItoaGs1l0ahD9stoOyVilqhKZDTRjI6aAM6HVBWBrUILIDGpaDMtIvpz7i06IAF9CGMYWhJ+iLQw50Q4wO3N0XyFu0V+ALhntJ9B20toKPRiIgKN7LXIjA3fwssYXVozeswj+z1yjMCNwWiExoRhCbeHzP9w80hda04HCdGic9Dc3NzV1QXU0+v1Ll68uLKykuO4sbExh8PBsmxKSorRaIQxWV9f39HRkZycvGbNGqlU6vP5oJwsrH9KpdLr9UImHGzdlUolTHcw2sfHx81mc0FBgVqtnpiY0Gq1UOkayv5BPMP4+HhycrLX64W0SAzDnE4nxPv6fD6O4yQSCRio0KwldKIAAf81CzrM6jDB0jTd3d1tt9t9Pp9Wq9VqtYmJiWq1Ojow6QqL/f386a/L5Tp06BCsuxs2bJBKpWKx+NKlS52dnRRFJScnL1iwABZRp9N59OhRmGSXLVtmNBpZlg0Gg62trRMTEzCBJicnJyUlpaenw3pssVhqampgZa2qqoqNjY3mu3ADDQ0NfX19drsdCiquWrWqpaVlbGyMoigwWYGcUE5OzsKFCzmOO378OChLV1ZWQqoHjuNdXV1tbW0ajaa4uDg7OzsSifT19bW1tWVnZxcWFg4NDTU3N2dmZpaUlMhksnA43NnZOTQ0tGTJEihLCOVYDhw4QJLkwoULMzIygBBTFFVbWzs6OgpcQaPRpKSkpKenq9VqDMPC4bDP56utrR0fHw+FQnFxcYsWLcrIyADt608++QQpz6PtclZWFoTllZWVZWRk0DR96tQpv99vMpnmz59vs9kaGxs9Hk95eXlSUhJN01NTU6dPn7bZbCqVqqCgIDMzMykpCVgUhmFWq7Wmpkan0y1fvtxsNjc1NclksqqqKolEIhKJOjs7u7u7ExISysrKQDcUJJD6+/vb2trMZnMkEtFqtVVVVXq9/tSpU6FQqKKiwmQycRzX3t7e29uLYdjVV18tlUpra2t7e3uDwaBYLC4vL4+Pj29oaEC0DB5TIpHMmzcPx/Fz586Boj4YLAsLCxcuXDg4ONje3s6yrF6vLy8vV6lUXq+3sbFxampKqVRWVFQolcqurq7+/v6MjIz58+eDEmpzc/PIyEhxcXFOTs4czZf+/v76+nqbzQZRByaTqaKiQqPRQG5BS0vL4OCgRCLJz8/Pz88HWj8xMdHa2go2XaiARRBEenr6ggULRCKR0+kcGBhobm72eDwGg6G8vDwtLU2j0QwPD1+4cEGr1c6fPz8uLm5wcLCpqYmiqKVLlxoMhosXL7a0tOTn5+fm5l64cMFms0HCE0mS8JpotVrIx6+vr+/t7fX5fBiG6XS66urq1NRUYJxjY2OdnZ29vb1SqTQ5ObmwsDArKwt5AHAcDwQCtbW109PToJalVCoLCgogdQls5wMDAx0dHRMTExiGFRUVlZWVxcTEQNZFbW2t2+2uqqqKi4uLfqE6Ojqam5sDgQCGYYWFhUuWLFEqlYcPH/Z6vZWVlWlpadPT042NjU6nc/78+Tqdrr6+nqKoRYsWJSYmAvsXTD5zQNP0yMjI0NAQbB4gtQW2FsjvBPZ16IVQKARqD2gyhG0wdBMIRyA3AtoVi8VicIv5fD6lUon2xnBCEBKWy+VQAhB2UBAdhGxRQKwvt98LHSpAwH8NyJaEjIbIywr+0ujUnTnZL1cGqM+39TEM6+vte/qppxmGkcmkxljjqlWrgoHAq6+8evz4cYqi1ly9prCwEObK8+fPP/PMMxiGyeVypVJZVVVFEITdbn/zzTfPnz+vVColEkkgEIiPj9+4cePmzZtlMtmpU6eeefrpcDgcExOjVqnXXL0GmC+G4xiPud3uHTt2HDly2G53SKUSgiALCwsz0tMPHzp85swZjov4/QGO5wwGA03T119/fWFh4ejo6PPPP282m9Vqtcfjuf322ymS9Hp9Z8+c+f3vf4/jxObNm3/6059iGNbW2vbb376wefPmlOSUhvqGZ5/9dWXlsp///GcqpSrABA7s379v3/7Htj2WnJwM5jGn07l9+3aaph988MHU1FQkFL93794DBw7ExMSo1WqHwyGTyVavXv2Nb3wDckreeOONtrY2qEzo8/mSk5NvuOGG2267zWq1fvjhh329vRBURxCk2+0yGGK++93vnj59urW15Vvf+lZSYuLw8PDzzz8/Ojq6devWoqKigYGB3/zmNwzDZGdnKxSKY8eOvb97t8ViUalUOI6/8frrixYt+trXvrZk6VIcw3ECHxoaeu655woKCgoLC1tbW59++umMjIzi4uK0tLRgMFhbW/viiy+uWbPGZDKBA4Xn+RMnTrz22mt9fX1KpRIW6czMTIVCcfr06dra2i1bttx3330Oh2PHjh319fW33XZbd3f3rl27ampqxGKxXC73er0cxxUXF7/77rvT09PhcDgUCoGbVafT/eQnP5mYmNi2bZtEIlGr1eFwGOP5m27akp+X39XZ9czTTzudroyM9G3bts2fv8Busz/99NP9/f3p6ekxMTFFRUUnT57cs2fPmjVrcnJyIB1+z549Z8+eveuuu9LT01EZs+np6aNHj+7du3d0dFQkEqnVaoZhiouLi4qK9Ho9juNWq/XVV1+tqamRy+Vr16594IEHDAZDOBxuaGh47733gETChofn+fXr1xcXFw8PD7/11lunT58G65rH49m1a9e11157yy23TE5OvvHGGxiG/eQnP4mJiTl79uxTTz2l1Wp/9KMfrVu7due7Ow8ePPjtb39bKpG+9LuXursvxcTE8DzGcVxpSXF+bq5WrTl96tQf//h+U1NzJMIqlSqO41QqZX5ubkZGRigUOn369J49e9ra2mJjY6FkfHFx8de+9rVly5ZpNBqgL3a7ffv27X19fbA7dblcqampX/3qV9evX69QKPbs2fP2229PTk6mpqZ6PJ5333133rx59957b1FRkdlsfuWVVwYGBlJTUxMSEmAypWn6yJEjb7zxhnnCbDQaXS7nxPh4SXEJEw6/uWPH4OCg5rFtcca43bt3v/766zk5OQsWLLDb7U8++aRGo/nlL3+ZmJgoBIn+5dmconJzc00mE03TEOGA1iqUh4DNCiQxDKNUKkGRF/gxyopDHg/4IfBmqEALCmiRSEQmk8HOKjo0XCaTeTwehUIBB8C14Cvg01AOA/xdQIWvyGVVgIAvgO1zduOKvNbgp4UQO5gHwIyIFAmvsJf0819FgoGAy+nU6/Uup6ujvX31VVeZJ8xnTp9WyOUej8fv88E0iuN4fX19MBjMzs7u7u7u6OhYuXIlTMqg1/Od73xnzZo1p06d2rZt2zvvvDNv3rzCwsLGC43BQDArK6ujo6P+/PmqlSth6ud5jCSIkeHh48eO2ay2hx9+eNWqVTabjSTJpKSke7/73Tu//vWGhoZf/epXMcbYn/3sZyaTCUwgNTU1FoslNTV1amrq7Nmz669ZHx8XRxIExmMBf0ChUJz85JN5paUbNmwgcJwJM8FAkCQIlmFCwZDT4cAxHON5jOf9Pj8dCmE8hqIecRwHh2B06EIkEvH7/RRFbdq06eabb25oaNi2bduHH364YMGClJSUl19+uaWl5cYbb7zrrrtkMtmOHTv+8Ic/+Hy+kpKSoqKiRx99NEyHpRJJb2/vs88+63I616xeXbl0aX9fX21NzfDQsNfjvXjxotlsDoVCg4ODLpdrYmJiYGBgwYIFCQkJTU1Nr732WsDn/9+f/u+qVassFsu2bduOHD4ik8pM2SadTkeRIhzDQ6EQ5GMhNSVUwwn9F5uNtTWbzUBzb7311h/84Ac8z1sslpycHJVKVVVVde7cubq6uhtvvHFwcPDkyZPZ2dkrVqy4dOnS0aNHCwsLn3vuOdDMT0xMNBqNqampGIa99NJLH3300TXXXHPnnXeCZtPw8DDP82VlZT/84Q/lMnmEZbVarVwmc7tc1hmrWq3u6e7p7emdP3/B8NCQ3W6HFAEUvQphT2B3hx0FTdMobjsSidA0feLEid/97ncsyz7wwAOVlZWxsbFTU1M4jqekpECvjY2NdXd3x8XFeTyexsZGh8NhMBhEItENN9xQXl7ucDhiYmKOHz/+3HPPJSUlrVixguf5N99884MPPigoKNi2bVtCQkJdXd1jjz32yiuvGI3GpUuXKpXKS5cujY+Psyzb3d0N42RgYMBfuWx4aIhlmPS0NJIgfF5vQnzCAw88UFJSgmEYH4mkpaZd6uz8w8svHzly5Gtf+9qdd96ZlZVFEITZbI6Pj6dp2m63v/POO5988sm3vvWtu+++G7Zbzz77rNPpNBqNixYtQoHCLpcrHA4/8sgjpaWl9fX1Tz755IsvvpiXl+d2u1988UWHw/HQQw+tXr16bGzs1Vdf/fjjj20225tvvgl+cL/fDxHzEJ5hsVj27dtns9qeevLJ+fPnw5YmxmCw2+2hYMjn9RE4XnPu3FtvvSUSiW6//facnJzu7m6apoPBIBBoCCwRCNMcoBRPVIkNli7YS0fHf6M/oPAbzIoQdI5yIqOPB5eFVCoFGWAIhICtNcRLQPiEUqlUq9VI0wNmBqlUCoehKBc4ebTKr9CVAgT8l4Gyxi+3S8I0Ep0lgl2JUu6fz8PwUXA6nRzHZWdna7XalpYWi8XS2tpqt9vLyspYlgU6wvP81NRUfX19QkICGJzq6uqmpqagVAnkO6tUKp1OB3TE7/fbbLaxsbGLFy8ajcaNGzeqVKqBgYGpqalPc7Z4HsNxnucDgQDLshcvXoQygCmpqQzDJCYmZmZmJiYmgiUjISEBDIThcPjIkSM6ne6WW25JTEy8ePHi+PgYPiuIJpfLFy1aRNP0yy+/PDg4CF7dv5igg/LG/u6cD75pMHBqNJrMzEyUIdTd3d3e3p6Tk3PXXXclJydrtdpNmzYtWLDAbDbv27ePpunU1NS8vFylUnn+/PnR0dHVq1d/8+67ExITwZo+ODjodDo7Ojp0Ol1eXt709PTExMTQ0FAwGCwtLZVKpWfPnh0cHFy2bNmKFStkcrnJZLrjjjtiY2Pr6ur6+/tn10gsOloUi8pIQP8ivyrP8zExMRBiaLfbh4eHCYIoKioC+9DSpUs3b948MTGxe/fuvXv3hsPhW2+9taCgALTx3W53c3NzJBLJy8vT6XQ0TWdmZkIfMQwDuTW5ubmJiYlAQBmGkclkIAwpl8tZlnW5XBiGgR26sbHR5/W2t7cbDIbs7GyWZcELjDwScwQNgDrAo7lcrpqamunp6S1btlx77bVJSUkikSgpKQlyjDiOCwaDR44cYRjmq1/96oIFCwYHBzs6OoLBIGTgpaamLly4cHx8fPfu3VKpdPPmzStXruzu7m5ubuY47o477iguLlYoFFVVVVdffbXb7T516pRarc7Pz4cEJpfLNTAwkJOTo1QqOzo6+vr6bDZbWlpaXl4ejCjEZiiKUmm1gWDw8NGjnZcuVS5ffu99981fuFAslUpksrSMDJVWKxaLjx492tHRYTKZbrnlFr1ebzAYtmzZsmjRoosXL164cAE5vqFBRCKRRCKJi4tbtWqVQqHwer3Dw8MHDhyw2WxVVVVXXXWVWq1esGDBxo0bExMTOzo66urqIB8OxXei4N1gMDg1NXWpu9vr9RqNxpiYGKjHC63d0tLy1FNPkSR5//33V1dXX2Glhv5zkEqlqL9g9oiefKIVUVBmKlh6wKALDBXl1IPdAd4CCGeCGEH4HCg19BrIJymVSpSfCteVSqXAfeEwVFUVEV80EwoQIOC/b/2FlxGli6DE9OgUtys4Iv/zfzCPx4NhWFJSUmlp6cjIyODgYH19vUqlWrBgAYiLgRZBc3OzxWIpKSm56qqrcnJyxsbGenp6IDue53nQ8Tl37twTTzwxMTFhMBjS0tIaGxtnZmbKysquvfba2NjYS5cu9ff3Y0hji+NMJtNNN90kk8leeuml9evX33PPPc1NTTKZjMcwsUQik8kgak2pVFIUpVKpmpubz58/n56efv311y9YsGBycrK5uRnGB8TSFRcXV1ZW9vf37969G4k5IP6HcuGjNJ7+ztSPng4CPx5//HGfz7dp06aioqLu7m6Px5OSkpKQkAArTUxMDISZjoyMgJKDy+X6+OOPP/zww5SUlM2bN6ekpGAYlpubGxsbOzQ01N/f39rampiYWFJS4nK5+vr6hoeHFQpFSUkJ6ICqVKr8/Hy9wQDraGJiYlpamsfjGRgYCIVCJEVFIhzaxmCzMsBIawybzVJCpEcqla5bty4tLe3YsWPf//73v/e97x08eBCyZLRa7caNG1NSUt577726urrrr79+5cqVoVBo1apVlZWVo6Oj999//1133fXMM88MDw8DnQJOCYQPgiughUOh0Llz59atW1ddveqaa6559913wYJLkqTJZEpNTe3t7e3v7+/s7CwoKIiLi4MICkjBRJoY0cH+0Su01Wrt6enR6/Ug7N/b2/uLX/ziscce+8lPflJXVyeRSKxW6+nTp2NjYysrK+fPn08QxPnz52EL5/V6cRzv6+t7/fXXe3t7169fv2XLFplMNjg46PF45HJ5Tk4O1JhVq9VZWVlKpXJiYsJiseTl5fn9fovFMjAwYLfbV6xYkZWVBaZ6r9e7ZMmSuLg4sMCNjIw8+OCDq1evXrNmze9efHFsbMxsNofDYYgbdjmdf/zjHx955JGf//znzz37rN1u7+rqYlk2NzcXYoekUqnBYEhOTo5EIjabDQolICW7UCg0MDBw9uzZX//616BppdVqR0ZGGIZZtGiRVqsFGjRv3jy1Wg2R96iULnKxEQRhNBq3bt2ak5Pz4m9/u2TJkqeeespms0HAGbCoAwcOdHZ2Zmdnr169GuR4BOvgP76kge8Cm9UkuXwZA/kOZA9GKn5omoqOLYl+F+Dz6P0tyitHhDv6GACMgTmfo0sL6W4CBHxec8Wcvy8vF/BnZPGKe1X/28EP0TY2+BeyKORyeVlZWXt7+/nz59vb2yExSywWh0J0MBgMh8P79+9nGMbr9Z47d45hGKfTeezYsaVLl8IE6nQ6P/zww3379rEsu2nTpvXr16tUquPHj+M45vP59u/fL5VKbTbb8ePHFy9erFQqMRwP07Rao7n11ltLS0s/+eST1tbW2tpah8PxyCOPzJs/HzLtFAoFSZKQCh2JRFpbWyGi7oMPPpiYmJBKpRcuNN5xux8MKuFwWCqVbtiwob+//8SJE6tXr0ZCBLAqgAIUhDSgxP+/0z0UBd55iHPt7++PjY3Nzs7OysoSi8WQd490cCHTC8dxsVgMYX/nzp174YUX4uPj77333hUrVwYDAbFYHB8fn5GRMTU11dbWNjo6umnTpvz8/IaGhtbW1uHh4ZSUlKysLLDueDwelmVZhsFm9Ykh+FihUOCz0irIvot8rGB8QtKt0R/SNF1dXZ2dnX38+PHz5893dnY+9NBDFovlnnvukclkJpOpurq6s7MzPT39tttu02q1kIXz5JNPHj16tK2trbGx8a233nK5XPfdd198fDzEEYI7FUqtYrNibSaTad68eRq1hue40tJSkiQDgUAoFEpOTvb7/bW1tSdOnDCbzStXVdXW1obDYZfLRZKkTCaLFoZDKtTIYAa0HqmSBQIBsVhssVggdTI/P3/lypWNjY2Tk5Pp6eknTpyYmJhQKpVtbW0TExMmk0mj0YyNje3atauuru6aa6659dZb1Wo1QRBQaR1dBfQQGIYJBAJQLTY7OzsuLm54ePjEiROhUKisrCwYDI6MjHR2dhIEUV5eLpXJwBMdExMDDhCxWJxtMskVco/XE+E4nCDEUgkdom12e21d3eTkZE6O6eZbvorkI5BYWzAYZFlWJpOBXyVahJhl2VdeecVgMASDweuuu+7GG29MSEgAoziY/eBsEOoA4wElWiHHN6hMrF27Nj4ubs8He9ra2t55553W1tZHH300MTERLP3JycmLFi3q7u7euXPn7bffbjAYBBuhAAECBAi4oqy/4BqTyWRLly5VqVT79++naforX/mKTqcDkVS32221WmtrazEMGxgYeOWVV6xWK4ZhFy5cmJycBJecXC7/yle+8tvf/vaDDz6AQN6xsbH+/v5QiB4ZGdmxY4fNZvP7/T09PRaLBUy/FEWxDGOIiVm6dOkjv/zlk08+WVBQMD4+3tDQEAoGCYKQy+XgEwdHocViaW9vxzBseHj45Zdf7unp0Wg0XV1dY2Nj0QpZCxYs2LJli8fj2b9/P1r45XI5CIvQ4TAQZXAr/12vLqSbYBi2efPm559/fvPmzZOTk8eOHfP5fNnZ2QaDYXx8HAx4HMfZbLaOjg6SJEtLS0UiUXNz85tvvkXT9MaNG9euXctznEwuxwlCpVKlpqbyPH/69GkMw/Ly8nJzc6VSaXd3t9PpNJlMcXFxKpUqKSmJ5/menh6Px8NzHEkQZrPZbreDYVIsEoVpGhF6kiRBIcXn8zmdTkhzsdlsKIQICCUkxKSkpNxzzz2//vWvb7jhBrfbfe7cOZfLBQ7WtLQ0iUSiUqmMRiNsGKRSqUgk+vrXv/7oo4/+4Ac/0Gg0TU1NMzMzQECBrUJLomopIHDxq1/96n//96e/+MUvKpYscblcoGCqVqsrKioYhjly5AjP8zk5OcDY4FYhBd7v90NIjN/vB50EuAfYjcTFxSUnJ5vN5s7OTgzDcnJynn766SVLlkDO0MzMDARpWK3W3bt319TUcBwHPDUYDIZCocOHD+/evTszM/Pee+/Nzc0FhTuj0ZiQkGCz2S5evAhqeqFQqLe3F8fxpKSkzMzMmJiY4uJii8XS2Nio0Wjmz5+fmJjo9/vb2tp0Ol1JSYloVvNOo9Hceeedv3z00QcffHDT5k3GuLiMzEyVWnX4yOHh4WGlSnn/9+//zne/E+EiUpmMJEnQyujt7Z2enoY+crlc/f39HMfFx8eDugIyJcrl8m984xvPPvvsrl27tm3btnz5cjAV4zheV1fn9XqBxHd1dfn9fhzH09PTkdMc1EgIgnC73cCn58+f/+RTTz355JMmk+nixYtdXV1erxfa+Z577rn//vtJkvzwww9bW1ujQ2gECBAgQICAL571N7q8LcDj8fh8PrlcbjAYMjMzT506lZOTs27dur6+PhzHaToUDocvXLjg8XiWLFny2GOPQer9Y489NjQ01NjYuHTpUjDIgfYT2D7D4XB7e/v09PSqqlU/+P73wUT3+OOPDw8PgxgZhmERjpuyWA4dOiSXy+Pi4kZHR202m0QiARn2CMuCEQ5ID8uy/f39/f39CQkJjzzySHJystvtfuKJJ3q6u/ft2/ftb38bUkM4jiJk1XMAACAASURBVJNIpRs2bLhw4cJHH30E9kgcx0tLSzMzM3t7e9/csaO8vLyvrw/imIuLi1BVDoj0iJYohjxrVLUhISGhurp69+7d/f39zc3N8+fPLy8vP3v27DPPPHPDDTfI5fJjx4719fWVl5evXbvWbDa/8847TU1N6WlpDodj165dYMCrXLYsLTU1Ly+Ppunx8XGdQZ+VlQVKal1dXSKRaOXKlSqViuO4FStW1NbWnjlz5rnnnquoqHC73e+//z7LslVVVZmZmTU1NW63+8zZswzDzJs3D5hrXl5eY2Pjzp07JyYmJiYmTp06FRMTs3TpUo1GA4ZwiURy4MCBoaEhk8lkt9svXbrEcVxqairoZ4F9EYygoAtBkmRTU1N9fT3w9ebmZr/fn5mZCYXIIdQB9kgQRAgRF6Dk9frrr8uk0ggbiY+PX7p0qdvtjkQicrl83rx5aWlpkGMXHx8PDneXywWCEklJSbW1te+9915ubm5LS8ulS5eysrLKysqQWC9IhnV2du7du9ftdpeXl4tEIogpB4WE1tZWpVJ5//33V1RUsCz7hz/84ZNPPtm3b195efnFixc/+OCDUCikVqtbW1ubm5tBcryiomLZsmUjIyNvvfUWwzCxsbGNjY3nzp0zGo3r1q0jCEKv1+fl5dXW1rIsO2/ePKVSmZubK5FIhoaGrrvuOp1Oh81q8fp8viNHjnR2dvI8L5ZKVqxYcd1117W3t7e0tDz88MMbNmwwGAxtbW1QaIOiqMrKysrKyhMnTkD8D8dxJ06cGBwcXLduXVFREXJr4DgOW8GMjIzCwkIISYcNw5YtW3p6epqbm1944YWFCxf6/f733nvP7XZv3ry5qKgINjYMw5w8eXJ8fBy8AfPnz6+rqxOLRAa9wWw2T09PJyUlabVaiEOFSJgFCxZcf/31O3bsePXVV+fNm4foL9wMSOAJ07cAAQIECPhi0N9oEgx/eL1etVoNSRJlZWWtra0rVqxQqdUKhUIqlQaDIbvd3tDQIBKJ5s2bl5ubi2FYenp6YWFhd3d3Q0PD8uXLIbcJ/KpAUxwOR3t7O03TCxcuLCws5DEsPj4+Nzd3cHCwtbX12muvFYvFYpEIMpBGR0dRYtPWrVuvvvpqSiRiwmFg0nBmr9fb0NDgcrlWr14Npj4Mw9auXdvT3V1TU7Nq1SqtVguSmWKxWKlUbty4saOjY2ZmRqFQhEKhnJycr3/967/73e/efvvtt99+G1S6brnllvj4hOgtgU6n83g8oKUAWSxAF5BOZ2pqqslkGh0d7e7uXrx48f/8z//wPH/mzJmmpibIYqmqqrr33ntTUlIgFEQqkYBsForKffHFF00mU05OTmZmZmdnZ0ZGBlh5CwoKWltbTSZTQUEBXLeysvLHP/7xH17+/e7du3ft2gW07Lbbbrv99tspitq+fXtNTQ1OECtWrtiwYYNcLs/Kyrrjjjsg2njPnj0cx2m12rvvvvu6667DZgOCrVbr4cOHDx48CM+lVCpvuOGGrVu3okpsoFYrEom8Xi9UJ6+trX3hhRew2SCHtLS0jRs3ggwZSZLBYBCifmGXAmZ4rVbb39//29/+NkyHA37/mjVrUlNTI5EIBKQaDAaTyTQ8PFxaWgoeBgzDQMh54cKFmzZt2rlz5/PPP08QhEKhyMjI2Lp1a0lJCTJAyuXyjRs3ymSyN99888iRI/v374fuAy3b8+fPm83mzMzMxYsXZ2dnUxRVXV3d1NQEGrf79+8fHBykKKqxsRGovFgsXrx4cWlp6Te+8Q2NRvPKK6/87Gc/g1pZ2dnZDz30UEVFBc/zYHGH4ZGfn08QRHJystFodDmc2dnZGq0WwzBoN9Dyg/qxxsT42Djj1Wuuvu/797/++uv19fWXerppmhaLxaEwHWaZSCSSmpr6zW9+kyCIU6dONTU1gYjKmjVr7r777nnz5oEkFlQq0Wg0LpcrFArBGaAkCkVRK1asuO+++15++eUDBw689957GIZBFuZ3v/tdtVoN2hqhUGjHjh1KpZJhmJiYmG9961s1NTUnPzkpFomgx7ds2bK0spIOhVDsh06v37RpU0NDQ1tb28svv7x27drosskQdSNM3wIECBAg4F8kop+LVzG69sRg/4DP54uPj49PSHA6HHaHQ6/XKxWKEE1DVk1+Qf7g4CDHcXFxcbGxscB7RkdHp6engXV1d3ezLJudnQ2RlLBmDw8PO53O3JycmJjYCMuSFDU8NORwOFQqVXJyskwmA/3Rvv5+88SEy+XSaDRpaWngroUkd5/P197ertXr0tLSxGLxxMQE/By0AiiKcjqdI8PDYpE4PSMjGAhAiSOorMFx3ODgYDAY1Ol0ycnJIrGYYZhJs7m/v99ms8XExmakp6enp/MYRpCfZpAwDNPS0iKTyVJTU/V6PTROOBweHx8PBAIGgyExMZFl2YGBAb/fr9FooGYB1EqAEhKZmZkZGRkajSYSifh8vkuXLsllMg6y63Accu5SU1N1Oh3DMENDQ4FAQK3VZGRksCxrtVonJyeVSmVmZqZMJgOLnUgksk7PdHR0OF0uqUSSl5cHJRA9Hk9nZ+fU1JRCqSydV5qcnAzGbxzHh4eHh4eHHQ4HcEdoT1ShTSQSDQ0NjY2NTU9PUxSVkpKSkZFhMBhQCzgcjpmZGRzHc3NzwejudrsHBwdHRkbC4TCU/EhMTITyGTiOT0xMTE9P6/X6lJQUKFYMhudPy+2GGYlEIpVIUlNTLRaLx+PJyMjQarU2m83tdhuNRplCbrFY7Ha7SqVKS0sDS/z4+Hh/f7/P54uJiUlPTwcNZlTGDxUrnpmZGRwcnJ6eho1BfHw8qN5arVapVJqZmQk5i16vd2xsLBgMwrdutxub1WeAHYtEIklJSZHJZJFIZGBgoK+vj2VZrVZbXFwMdSkhgMTlco2MjLAsC2OMYZj+/v4IwyYmJiYkJECoBhSkJUgS43kMwzgCA40IDMNcTtfo2Ojk5KTb7dZqteBpiTXEQBwCpDP29/dLpdL09HRkXwdmD8HQPT09kUgkKytLo9GgGs4QqoFhmNVqhbEtl8szMzPhFYNR1NvbG10COhKJZGdn2+324aFhq9WqVqkKCgrS0tIgvvxSVxfDsmlpaSqlkqDI/v7+UCjk9/tLSkpGR0cZhsnJyZHL5XBpIR9OgAABAgR8kehvNAnGMRzDsAjLRlcJ4jiOIEnIWMJwDBSsfD4fFA+DErJQ7gtsS2KxGJKfYEUEExFBEEyYwWbrwRIEIZZIMAxjGQaMhVCvC1La5XI5NVu+mOc4oJ5SmYwO08BUMAwDCVswx8IZ4OaZcPhPFin800/AucwwDEGSXCTCsqxMLo+wLBgyA4GARCKhRKIQHYIyXUCJICyYoihIl8ZmtYHgSVF5M9SG4AsGJU6Un0RR1KeNGWZEFIUTBD+bxQV3GIlEeI7DCYIgCSigBfZmOCecAR6ZocNg5wMrKSogB3ya43mO5+DOgeAC48FxHD4B1SQ4AJsVDkSCYhDAgEWllMKFUCQDyMlBX6AizECjoVPQmeG3cOdwBhzHMR6DoUXOlq2+bPhjLMsCk0bVfVEZYfgbIlKQnhRSj0JZXDAgYdeESmSj0QKhz3BpkOdDBbTQQ4GTAaXbo0ZAfBHCYyCLHwzesDmJMCw6OU4QHBQ3xjACx8PhsEgqocM0UpIG+Q6Uz0eRVJim0aCCNwikr1AeGzwI4ppI1goiRlAPwoiF/kLVj8EYDweA/it0JTyCSCQiCYIJMxzHSWUynuPocFgqldKhkEgk4nieJIgI/6ksJSq+DeoQSElNgAABAgQI+OLRXwDHfiozCSyNxzCe4z41s4FKJf8p4QCqFy2WDqspBImiRRFIAzLUAYH7VLEZxyPAWjAswrIEQRCzPCbCsjyG8TxPEgQKzuB5HiP+xHjQkg/GxVAoJBFL4CrAJnmexzEMn82X5yKRT7PdZyUz//Q5SUZYliBJNsKiM2OzSkAolw7VG0RUEvgQ0C84GP4L38KzA+eAz3EM57lPDcAYhnGRCDnbOBzHYfinUgmodBOiYnBLOIbDAVwk8umzA0FkWZKiGIahRBTcCQCZSKNF3+ArNNKiHwcV+ICWAQ4d/VBgkYUdAjr/p7c02y+oQaDfgeFBADdJUqDfiy6NzQqg4vinJnE4G1wXadyiQq/YrG7XHG4aXUo6MtvRoHWAFFL/1M4YBqMUbg91IhIShxMidTAkSB5dcxKNdtTUGMdzHIcTBMdxJEFwsyoNGM8TBBHGOBz79O3AcTzCfbpzgG7leI7CcGTHhWZEoo9we5BWGF2XC0Z7tFg68uRAU8A+E+0T4LmAv8K10FNH2AhBEHhU7U18dlzxHIfhOMdz0e2M7hD1jhD/IECAAAECvqj0V4AAAV8soF2N0BQCBAgQIOCLCMF8IkCAAAECBAgQIECgvwIECBAgQIAAAQIEXImgsFlXJoLg0xQgQICAObg8TkyYKgUIECDgCwrB+itAgAABAgQIECDgS0Z/UdY5Sm8HCFlxAgQIEACInh7nTJUCBAgQIOALSX+xWWkhgf4KECDgbwOJDX+pABpwUAQEVLEFCBAgQMAXFJ/G/oJsp9fr9fv9MMsL2kYCBAgQMMccAEXvBMlhAQIECPjC01+kru9wOKxWK1SpRSZhwQYsQIAAAZFIxOVyFRYW6vV6qC8jtIkAAQIEfIHpL1gyIPghJiYmKSkJ6loJ9FeAAAECACzLNjc3Aw8WrL8CBAgQ8IWnvxDQBvEPFEVFu/aE4AcBAgQIwGbLVkOCBDIQCBAgQICALyr9xTCMoigQfwDDBsT+on/hmOjpXqDF/yD+doIMLijPfYbWwzCMFHpHwH8XMCVyHCcYgAUIECDgC09//7U14PIPBWY8B8IK+R9qPR7jZzmq0DsCBAgQIECAgP8k/UUc93LDMFKQiD7+386G/0/VqPv7DlBhM/AZ2pPDeBzH8T/nuEB8YbDhOPEfHAOX9e5nvNBnd5cLe0sBAgQIECDg86G/0aERaEkGOvJfoKd/+/z//cKkf5vTCHzlMzUmjvE8j+HYXAZ82WD7T7QzXOD/Dv0VxpIAAQIECBDw+dDfOQw4mo4A5tTO+JJDICyfiS9GuE+Nv/ifyB/P8RjPw5jjcPyzhGD+3d4RkpsECBAgQICAKw8EhmFQ7pggCJZlkSn38qqe0aWe4GCe56H6EZwBx3GRSASnCgQCBEFAhSSe5xmGgR9GIpFQKAT/DYVC2KxJDM7DsuzltxiJROBz+JemaUjOA1E2juPC4TD8PBQKQVYK5PDBTyKRCBwDB0QikXA4DDcA/3IcB/cATxQKheBX8C2y2AWDweibRL9FrcfzPHwVDoehfYCZMQwTCoWiHxPtGViWDYfD0NQcx7EsG93s8BP0dNiXoA4fbKsg/xKkVaFJOY6jaRo1DrS2SCSCr3AcRyMHjoluZ/gENTV0HDR1OByGP6DxYbiys4C+g86FW2IYxu/3ww/ht2hs0zQ9xyANnY7uGU4I4xZeARjGUEIMx3EYYHAt9Brif87vaZpGDwVqLdGfo5cxHA5HDxU0wgV8xsEJ/fLlLHonQIAAAVcSyIcffhhJ/LpcLhzHNRoNsBBYd+dM9C6X6+DBg06nMzU1FX6F6AUstE1NTY8//nhLS0tBQYFarUY8BpZ2nufFYjGyE0ciEZqm4Q+/3w+EmCRJlmVJkgQ6C1XowuEwRVHAbs+ePfvCCy+IRKLU1FS4VZZlg8EgTdNwciRkAQsVy7JisZhhGIlEguM43AwcjOgUoqHRhAP4BJxBIpHAJ2jxQxsGjuOam5t/85vfGAwGo9EIj0ySpN/vt9vsMqlUKpGyDIvxGI5jOE7wPM8yLI/x8HSIRotEIiDNQMVIkmQYRiQSwSfw1ZW97qL9w6FDh8xmc2xMjEwmY8IMJaIInOB5HuOxSIQdGBh89dVX33nnba1Wm5mZCZ0C3Q3sGXFWRFyAAvr9/mAwSJIkRVEcxxE4QZEUy7Jg5qVIiuMiFCViWebQoUOvbN+u0WiSk5NhqLAs6/V6YSzBGZADBI0ZuBOGYaI/h46DATk4OPjTn/6UZVmTyfTBBx9cunQpISFBIpEAm4dhw/O8xWLZtWsXSZLwBsFv4QGBqZMkCVeE54VtJ7wIMKKQNyb6FRZI22cBx3EWi0Wv10ulUoEBCxAgQMAXGv+049hutz/77LPvvfceRVE0TdM0jVZ3kiQ9Hs/27dvr6+uzs7MNBgNas4FzeDweHMdDs4BlWy6X2+12i8Vy2223HThw4FNeQhCBQEAqlcJij2EYLPAYhlEUNTMz88knn4yMjIhEIqAmFy5c2Lp167lz52Dth1uiKAqINWK9YAL0+XxisVgul/M8D5ZglmVFIpFEIiFJEmyKQC9EIhGsc4i+wxMhK7JIJAIaFAwGa2pqJicnfT4fENZwOPzaa6898vDD42PjLMPQoRBJkizDYhjm9/kwno8wLI59asNGmw2RSAR2QalUGgqF4KlhG4DI+hUMaDq73f7666+//fbbAX+ADoYokuQiHB0K8RxHEITP59/13nt7P/ywqLAoLS0Nm7V3UhRlt9thFwEdB0yaYRiHw0GSZDgcfuaZZ37zm994PB5ka4+wLIHjFEVRFIXxPAQZ4zhhnjAfP/6x1WqlKEokEvE8Pzk5+fDDD2/fvh3OBkQTtnao+zweT2QWMBTBpguDJxwOO53OlpaW3t5ejuM6Ozs7OjrgDNDvYrEYGPzU1FRra2t7ezvcNow0pDgL4xnRa7TNg/PMMU8CLRa4mgABAgQIEIDwT8f+AkGUyWSTk5MvvfRSamoqx3FjY2OLFi1avnz5G2+80dbWptFo3G73vn37+vr6ysvLR0dHr7nmmj179gwNDfE8X15eXllZSdP06dOnGxoa4uLibrvttp07dzY3NwMfzcrKOn78eFFRkdvtLikpqampSU1NvemmmxoaGg4dOnTLLbfgOC6TyWJjY48cOdLR0VFaWvrRRx91d3e/9tprOI7rdLoDBw5s3Lhx/vz5b7zxhtPp/OY3v7l3716O49RqtVqtLigoOHDgwPT0tNForK6uLigoADbT1dV18ODBzMxMi8USDAaXLVu2ZMmSM2fOnDt3buvWrUqlcufOnWq1et26dX/84x8lEolKpRoZGcnOzq6urmYYRqFQcBzX1tZ26NChxYsX63S6vXv3Omz2F1988aGHHnI6nW+//fbMzIxcLq+srCwpKdmxY0dmVlbFkoqdO3eKxeIbb7zxjTfekMvlV199dUtLS0NDg16vX7hw4aJFi7Ra7eWxKFck0FaKoiipVGq32w8cOAARAhMTE/PmzVu+fHlDQ8PJkydJkjSbza2trbt3705MTAwGgyUlJdPT062trcFgsKysrLq6WiKRnDhxore31+fzLVu2zGKxnDx5kqZpuVy+bt26s2fPqpWqQCBQVlb20UcfFRYW3njjjcePH+/p6bnmmmskEolMJpVKpfv27Wtubl60aFFPT8/p06f1en1sbGxJScmxY8eKioqqq6s//vjj4eHhm2++uaWlZWhoKCYmJhwOL1iwoKenp6urSyqVLl++fPHixWKxWCaTRRfLhSHkcDh27NihVqv1en1nZ2dBQcGqVatIkpRKpdnZ2ZFIZHR0tKGhYWxszGAwVFRUxMbGvvbaawUFBddcc83evXvj4+MrKytfeukljUazcOHC8+fP9/X16fX6qqqqefPmwRUFkVoBAgQIECDgs9JfjuPA4rV//36pVFpVVXXx4sVDhw4999xzmZmZcrlcLpcnJCTYbLY333zz3LlzGRkZq1evxjAsPj7+448/Pnz48COPPMJx3HPPPbdhwwaZTKZUKiHiQqVSqdVqkUj0zjvvmEymxMREo9F45MiRgoKCzZs3Dw8Pv/vuu1dddRW4mC9evNje3r5w4cLy8vKzZ88yDBMTE0OS5MjIyM6dO4uLi/Pz82tqaqxW60033dTe3n7y5MmEhISvf/3rLpdLLBanpqZ+9NFH586de/zxxzMzMymKcjgcf/zjH9PS0lJSUvr7+0+fPv3KK690dXXt2rVr9erV6enphw4dSk9Pv/rqq/fu3cvz/IoVKxobG3ft2qXX68EqPDg4WFdXp9Fo8vPzpVKpXC5nFKG0lBSc559/9tmmpqavfOUrrc3NJ0+c+PnPfz5tsQwODihVyvfff18ul+fk5Lz77rvr16+XSCQOhyM/P//MmTMffPDB448/vnbtWhSgcmUPR3D9gxWTJEkxRX3y8cc9PT1VVVWjo6PnzpyhCEKhUIhIUqZWm7Ky/H7/Bx98gON4dnZ2RkaG0+k0GAxDQ0O///3vzWZzdnb2E088kZ2dvXTpUoPB4Ha7RSIRDDalUllfXz8yMFhWVhYXG7vznXduu+020c03d3d1vf/++xWLF2Mch/F8c3PzpUuXgJvK5XIMwzQajUKh8Hg8NTU1NE1XV1efP3++ubl5w4YNQ0NDO3bsMBgMS5YsKSkpmZqaSkpKOnHiRENDw4MPPrh48WIIsCEIQiaThcPh2trahISE6urqEydO2Gy2VatWDQwMHD58GA6oqampqKhITk7+8Y9/zHHcsmXLPv7442PHjt13332dnZ2jo6MpKSn79u3LzMxMSko6ePDg+vXrXS4XhmEFBQW7du06derU9u3bk5KSxGIxiuER5jsBAgQIECAA+6eCH8BHHwwG0VLKMExeXt6PfvSjLVu22Gy2mZmZ8vJyg8FQXFy8atUqyAC75ZZbnnjiCa/XOzw83NbWRtO0y+WanJyMiYnRarX19fVer9dmsy1ZsoSiqEWLFt1www2hUEgsFi9evPi5557Ly8tDsbzAjyHYkWGY999/v6+vb82aNVqtNjc3VyaTLV26dM2aNSRJKpVKFBkJZJ0giPT09F/96lcbN270+Xw9PT2dnZ0+n298fByFI0Pq3vXXX//www/ffvvtTqfz1KlTcDaI2VAoFJAaJZFI0tPT77rrrrvvvtvv94+NjUkkEr/ff+jQocnJyerq6qysrPj4+OTkZIVKufaaa8yWyfoLDUuXLft/d955+//7f16/r/Z83fyyBSOjo01NTUCGTp8+HQqF5s2bx3Gc0+msq6ubnp62WCxmsxl8638xH/EKAzwjOAFomnZ7vZRYXFBU9N3vfW/rHXcQFOl0u3Pz87JzcgyxMV+7favRaAwEAlddddULL7xgMplsNltXV5fD4bDZbIFAICEhIS4uzmq19vT0BIPBpUuXxsTEZGVlbd68WSwWezyem27e8j8/eTDLlC2WSphIxB8MkCIqwvMYQdBM2Of3Hz161Gq1XnvttYsWLaqsrNTpdFlZWWvXrlUoFH6/H+J/KIqC8RYMBn0+39133/3DH/6QJEmfz9fe3u7xeIaHh6EHUcwoxBCrVCpsNl+zoKDggQceuOuuuwKBwPT0NGqKlpaWwcHBNWvWfOc731mxYsWlS5fGxsZWrVrldDobGxtJkrTb7SdOnFCpVFVVVWKxuK+vr7a2NhgMulwuu92OzSZiYl+CvEkBAgQIECDg309/AZD3I5fLQV1BLpcbDAapVAquf0gvczqdwGAIgigqKqIoCsxR69evB+pAEERpaen27ds3b968Z8+ed999VywWazQaq9UKQgccx5lMJpVKBaeFrDiHw+F2u8PhMFBSOODDDz8MhUISicTr9WIYBslharXa6XQGAgGn0wlxuhiGSaXSpKSkmZmZxx9/fHp6+p577qmurpbJZJA1D1loEHjKsqzb7Q4Gg8nJyVKpNBAI+P1+l8vldruBTyiVSolEotPpFAoFRVGg7SCVSjMzM1Uq1fvvvw8PQlGUy+PxBfxqrVYql7s8bibC2p0OmmGUanVufr5laurChQtlZWUGg6Guri4pKSktLW3nzp3Hjh3bunXrunXrtFotPBGkvl3xBjzQTwCOKJH8f/bePEau6zoTP/e+pV7tW1d3V/W+kr2QbG6WTMmWKVmQR5LtiYOfnThODAeZBBlgZoD5IzNAgiD/JYYHA2QmYydKbDiOkpFHsihZK02JiyiREsUm2eLW7IW979Vde72qt9z7++Owr4qkLGq3Td0PBbK6+u3vVL/vnvud73ioqric+QL+UCQcjkaoqrqcAaWcAFVVoJQx5vf7m5qa/H7/yy+//C//8i9btmz5kz/5k46ODsdxOjs7f/CDH/zpn/7p8PDwo48+mk6nDcNwXTedTodCoUgkUt/YGE8kKpZFVXUjm5menV1bX/d4DVXXVF0PhkK9vb25XO7pp59eW1vDsYfX683n85xzv99v23Ymk7EsK5/Pi4q6/v7+QCDwzDPPPP300w899NADDzyQSCRQwG2aJkrbfT5fIBBAawispdM0Dec9YLMQE8XoXq/XcZxyuawoCm4/FAp98YtfzOfzR44c6ejosG37mWeeSaVSyWTy6aefPn369O/8zu98+ctfZozh7uDtFiEy+yshISEhIQHwAcQPjDHDMNCaIJVKIfnzeDwej8eyrGg0SikNhUKqqno8HpwvVlUVdQg/+tGPKKXFYpEQ8rOf/eyZZ55RVTUej6MycmBg4OWXX3Zd93Of+xwSIEVRIpHIV7/61X/7t3/72te+5vP5GhoaKKWRSMSyrN/93d+tVqv/8A//sHPnzo6Ojp07d/7jP/5jsVh84IEH4vH4o48++vzzz9u23djYiMeg67qu636/f2ho6NixY9/73vdWV1cxMYwF9bZt27b9wgsvHD58eGNj4ytf+cqdd95pGEZzc/Nf/MVftLa2uq6LCTxk9khHUKXq9/s9Hs/DDz+cz+e/973v/e///b///M//fGho6MSJE9/97nf/5//8n9/4xjd+9KMf/ef//J/n5+fvueeer3/964yxVCqVTqd/7/d+T9O0F1988cEHH+zr6xsbG9M07Xvf+x56TaC/FZpCMMZub1tlLPWzLMvr9WIyHmkf2ufhj8jksBgRpT6TVAAAIABJREFURducc6/X29XVFQwGX3zxxXPnzi0vLyuKcuzYseeeey6Tyei6vm3btubm5q6urgMHDqiq+p3vfMeyLIyxnp6ef/fv/t2xY8f+03/6Tx6PR1XVUqmkKIqu61/96ld37979yCOPPPHEE9/85je3bdv21FNP6br++7//+wMDA0888cTZs2cZY8lkEg8pEAggVW1pafH5fD/5yU9c1y0Wi47jeL1eLGrEU8D6y3A4jNWfOL/h8/mCwSDGqsfjqVard9999x/+4R8eOXLk5MmTtm1/4xvfuOeeeyzL2r59+yuvvPLtb3/71VdfPXPmzLe+9a1oNJpMJvP5/E9+8pONjQ2Px4OVo3hJbzDqlpCQkJCQ+DSDiOlmRVGmpqYopS0tLUgHBdXARXHytFqtXrhwIR6PNzc3nzhxor6+vq+vb2Vl5erVq+3t7X6/f3x8PBAIdHV1LS8vT05O9vX1hUIhwzBw47quz8zM4Kz05ORkNpsdGBgIhUKEkNXV1Ww2axgGzuFu2bIFmSsAjI6OappWV1c3MjLS399v2/bs7Gx9fX1TU9Px48cTiQRm6TY2NlKpVDgczmazy8vL7e3tV69ezeVyO3bsmJ2ddRynq6sLs3dzc3NIOy5durRv3z40HDh58uSf//mf/5f/8l927tzp9/sbGxtRqZnJZNbW1lpaWiYmJhzH6e7unp+f55x3d3cXCoWRkZHBwUHO+ezsbDKZjEajo6OjjuNs3brV6/Wm0+mVlRV8n8lklpeXGWP9/f04kJicnFxZWbnjjjtyudzExAReikqlsrCwYJpmIpG4fPlyV1dXKpXCI/mUtBRxHGd0dFRV1WQyiXeqo6OjUqlMTEzU19fX1dXNzMzYto3FkRcvXsSsueM4GxsbS0tLdXV12WxWUZSmpqaJiQnOeVNTUyKRQKfeubk5nFsYHR1NJpN1dXU4xhgbG/N4PJFIZGpqasuWLaZpjo+P79ixw3XdyclJAOju7qaUzs7OBgKB9vb2QqGwvLysaVo0Gp2enu7q6spms/Pz8wMDA0idM5lMNptVVTWTyXR2dqKFWaFQuHz5cjKZbGlpOXPmDOe8s7NzcXGRUtrb25vNZsfHx9EK7erVq/F4vKOjQ9f1dDq9vr6eSCQwaBVFuXTpUjab3bJlS7lcXlpa6u7ujsVilUplcXHRNM1UKjU5OdnW1haNRoVwSJhRSHzgsDxz5kx3d3c4HL7tLQglJCQkJP29jv6i5oExhk66lNJax1MhtLUsCwW1juPghK9IHuMbkQYTjQMMw8C+A5jkQ0kDSh1wy1DT48Dj8eBh4Cy56HOBB4n1eeg2hfO/wtNXOKEKMylcUVGUw4cPf+973/uTP/mTL33pSyK5KK4AyjeF3ZUwXsUTFJ/giQvHN1xR0zTTNJFk4wU3TTMQCNR2zRAPVNGDQ9SBobkVHsDt/dDFLC+eqQgVcXlrfXzxE/GmWq1imhMvPm4KY1KkP2HTKQzdlLGlBbrtCqtmYZeLP6Ldrwg/cetFHOIMAApdXNctl8uBQAA9m9FoD+cxRFjiKjh7gOGk6zoeknArEw7QuCLOruCVwQNAa2EsELQsC/PE4luGcxR4SPh9FC7Ikv5K+ishISEhAR9A+yuKeJCniqe7eJzjs9nj8dRO1mMKCieyy+UyUmfYbMOG+gF8wCMJRtaLXAEf6jhV7fF4hGUvch3R+gsJkDDHRVkCHpUgAUiYTNNE8o19JURztZ07d/7X//pft27dahhGqVRCziGcgGFTWIwWvLhx5CKCyuO54BUQXA1PAR2CBQUJBoPoZ4yngIeNNAgP1TAMYeOKV/LTMHmNtBJvfe2QQDBX0c0Er3Ntcwdkq6ZpohwCB1QYh3jp8B7BZpMRDBLknYJJi0+8Xq8IeMEahZYA7zvGQC6X03UdFeQ+nw9HXJqmlctldJ4WfF30PvR4PHh2+L2oHRliLGFrQ/zc6/WKs8bj1DTNMAzR8AKPELcjjKhhU/ILm91bpPeZhISEhITENVLx3rO/tQ/p6zZx/QI3FJi/X8b27lv78MvfzLduMT74cKThIz+d25sBv3vwfNzeBbe8th/yAN7v9j/k3ZfpyY8WMvsrISEhcdvgfZe+3fKP/g188dfcbkmmxCR+U4JTOpdJSEhISEj8mtLfD7n8r3Z3Hzdus9P5hK/Pr/xqfNwH8Gt++hISEhISEp9S+vtpm46XkJCQkJCQkJCQ9Pf24b7vV4wrISEhISEhISFxe9JfLKtnjBFqAQAQxjhnnALVXVA5AANA5kgAOAAHIAAEgAKoHFRuU7AAHE5CHy2h/JCNf9+vnlLSX4n3GHvCueyXLX9LofkNy98cezIaP/K7KVwy8PaJeyS7hEhISEh8GumvgMspocSxXataqVYtxoBzhQPlQAAoB5cTFzjyXiBAgAAFToERcAAYAet90c1b4kM+k95v9lrWG0l84Gj5hG1MJD7A3RT0FxugSEhISEhI+gsAANTDgQNlhCqUgNerE04Ip4RTAMoJAUKuZX45AaAuIQDEIQCEMgIe9hE/wiX9lfj1pL+3lMV/yKkGGYofK/2VF0RCQkJC0t+3ca1dGlc9uterG5RyiloHToADUBUIB84BOHAAoACUUWpT1SXUAfDdyidYQkJC4lcCyX0lJCQkJP19Z2icAwFQFADqcpdT4nK+qY8jjBBOCOWMMhdgs6ExISoQhlxYepdKSEj8WgIrHERXagkJCQmJTy/9FTUf12pBuAOcAnBOKRDqAiGEMuAEuELAYsh+OTjcq+uVYsEwDGAMqKsRRQVy88axQ7J45Lz7BDE2n8Mes7gu9n3FJbF7rWhojIvhb/ETbGjHOVdV1bIsXdex1TD+qGma4ziaptm2jc1mseewzE9LvCMYY7ZtY69v7EIsAvgdY4Yxhp2xRQfvm+nXDcGPq4iGxthgGYNTXv+PiQG/r88lJCQkJG5P+nszHQbKOHOBEAKMAyMABFzu2C5nlFCXE5VoVFNt19b8AYcxQggBTrkNBAD02o1hMhgp6Xt5xriu6ziOqqqu6yKLvWEBwaSxjhvZg+C+juPgApVKxePxVCoV5C6O4xBCcJvIfQXzkDEh8W5fGFUFAIyr97I8Drps236PdApDEYeIGKVIfHFoJ+NTQkJCQkLiE6G/gN5mjHBHJQygWtlY5mbeQ2xKmKpRmwMjBg00gBbh4GdEoYQSYAQAOIN3euiza4JicksGjKlZy7K8Xi8AVKtVXb+RT+dyOUzZGoZhmqbX60Xe4DgOUl7Bbg3DAIBKpeI4jmEYmCpWFAVZhWVZkmFIvDsURbEsC0MFY7JmnMhvGjlyMfTCaYdbjTQ5Dt7we1GtVnGPmqbJ7K+EhISEhMQnR39tUBUgRHGAumDnnI3ZpfMnSiuTQSjrrunwqusxTBoNtexIbd8PniSQgAsqAQLcQSe0mwmBoJi3VN0J0sA5f8eUG5JaTdMKhYLH4/H7/a7r6rqOCWBkwyKti1PJmqYhh8aJbJEAFrIKCYlfRk+r1aqqqoqivCMfvSGYkc5SSiuVyg3Dtl+2fTGoq1arlFKcrBBaCxmfEhISEhISnwj9pdRloBFQgEFhdfnS6+bscMBciJGi181zaluWvsFjZdcsxRKBriiAwYiHcaKABnBjxktoGGpdh97t+FQ1l8v9/Oc/37t3b2dnJ2pzaxcghKyvr1+8eHF8fPzb3/62z+crlUq5XO7UqVMDAwMtLS0AsLKysry8nE6n77vvPkJIJpN5/fXXU6nU9u3bV1ZWhoeH8/m867rJZHL37t2RSESGhcQvG4x5PJ6FhYUXX3xx586dQ0ND7758tVotFotvvPFGIBDYu3dvIBB49+UFuyWEmKb593//93fdddfevXs9Ho+clJCQkJCQkPgk6O81hS7nBDjhNrh5e+1qdfZcuLIY5nnDNYltg0ZIuRokGcUdy196KdCQVEL9Nve5QFQXCFMcxRHyXELI2bNnt27dquu6ruuYr1VVtVgsigc8ahwdx0Eiq2laJBK57777EokEsmHMB9u27fV6cQ46Ho9HIpF0Om2aps/n8/l8mUxmeHi4t7fX4/EAQCwWsyzrJz/5yblz577zne/E43HDMMLh8OTk5GOPPbZ///4vfvGLhUJhdHQ0k8nU0l+pBv5YweGaXR4BDpyRa90DATgD4EDozZWTN23C3ew2iFobTqgCQBhwQhR4p8pLHIA5jqPrOiHEtm3M0aqqWq1WhdDW5/PZtm3btqIoHo/Htm2ks7Zt19XVPfTQQ36/33EcxphlWTjnIJir6B/m9XoJIcePH7/vvvvEBnHsh6oe27YNw3Ach3NuGAZjrFqtuq7r9Xo1TUun04VCAT/HSk2Z/ZWQkJCQkPhY6O8Nj1iDEKpwqFQgM5edOu8xVwN2TudFQhSu+SxOQQHdKWluurB+OXPhSHRPIzUShAMhBByieq7RR9d1x8fH/+7v/u7+++///Oc/v7S09OabbwYCgfvvv/+nP/2pz+cLBAI4rby8vJzL5Xbv3n3+/Pn+/v4HHnjgpZdeuv/++5eWlo4fP15XVzc9Pf2Hf/iHly9fPnbsWCAQuPfee1GIKTQPwWBQVdVQKITkVdO0aDS6Y8eOkZGRZ5555jvf+Y7jOPF4/IknnvD5fLt370YGMzAwgHX6qqqKJqgyRD5e+gvAr7FgRjjj3HXMEqVEUahbrTo3kdcbw5dbAIQTwkDhAEY4alUqiu5RVM11XQBC6XUSBdd1l5aWxsfHbdsOBAKtra2vvfbawsJCJBJ56KGHhoeH0+n0/Pz87t279+7d++abb05MTNTX1991113hcPixxx6zbbuzs7O7u/vYsWN33XWX1+s9cOCAz+drb2+/5557zp8/b9v26upqR0dHV1eX3++3bds0TU3TEonEwsLC8ePHNzY24vH4F77whX/+53/u6OhYXl4OhUJNTU1nz5598MEH4/H4U0895ThOb2/v/v37dV2/evXq/Px8KpXC2JYBKSEhISEh8bHQ3xvACOOsqhBrY2NtcWUuDBVGqgBVUAgByl1u6HrVtYAoHPjE+GR3+5rR1M5AB0qAmq6rC3uyZDIZDAa/+tWvnj179sSJE9u3bz906FBnZ+czzzzzZ3/2Z9u2bTtw4AAA3Hffff/tv/23/fv3Dw0NjYyMfOYzn5mens7lcuVy+eTJk3/5l385MzNz/vx5TdN6enpOnz69urpqGEaxWMQUHZIkTDkL47NKpZJKpR5++OEf/vCHP/zhD5uamtbX1zOZjMfjIYQEg8H5+fnvf//7999//5133qkoyns0ppD4MCD8xnRuZiNz7MjLM1NXPbqqKIqzmVL9ZVC4AwQYEA6UAwWqqLpx5113DwwMUkW9Ofvruu7x48c1Tdu/fz/ebsZYX1/fU089dccdd+zZs2d0dPStt96KRCIvv/wyAHz729/++c9//sorr5TL5e3btyeTydHRUdM0R0dH+/v719bW+vr6ZmZmxsfHu7u7T548+du//dtvvPFGLpfr7u7GXHIwGKSUlkqlaDTq8XgaGxtff/317du3z83N9fT03H333U899dSePXsWFhbOnz8/ODjY2dk5Pz//+uuvt7a2lkql+vr6VCqFLiUyGiUkJCQkJD4h+guUWVXTo4Du8xCVcsqZ4rrcoYRzApRwl9tE5a6iVi0IN9ZRoJQzm9mgEtCqjkNRgeC6rm3b4XBY0zTknQMDA/v27SOERCKRRCLR2NgYDAYDgUBjY2MsFvP5fFgFzzn3+/2WZcViMUVRwuEwFh6VSiXLslRVxSnm+vp6rMrnnJfLZWUTlNLp6elQKITH8LWvfe0HP/jBhQsX9uzZk0wmh4eHM5mM67rhcDiXy0nf318BCa7hwKqmtba2eg0PWjprnhvLxW64NZQ7AIQDABBGaNms6oa3oaFB1TTLslVVu2F1Xdf7+vpOnz49Nze3e/fuRCJx6dIlwzDK5bLH4zFNc3h4+Gtf+9rQ0NDRo0dbWlpCoVBLS8uVK1eQ6TY2Nvr9fkzoMsYqlUoul6OUWpZFKQ0EArOzs93d3Xv37sWpA7SXxuo313Uty0I5jd/vj0ajoVCovr7e4/G0traePXuWEGJZ1urqKtpR4wSFYRhYygmyZYyEhISEhMQnR3+BqKpBiOOPNSTbenNXFhzXZzOLE5sB55S7hLjUY3M/Mepbu3cZ8WZGNQ7g8iqljkY1FFByzn0+n6qqzz77bHt7+0svvfT00093dXX19vaGw+FyuYwdKIrFYi6X8/l8hUIhEomgJtKyLGQPoVAIVb+5XG52dhbtzM6dO9fR0bG6ulosFoPBIGOsWCw6jvPmm2+2tLRsbGwYhtHb25vJZEKhUCwW+6M/+qODBw8yxvbt21coFA4dOjQ4OFgqlTweT11dXW1pHTYskFHyCYADcCCBYGjn7r2cuZQAEMJuEvveODK5pv0FIJQDIYrqOI6uexzHfUftiuM4hUJhaWnp9ddf9/l81Wr1woUL+/bti8Viw8PDs7OzOBtw/vz5hx9++OWXXz527Fg2mx0aGlpcXHziiSeuXLkyMDDg8/kwDkdHR8vlckdHx8rKSqVSyWQyp06dopTqun7XXXdRSkdGRoaHh+vq6lpaWiYmJk6dOrVz585isYg7chxnY2MjGAxubGxgiefVq1cnJiZSqVS5XAYAxpimaZRSHJWJfjQSEhISEhISHwbXGkZgN7WpqSlKaUtLi6hUY4zZnGgqpU6e0Ly7eO7KS4/6rUWvm6HgMO463PJ4PJbjZVoy1HRHcN//B1qqQvxU0wipUG5allfTNNF0bXl5ORgMuq7rum4+n6+vr6eULi0txWIxXder1SohRNd1TLDpuo6cFdtVYN0S9mYDAJQ0EEIwT+y6Ljqg4a8KhYJw/41Go9h3gDHm8Xg8Hk8+nw+FQpxzy7JyuZzX661Wq+FwuFKpYHk+nj4ychklHxfl5Xil8T9GgG9SVn7t1/wm8cMv438E6yYZpZQD3byDlJDrKhcLhcK5c+disVhbW9vExITX61VVNRaL5XI5v98vZDO6rmuaVi6XMRr9fj+y21Kp1N7eTgjB6QXLsiqVytTUVKVSaWhosG07Eokwxk6fPn3PPfc0NjYWCoWVlZV4PB4IBFzXNU3TNM1AIGBZlsfjYYzpul4sFuvq6tbW1gKBgG3bxWIxEAhkMplwOBwKhbLZbCAQUBQFWxvKQsxfIRzHOXPmTHd3dzgcRm2VvCYSEhISty39dbmiKkCAEacA1SV74vX5i69Us3O6CjZzieJQQi3XH0n0JXd+iSS2gRpjqsYoUMqAWBQMXgPYbPz2ITjTu00Bf8hnkix3+2Tpb+2t5ESw3rfvB3sfW9v0f9iUQwAhhMB1wba2tnbkyJHl5eVoNNrW1rZr1y6/3w8A6NvwfiMTxQzHjh3zer0ej2d4eNjv9yeTye7u7ra2tg/AkG6I7RtWl8Ep6a+EhISExEeCW4sfVALAwQWqQggUV+u4I2ErubUpx6kABU0BSsGrxeKN/STRDzQIVNskEZSDRzy55dStxC1GYoBdAGspL7kV5aU3fYIrkXdcNxKJfOUrX0GFA2pyRFUZdsl+X0es6zql9N5770XrtD179pimCQChUMg0TUzZyvsqISEhISHxm0d/KWEupy4AI0TTQkShgd59gd6dwB3OOBCHUArEB1oEtCh3VKBACJBrqTxyM/f9WEmwZNi/6eBA+XskvwCsRtvwXm488lT02UU9OtqSfLB5Cdd1UcCAvBn9elEUIbq1yWCWkJCQkJD4zaO/QExCNACdAbigqkoIqArMAgpcUYA7hAIDr8kUAqpuKAp3ABgBQojiAr35QS7pr8QmYeUAvDaDy6/nsfxWN5PVaIFROfHuBBYtFLC1BKZm0ZYBNvutvK/jx7JIx3Ewi4xi8UqlgrreD5/6lcEsISEhISHxK6K/YFICBFQG1AbgjFLqAaq4RHGIQogL4DqgM4pJO1cntgo2gAKgEVDhnRiwhEQNeA3lJdd/St/LyjVrEv6unBkrILGRG9JWYfD8gS0+0AQNtyO89rAWU9qGSEhISEhI/GbSXxYEwhRaRpcpRlUXKHdVhakGJQDAQFGAuJwRoKqiAPMy8FLOgDDKXVA+4lp1SaNvHxAOwGpZL9t8j2lgDW4hxqVcvZ4JCzKMK9IbnCJqfTw+wuzsO6omPgD3lbEtISEhISHxa0F/OSgABLhCCKcALnMVSjVFoxy4Aww4VYESQkFxXO64XCWEA3Asuifs1/bMZV+3X/0tqPFq2Px307Nhs5nF+2KPm5QaACgAl9ElISEhISEh8YHoL1Fh042KAqgUCAfquuC6hHCqcCDEdS3GiaoaBAjjyEAIkHeovr/ZtuxXQhE2vWZvbUbx7l5Ut1z+Q+J2508E3pY3EABCgUNNQpiDcqvrc/MG8SP2y8wfPnzYvPvdEct85FYntwwtybYlJCQkJCQ+GvrrbiblCAPCgXIgwABsoFUgDnAGXCUAFBTKlarNVM3DgXACQPC/D0soPw7uK0yIPxLGI+nvh6C/N3RxuzbK2hx6feAtU7GDT56Avvfo+mgPQNJfCQkJCQmJj4j+UkaBUhcoWrMSgHLWLq8Rllc1h2teogdsy2VU9wbrFEIJuJyojIACwAn8Oj+QPyaOIvEh6DB5mwUDsFsvz26mvDK0JCQkJCQkJN4Ft2YMjFcJ2IQ6wCzCTbAzxfT4lbeOjJx6YeL84fTMiFVaTS+MTVw8Xc4tU24SbgF3ADgDcPg1HoAOqdisGJvJiXYD2HAL/3Ucx3EcrKMXBEKU1aO7au1vHccR/5qmiQtYlgUAojGy4zj4XqwOmxPTuJ3ajbiuW5sbRlNYTKqJQ63dDn6CC+Ne8KTQUBbNsERfPXyPOxJ2s+iWJa4JHj82ZRBHeBvHH7+Oy26+4UA4J5xTuMULwAFwAVwAhm84Z5yzX3bRMAjxyjuOI24fAru44b+VSqX2RuNi4pZVKhUMldqQEFGEi5VKJRFUuJj4IuC+aqNIOBBjIN3QgEMsdq0Ro+vWLoNfGbE6LiD2K0L6hq+VJOgSEhISEpL+/vIlCGdQBV6kqgm0UF0f8+uljiYfdVdXZi+szL5lrV1N1fsNMBenLqk6p2ArxMWuF3zz4U0IoZRqmoaPbXyKm6b58ssvr6+vC1oAAKqqClJYqVRs28YF1tfXkRwjO6xWqwCALQxs265Wq4ZhIAPQdV14uJbLZVVVsd6/lvjiAtibQGwzm82iXxVy0Eqlgl0SBHc/ceKE67q46+s4HOeO42iaNj8/f/bsWTxZVVWz2ezKykqpVELy4bpuLpfL5/N4DKqqrq2tlUolZMkTExPPP//86OhosVhEJl0ul2/v4OPXmzUAAHcdZlWYUwXCgDACzq1ebs0blwCjhFEClHDOHM7cG4OZUk3TOOe2bauqqihKtVq1bduyLNu2sYEFegMbhoEM1bIsDAa8ZZZlLS0tPfbYYxMTE8g7sXuc67qWZeGWMVwPHDgwPz9fqVQopaLFhqIo+BWglFqWhQGMH1JKcWuaplFKC4UCY6xUKuG3o1AoqKqaTqdN0/y3f/u3gwcP4qgJD1uMzQqFAgZtpVJRFKVYLOLGJeWVkJCQkJAQUP7qr/5KtLzKZrOEkHA4LPKdnHMgXCGMcosQq7J29crIa05lta45Fol4K7nVQjaTWVs1PGpTa7Oq6U7V8nh9QFVOKEfbqc2kJiaiREZTVdV8Pv+3f/u3LS0tqVSKUiq4JvIAQoiu647jBINB13V9Ph8+1FVVFS6tyGg9Hg96rCL5qE3rYntby7Jws/g5pXRpacnn8+GvNE1TVVW078Lmt/he0zTLsvB9qVSqVquxWAxJs+DoSGVc13UcZ35+/ujRo0NDQ/jbq1evfve73w0EAh0dHaqqViqV6enp//E//kexWOzs7KxUKocPH25sbFxeXn788ce9Xm9vb282m7106VJDQ4OmadhTF25fTWcN9+WEAwHOmE0IUJUAMO5aQB2Ad3/Zm9lfF4DZtsWYC5wR4JQAIRTIdQM8pIy10w6O4yCpRdbLGBPLIDnGOMR7bdu2x+PRNK2tra2+vp5SiqHoOA7eKfwER1xNTU3xeBw3CwCmaWK86bqO8c85N03TMIxSqYRsG0MU07QY/Kqq4r/IYj0ej6Io58+ft21727Zt+DWpVquccxz+4Xeh1niYUoqU2rIs0Z4DD0lqhd8XGGNLS0uxWMwwjA/f0k9CQkJC4leI99D0GDyUE0ossEulzGJufS49k67mZrt27ezfdcfUubOZjfTs5WFuV+Ptg1XX5FaJGB5KVMYJEAWfwcgpOeejo6Pt7e0XL17s7OwMhUI+nw8f2MPDw/l8vr+/v7Gx8fz58+FweHl5ubW1NZlMWpZ14sSJ9vb2RCKxsbGRTqc7OzvHxsaQU1ar1WKxWC6X8/n83r178/n82toaIaRYLH7mM58ZGRmhlPb19S0vLxNC6urqKKVjY2OPPPLIt7/97ebm5vn5+Ww229vbaxjGzMyMruuxWCybzXq93tXV1VAoBABra2tbtmyJx+PLy8u6rk9OTmYyGSTNfX1909PTCwsLdXV1LS0tra2tHo9HVVXk6MFg0OfzRSIRTdMwfdjY2Hj33Xf/7Gc/8/v9Dz74YCgU8vv9P/7xj5ubm/ft2wcAjY2NW7duxSTlp+T5io0qOHEJ54pKLLPoFKsAnALhSvXd13VR+8vRQYLYFvN4DK/XT2CzZvN6813HcaampiYmJjRNy2QyW7dufeONN65cubJz584777zz4MGD5XJ5dXW1v7//K1/5ysGDB5eWluLx+IMPPmjb9pEjRy5fvrxjx47+/v6nnnrqK1/5SigUevzxx5eWlr785S9v3779zJkzgUDgypUryWRS1/WRkZEHH3ywoaGBMTY5OXn48GHbtm3bfvjhh1dXVw8dOhQOhwcHBxcXFznnly9ffvjhh9vb2w8ePMgYe/BVIl5rAAAgAElEQVTBBxcXFw8fPlxfXz84OHj8+PGOjo6HH374ueeea25uTiaTR44c2bNnz9zc3PDwcCQSuffee//hH/5h27Zt9fX1Z86c+eY3v3nhwoVKpbJnz56jR49OTk5+4QtfuO++++TfOwkJCQkJCXgv2V/KKbcJZVVWXNd4KWgQcM308jIrmqFIfaQ+ZrilbDaTzRcdm/midcylqm4Q6uFAKKEECE7vMsbW1tb+5m/+pq+v78qVKwcOHNiyZcupU6f6+vqy2ezly5cB4MyZM3V1dd///ve3bt06MjJy6dIlVVWfe+65/v7+X/ziF+Pj44FA4OjRoz09PU8++aTX61VVdXZ2dnx8PJvNvvrqq5ZlFQqFJ554oqOj48iRI8Fg8MqVKy+++OKdd9751ltvEUKQi+Tz+cOHD3/+85+fmJiYnZ0tFAoHDhwIBAJ/9Vd/1drayjn/8Y9/7Pf70+n097///fb29tOnT6+trXHOH3nkkc985jOPPfbY/Px8oVB4+umne3p6nn/+eU3TnnjiidbWVkVRLl68ODQ0pKqq67rFYvHVV1/dsWNHQ0ODyOfNzc3t37//mWeeQYFEJBJ57bXXtm3b1tnZSSm9cuXKs88+29jYGAgEMJV4G2fpGHDGOQAjwAgw4Mx1qutrK8tLi+vp1Vx2I5tbyWbW3+2VXc9lM7lMJpfdyGUzmY0N4NxrGIqmXWunTG6kv4cPH+ac79y58/jx462traVSqbe39/nnn9+zZ8/dd98NAOPj45///OevXLlSrVb//b//9wsLC+fOnZuenm5qanrooYcqlYrP5zt37lxLS0smk4nH44qizM3N1dXVnT9/fmhoaGRkRNf15ubm1157bceOHfX19bqur62tjYyM/If/8B/W19dnZmYYY+l0+o//+I8HBwdbW1sXFhZCodC99977xBNPbNmyBTUz2Wx2y5Yt7e3tfX19AJDJZFKp1Pr6eldX15tvvplIJKLR6Nzc3De/+c2jR4/iGWUymb179w4PD3d1deGcw7FjxwzD8Pl84+Pj/f39OOMhs78fMFxl9ldCQkLidsGts7/MAZUoQFSzUIRqNdHTqbISddzlhVXXJO29DbGeDtUbuDg2Pz01nq0q7Vv2eIIMCCOcc85s28HZXtu26+rqwuFwT09PfX39oUOHyuVyuVymlPb39yOFLZVK9fX14XAYOfFbb7115cqVYDDY1dXl9/v/z//5P1//+tfffPPNCxcuxGKx48ePf+Yzn/nCF74wMjIyPT2dzWZN0xwYGEilUrt37z537ly1Wt23b98vfvGL4eHh1dXVz372szjpHAqFWltbo9HokSNHfD5fKpX63Oc+19DQoCjKjh07urq6BAE9ePBgT0/PxsZGtVptbm5WVTUejzc0NFSr1aGhoTNnzui63tvba5omqnjj8TiyCsdxkOyiUBhTxZVKxTTNUCi0devW//gf/+M//dM/DQ4O9vb2apq2urqKU+EAcPny5XvuuQe78t7+AYiNUTgH4EC4QkljKtnY1AjAeNUiWuVWq9NN9zQFOAWqgAPACDgOqNrNvmeKorS3t4+NjS0vL+/cudMwjJWVlVAopGmaoijpdPqVV1556KGH+vr6HnnkkWQyWVdXFwgE1tfXJycne3p6QqHQrl27NjY2NE1D3cv09HR9ff3q6mo0GiWEmKbZ2Ni4Y8cOQojP59M0TdM013V1XQ8EApqmdXR0nDhxorW1lRCCn5w9e/bKlSt/+qd/ivqHXbt2ffGLXySELC8vHzx48OTJkz6fb8+ePS+99BLnHIdSsVjMtu21tTVUNfT19eXz+fvvv39kZOTy5cvRaPTnP//5nXfe2dzcXCqVhoaGBgYGSqVSNBqVf+8kJCQkJCTgPTk/aOBqDlOov7EtXVZmxpYCje29u7bXNxj5/OjMlVNmdiPU2ta3bRdVgo5rKFoItABnCgFCCBeFaKg7tG17eXl5cXGxu7vb4/F4PJ58Pv/UU0/Nzs62trZWq9V0Ou04Dha6ra+v19fXX7hwYWZmZn5+fseOHbqu9/T0nDp1amhoqFwum6a5urr6zDPPOI7T2NhYLBbX19fz+Xy5XK5UKul0OpFIfOtb3zp48ODQ0BBKaV3XNQwjn8+vr68Hg8GlpSVN0+LxuGVZqqqWy+VcLkcpLZVK5XLZsizTNLEuan19nRCSTqfz+byqqrlcznGcS5cuHThwQFXV+vr6XC6HC2ezWRQTY+ne4uLiwsLC6dOnz507l8vlVlZWHMfp7u7+2te+trq6Gg6H77zzzomJidOnT5dKJUzA67peLpfJJm7b4ONc40TlhIJCQAPQQfFzGuAkyEkYjARXU7UvpiRvfJEUI0lGGhlJMBpnEGFqhOlhpgYYeDgo/HoQQsrl8vT09CuvvLK8vDw2Nra+vo7678uXLz/zzDPRaNTn801MTHzhC1/I5/MXL15kjH32s5/duXPngQMHXnjhhcuXL5dKJZ/P57ru+fPnXddF4c3CwoJlWc8999zy8vLs7GypVMLiNvSXoJSurKzMzc2l0+m7774bb6tpmjMzM+fPn9+7d+/8/PzCwkI4HH788ccPHz58+fLlycnJe++9d8uWLZzzWCz2wAMPVCqVwcFBTdN8Pp+u6wMDA7Ztj42NlcvlXbt26bre1dW1traG7Lmuri4WizU3Nz/33HPPP//82NgYSoSF+YNMXkpISEhIfGpxa/EDA6JQSrhLFK4T99L5ERWcaGN9tDHpVq2V1fVMOhuONAY7B/3eWCTRGkq2geoFTghVAQglCm4Kt/bCCy90d3dns9n7778/Go0ahpFMJtvb28vlckdHRzAY9Hg8kUgkHA4DQDKZ3Lp1ayQSKRQKPp/vjjvuCAQCfr8/Ho/v3LkzkUh0dXXV1dVpmub1epPJZCKRCIVCXq+3ra3NNM2Ojo76+vrW1tb19fV7771X1Mh7vV5CiGEYW7duLZfLa2trO3fu5JwnEomOjg5d1zHLq2laMBhMJpMejycWi0WjUa/XaxhGOBwOhULxeFykpRsaGlD7i5euoaEhGAwyxgqFQiAQiMfjtm0Xi8VoNBoIBMrlMi7Q2NhYX1+fTCabmpoaGhqQhzmO09XV1dfXpygKCohv6/C7lREBuaVTwbuP325sq1EqlTY2Nrq6urZv364oSnd3d09PT1NT09DQUHt7e09PT3t7eygUikQiW7ZsaWhoME0TP+zp6YlEIqFQqKurKx6Pd3V1NTU17dq1KxQKYUFkOBz2eDyf//znw+FwOp1uaGgYHByMRqM4xiuXyxMTE319fR0dHYODgz6fb8eOHXV1dQDQ3t6Oupf29vbBwcF4PJ5KpXp7e8PhcC6X27ZtW3NzM4ZBY2Nja2srY8zv93d1daVSqY6ODtu2+/r6uru7XddNJpMdHR2tra09PT1tbW3VanXr1q3hcLixsTGVSvn9fiwYxSo9ifcLKX6QkJCQuG3wtiutoihTU1OU0paWFuFswBhjhKqUcKdMSRWswurs6PjF0yqY23b0+XS6Mnt1YmKCESPZ1t/cud2INIE3xrkORAWFui7nnGCRu+u6Kysr3/3ud//7f//v9fX16DwlLMAwA4dF9/hcQVcHtKnCynq0l8IssjBeQFUxmjw4joPGDsL09+zZs+vr621tbZ2dnYZh4B6F7athGABgmqbH4xEb1HUd7SOw/B9L70UFPUp4RSk9vkeRLi6M5mtoQ4HHjEVvaL7GOS+Xy16v13VdPGDhGIDpXlxFbO32Ziqcs1swYHKrxhf8/dHffD7/i1/8Ip/PNzY2xmKx/v5+r9eL1x/9RjCcRBBirhRjFfXcGIQigWrb9uuvv453anR01OPxNDQ0IDnG0Qsaoo2Njb366qtf//rXY7EYfq3Q5AH5KNr2oVWZpml4ACK2TdM8deqU67pDQ0NYRlnrCoxL4jcFvSxqY0Y4nWFgi1XkH74PAMdxzpw5093dHQ6HhS5fQkJCQuL2pL+EKgSAuxXCLUIs4NXxc69Pjl9siIW2bu3WPdrU2PjSalb1Rnbfdb8eiHPwAGhE9QAQzhhQgk8OtC1bXl7u6uoSu69UKqhJwN0hCUZyCZs2VUg+aj3I8GgFXRCPeUEscLoZ/YDRNAqf/cViMRAIQI1Tb7VaRZGuoKFQ01lD2LUKf1b0nxL0CEUdeMDCKgtzzOgai/VtUOM6jJwGtyl2hxwa2TkAoMUVblDS3+v57A2c4/3RX9u28V6LGQ8kqTgzAJvtSGqHWHgXxC0GALwptZ1NcC1VVU3TVFVV1/VqtYp8GpmxbduVSgUA/H4/DtXK5TIqKASREqMp3CCOuIQLNaqT8WDwFDBacJQlyK7ocIGLiZPC8729w0nSXwkJCQmJ9wj1vSzEORBFIxz5hNK2ZVeiqRPAVQwP9erJzlDTYNBxiOavc5imqDrjlHJwHQdpBJIA13Wx9IcxhukuzL8i80P+gdlT4ZImfFWR+yIzxmVQwot5X8Gea3kq7g7zqa7romFwIBDA7XDOBc+uTR4jRUCqes32eDOvhhliXLE2TSjMWZEqIUHHlDZePUF2a3NyqqoKooMZX3HklFIsFpTPV+A3XYEPd01EQCIvFJ3bkKpiIOGtwbsshiuCiYrMq7CXFvcdRz5i2Ia7w1DUdR3vrNgLBpXYAg7GMNPs9XrFYrgXMUQUXwHRX0NRFDT0FdoeAMDYw3GdcB6U4SQhISEhIXHtIX5z9re5uVk0oWCMcczfAjZycwkXPWYZANtM3ilAVA4KAxWoApxSkaYjb+elYFME/MnRp5vaXEkS8GtEbm+Z/b1l+N7ibt6Y/UXGieMuEZMY/LUdTDweD3JKMWgRbTLEcE4sIDKyOEgTGgkcz+AArFqtCgsIkdTHdK/IKJfLZRxiIX8Vvh+VSsXv91cqFZSc1gpv8IxEVlgwacHgcWyJnL62iYboOl47BK0dduLqYngmrh72ghGTKp+qQZrM/kpISEjcNngv0lLGCePX2C51gbqguURnYDDwcvACeBkYLmgOUV1CXSDXunnJp4PEhx6e3er1vodDmEOtVqu1El5UqqCQBrkvZlKRDuJsg5DHiH7FghOjUBspI9JHJNnXikcZw3QsMmOksEiUMZeMRBn3iKoGdGnALG8gEHBd1+v1IkFH0qnrOvYyhM3pBcuy8F8xoMUZj9rBJ3ZgxmXw8HCeAek4bl/kmxlj2HYbu39j+2WhkAYAlMLDZkNH2VFZQkJCQuL2ob+EckI4oUAoIZQCVYGqQDRONU51IB5ODCA6UI0TBSgBwjlh/PqafXyuf/KFXOQmyFv+aaa/ogYRWWapVBoZGdnY2ECFrsiJCocEwThxddFqGzOvQmlQ26BEMFSh+RYKY1wMzdeuXLmSz+cdx0EaiqV1SCWRRuO+avOvSJczmczx48cLhQJSbaHzwUPCFXGPhmHMzs4uLi4KabJhGCitgU2FhkgYC7lO7bmIU+Oc+/1+fC/k7KIuUNgayniVkJCQkLhN6C8DxoAx4Az4DVPVBIATAkBRkXlN5nAtW8w58JuNq+QzUuJXCMx6Ik2sVqu5XO7xxx+/ePEiMjxswoL8tVKpYE4XGR4mODHDKvgi5jur1SoWL6KVL3Jf1AkgY65Wq9VqFWW4YjvFYhEAUBOMeVzM+NZqyrFnCmamTdNEmfv8/Pyjjz6KNnmwKe8RImaRseacY4Y7n8/juWNTFdwmAKDlBe4dzwWvDDJyPCk0Y8FMsKifq1QqmA9GdYTI+34qurRISEhISNwWeE+lb8hr8X9C8A0RzFZ0UMXutRw4XKPJlL9Dqb6ExK8M2KDYtu1cLldXVxcMBnGiv1AozM7OVqvVlpaWUCg0NjYWDoez2Ww0Gk2lUrlcbmFhwefzJZPJ9fV1TIWur6/ruh4MBguFgsfjuXjxYjgcxt6BV65cSSQSk5OTnZ2diUQCAEZHRzVNSyaTkUikVCqFQqHGxkbDMNApgnO+vLxsGMb09HRDQ0OlUsnn89u3b1dVFZuB19XVJRKJbDY7NTW1sbGB2gkAGB8fB4C+vr7x8fFoNFosFk3T9Hq9pVLJ4/G0tLREo9FoNFqtVvP5vGEYV69ebWpqymQyKysrmUyms7MzHo9nMhmv11sul13Xra+vn5uba21txa7LiqJs2bJlamoKSbyqqp2dnYSQ0dFRAGhqakLrbmGjIQNMQkJCQuI3gw/c3PYiFArVtr2w8S1QyghhhHAgwIG7nDCLVQmhhCguwZo4zjmonFJGCcfiN4IZKZH0FWpL/HyTOV8z+hWl7mJOFkuL3q7DqzE4w3/FZnGbYv669hSgJutc2/iqdu9i1+LHG3Z0w6/ExoXvlSjVh5tcsWo/F1u+YTtiUzccLdzOKfO374K4GtefMrlhaSJW40AIcEI4vP1iHDgQ2PwQbhp9ra2t/fCHP5yamgKA559/PplMjo+Pt7W1LS0tjY6OrqysjIyMqKr6k5/8xOv1Hj9+PJPJ5HK5M2fOBIPBF198cXl5uVKpvPTSS8lk8v/9v/8Xj8dN05yenp6fnx8bG5uZmRkbGwuFQj/4wQ+y2Ww6nb58+XI4HD569Gg4HD506FA4HI5Go5qmnThx4u///u937doVi8UA4I033vjHf/zHaDT62muvvfnmm4yxAwcOJBKJI0eOIM194YUXYrHYyZMnAaBSqbz66quf/exnT548adv20aNHAeDAgQOrq6sA8Nxzz83MzHDODx48ODAw8Pjjj09PT+u6Pj8//9xzzx08eDASiZw+fRolEE899VRTU9O//uu/BgKBkZGRgwcP9vX1nT17Np1Onzp1Kp1OHzp0qL6+/v/+3/976dIl3FdPT89LL73k9/txsfr6enToE7qO2/hvpWx7ISEhIXHb4NYJGw7ArqV7FcIV4lLukqplucCYwjnntuNUXKcKnAElQBVOFUYUdo3+CkUjyiiR32DVvKCJtTTUNE1hZYpzymImGtXD4qlzgzkUzlmjyFJU9AveidVLSItxrVqCi1QVALBxRi0jr/WIxXlhqPGvEAvjAYsiKqjxWBWiZ7EdLFESk8WiVklQYVFLdHuXE93MIWqHK4QQl8F1L5czThgnrstdxjkQdv3L5YTBdYT4hj1Go1HMvD788MN9fX2maVarVULI7t27MaGLnYfj8fjAwMCuXbvW19cnJyeLxeLAwMDOnTunpqZaW1s1TVtdXVUU5fDhw3Nzc21tbQMDA11dXdlsdmVlJRgMJhKJ9vb2bdu2pdPp8fHxy5cvp9Pp3t5elN7att3U1KRpGvow2Lbd3Nwci8W2bds2MDAQCoW2bdtGCFlcXHzyySeTyeT27duDweBzzz134cKF1tbW3t7eQCAwOzt76tSp9fX1nTt39vb2YpO5ffv2dXZ2trS0fOlLX/L7/ZZltba2ptPpLVu2YG7493//9yORyJkzZ1paWvr7+03TNE1zaGhoZGTEMIzR0dHR0dG6urpdu3Zt2bLFdd0zZ84wxhKJRCqV+tznPufz+ebn51977bWVlZX6+vrGxsZgMIhSY1n3JiEhISFxW9FfDVwNXMJdRphLeJVxUBRKDQo6dTTKqMK5BqAAJ2/LHq4VJvFNn1RBEGsbB2D5POZ3sYocexHjj5VKBet40BBKURQULwr9JdsEGqAiwYVNKyihgMQDEI5OyCwF2RLJaaS2OBON70UGGpPKSIUF1UZCX8tTkbbWFtGjozC+wcWEh4AYFdRy31orrk9nbgkvNV5Vx3EUymtfKuWUMIUw9dp7TphT+6LcVcClwPFFbuJkePEdx1ldXRV9T4rF4pNPPrmxsdHW1haPx5eWlizLyuVyhUKhUCj4/f5SqTQ9PU0IaW5ubm5ubmlpeeWVV4aGhnK5XDabbW1tffXVV5EZM8ZyuRwePKpmNU2jlAaDwe7u7oaGBuy5XSgUGGOlUgn7ueTzedu2y+VytVqtVCqlUgkjfGBgYHx8fH19PRQK9ff3K4oyOjq6tLSEIz1d17HXN+fcNE38yhQKhWKxuLGxUS6XS6USCjOGh4f/5V/+pa2tDUlwKBSampoqlUoNDQ2BQKCnp2d+fp5Sev/99588ebKnp2dmZubgwYMNDQ0tLS2FQiGbzeL2TdPUdR0bj+O1wmy0qOqTf08lJCQkJH4jcGvxg8IdygkAcCCMgKopzGHEYaRq2fmS5jKFgqprQAjjrkY0guVwhHAKLgG62b0CaSvWkmOFkKIouVwODUSRBxcKhenp6atXr7a1taFDE2PMMIxLly4tLCw0NzeLdKllWWhQhR00kASjixMWzovmF8LDWNBNPB5Mweq6jqll0f8Ca/aRQFerVbRiFQQdauQTdBP4uahYwmO7oTWXKBLCg8dfCd8rYZUlWs0hS/s0zCnfnP0VGXqFu4SzG14g3jCXKIQQEC8ARq7JbjhBHcRNA7zLly8vLS2pqtra2ppKpQqFQktLS11d3fr6ejAYZIzV1dVpmlZXV+c4js/n27NnD+c8k8mYpnnPPfcQQuLxuNfrHRoa8nq9AwMDgUDAtu2VlZVAIGAYRiKRyOfz9fX1OJbbu3evYRhHjhzBPaJ/QiaTYYw1NzfjXrLZrGVZiUQCqWRjY6PjOAMDA/fccw/qNMLh8P79+wFgbm4Of9yxY0dHR8cbb7xhGAaqkzVNi8fj2Ww2EAjU1dWVSqVUKoVNXqrVajAYbGpqWltbq6+v7+3tnZ+fLxaLvb29W7du1TTN7/f39PTcfffdqqr29/cTQubn571ebzgcDoVCwWAwHA6Hw2HHcTo7O1tbW1GVgXlo/EbfoHG6LSHFDxISEhK3D9+4ZdsL6tpAiQvgUmCcU9e1czndstJTU1Y2n+rdwn1+GvC7Xp2rmkp1whjlAIQwShwAvWYGH8mfaZqBQACTu8h1sGcVzgW/8sork5OTf/zHf4y5VWS0s7OzeGDVahW5snCYEqIFbBiL1qqYJPb5fLgX0bJLlNXXdosV3FfoK4RyFw8MNh1bryXMN3PAsKlbEL3E8GBEd4BaeYbISYvBQK0oQrwRKWc8cfjEG4V8suB40lCj/cXrjLGn3chdCS5P8HK511pqX7dBQon4kFMg17X5zefzjzzySCqV+upXvyoENsLKNxAIFItFTPfi9Rc3ApsYezweANA0rVgser1e0bcPl/R4PJVKJRgMYjtu/K2IMUqpz+dDMQ9qHlCrg102SqUSBhW2n8Bm4LquozwjEAg4juP1etfX11E1gfZtGLRerxePR/T69vv9hUIBGyviJ3hJcWrCNE08VMMwPB6PMKzAbhqGYWBaGjtvC80S/ta27WAwmMvlUMiBwl88cjyk2xiy7YWEhITEbYP34PxAPByAEYdzRwG7sLYYYJZGoXTp9dWxsebI70Cqq5yvampc1XTGXAUI31Q+cGCEUHx8mqY5NTXlOM7w8PCuXbuGhoby+fyJEycYY/v27YtGo+l0+ty5c5lMBgvYZ2dn19fXDcOoq6tDFus4TrFYPHnyZCqV6urqGh8f9/v94+Pje/bswRL43bt3T0xMYP6VUrp169aVlZVwOBwMBovFoqZpiUTCtu3V1dXl5WWcgN62bdvp06cTicSOHTsmJiZGR0dbWlpE0f3c3ByKKWdmZi5cuODz+e66666NjY21tTVsTotS41AoZBhGuVxmjK2srODU+d69e+vq6pCRp9Pp6elpxlhDQ0M4HL569erExERnZ2dXV9fq6qppmliKpChKMBjEtgixWMzr9X7aHrGiGwXSX4e7N+eGRRcJx3Goeh279Xq9NQVy7wBFUfbv328YhmVZ0WhUNKqAzUbBgUCAEIJpYNu2cZyGVA/btjHGcPyGTBE5YrlcDoVCjuOEw+Fyuezz+ZDUOo5TKBTC4TAAIAdFQuw4jt/vrxWdoyExCiGw6TEyS0zN2raN1Lmurk6MqYSYx3GcUChULBZROIS2vngihJBisRiJRDANnM/n/X4/Hh6evmD2GMmGYRQKhWAwmM/nfT4f59zj8ZimiVcMlQ+u60YiEaHPweuGjF+aP0hISEhI/EbgHcQP4XD4OucBQjEdp1JeKaRJad1Lrfy5k9OvvRSsZEybB3sHiKaWbUsxPFRRYNMEmBPOgalwLa+Zz+f/+q//GgC2b9/+xBNPNDY2Hj58eGhoqFKp/N3f/V0ymfzZz342ODiYyWTy+fy2bdvm5uYmJiaOHTvW3d195MiRarWq6/qPf/zjtra2J598khDy+OOPK4qSTqePHj3a3d39gx/8oK+v7+WXX7506VJ7e/uhQ4cGBgZeeOGFhYWFvr6+X/ziF01NTX6/33GcK1eu/OhHP9q/f/+RI0euXr0aiUT+9m//dseOHQcOHOjs7Pz5z3/e0tIyOjo6NTX1uc997pFHHvF4PFevXk0mk8ePH89ms/X19ZZlHTp0aGRkpKWl5fvf/353d3coFLpw4UI2m3322Wd37949PDyczWZ7e3sx4/joo4+mUqlMJvP88883NjaOj493dHQ89thjn/3sZxcXF8fGxp588sne3t5nn30WAGKx2FNPPbVr1y4kFnC9EcTtRIg5f9tJWvQlWVhYQLXrzMyMV9eqljUxMRGrq1uYn69Wq16/f2Z6OhyNbmxsrK6uBsPhudlZx3VVTZuZmUHdDqUUCAGOtnvXETJKaUNDQyKRQC9bzNEipa4VsQiFTO1lxzQnmgGj729te2Eh26idCsBRjaCqwswE3XYxF4vvRaYW2yCjMAaJvkivCo34tWmZTckB/ojRIpotw2YzZ6jpZOHxeJDpipYZSOtrO3dghhuXxHPRdR0XE1sTEHcNr8Dt/bdSih8kJCQkbhvcOlvjEOCbNEBx3JChm+nls8de0rnJq5mlufHFyTFdp5ZZIpzbjn3NHpgDAUbhbTeDcDjc2tra1dV1xx13tLS0nDp1KpfLpVKpHTt2jI6OXr58eXh4uLOzc2hoSFXVaDQaj8dPnTqFFfrNzc2BQGB0dFRV1e3bt3/jG9+464sNBR8AACAASURBVK67WlpaUqlUe3u71+sdHBxEf9PBwcFQKHTPPfcEAgFN0x544IHHHnvswoUL0Wi0qalJVVWPx5NKpRobG7dv346uqF1dXZRSv9/f1NS0srKCT33TNBcWFgqFQmtr6+DgYF9f39zcnGmalUolmUyiSeqf/dmfDQ0N/dZv/dbJkycXFhZSqVRPT08sFuvr62tpaalUKoKOVCqVxcXFurq6np6ebdu2BQKBfD6PfKKtrW12dvZb3/rWnj17UEUaDodRcCzo76cKXV1dAwMDHo9ny5Yt4Ug0nqgfGNwWCIU7u7obkyl/MLSlr9/n8yeTqb5t270+f0dXd2OqKRyJ9m7tUzQdqMLfbrp9I0FBGoe3GPkl0lNkb6K/GpIb0b4YySjeL+Syc3NzaBlxTR+vKPgeu0WgfmN2drZUKmEA4AKYErZtG+XvolEFqthFFwnBpJGjIzfFWEI2PDMzk8/nsSsbiihEhzbBaPFQUTIh3EgkJCQkJCQk4L11fdtcigElamajeOmt0byr5KjP9MWylvPWyPDc1QlVU6hybWvoDawAV4Dh4xx9vkzTXFpaWlpaopTu37/fdd2zZ8+ura3t2LGjq6tLUZQ333zz4sWL1Wr16tWrP/zhD3fv3p1IJNbW1jY2NqamppqamhYXF8+fP+/1ejc2NjKZjG3bWN6OtLVUKs3NzVFKp6enTdNcWVlpamr6gz/4g5dffnnPnj2id9fy8nKxWESf1NXVVZz8PX369IkTJ5qbmxlj6XS6p6enXC4fOnQoEolkMpkXXnihrq4uGo2urq6+/vrrP/3pT3ft2rWysrK8vLx///5cLjc2Ntbc3LyxsYH6h3w+n8vlcMuGYWzbtu3SpUtnzpxJJpNvvPHG+fPnUT44MTHxv/7X/0okEvX19ZOTk4ZhZLPZubk5VIB8CttoEUKwEvFa2aKqcc4Nf4A5rurx6F4vc12qKJwD1fSKaQKhHsNLqeIwpqiaomlAKePgcs6B8Jvycygox4wvEkRBeVFpIBxIsAwRM7KWZYnGZpqmmaa5uLiIBBTFwY7jlMtl2Ozi5jhOLpebmJgol8uirbEwGEExbiAQQNpt27boq1wrTK81GBGfY++3o0ePPvvss3guWNkmXFCq1SrGOapu8EORkJZ/7yQkJCQkJODdxQ/XslCUUgKEMQVAYWCWqum1jd7+HeGGlmTvQKylEwyPHgo1trczVXNcris63aTABDiAIixyjxw5gu4KmE+Nx+MzMzOlUunBBx/EH+fn52OxWDweL5VKmqY1NzcvLi5iXy6v17tr165AIHDlypVgMBiLxdCfIRKJhMNhVNmiCX84HA4EAug21draihrH3t5ev9+PhGZjY4MQEov9/+zdWWxc53n/8XNmzuwrZ4YzJIf7JpHUYkmWLMuWGnlJHDubkyDN32nQFmhQoBcFetEARW8aICmKLkCKIg0cA2nrNI5jx3HiyLJsK1YUibYkizItaqMoLuK+znD2fc7/4rFOGEqJ7NhObeX7ASFI1CxnRiPOb97zvM8TyGQyzc3NxWJRiomlvVpdXZ3T6cxkMul0OpvNJhKJcrnc0dExNTUlvU7z+XxDQ4OmaalUqra21uVyqara3d1dU1MjYxGCwWClUgkEAnV1dRaLJZPJHDlyxOVy+Xy+qampaDRqMpkKhYIUUdTU1Ph8vlgs5vP5tmzZMjk5qapqQ0NDOBx2OBzXd364tU653mAmtpTYSimqyWwplStms1ap6opiKhbLumLSLNZcvmAya6rJXNEVaQCsmsy6rqoms6KYFPWtL/W6nXESc+fn5+PxeDweN5vNMzMzk5OTuVzO6/WOjIxks9mlpSXZNylT1gqFgt/vV1V1YmJidnZWxsVJgwiz2Xz+/PmVlRVVVaV4fXZ2dmFhoaamplqtSrcE2Vu2srIyPj4+Ozs7NzdXV1e3tLQ0Ozs7OTlZLBZXV1fT6bR8fpOV3ZWVFdl+NzIykk6nZWZbsVj0eDyTk5MOh2N6ejqRSGzevDmRSIyOjq6urtbW1l68eFEWj+fn54PBYDqdnp6e9ng84+PjU1NTfr9fqhrWvpw4ff+OUPwAALfOctv1nR+amprWzjOT4slquaKZNaVcqWZS6XjMXC26XI5SLqtVC4paqThcWl20oJtNJrtJN5t1XVGqiklX1EqlYpFixHw+/41vfOOuu+669957jU3ictdS7ygb3iX92O32QqEgv5fFOYmMdrtdmkPJeWGjFnbtmWtZ7ioUCrqu9/f3u93uSCTS0tJidAs2Jm4o1zb+K9d6osktJ5PJw4cPZ7PZ7u7uSqUSiUTq6uokbUs/NTkHXSqVlpaWzp49GwqFNm3aZLfbjRYW8nBk7//c3NzTTz/d09Pj9XpdLld7e7vsbZI6Uan7lIcp9aDSwkLCkKzbGTuKbrna3+q6BCz/OlI8oKpqpapqmrlcrpjNJl1XdF0xm9VK5a063UqlYtLM+rU6X0VXqm81TZPic0W97uxGqVQ6ePCgfLL6+c9/vn379snJSZ/Pd+zYsb/4i79Ip9NSSn733Xc3NTWNjIxs2rSpv79/w4YN0vjW4/EsLi62tLQ899xzDz74YC6XSyaTsVjMYrHs3LnzzTff3LFjx4EDB4LBYFtb26FDh/70T/+0sbFRVdWjR4+ePHlyz549Z8+e7ejoSKVSp06devjhh2Vb5/Dw8OXLl7/85S+fPXtWRhN7vV6LxSKf8err6wcHB0ul0gMPPDAwMNDc3Pzqq69mMpmPfexjFy5caG9vf/755/fs2ROPx3Vd37Bhw+HDhx9++OFYLGYymRYXF3Vdv3LlSrVa/dKXviQ5fu2YQ34Cvn10fgCAW8bNq0ulc6pZM+mKolg0xed3uD2lUilRKpWtXqmmNZvNFd1kUVVVlnxVVVXlli1m868mX/zlX/6lw+GQ/fKyP102tMk5ZTkXLJFXudYOLJ/Pyy4coxBTijV/dX78WrGmEeIlocp+nba2NlnNlQIM6RAsN2tsZl+bMmV7vtPpvO+++2ZnZ61Wq9frrampkQJQ2QhvdEAz1qRdLpdkX+XaRA9jc5K0cf3yl7+cTCbtdrv0c1j79DqdTrm88lbjAkVRFPl4YMyNu0WXfhVVXV97c+05fOv7Evst0t7h2kPX5G9V1WzSfvUifeuXmzw/+Xxe0uquXbs0Tevp6Zmfn5+bm5MV3y1btvzP//xPc3Pz7t27n3jiiWAw2NraOjEx0d/fr+v6Rz/60d7eXhktIR+Buru7jx8/Pjw83NzcnMvlpqam7rjjDmmXW1tbK6UL8nKNRqNOp3Pr1q2qqp44caK7uzsYDEr1+djY2OnTp++7776amprBwcFPf/rTwWAwEAi8+eabjz322Cc/+ck77rgjl8vJBLiamhrpMeJ2u6X+uLe39+LFixcuXHj44YdlA6Us9yqKEolErly50tLSsnv3bplYwc87AACUt1P7e92KnS79Pt1ut8/nczqdRiNeoxvuustLvHM4HHV1daFQSDKB1ERKHjXWO6U4UtZNrVar7AeSdV9jrddo1Gpsfn9rIfBay145EqmAbG1tlX1FyprevZK25cZlwVVS79qD93q9XV1dra2tNTU1skxrDG+TCksJrMFgMBwOS5MpeURGNytj0dpqtQaDwaamprq6unXZF79ndrt9y5YtCwsLr7zyyo4dO4aGhqanp2XUcDqdfvrpp3O53EMPPVStVmtqahKJhLxyOjs7TSZTf3//4uLi1NRUOp2uVCqZTOYHP/iBpmn79+/P5/PhcLimpub48eM1NTV79uyRF6q83uQVLi2Bpd5GzodUKpV4PH7gwIE9e/Zs27YtkUjI+YS6urpSqbRp06ZvfvObS0tLp06damtra2lpOXHihN/vj0ajkUjEYrH4/f75+XlpFdfW1ubxeKxW65EjRx588MHHHntMJh5LcUUoFAqFQswlBgBAvI3a319fcVxXO2h0ejL6RhnXNeKv8XtjMcxo1VQoFN46DrPZ2MNuzIOQ70sgHh0dPXr0aHd3tyz6GlFblmylSYIx8s2YOGD0mTL2CRkrx8bECqN7VD6fNxK2cePG3DhjL9G6pWJjr5JyrdWUXMu4pDxeKWa94fPJq/D3Jp/Pnz9/Xv7Fp6enGxoarFary+WKRCIOhyOfzzc1NcXj8Xw+v3fvXovFMjQ01NbWtn379q1bty4vL09NTdXX1/v9fkVR6uvrW1tb5cJSzSLryqlU6uLFix6PR3Y0Shn69PT0mTNnKpVKfX399u3bq9Wqx+Px+/0rKysy/m12dtbn823evHlmZmZ5eXnjxo1SRtze3r5r1y5FUTweTygU2r59uyxgh8Phrq6uSCRy+fLl9vb2HTt2aJrW0tLS3d3d19fX2Ni4Y8cOu93e0tIyPT09Pz8fjUYDgcC6UnJee+8Itb8AcMu4ee3vulb2axv1r8twRpHDur+VfguapslSq8RTyaZyslvTNKnoNeKpbEWSRVyJF6Ojo48++ug///M/SwyVqlm5ityUNA2Qlv6ydckY2CYB9NKlS16vV0bLSutTye5y10Y9sZFiZfudEetli72sJcuBSd1CKpWyWq0yuMvlcmWzWaPzlPSFXTth7voVON5Ef59WV1d/9KMf5fP5tra2YDDY2dnp9/vlI5B8gioUCtLWVwpjpAOdDI+QURfGNLhKpZLNZv1+/49//GM5B3Lx4sWuri6Hw+HxeGQ1V2YCm83m48ePHzt27E/+5E9k4+PaQYDFYjGZTMrqrLwY5IWkKIqcTLBYLCdOnFheXt60aVNbW1uxWJSPYYlEIhgMygFns1mPx2OM1Lbb7Uaxsvy/kP8paz++Uvv7TlH7CwC3jHfcWfb6xV2j3uA3LZnIW0UsFjt9+nQkErFarSMjI/fff//Vq1dLpdLo6Ghtbe2uXbsGBwftdrssg128ePFzn/vcm2++qSjKwsLC9u3bpQ1CNps9d+5cS0tLpVIZHR2VW+7o6HjttdfcbresXtfV1Q0NDe3fv7++vn5kZCQWixWLxba2tqeffvruu++WgkiZ47Vt27YXX3wxHA4nEgmv1/vRj350aGgonU7H4/GOjg6r1fraa6/t3bt3ZGTE6/X29fVdvHixp6fn8uXLuVxudXV1586d09PTNpttaWkplUpt2bJlcXGxXC7Pzc11dHRs3rzZGKR8w7IQ/P653e77778/n8/ncrloNFpTU6NcG1Itidb4sCSziyX0KIoiezElKBtr/IFAIJvN7t+/X0JqR0dHJpPx+/0NDQ3S+cGYzt3Z2VlXV1dXVyc7Jo12wnKaIhgMStKVMxV2u11RFPmQJlVAoVAoHA43NjbKB0ip26mpqZHphjL32CjskU9oNptNUrLRbJi8CwCA+I21v/pbm+h/NdhJrJv2ZHTaX/dXv7qDa0W6chZ4YGAgFAq99tpr8/Pz2WxWukf95Cc/KZVKly9fLpVK/f391Wq1vr5+fHz85MmTW7ZssVqthw4d8vv9q6urx44d8/v9Xq/3tddeCwaDmzdvfvXVV+PxuAxAbmpq+s53vlNXV1coFF599dVjx46dPHnSarW++OKLq6urgUBg48aN5XK5oaFhdXX1yJEjmUzm6tWr0rasv79/bm5ucHCwr68vEAg8+uijqqq+/vrr8/PzKysrg4ODqVTKZDJNTk6+9NJL8Xj85ZdfPnv27PHjx2Vf3fHjx8fGxk6dOtXR0dHT0/PjH//YGEOg/la8BH8L/R26+ac9TWtpadmwYcNtt91WW1trNptlE5vVajU2ccqZAYm8iqLIdkz5W6MdhzE4Q7YzhkIhv98vn3mam5vlKvKZRwotIpFIe3u7fFMqYeT7xiXlGKQmR04UyMHIGYbOzs62tjbZ0Cn9T+T/lNVqtVgscvDyWKTPmjGnTe5FPoXKeRv5o9HJGAAA4u/7kmDkV03Tmpubl5aWLl26FIlEfvCDH1QqlYaGhl27dqVSKRk43N3dff/99w8MDPT3909OTqbTaZPJ1NraWigUFhcXi8Vif3//9PS0pmnLy8vxeNzpdFoslnw+L8NsvV5vsVh0uVzymytXrtTX1+/YseNv//ZvOzs7pba4WCzKam4sFnO73S6Xy+/3RyIRVVUTicTs7KzD4aitrdV13e12f/zjHz916pTL5VpaWjpy5EhDQ8PS0pKmaXfcccdXv/rV7u7uSCQii9C7d+82m81Xr161WCwyU3dpaen61g34sMfxtVXm119A1nplKdfoAWJEcymbMWp1blgJYzTvU369zl5RlFKpVC6XnU6nUZh006OVfLy2Al6q7Y3OgwAAEH/fl8QgC8CKorS2ttrt9qGhoU996lNLS0sej6dUKrlcrq985SunT5/u6+tLJBLxePzzn/+8qqoOh2Nqamp8fDyfz2/cuNFut0cikT/7sz87fPjw3NxcW1vbk08+KeeaA4FAsVjMZrOyGlcul30+X6lU2rJly7PPPnvw4MHz58/LYZw9e/bkyZOFQiGTyaiqOjk5mc1mU6nU/Py8yWTy+/0ej2d4eLhUKnV0dLhcro0bN6ZSqe7ubjmvHQgEOjs7x8fHH3/88ddffz2fzy8vLx84cODIkSOKong8nmw2K3MQNm/eLEXGvMJutf8wJpMUMFyfPo0Vfak+z2QyxrQ249yINGqQJdvf1CZF4q/RX8+4ZSlmSKfTUj5x00OVCnXpJ2i1WuU1L6UR19f0AwDwh+M3bn2T5at3Xy8oCUDey81m89zcnNvtVhRF9hJ5vV5ppHr27Nl9+/ZJaW+pVKqrq2tra4vH4+fOnQuFQk1NTalUamRkpKOjQ2Ydt7W1LS8vLywsdHd3ezye8+fPOxwOs9mcSqV8Pl8mk5GurpcvX56enu7q6mppablw4YKiKDU1NefPn29tbZ2ammpra5MZXbL029HRUSwWL1++HAgEuru7ZZlN+gOk02ld1/1+f7lcHhkZGR8fb2tri0ajUjpcLBbHxsbuueceSc9ut7u9vd3tdssGOF5k7+az0zt7Nd/stfouz/gbk1PS6bTD4TA2kynX1n3Xtg1JpVJOp1P2UxobKBOJhN1uf2um3W/YPmX0ElnbgEXqKCwWy/LyskyVk8Xd3/7o5DsyTSadTrtcLlkGVq61/+M19vax9Q0AiL+/S4KRpg3Sn0E6qpZKpSNHjqTT6d27d0tRr+xvkyrGubm5+vp6qV+U9TZpsCCFmHIG2WKxJJNJ2ZVv7CjK5XIul0v277tcLonaUrWZzWadTqeMvZCjkiuaTKZMJiP3K6t3kqflkvKrdFXL5/PyzFy5cuWFF14IBAIyoPjuu++WpUFpbWGz2Vhju8Xir2wpW1hYOH78eFdX16ZNm9bFX/nnLhaLo6OjAwMD99xzTzAYlGJcXdcXFhaeffbZtra2/fv3y8ts3ctD13V58cuL0+gkKP9DS6XS5OTkE0888ed//uctLS033U8po17kruPx+NGjR1tbW+WYFUWRKo539OwRf4m/AHBr0G4YEdY2diipqklRTIpi0hVFptTqVcWkVvSKajIpusmkmKqqUlUURdFNiqLqivrWFC61em0Ml3EKWFVVp9OZy+Vk5UnTtL6+vlAoJFlTWqQ5HA7Ju/X19ZI4ZWe9FFF4PB4JxPK+Lt9RFMXoUVWtViX7Gv3R5I9ym5JKpSDSaLsm1zIisqIoDodD+ltJSpBfVVXNZrPSNaJUKvX29oZCoeXlZemnZuwCVK6N2DC2Mf3Oge+dvsXeNN59oN6zdWX90ONfPQxdr+q62XTTo5UKBLmYSVFMkhiN8W/rHq4UFaTTafl0JxPUpNGY2+1OJpPyEtI0zefzra6uylRCv9+fz+fz+Xwmk7Hb7X6//7bbbqupqSmXy9L3NxgMyuiWYrEobRmi0ah0FJZXr6Ioq6urRr+zWCwmzYNNJlMul9M0TUoavF7v0NCQpmldXV1SYiFlxOFwWF690qoikUiMjY3V1dXJLUtNhcPh0DRtfn5eWnfLmHGv16tpmpS59/X1NTU1ZbPZQqFQLpd1XQ8GgxaLJR6Px+PxaDS6rp0tnSIAALeqG4y9kIa7RmYtqepbyUJRFF1XVF2vlFWzuapXdZNZ1VVVUatKtazqFaWqKrpJUVWJIKpaURTztTfUtbPTrFarUc7o8XiMicFSpyiXXztDWF1zI3Ko13cXVn69KZsxDNnYgbS2N4XxmxteS+5Xfi8LvfIUSW5euz3fbreHQiGPx2Ncfu3tv/ul3/c8f3zAAk1VUSqKohtflUpZUaqqSTGpqsmkqtWCqld+y5duKitq9a0vRdEVXX0r+944/uq6fvbs2ZGRkXQ6feDAgVKpdPjw4WQyefjw4XA4PDo6eunSpWeeeSaXyzU2Nh4/frxUKr300ksdHR1LS0tnzpyZnp6+dOlSLBY7dOhQJBKZmJg4cuTI1atX5+bm6urqjh07VqlUXnzxRQmUzzzzzIYNGyTmrq6uvvDCC/l8fmRkxO12j4yMHDlyZPv27WfOnJEsu7CwMDg46HQ6X3jhhatXr/p8vv/6r/+anZ1Np9MnTpwwmUz19fWnT592u939/f3SQeXcuXOqqg4ODt52221PPPFEOBweHh5eWFg4derU9PS0xWL50Y9+1NDQkMvlhoeHHQ7HU089FQqFjh49+sorrywtLf34xz/etm3byMjI5OTk4OBgIpFoa2tTbtTPG8ZnJ8ZeAMCt4eb5zKpXNb2q6rqu6rrJVFHMFbOtomuKyVYua9WKolTLil7Vlaqu6Lqi32gh71eMje2yQd7ogfq7rZUqa/YbvU03vbocniz9ynqznKReO1dZjvb9+Pd4l23R3unD/+BRi8ViIpFcia0sr6ys3kwsFo/FYrFYPLayGovFpYOvPNAbPtZsNjs8PJxIJHp7e6VFdHNzs6ZpQ0NDuq7fcccdJpPJbrf39vY+++yzyWSyq6urqanp+9///ssvvxwKhe65556dO3d2d3eXSqVsNut2u5ubmyuVyvj4+NLSklSEy2ujsbExn8/LRjdFUV577bVKpbJz5876+nqHw7Fjx46FhYXz588Xi0W32x2Px8+fP+/3++vq6qLRaFdXl5Se33XXXR/5yEe6urpGR0enp6etVqvP53O5XDt37rz77rsXFxfT15TL5YWFhbGxsba2ts985jN33nmnTNgeGRlZWlqqqakJh8NLS0uS29xu9+23314ul6empp588slSqeT3+7PZLD8NAQDE37eYqxWzXlGVakVRSqpSUFTdZMrnKlpVtRYVpaAr1YpJqZpl3VcxX8sdvzFpGYUB0pXpA5e/VNXYmaRcG9shjGLotZ2PeQ29y+d77Ve1WlUUVdM0m83udDr9/sDb+vLV+P1+v99/088kNptt3759yWTy1Vdf3bdvXyaTOX/+vERSTdNeffXVycnJhx9+uKurKxaLlUqlYDDocrnq6urm5+elysVut0tLB03TTp8+7XQ6GxoanE5nbW1tU1PT4cOHe3p6HnroIUVR5MIyzXt5eXl5edlms3k8nmq12tTUtHv37qeeekrX9fr6+oceeuj222//2c9+duLECWnfK0Xtqqp6PJ6dO3fOzc19//vfb2hokOr5QCAguzClGl7q4CuVysTExOLiomz99Pl8H//4x0+cOHHq1Kn6+vpqtSpdAqWuIxQKSQFPLBYLBoOf//zn77rrLl6LAIA/EDcvflArVUVRdVWvqEpV0auVkp4vaIV8cTkeG7niddsVU1VX9KpJVVSTqqgm3aSqJgk2VUVXrytmlclVZrN5bGxMRgcbWfN3KDd8l5MRrr+ADImVY5NJBNIwtVwuj4+PyzAtWRVed5r4PYnC73SOwzt9Nj5geV1fV/trNpnNmlkadVk0i6Lr6/Lxui/VpKqKWVXlS5XfGAXnynXFD/l8fmBg4I033hgbG4vFYpqmjY+P2+32hYWFarX65ptv2my22trasbGxPXv2XLlyZWJiwmQydXV11dfXP/fcc6Ojo26322q1Xr582efzJZPJyclJq9U6Nzfn8/kGBgbGx8dnZ2dXVlYsFotsk5Ki8EAgMDAwMDs7OzEx4XQ629vb29vbp6ene3p6QqHQiy++KOM2enp6TCaTjBK8dOlSOBxuamryeDzJZFLTtO3bt5vN5qmpqYmJiUKh0Nvbu2HDhqNHjyqKMjMzEw6H3W73yy+/PDExEYlEgsFgTU3N9PR0U1NTX1+fqqo///nPe3t7FxcXJYhfvnx548aNtbW1R44cGR0dlZS/7mXMp7u1KH4AgFtn7e36zg+NjY1yiv+tgW1lRTErZVWpmqqKUtGqpfTMtFezTJ04dfXs2bv/+P8pwdqKTSvbbbpmM5nMFl27VndZrShSk/lr8VcaNWQyme985zvNzc2f/exnZblLigreaaewmzb/X/+Af/1Na13ELJVKEob+4z/+Y9OmTV/84hflyZGA/vLLL2/evFk2DEmIvz7+/va9azdNtOsucNNqkHWXv+ntf6Aasen6+q1v6wdo6+Wb3MKaqKboqqqadF2R50BV1evzWyaTOXDgwLZt21paWqampsxmc0NDg6ZphUJBNkrKa0AGqqXTaafTKdULchKgXC47HI5isahpmnwiUlX12LFjgUBAVdV0On3nnXeurKxcvny5o6OjsbFR1/VCoSD14rlcTja3raysBIPBiYmJ0dHRe++9t1AoSD8Tl8slr/9CoWA0SiuVSrlcbmRkpKWlpba2Vv6blMtl2Wknc93kweZyOa/XOzk5GYlE5OqpVOrChQu7d+9OpVJer/df/uVfvvCFL9TX1xsj4mRnZ6VSWV5eDoVCypq5Gwpb365D5wcAuGVovyUgGuW6iklVFF3V9WIuVcmuej3mzODrE689b81m5s8cq7v/U+VixWS3VnVdqapVXTcr6rWqCr1a1WWvWyqVGh0dtdvtuVzO6XRGo9GOjg7p9DQ+Pi6ncevr62WBLZFIBINBo7mvqqoSU2SP0erqqsVi7sSBEwAAIABJREFUaWhomJmZcTgck5OTiqLU19ebTKbR0VGPx7OystLV1aUoSqFQaGxslPrIcDisKEo6nR4eHg4EArFYrLGxsbm5eW5uLhaLVavVtrY2TdNmZmaktarJZFpaWpKUk8/nfT5ffX299J2YnZ2NxWI1NTV2u312dlYOWGZt5HK5HTt2XL16NZVKGcM+FhcXXS5XKBSKx+PSEECKNTOZjJzOttvtq6urra2tNpttYmJCyjGbm5vj8Xgikcjn8/LkLC0trays2O32DRs2zM3NORwOGcWsKEqxWGxoaFBVNRaLKYoSi8WkX1t7e7t00foAtmC7YSn2r//5JmF93c5H5WbL8OVyORAIDA4OzszMeL3enp4eWcu32+3GJwdppqvrugwcXrsFU/ZuGs1AJK1KM12bzTY+Pn7w4MHa2tqurq5QKCT/e+TW1lYp+P3+gYGBeDze29srbSJ0Xbfb7RKUZXul8dEul8u98cYbgUAgGAwamynlAKTVidG/TPqWNDY2Suu9kZGR4eHhrq6uarW6sLBw4sSJ++67Tzr0SVG7Udquqmptbe31rxDiHQDgVnWD4gefz7e2+KFiMukmpaIrql5SChmHqVKcmRju/3lxcdKr5qfiKXttoy9UW6pWzVaH2WxRdMUkb5yqritVpapKR7NEIvGtb30rlUqpqvrss89u2rRpamqqrq4ukUg899xzTqfziSeeaGhoeOKJJ3K5nNVqfeqppx544IEDBw643e6hoaGhoSFVVb/5zW9Go9Fjx46NjIy0trYeO3ZMkujQ0NClS5dMJtPf/d3f9fX1vfHGG6lUanV19emnn/6jP/qj4eHhkZGR7u5uRVFmZ2f/4R/+wefzTU9Py1b606dPh0KhN9988+TJk16v96c//anT6bx69arX621sbLxw4cLJkyd/+ctfdnV1Pf7449LpbGBgYHJy8vnnnw8Gg1/96lej0eibb7555swZu93+/PPPt7S0/OIXv3jmmWeCweCTTz7p9/sPHjw4MTHR3d195swZRVECgUC5XD58+PDg4GC1Wj18+HBNTc2xY8emp6cdDseZM2dWVlbOnDnT0tJy9OhRGQvyi1/8IpvNvvHGG5qmHTp0yOv16ro+Njb2wx/+cHx8PBaL/exnP9u8efPZs2fn5uZOnjx5/Pjxurq6/v7+UChUV1cnyU9W2T9QAfhmX2/nMsaXaW3Phxuy2+0dHR2tra1SqmvUc6/LfG/zWTKbzRaLpbm5ORKJRCKRjRs3dnZ2RqNRv98vfcrWrbXLGRWz2ezz+VpaWuRixkmDtSuvxuVl2GFdXZ3Rpvq3k3VfqfTt7u4OhUIWi8Xv97e0tDQ1NdntdmkaKBXJ6+6OHtW/HcUPAHDLuPkbXkXRq7piUhXNrNksDqVqvnzxypXJ2VRVX9WVRDZz+dy5xNKCqlfLlbJyXR9XeZ8oFot+v99isXR2du7Zs6exsXF8fFxRlJmZmcbGxs7Ozmw2m81mHQ6H3+/fsGHD7t27NU07efLk9PT0li1b7rrrrgMHDjQ0NOzbt296ejoQCCQSiUuXLvX09LS1tZlMJtll73a7bTbbpk2bZE7btm3b6urqTp8+nc1md+3apSiKxWLxer2lUmnr1q1f/OIXk8nk8PBwoVBobm6+/fbbX3nllePHj/v9/m3btnV2dmqaVlNT43a7x8fHP/vZzzY3N4fD4dra2gsXLiSTyb6+vv379weDwcbGxp6enp07d7pcrv3799fV1SWTyUAgUF9fv3Xr1kAgEAgEHnnkkXQ6PTk56fF4urq6pPlxMBhsbm6+++67/X5/X19fb2/v/Py8dIq1WCxTU1OVSmVhYSGdTvv9/lAodPvtt3d0dEjj2FKpFAqFkslkNBp95JFHPvrRj0aj0ddff13X9b6+PukwsGPHDq/XK20BZMTX+9St4n1+fb79r5srFotS3yIF7rLHUfn1ogt1zSryTckmTl3Xi8Xi2ikVEo7XXdjo++t0OmW92Sh5V661zFtLuul5vV6ZVHz9P9/1bT1kQVpmhhu3bPQTrF6zdtkYAADi73qaqWJWq2alquomVTePXZ6aXcl6mzf4N27TGzsDLe3Z5GpscdGkqhaz6dpy3a/W4IzuuRIUEolEIBDI5/O9vb2VSsXv9585c+a111674447ZFeZzWazWq2VSiWZTMoue13XM5nMrl27IpHIRz7ykaGhoaamJovFcuLEifb29tdff93hcLS3t8u0i1QqpSiKnNEOhUJ79uz5t3/7t1wuZ7PZjNpNu91eLpeXlpaampqi0ej8/Lwkj7a2tkgkMjo6mslkpL4zHo+/8MILX/rSl1pbWx0OhxQqyPaj3t7eLVu2eL3eTCZjs9mUa62CpZTT5XLJ8ciE2/b29nA4/J//+Z9y7zabzdjgXy6XPR6P0+mUJ2pkZGRxcbGlpUXOvN9///35fD4QCHzmM58pFAqvvvrqtm3bQqGQqqpXrlx58cUXH3roIenItn///v7+fpllMD8/L90JCoWCPBApFX2nddIf9tW662dqSLMReeavj5vvNAFLNYJUEUgra2mtsLYD9Lr4u3YpURZi197U9Xch7R0krf6mA76+sZ0saVutVqNOQ9M0SdvyTXnNfNia4gEA8N64efGDqhZVpapXdZNiViomp93Z3NbZ3be5ecvWltt2NPdt7WxqrmlpMTmcJpsjmy+bzZr5rdPRFV3RTaomS4+FQuHMmTPZbDafz0ej0c7OzkQiIYtbCwsLlUrFGIERCAQsFovdbt+yZYvb7T5z5kylUtmzZ09NTY3D4bDZbFu3bq2trW1sbGxoaFhdXb106ZIMinO73eFwuKOjI51O19XVyRTl2dnZvXv31tbWyhpYMpn84Q9/GA6Hy+Xyxo0b+/r6SqXS2NhYKpW6995729rapqen5+fnjQnJLpfL7/cvLy9nMhlVVV0uV2dn5/Ly8rFjx1wul9PpdLlcDQ0NknvC4XChUHC5XIqihEIhGcUciUSk5jKVSu3du1eycjqdlnFfgUAglUr5fD4pia6pqYnFYrJMKIMYJiYmlpeX33jjDXkOM5lMNpu1WCxS3ywFynV1dVJ5fNttt8mQZ2kEVqlUIpGI2+2W8PSB2vf23tB/U7GDfu2T2K/9tTQIU66t0a7Nu0b+e/tBcG33D1nWlaiq/PoesrWMHCwfltb10Vv/GK5dzLipmwZW+ZxpRGdFUYyku6739oezLfT/6ccpih8A4FZx884P664gi7jxeDydTgcCAdkaL0tKclPGm+vaiCDLkP/4j/+4Z8+ehx56SNbMZPLwu684lA3s+XzeWNmSVBGLxS5fvmyz2Xp7e51Op6zdzs7O/tVf/dXf//3fb9269e10HZZnRobfGilH7mvtOWV5xoyLrY070l11cnLSZDLt2LFDQokkUYkmRvmp3LgRnsbGxp599tkHHnigqalpfHzc4/E0Nzdfvz+pWq0uLy/Pz88nk8k9e/Zcn7fW/pH6TuB3/jlD5wcAuDX8LvV/UldQU1NjpEPlWpuIG+7ll1hcqVS2bt3a0NBQKBQcDoexR+ddBrJqtSoHIKuqUtoovXtnZmZMJlNTU5PVajVyfLlc/sxnPuP1et9mJYCsosmWf2Otzul0Sv8pidSKouTzeancuL6TWjabHRwcbGho6OrqkkVueeDKtS38coLbWAU0npZQKLRz505pJdvd3S2NHa7/NGIymebn55eWlrZt28YLGgAA4Cbp7qarv+silwwrVhRFlk6NhU8jLF6/d15WZ8vlsrR5kvO5kpiN+Phu4q+macVi0ShvNXLw2gNbd9pXKmLXlWPekFxRjl9ytvGcGCevjfPL0rtq7dXlWvF4XAqC5XmWTX5yGLJ+LEHZ2J1mpORcLic74ZRro5jXfVqQS6492pumeV70wO+A1V8AuGW84+ipqqqc95ekJbuI1pY83jA+Slh0OBzye1n7lK1C70k7AknqUoYhIVgqK4x0aCysSn2CUQp50/cwSZxyyUKhII93YWEhn883NTVNT09bLJZIJCKPwmazrVtUlg5ToVCoUqnkcrlkMul0On0+n8z4kJvK5XLRaNRisUgvKqMqVFEUu91erVaNFlrXH62xiC63xnZ+AACAm+TGt5N315J4t3YzjfzRWNO94dWLxaIMj8jn85VKRcpz35NGBEbsXllZmZiYkOVSmS+wbgFYLiYNod5+B9y11QhXrlxZXV0tFAqnT5/++c9/nslklpeX5+bmjDZSsi6+VjKZtNlsuVxOHv6ZM2dWV1er1arRx2p1dXVlZaVYLEqjK+XXN1SZTCZN0yTKy1VuuGPJSPxvszMAAADAHyztt8fKG1zhWumqrDW+nbVbo7VTOp1OpVIWi8VkMkkrhkKhMDs7q2laIpHYuHHjyMhIPp/v6OiwWCzxeFxys9PpzOVy9fX12Ww2k8l4vV5FUWSL2JUrV3w+X1dXVyqVmpiYkMmxiqKMj4/ncrm2tjaXyzU7O6vreiwWa21trampmZycnJ2dra+vb21tlRC/vLy8srKiadr8/HxXV9f09LTf729vb8/n81NTU3LXPp9veXl5aWmpVCpFo9FIJLK0tKSqalNTUzabLRQKCwsLbrc7l8vZ7XafzxeLxTweTzabvXr1qsvlam1tLZVKMpHO5XKVSqXx8fFMJtPT0+PxeBwOh9vtnpubm5yc9Hq9GzZsWFvkIE+1MYrshulcZiL8DiOjAQAA/tD8xsZnaytlbxhnr6/xveEqo+RUTdMWFxdHRkYKhcK///u/j42N7dy5s1gszs/Pf+1rX5NmusePHzeZTCsrK4cOHbr99ttPnTql6/qjjz6ay+WOHz8+Pz9fLBa//vWvb926dW5ubnp6+qmnnvL5fIcOHQqHw4lEQtO0gYGB//7v/zabzW+++aaqqt/5znfcbvfXv/71YrE4PT09PDzc3Nx8+PDhaDT6xBNPbN68WVZVX3zxxX/9139tamp66aWXzp075/P5nn/++Z6enhdffDGTycRisUOHDlmt1tnZWafT+fjjjy8uLt52223T09N9fX1f+9rXbDZbPB7/9re/vWnTpsceeyyXy/n9/lOnTqmqeuzYsXA4/PLLLyeTyVgsFovFLBbL3NzcxYsXZWfepUuXzp49Oz4+7vV6jxw5EolEDh486PV6A4GArPUaoxOMZ/iGny7kN3R1AN4/ND4DgFvG+x6YpCw4l8vV1tb29vZevXq1pqbmkUceUVXVZrO1tLR0dHTs27evtbV1eHg4Go3ec889MqjsjjvuOHfuXE9Pz+c+97m9e/eeO3fO4XDU1dWNjY0tLy9v2LBh3759uq4nk0mXy9XR0ZFKpVZWVr7xjW/ceeedzc3NS0tLmqY1NjbK8Iu9e/cmEgmr1RoOh+PxeC6Xk8pjs9nc0dHh9XrvvPPOXbt2tbW17dmzx+/3J5PJiYmJvXv37ty5s1QqVSqVvXv3Xrp0KRwOP/zww1ICUa1Wt23bVi6Xt27dumXLluHh4U2bNo2OjqbT6Wg0OjMzk8vlent7t2/f/txzzymKcvr06ZmZmXA4PDMzs2XLlgceeOBjH/vY1q1bFUVpbGxsamrKZDLpdDqTyUjBA0u5AAAAH774K/MgZNPbsWPHBgYG/vqv/7qmpkamUsXj8UKhkM1mbTabVBFomhYKhXw+35NPPrm8vPypT30qm8329PSsrq729/d/4QtfeOGFF6LRqNlsfvbZZ0OhkNVqLRaL58+f/8EPfvDxj3/c5XKdOHFifn6+ra3NGO5VKBRkZ9jMzMzY2Fhvb6/8lbFVzuPx6LqeTqcLhYLT6ZSGDMVicXx83Ol0yoDcn/zkJ/Pz83/zN39js9lk+obX643H46VSye/3b9269fLly5FIRNO0AwcOyJi3ZDIpRQtdXV0bNmz49Kc/vbq6eujQoVQqdezYsVwut7y8XC6XbTbb5OTkqVOnWltbPR6PjDkwOkIAAADgPfS7FD+8I9IoTXrTjo+PRyKRmpqa6enp2tpaSZ+Li4vhcDgSiXg8nrm5uXg83tnZabFYRkdHN2zYIMXB7e3tkUjE5/PddtttDodjw4YNkmVLpZLNZvN4PLFYzGq11tfXT01NVSqVpaUlmXMRiUQqlUpzc7PNZqtUKlJiq+v6/Px8Y2NjOByW6cq5XK6joyObzbrdbnngPp+vsbFxYGCgUCjIvV+8eLGjo0NRlJmZGbnHpqamVCrlcDhaWlrq6+tTqdSuXbucTmdLS0tLS4vseBsbG9M07c4771xcXIzFYoFAoKenp76+/tKlS5OTkxs3bsxmszKbbWFhoVwuLy4u+ny+aDSqrGlpDOD/HMUPAHDLuEHf36amJunwINPI3uVPeWlnWyqVFEWRGywUCtKZQQa0ykqnbNuS8/6KothsNhkksXYwhHJtWJrZbJZWEhJVZdiE2WzO5XIy4UI6MOi6brPZ5E6lRkLX9WKxePXq1YGBgT/+4z+Wa1WrVVmjXVhYkHnL+XzebrdLL2Fp2iBDmKW/mHThzeVy0pZBHqPdbpfvGDsCzWZzuVxOpVJWq9XhcFQqFVnblkcqjc8cDkepVLJarSaTKRaLaZp28ODBT37yk/IwqX8APjjo+wsAt4z3vU2sRNu1iyUSHyWnGkODFUWpVCqyrCILLRJJ5bpSD2C04JVRFxaLxegfLG9Odrtd8vTa/ruy987lcsntSAHxpk2bstmsNJEwWhEHg0Hl2hw16XQmCVj6BMuHBJl/oSiKHKocnjxGeUS6rstI5FwuJyvTcjGz2SwxV341OiVLE+Vyuez3+wuFwqZNm1ZXV+vq6oxr8RoFAAD4MMVfY6yxLCTrui6LwVJlWygUJBBLIpRiBmOpWG6hVCpJ5y9j6oTJZKpUKrI+LT10pcJY7iufzxvxVG5TQmcul5Nl10AgEAgEJOkai9Nms9lYmi2VSuVy2bhTOQyj7bEs/EgINsZtGPMmJC7L8Dn5KzlIYxqcBF+jg688OUZ3s02bNkmkXjfODQAAAB+a+CuhU2KftPKVBdpCoSBLpxIT5ZtGbYBRdyFpUooE5EbkMsYgYkmQMvrBbDbLYAsJzdJfQpZXpXpBgriUI8uNS22DRGFZYM5ms6VSKRgMGoHbiL/GpA+ZVydLy3J1ibwy97hSqZTL5ZWVFammqFarRm5W1kzCk+/Lza6dKiIjMN595QkAAADWed87P8iirMRNWeW1Wq2apknYlQIDs9ksda7SYkxqak0mkyRaCYWyJiqp12hwK7UQZrNZbkGSrkRSq9UqC64SLo0iCome5mvkwlKwa7PZZM34ypUrw8PDshStaZqMVTOOzVivVRRFCnwlQK+t1qhUKmfPnn300UdXVlakVEOyrxyD0ddMfi/3bvyt0euX7AsAAPDep9Pf091omrQ1qFar8Xjc6XR6PJ6FhYXW1labzXb16tV0Ou31eiORSKlUWlpayufzXq/X4XAkEonZ2dlgMNjQ0LCwsJDP543yCavVGgwGM5lMPp+X5eFUKtXU1OTxeJLJ5NzcnN1ur62tXVpaqlarHo9neXnZZrPZbLZ0Ou12u1dWVtLpdG1trcfjmZ6eljBdLpdbWlpqa2ulQvfKlSv5fD4cDvv9frnTiYkJt9utKEqhUPB4PIqiSOey5eXl1dVVv98fCARKpdLs7KykZ9nPt7i4qChKIBCQXm/pdNpsNns8HmlPIY0m1s5nNqqceYECAAC8t34fjc9MJlMmkymVSv/0T/80OztrMpmeeeaZaDR68OBBmWz8xBNPeDye733vexs3bnzppZdkRvEzzzwTiUReeukll8t1+PDhzZs3j4yMKIry0ksvXb58eX5+/sSJE9u2bTt58qTNZnvssccURRkaGnr99dfb29t/8YtfFAqFEydOrK6uejyep556qru7+5VXXikUCqFQ6Ec/+pHdbv/ud7/rcDgOHjzY2tr63e9+9/Lly8lk8ujRo3fffff3vvc9SclPPvmkqqqHDx/u6emRJ6S/v39gYKCxsfHAgQPRaHR6enppaSkejw8PD8/NzfX399fX1w8MDIyOjubz+dnZ2c7OzsHBQYvFcvbsWTnUb33rW+VyuVAoDA0NeTyemZmZwcHBLVu2yNKy3Mv1E/UA/N+i8RkA3DJ+T1PfZNnV7/c3NDQ8+OCDdrvd7/fv3LlzcHDQ5/N1d3cnk8lEIpFIJK5cueJ0OgOBgDTQ7e3tjcViKysrqVSqt7d3bGwslUp96UtfuvPOO2dnZy9fvmy1Wpuamvx+/4YNG3bv3n3lypWJiYmLFy/u2rXrIx/5yODgYH19vd1uX15erlarL7/88oULF+67775oNLpnz55kMjk/Py/LyW1tbXfeeafb7V5YWKitrV1cXKyrq+vt7S0Wi4lEQto4aJq2efPmRCJRLpdjsdjp06crlUpHR8epU6dCodD9998v+fjgwYOdnZ27du1yu92xWGx0dLS9vf3uu++en59fXV31+Xx9fX333nuv2+2uVCr5fF6m3EmxB69IAACAD3f8lYVkaaogXREURbFarTU1Ndls1u/3nzlz5vz58729vVar1W63P/jgg0ePHp2bm/vKV74yPj5++vTpT3ziEx6PJ5PJTExM/O///u8jjzxSKpWi0ej999//7LPP1tTUSH8xh8PhcDhWV1fT6bRUU7jdbp/PVyqVtm7d+u1vf9vr9Waz2aGhoWg0eu7cuaGhob6+Pp/Pp2ma2+22Wq1mszmZTEo3tHK5PDg4KAfm8/mkZa+qqvX19W63+/HHH+/p6fnpT3+aTCZra2szmcz8/Lzf7w+Hw9VqdWJiQtd1l8tVqVQ8Hs/ExITL5bLb7Q0NDVarNRAIyIcBY9G9Wq1KtwpaPQAAALzf3vfiB+kpJv3IZmdn7XZ7MBicmJgIhUJSrRsOh2XFd3FxMRqNDg0NVSqVeDx+9uzZDRs2XLx4MZ1Oz87ONjc39/f333HHHWazeW5urqamRi78iU98IhaLTUxMOByOQqGQyWT2799vMpmWl5enp6d37Nghlbuzs7P33ntvQ0NDJBKpq6uLx+ODg4NSWxwMBpPJpN/vr6mpkfi7urrqdDodDseFCxdsNtvKykpzc3NdXZ10Q5POEnv27JFgbTabQ6HQxYsXl5eXNU3bt2/fxo0bDx8+nEql0ul0OBxuaWk5evRopVIJBALRaHRpacnj8TQ1NSWTyaGhoVgsZjabOzs7ZTQG7fSBDyaKHwDglvG+T32TBKys6USmKIp0XcjlcjKJLZFIeDwes9l89erVX/7yl/v373e73VevXq2rqwuFQnKEVqs1k8lI8wfZarawsDA3N7dv3z7p6etwOGQZVTacSWthh8MhI+LkisVisVqtOp1OmWchh2fMeHvrGVFVi8WSSqU8Ho+R3bPZrKZpVqtVOpqtHUqXSCS8Xq+u6zIzWWbaGR2I7XZ7JpMpFos2m03u1+jzUKlUUqmU3++X+5VDMtokA/hAYeobANwyNOXa+u66bgPGD/d32X9AevRK8JVJFsViURpByMhfk8kk8bFQKPh8Pp/Pd+rUqXA4HA6HpRGEMdTN6XRKHC8UCuPj4+VyedOmTXLM0r5XVVW73S5tfRVFcblcxmBkmT2haZokY2nIIKlXBm1IzJX112Kx6HK55DjlGZCxGtKxWH4jCb5YLHq93nK5rGma9BWWmcmSoeWW7Xa79HqTaK5ca46mqqo8cGPoRqlUWlf/QPMH4P9sbYCACwC36k94CVjSDXdmZqZUKjU3NxtTfyUy/p6PKZPJSHi94d/KgckIN2MF971yfdzkLRD4Q7Du//71Pwp0XR8YGOjs7PR6vcY0HADAh5F2fdqT83rGfIf3O1+uI6u8Un1hzEJbdxnZRSfp/P1+E7rpAa87gPd2vZa3WOD/JP5e/5NHTtoYiwXG7ggAwIc+/soPd2O67+//5LvxlvObNpfIW44MGX4/3n7e1zhL3gU+mNb9MJEtB+u+s24wDU8aANwi8dcIncYa8Hub/256a3KPUgUra8DXr8FILW+lUvk9ZNN3ehdU6wIfRjctfJKP3L/lkzkA4MMaf4vFYjabff9qf2+aDuUeS6WSTIKQsLv2AtIyQtO092P19/o3tnUrQDe8yvsXf3mXBX4/fsta79pP5sb/SumNw/MGAB/W+CvLqCaTSRp+zc7O8rwA+AN3/YdPv98vPSJpUAgAH+6f8LLmYZzUo6YNAK6Pv4VCQZZ71TV4lgDgw0gzUq8RfKleBYB1LBaL8aOS4AsAH2pv9f2VHWYyioyf7AD+wF2/CmCcFjMqgPlRCQAf7vgLAAAA/CGgzBcAAADEXwAAAID4CwAAABB/AQAAAOIvAAAAQPwFAAAAiL8AAAAA8RcAAAAg/gIAAADEXwAAAID4CwAAABB/AQAAQPwFAAAAiL8AAAAA8RcAAAAg/gIAAADEXwAAAID4CwAAABB/AQAAAOIvAAAAQPwFAAAAiL8AAAAA8RcAAADEXwAAAID4CwAAABB/AQAAAOIvAAAAQPwFAAAAiL8AAAAA8RcAAAAg/gIAAADEXwAAAID4CwAAABB/AQAAQPwFAAAAiL8AAAAA8RcAAAAg/gIAAADEXwAAAID4CwAAABB/AQAAAOIvAAAAQPwFAAAAiL8AAAAA8RcAAADEXwAAAID4CwAAABB/AQAAAOIvAAAAQPwFAAAAiL8AAAAA8RcAAAAg/gIAAADEXwAAAID4CwAAABB/AQAAAOIvAAAAiL8AAAAA8RcAAAAg/gIAAADEXwAAAID4CwAAABB/AQAAAOIvAAAAQPwFAAAAiL8AAAAA8RcAAAAg/gIAAID4CwAAABB/AQAAAOIvAAAAQPwFAAAAiL8AAAAA8RcAAAAg/gIAAADEXwAAAID4CwAAABB/AQAAAOIvAAAAiL8AAAAA8RcAAAAg/gIAAADEXwAAAID4CwAAABB/AQAAAOIvAAAAQPwFAAAAiL8AAAAA8RcAAAAg/gIAAID4CwD3rtNBAAAN6klEQVQAABB/AQAAAOIvAAAAQPwFAAAAiL8AAAAA8RcAAAAg/gIAAADEXwAAAID4CwAAABB/AQAAAOIvAAAAiL88BQAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAA4i8AAABA/AUAAACIvwAAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAA4i8AAABA/AUAAACIvwAAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAABA/AUAAACIvwAAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAAADxFwAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAABA/AUAAACIvwAAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAAADxFwAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAABA/AUAAACIvwAAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAAADxFwAAACD+AgAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAACIvwAAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAAADxFwAAACD+AgAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAACIvwAAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAAADxFwAAACD+AgAAAMRfAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAAADxFwAAACD+AgAAAMRfAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAAADxFwAAACD+AgAAAMRfAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAA4i8AAABA/AUAAACIvwAAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAA4i8AAABA/AUAAACIvwAAAADxFwAAACD+AgAAAMRfAAAAgPgLAAAAEH8BAAAA4i8AAABA/AUAAACIvwAAACD+8hQAAACA+AsAAAAQfwEAAADiLwAAAED8BQAAAIi/AAAAAPEXAAAAIP4CAAAAxF8AAACA+AsAAAAQfwEAAADiLwAAAIi/AAAAAPEXAAAAIP4CAAAAxF8AAACA+Pv/27WDFABBAIiiDHj/K08nCClIDN/bppvZ9BcCAID8BQAA+QsAAPIXAADkLwAAyF8AAJC/AADIXwAAkL8AACB/AQBA/gIAgPwFAAD5CwAA8hcAAOQvAADIXwAAkL8AACB/AQCQvwAAIH8BAED+AgCA/AUAAPkLAADyFwAA5C8AAMhfAACQvwAAIH8BAED+AgAgfwEAQP4CAID8BQAA+QsAAPIXAADkLwAAyF8AAJC/AAAgfwEAQP4CAID8BQAA+QsAgPwFAAD5CwAA8hcAAOQvAADIXwAAkL8AACB/AQBA/gIAgPwFAAD5CwAA8hcAAPkLAADyFwAA5C8AAMhfAACQvwAAIH8BAED+AgCA/AUAAPkLAADyFwAA5C8AAPIXAADkLwAAyF8AAJC/AAAgfwEAQP4CAID8BQAA+QsAAPIXAADkLwAAyF8AAOQvAADIXwAAkL8AACB/AQBA/gIAgPwFAAD5CwAA8hcAAOQvAADIXwAAkL8AAMhfAACQvwAAIH8BAED+AgCA/AUAAPkLAADyFwAA5C8AAMhfAACQvwAAIH8BAED+AgAgfwEAQP4CAID8BQAA+QsAAPIXAADkLwAAyF8AAJC/AAAgfwEAQP4CAID8BQBA/gIAgPwFAAD5CwAA8hcAAOQvAADIXwAAkL8AACB/AQBA/gIAgPwFAAD5CwCA/AUAAPkLAADyFwAA5C8AAMhfAACQvwAAIH8BAED+AgCA/AUAAPkLAADyFwAA+QsAAPIXAADkLwAAyF8AAJC/AAAgfwEAQP4CAID8BQAA+QsAAPIXAADkLwAAyF8AAOQvAADIXwAAkL8AACB/AQBA/gIAgPwFAAD5CwAA8hcAAOQvAADIXwAAkL8AAMhfAACQvwAAIH8BAED+AgCA/AUAAPkLAADyFwAA5C8AAMhfAACQvwAAIH8BAJC/AAAgfwEAQP4CAID8BQAA+QsAAPIXAADkLwAAyF8AAJC/AAAgfwEAQP4CACB/AQBA/gIAgPwFAAD5CwAA8hcAAOQvAADIXwAAkL8AACB/AQBA/gIAgPwFAED+AgCA/AUAAPkLAADyFwAA5C8AAMhfAACQvwAAIH8BAED+AgCA/AUAAPkLAADyFwAA+QsAAPIXAADkLwAAyF8AAJC/AAAgfwEAQP4CAID8BQAA+QsAAPIXAADkLwAA8hcAAOQvAADIXwAAkL8AACB/AQBA/gIAgPwFAAD5CwAA8hcAAOQvAADIXwAA5C8AAMhfAACQvwAAIH8BAED+AgCA/AUAAPkLAADyFwAA5C8AAMhfAACQvwAAyF8AAJC/AAAgfwEAQP4CAID8BQAA+QsAAPIXAADkLwAAyF8AAJC/AAAgfwEAkL8mAABA/gIAgPwFAAD5CwAA8hcAAOQvAADIXwAAkL8AACB/AQBA/gIAgPwFAAD5CwCA/AUAAPkLAADyFwAA5C8AAMhfAACQvwAAIH8BAED+AgCA/AUAAPkLAADyFwAA+QsAAPIXAADkLwAAyF8AAJC/AAAgfwEAYJ0xPZHETOyjrREAgNciJgAAOIfHDwAAyF8AAJC/AAAgfwEAQP4CAID8BQAA+QsAAPIXAADkLwAAyF8AAJC/AAAgfwEAkL8AACB/AQBA/gIAgPwFAAD5CwAA8hcAAOQvAADIXwAAkL8AACB/AQBA/gIAIH8BAED+AgCA/AUAAPkLAADyFwAA5C8AAMhfAACQvwAAIH8BAED+AgCA/AUAQP4CAID8BQAA+QsAAPIXAADkLwAAyF8AAJC/AAAgfwEAQP4CAID8BQAA+QsAgPwFAAD5CwAA8hcAAOQvAADIXwAAkL8AACB/AQBA/gIAgPwFAAD5CwAA8hcAAOQvAADyFwAA5C8AAMhfAACQvwAAIH8BAED+AgCA/AUAAPkLAADyFwAA5C8AAMhfAADkLwAAyF8AAJC/AAAgfwEAQP4CAID8BQAA+QsAAPIXAADkLwAAyF8AAJC/AADIXwAAkL8AACB/AQBA/gIAgPwFAAD5CwAA8hcAAOQvAADIXwAAkL8AACB/AQCQvwAAIH8BAED+AgCA/AUAAPkLAADyFwAA5C8AAMhfAACQvwAAIH8BAED+AgAgf00AAID8BQAA+QsAAPIXAADkLwAAyF8AAJC/AAAgfwEAQP4CAID8BQAA+QsAAPIXAAD5CwAA8hcAAH5vTE8kMRN8pK0RAGCl+PsCAHAOjx8AAJC/AAAgfwEAQP4CAID8BQAA+QsAAPIXAADkLwAAyF8AAJC/AAAgfwEAQP4CACB/AQBA/gIAgPwFAAD5CwAA8hcAAOQvAADIXwAAkL8AACB/AQBA/gIAgPwFAED+AgCA/AUAAPkLAADyFwAA5C8AAMhfAACQvwAAIH8BAED+AgCA/AUAAPkLAID8BQAA+QsAAPIXAADkLwAAyF8AAJC/AAAgfwEAQP4CAID8BQAA+QsAAPIXAAD5CwAA8hcAAOQvAADIXwAAkL8AACB/AQBA/gIAgPwFAAD5CwAA8hcAAOQvAADIXwAA5C8AAMhfAACQvwAAIH8BAED+AgCA/AUAAPkLAADyFwAA5C8AAMhfAACQvwAAyF8AAJC/AAAgfwEAQP4CAMCext2HJNYBAGBnbZ9euQDmRqkUnxTlPAAAAABJRU5ErkJggg=="/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">22</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h2 y47 ff1 fs0 fc0 sc0 ls0 ws0">Rysunek 8. Mapa stanu i rozwoju stanu gazowego Polski </div><div class="t m0 x1 hb y309 ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x81 hb y30a ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x81 hb y30b ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x81 hb y30c ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x81 hb y30d ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y30e ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y30f ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y310 ff5 fs3 fc0 sc0 ls0 ws0">Źródło: <span class="ff6">Polityka<span class="_ _1"></span> energetyczna Polski do 2040 <span class="ff5">r., Ministerstwo Klimatu<span class="_ _1"></span> i Środowiska, Załącznik do Uchwały nr 22/2021 Rad<span class="_ _1"></span>y Ministrów z dnia<span class="_ _1"></span> </span></span></div><div class="t m0 x1 hb y311 ff6 fs3 fc0 sc0 ls0 ws0">2 lutego<span class="_ _1"></span> 2021 <span class="ls18">r.</span> </div><div class="t m0 x1 h2 y1b6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y312 ff7 fs0 fc0 sc0 ls0 ws0">Obok  OGP  Gaz  System  S.A.  również  Grupa  Kapitałowa  <span class="ff3">ORLEN  </span>planuje  zgodnie  ze  swoją  strategią  na  lata  <span class="ff3 ls3">2024<span class="ls0">-</span>2030<span class="ls19">, </span></span></div><div class="t m0 x1 h4 y1b8 ff7 fs0 fc0 sc0 ls0 ws0">przeznaczyć <span class="_ _0"></span>łącznie 320 <span class="_ _0"></span>mld <span class="_ _0"></span>zł <span class="_ _0"></span>na <span class="_ _0"></span>inwestycje. <span class="_ _0"></span>Z <span class="_ _0"></span>tego <span class="_ _0"></span>aż <span class="_ _0"></span>120 <span class="_ _0"></span>mld <span class="_ _0"></span>z<span class="_ _0"></span>ł<span class="ff3"> <span class="_ _0"></span></span>(40% <span class="_ _0"></span>nakładów <span class="_ _0"></span>inwestycyjnych) <span class="_ _0"></span><span class="ff3">na z<span class="_ _0"></span>ielone inwestycje, <span class="_ _0"></span>w </span></div><div class="t m0 x1 h4 y313 ff3 fs0 fc0 sc0 ls0 ws0">tym <span class="_ _3"> </span><span class="ff7">w <span class="_ _12"> </span>tym <span class="_ _3"> </span>energetykę <span class="_ _12"> </span>wiatrową <span class="_ _3"> </span>na <span class="_ _12"> </span>morzu <span class="_ _3"> </span>i <span class="_ _12"> </span>lądzie, <span class="_ _3"> </span>fotowoltaikę, <span class="_ _12"> </span>biogaz, <span class="_ _3"> </span>elektromobilność <span class="_ _12"> </span>oraz <span class="_ _3"> </span>zielony <span class="_ _12"> </span>wodór. <span class="_ _3"> </span>Na </span></div><div class="t m0 x1 h4 y314 ff3 fs0 fc0 sc0 ls0 ws0">dotychczasowe <span class="_ _9"></span>- <span class="ff7">tradycyjne <span class="_ _9"></span>i <span class="_ _0"></span>przejściowe <span class="_ _0"></span>obszary <span class="_ _9"></span>biznesowe, <span class="_ _0"></span>takie <span class="_ _0"></span>jak <span class="_ _9"></span>wydobycie <span class="_ _0"></span>gazu, <span class="_ _0"></span>rafineria, <span class="_ _0"></span>petrochemia, <span class="_ _0"></span>energetyka </span></div><div class="t m0 x1 h4 y315 ff3 fs0 fc0 sc0 ls0 ws0">konwencjonalna i <span class="_ _1"></span>zintegrowan<span class="ff7">y d<span class="_ _1"></span>etal wydatki<span class="_ _1"></span> będ<span class="_ _1"></span>ą stanowiły 60%<span class="ff3">. <span class="_ _1"></span><span class="ff7">Kluczowym <span class="_ _1"></span>obszarem rozw<span class="_ _1"></span>oju Gr<span class="_ _1"></span>upy ORLEN <span class="_ _14"></span>w<span class="_ _0"></span> najbli<span class="_ _1"></span>ższej </span></span></span></div><div class="t m0 x1 h4 y316 ff7 fs0 fc0 sc0 ls0 ws0">dekadzie <span class="_ _1"></span>będzie e<span class="_ _1"></span>nergetyka, <span class="_ _1"></span>oparta głównie <span class="_ _14"></span>o odnawialne <span class="_ _1"></span>źródła ene<span class="_ _1"></span>rgii i <span class="_ _14"></span>wspierana mocami <span class="_ _1"></span>gazowymi. Do <span class="_ _1"></span>2030 <span class="_ _1"></span>roku <span class="ff3">Grupa </span></div><div class="t m0 x1 h4 y317 ff3 fs0 fc0 sc0 ls0 ws0">Orlen <span class="_ _0"></span><span class="ff7">zamierza <span class="_ _0"></span>osiągnąć <span class="_ _0"></span>poziom <span class="_ _0"></span>2,5 <span class="_ _0"></span>GW <span class="_ _9"></span>mocy zainstalowanych <span class="_ _0"></span>w <span class="_ _0"></span>źródłac<span class="_ _0"></span>h odnawialnych. <span class="_ _0"></span>1,7 <span class="_ _0"></span>GW <span class="_ _0"></span>zapewnią <span class="_ _0"></span>morskie <span class="_ _0"></span>farmy </span></div><div class="t m0 x1 h4 y318 ff7 fs0 fc0 sc0 ls0 ws0">wiatrowe,  natomiast  0,8 <span class="_ _3"> </span>GW  źr<span class="_ _0"></span>ódła  lądowe <span class="_ _3"> </span>–<span class="ff3"> <span class="_ _3"> </span></span>elektrownie  wiatrow<span class="_ _0"></span>e  i  foto<span class="_ _0"></span>woltaika.  Pięciokrotny  wz<span class="_ _0"></span>rost  mocy <span class="_ _3"> </span>z  OZE </div><div class="t m0 x1 h4 y319 ff7 fs0 fc0 sc0 ls0 ws0">planowany <span class="_ _14"></span>jest <span class="_ _14"></span>przy <span class="_ _1"></span>założeniu, <span class="_ _14"></span>że <span class="_ _14"></span>o<span class="_ _0"></span>becnie <span class="_ _6"></span>rea<span class="_ _0"></span>lizow<span class="_ _0"></span><span class="ff3">any <span class="_ _14"></span>projekt <span class="_ _14"></span>morskiej <span class="_ _14"></span>farmy <span class="_ _1"></span>wiatrowej <span class="_ _14"></span>Baltic <span class="_ _14"></span>Po<span class="_ _0"></span>wer, <span class="_ _14"></span>po <span class="_ _14"></span>pozyskaniu <span class="_ _14"></span>partnera </span></div><div class="t m0 x1 h4 y31a ff7 fs0 fc0 sc0 ls0 ws0">do <span class="_ _0"></span>spółki <span class="_ _0"></span>joint <span class="_ _0"></span>venture, <span class="_ _0"></span>zwiększy <span class="_ _9"></span>potencjał w<span class="_ _0"></span>ytwórczy <span class="_ _0"></span>o <span class="_ _0"></span>maksymalnie <span class="_ _0"></span>0,6 <span class="_ _0"></span>GW. <span class="_ _0"></span>Grupa <span class="_ _0"></span>ORL<span class="_ _0"></span>EN <span class="_ _0"></span>zwiększy <span class="_ _0"></span>również <span class="_ _0"></span>z <span class="_ _9"></span>1,1 GW <span class="_ _9"></span>do </div><div class="t m0 x1 h4 y31b ff7 fs0 fc0 sc0 ls0 ws0">powyżej <span class="_ _8"></span>2,0 <span class="_ _8"></span>GW <span class="_ _8"></span>moc <span class="_ _9"></span>z<span class="_ _0"></span>ainstalowaną <span class="_ _9"></span>w <span class="_ _8"></span>nowoczesnych <span class="_ _8"></span>elektrowniach <span class="_ _8"></span>gaz<span class="ff3">o<span class="_ _0"></span>wych. <span class="_ _8"></span>W <span class="_ _8"></span>pers<span class="_ _1"></span>pektywie <span class="_ _8"></span>2030 <span class="_ _8"></span>roku <span class="_ _9"></span>do <span class="_ _8"> </span>20%<span class="_ _0"></span> <span class="_ _8"></span>gazu </span></div><div class="t m0 x1 h4 y31c ff7 fs0 fc0 sc0 ls0 ws0">wykorzystywanego <span class="_ _14"></span>przez <span class="_ _14"></span>Grupę <span class="_ _1"></span>ORLEN <span class="_ _1"></span>będzie<span class="_ _1"></span> <span class="_ _14"></span>poc<span class="_ _0"></span>hodziło <span class="_ _14"></span>z <span class="_ _1"></span>własnych, <span class="_ _14"></span>zasobów <span class="_ _14"></span>Koncernu.<span class="_ _0"></span><span class="ff3"> <span class="_ _1"></span>Grupa <span class="_ _14"></span>Orlen <span class="_ _1"></span>planuje <span class="_ _14"></span>w <span class="_ _1"></span>latach <span class="_ _14"></span>2024-</span></div><div class="t m0 x1 h4 y31d ff3 fs0 fc0 sc0 ls3 ws0">30 <span class="_ _5"> </span><span class="ff7 ls0">rozbudować <span class="_ _e"> </span><span class="ff3">niskoemisyjne <span class="_ _5"> </span>jednostki <span class="_ _5"> </span>CCGT <span class="_ _e"> </span></span>bilansujące <span class="_ _5"> </span><span class="ff3">polski <span class="_ _5"> </span>system  e<span class="_ _1"></span>lektro-energetyczny, <span class="_ _5"> </span><span class="ff7">zastępując <span class="_ _5"> </span>w  te<span class="_ _1"></span>n <span class="_ _5"> </span>sposób </span></span></span></div><div class="t m0 x1 h4 y31e ff7 fs0 fc0 sc0 ls0 ws0">wysokoemisyjne <span class="_ _0"></span>elektrownie i <span class="_ _9"></span>elektrociepłownie<span class="ff3 ls5">. <span class="_ _0"></span></span>Nastąpi <span class="_ _0"></span>przez <span class="_ _9"></span>to <span class="_ _0"></span>zwiększ<span class="ff3">enie <span class="_ _0"></span>mocy <span class="_ _0"></span>zainstalowanych <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>gazie <span class="_ _0"></span>z <span class="_ _0"></span>1,7 <span class="_ _9"></span>GWe w </span></div><div class="t m0 x1 h4 y31f ff7 fs0 fc0 sc0 ls0 ws0">2022 roku do około 4,0 GWe<span class="_ _1"></span> w 2030 roku<span class="ff3">, co stanowi to 2,5-krotny wzrost mocy. Istotn<span class="_ _1"></span>y <span class="ff7">udział </span><span class="lse">w </span>strategii <span class="ff7">Grupy Orlen mają </span></span></div><div class="t m0 x1 h4 y320 ff3 fs0 fc0 sc0 ls0 ws0">inwestycje w <span class="ff7">źródła wy</span>twarzaj<span class="ff7">ące </span>biogaz. Roczna produkcja biogazu w 2030 roku <span class="ff7">ma wynieść 1 </span>mld m</div><div class="t m0 x82 h30 y321 ff3 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x83 h30 y321 ff3 fs6 fc0 sc0 ls0 ws0">9</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x84 h4 y320 ff3 fs0 fc0 sc0 ls5 ws0">. <span class="ls0"> </span></div><div class="t m0 x1 h4 y322 ff7 fs0 fc0 sc0 ls0 ws0">Zwiększenie <span class="_ _5"> </span>wydobycia  gazu <span class="_ _e"> </span>przez <span class="_ _e"> </span>krajowe  p<span class="_ _1"></span>odmioty  s<span class="_ _1"></span>tanowi  k<span class="_ _14"></span>o<span class="_ _0"></span>lejny <span class="_ _5"> </span>obszar  inwestycji <span class="_ _5"> </span>mających  na <span class="_ _5"> </span>c<span class="_ _0"></span>elu <span class="_ _5"> </span>zapewnienie </div><div class="t m0 x1 h4 y323 ff7 fs0 fc0 sc0 ls0 ws0">bezpieczeństwa <span class="_ _12"> </span>energetyczne<span class="_ _1"></span>go <span class="_ _12"> </span>Polski. <span class="_ _12"> </span>Inwestycje <span class="_ _12"> </span>w <span class="_ _12"> </span>tym <span class="_ _12"> </span>zakresi<span class="_ _1"></span>e <span class="_ _12"> </span>będą <span class="_ _12"> </span>przeprowadzone <span class="_ _12"> </span>przez <span class="_ _12"> </span>Grup<span class="_ _1"></span>ę <span class="_ _15"> </span><span class="ff3">Orlen <span class="_ _12"> </span></span>i <span class="_ _12"> </span>będą </div><div class="t m0 x1 h4 y324 ff7 fs0 fc0 sc0 ls0 ws0">obejmowały <span class="_ _14"></span>z<span class="_ _0"></span>większenie <span class="_ _14"></span>krajowego <span class="_ _1"></span>wydobycia <span class="_ _14"></span>gazu, <span class="_ _1"></span>jak <span class="_ _14"></span>i <span class="_ _1"></span>zapewnienie<span class="_ _1"></span> <span class="_ _14"></span>dostępu do <span class="_ _14"></span>gazu <span class="_ _1"></span>wydobywanego <span class="_ _14"></span>ze z<span class="_ _1"></span>łóż <span class="_ _14"></span>zagranicznych </div><div class="t m0 x1 h4 y325 ff3 fs0 fc0 sc0 ls0 ws0">np.: norweskich.  </div><div class="t m0 x1 h4 y326 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y327 ff1 fs0 fc0 sc0 ls0 ws0">Rynek energetyczny w Polsce </div><div class="t m0 x1 h4 y328 ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _5"> </span>przestrzeni <span class="_ _5"> </span>ostatnich <span class="_ _5"> </span>lat <span class="_ _5"> </span>na <span class="_ _5"> </span>rynku <span class="_ _5"> </span>energetycznym <span class="_ _5"> </span>można <span class="_ _5"> </span>dostrzec <span class="_ _5"> </span>wiele <span class="_ _5"> </span>zmian. <span class="_ _5"> </span>Począwszy <span class="_ _5"> </span>od <span class="_ _5"> </span>zmian <span class="_ _5"> </span>wł<span class="_ _0"></span>aścicielskich,<span class="_ _1"></span> </div><div class="t m0 x1 h4 y329 ff7 fs0 fc0 sc0 ls0 ws0">organizacyjnych <span class="_ _12"> </span>a <span class="_ _12"> </span>kończąc <span class="_ _12"> </span>na <span class="_ _12"> </span>zmianach <span class="_ _12"> </span>technologicznych. <span class="_ _12"> </span>Polska <span class="_ _12"> </span>gospodarka <span class="_ _12"> </span>stoi <span class="_ _12"> </span>w <span class="_ _12"> </span>przeddzień <span class="_ _12"> </span>wielkich <span class="_ _12"> </span>inwestycji. </div><div class="t m0 x1 h4 y32a ff7 fs0 fc0 sc0 ls0 ws0">Zmieniające <span class="_ _1"></span>się re<span class="_ _1"></span>gulacje <span class="_ _1"></span>prawne w <span class="_ _1"></span>Unii <span class="_ _14"></span>E<span class="_ _0"></span>uropejskiej, d<span class="_ _1"></span>ążące d<span class="_ _1"></span>o zmnie<span class="_ _1"></span>jszania negatywneg<span class="_ _1"></span>o wpływy <span class="_ _1"></span>na <span class="_ _1"></span>środowisko, wymogły </div><div class="t m0 x1 h4 y32b ff7 fs0 fc0 sc0 ls0 ws0">na <span class="_ _5"> </span>polskich <span class="_ _5"> </span>koncernach <span class="_ _8"> </span>e<span class="_ _0"></span>nergetycznych <span class="_ _5"> </span>planowanie <span class="_ _5"> </span>przebudowy <span class="_ _5"> </span>istniejących <span class="_ _8"></span>źró<span class="_ _0"></span>deł <span class="_ _5"> </span>wytwarzania <span class="_ _5"> </span>energii. <span class="_ _5"> </span>Równocześnie </div><div class="t m0 x6d h7 y2c9 ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x1 h33 y1cd ff3 fs7 fc0 sc0 ls0 ws0">9</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6e h12 y2ca ff3 fs3 fc0 sc0 ls0 ws0">https://www.orle<span class="_ _1"></span>n.pl/pl/o-firmie<span class="_ _1"></span>/strategia-<span class="ls7">2030</span> <span class="_ _1"></span> </div></div><a class="l" href="#pf16" ><span class="d m1" style="border-style:none;position:absolute;left:891.900000px;bottom:428.300000px;width:7.540000px;height:10.980000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">23</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">wzrost <span class="_ _1"></span>w <span class="_ _14"></span>Po<span class="_ _0"></span>lsce <span class="_ _14"></span>w przeciągu <span class="_ _14"></span>ostatnich lat <span class="_ _14"></span>zapotrzebowanie n<span class="_ _1"></span>a <span class="_ _1"></span>energię, <span class="_ _14"></span>spowo<span class="_ _0"></span>dował <span class="_ _1"></span>planowanie <span class="_ _14"></span>nowych <span class="_ _1"></span>inwestycji <span class="_ _14"></span>mających<span class="_ _0"></span> </div><div class="t m0 x1 h4 y8d ff7 fs0 fc0 sc0 ls0 ws0">na celu dostarczeniu odpowiedniej jej ilości. <span class="ff3"> </span></div><div class="t m0 x1 h4 yd7 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yd8 ff7 fs0 fc0 sc0 ls0 ws0">Działania <span class="_ _12"> </span>nakie<span class="_ _1"></span>rowane <span class="_ _12"> </span>na <span class="_ _3"> </span>roz<span class="_ _0"></span>wój <span class="_ _12"> </span>odnawialn<span class="_ _1"></span>ych <span class="_ _12"> </span>źródeł <span class="_ _3"> </span>energii <span class="_ _12"> </span>służą <span class="_ _12"> </span>obniżen<span class="_ _1"></span>iu <span class="_ _12"> </span>emisyjności <span class="_ _3"> </span>s<span class="_ _0"></span>ektora <span class="_ _3"> </span>energetycznego <span class="_ _12"> </span>i </div><div class="t m0 x1 h4 y5 ff7 fs0 fc0 sc0 ls0 ws0">dywersyfikacji <span class="_ _5"> </span>struktury <span class="_ _5"> </span>wytwarzania <span class="_ _e"> </span>energii, <span class="_ _5"> </span>prowadzą <span class="_ _5"> </span>do <span class="_ _e"> </span>ograniczenia <span class="_ _5"> </span>intensywności <span class="_ _5"> </span>wykorzystania  p<span class="_ _1"></span>aliw <span class="_ _5"> </span>kopalnych <span class="_ _5"> </span>i </div><div class="t m0 x1 h4 yd9 ff7 fs0 fc0 sc0 ls0 ws0">zmniejszenia  uzależnienia  państwa  od  importu  paliw,  c<span class="_ _1"></span>o  w  długiej  pe<span class="_ _1"></span>rspektywie  wpłynie  na  poprawę  bezpie<span class="_ _1"></span>czeństwa </div><div class="t m0 x1 h4 yda ff7 fs0 fc0 sc0 ls0 ws0">energetycznego. Szersze <span class="_ _0"></span>wykorzystanie OZE <span class="_ _0"></span>wpływać <span class="_ _0"></span>będzie na <span class="_ _0"></span>spadek <span class="_ _0"></span>cen <span class="_ _0"></span>hurtowych <span class="_ _0"></span>energii, a <span class="_ _0"></span>także <span class="_ _0"></span>na <span class="_ _0"></span>redukcję kosztów </div><div class="t m0 x1 h4 ydb ff7 fs0 fc0 sc0 ls0 ws0">towarzyszących emisjom zanieczyszczeń, zarówno <span class="_ _1"></span>w odniesieniu do opłat obciążających jednostk<span class="_ _1"></span>ę wytworzonej energ<span class="_ _1"></span>ii, jak i </div><div class="t m0 x1 h4 ydc ff7 fs0 fc0 sc0 ls0 ws0">kosztów <span class="_ _12"> </span>środo<span class="_ _1"></span>wiskowych <span class="_ _3"> </span>oraz <span class="_ _3"> </span>zdrow<span class="_ _0"></span>otnych. <span class="_ _3"> </span>W <span class="_ _3"> </span>długiej <span class="_ _12"> </span>pe<span class="_ _1"></span>rspektywie <span class="_ _3"> </span>będzie <span class="_ _3"> </span>to <span class="_ _12"> </span>wpływać <span class="_ _12"> </span>na  wzro<span class="_ _0"></span>st <span class="_ _3"> </span>konkurencyjności </div><div class="t m0 x1 h4 y219 ff3 fs0 fc0 sc0 ls0 ws0">gospodarki </div><div class="t m0 x1 h4 y21a ff7 fs0 fc0 sc0 ls0 ws0">Wzrost <span class="_ _0"></span>udziału OZE <span class="_ _0"></span>w <span class="_ _0"></span>końcowym zużyciu <span class="_ _0"></span>energii brutto <span class="_ _0"></span>jest <span class="_ _0"></span>jednym <span class="_ _0"></span>z <span class="_ _0"></span>trzech priorytetowych <span class="_ _0"></span>obszarów polityki <span class="_ _0"></span>klimatyczno<span class="_ _9"></span><span class="ff3">- </span></div><div class="t m0 x1 h4 y21b ff7 fs0 fc0 sc0 ls0 ws0">energetycznej UE, a także <span class="_ _0"></span>globalnych <span class="_ _0"></span>polityk i działań <span class="_ _0"></span>w zakresie <span class="_ _0"></span>przeciwdziałania zmianom <span class="_ _0"></span>klimatu. W<span class="_ _0"></span><span class="ff3"> <span class="_ _0"></span><span class="ls3">2022 </span></span>r. <span class="_ _0"></span>udział OZE<span class="_ _0"></span> w </div><div class="t m0 x1 h4 y21c ff7 fs0 fc0 sc0 ls0 ws0">końcowym zużyciu energii brutto w Polsce wzrósł do <span class="ff3">16,81<span class="ls2">%.</span></span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x85 h30 y32c ff3 fs6 fc0 sc0 ls4 ws0">10</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x86 h4 y21c ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y21d ff7 fs0 fc0 sc0 ls0 ws0">Komisja <span class="_ _0"></span>Europejska <span class="_ _0"></span>14 <span class="_ _0"></span>lipca <span class="_ _0"></span>2021 <span class="_ _0"></span>r. <span class="_ _0"></span>przyjęła <span class="_ _9"></span>pakie<span class="_ _1"></span>t <span class="_ _0"></span>propozycji <span class="_ _0"></span>legislacyjnych <span class="_ _0"></span>„Fit <span class="_ _0"></span>for <span class="_ _0"></span>55” <span class="_ _0"></span>w <span class="_ _9"></span>ramach Europejskiego <span class="_ _0"></span>Zielonego </div><div class="t m0 x1 h4 y21e ff7 fs0 fc0 sc0 ls0 ws0">Ładu, którego celem jes<span class="_ _1"></span>t wzmocnienie pozycji UE jako światowego lidera klimatycznego. Pakiet ma n<span class="_ _1"></span>a celu unowocześnienie </div><div class="t m0 x1 h4 y249 ff7 fs0 fc0 sc0 ls0 ws0">istniejącego<span class="ff3"> <span class="_ _12"> </span>prawodawstwa <span class="_ _12"> </span>zgodnie<span class="_ _1"></span> <span class="_ _12"> </span>z <span class="_ _12"> </span>celem <span class="_ _12"> </span>UE <span class="_ _12"> </span>w <span class="_ _12"> </span>zakresie <span class="_ _3"> </span>k<span class="_ _0"></span>limatu <span class="_ _12"> </span><span class="ls15">do<span class="_ _0"></span></span> <span class="_ _12"> </span><span class="ff7">2030 <span class="_ _12"> </span>r., <span class="_ _12"> </span>które <span class="_ _12"> </span>pomoże <span class="_ _12"> </span>wprowadzić <span class="_ _12"> </span>zmiany </span></span></div><div class="t m0 x1 h4 y24a ff7 fs0 fc0 sc0 ls0 ws0">transformacyjne <span class="_ _1"></span>potrzebne <span class="_ _14"></span>w gospodarce, <span class="_ _1"></span>społeczeństwie <span class="_ _14"></span>i przemyśle, <span class="_ _14"></span>aby osiągnąć <span class="_ _1"></span>neutralność <span class="_ _1"></span>klimatyczną do <span class="_ _14"></span>2050 r. <span class="_ _1"></span>oraz, </div><div class="t m0 x1 h4 y24b ff7 fs0 fc0 sc0 ls0 ws0">aby to wspierać, zmniejszyć emisje netto o co najmniej 55 proc. (w porównaniu z 1990 r.) do 2030 r.</div></div><div class="c x0 y0 w3 h0"><div class="t m0 x87 h30 y32d ff3 fs6 fc0 sc0 ls4 ws0">11</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x88 h4 y24b ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y32e ff3 fs0 fc0 sc0 ls0 ws0">Konkretne cele Fit for 55: </div><div class="t m0 x1 h34 y32f ff9 fs5 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _17"> </span><span class="ff3 fs0">redukcja emisji CO</span></span></div><div class="t m0 x89 h30 y330 ff3 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x8a h4 y32f ff3 fs0 fc0 sc0 ls0 ws0"> <span class="ff7">o 55% do 2030 r. (względem 1990)</span>, </div><div class="t m0 x1 h34 y331 ff9 fs5 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _17"> </span><span class="ff7 fs0">kluczowe dla przemysłu zmiany funkcjonowania systemu zakupu uprawnień do emisji ETS (Syste<span class="_ _1"></span>m ETS to system handlu </span></span></div><div class="t m0 x8b h4 y332 ff7 fs0 fc0 sc0 ls0 ws0">uprawnieniami do emisji gazów cieplarnianych)<span class="ff3">, </span></div><div class="t m0 x1 h34 y333 ff9 fs5 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _17"> </span><span class="ff3 fs0">rejestrowanie po 2035 roku tylko samochod<span class="ff7">ów bezemisyjnych, </span> </span></span></div><div class="t m0 x1 h34 y334 ff9 fs5 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _17"> </span><span class="ff3 fs0">wprowadzenie mechanizmu <span class="ff7">CBAM, czyli podatek węglowy (ważne dla importerów produ<span class="_ _1"></span>któw spoza UE)<span class="_ _0"></span><span class="ff3">, </span></span></span></span></div><div class="t m0 x1 h34 y335 ff9 fs5 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _17"> </span><span class="ff7 fs0">zmniejszenie zużycia energii elektrycznej o 9% do 2030 r.<span class="ff3">, </span></span></span></div><div class="t m0 x1 h34 y336 ff9 fs5 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _17"> </span><span class="ff7 fs0">40% udziału <span class="ff3">OZE w produkcji energii elektrycznej, </span></span></span></div><div class="t m0 x1 h34 y337 ff9 fs5 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _17"> </span><span class="ff7 fs0">co najmniej 49% energii zużywanej w budyn<span class="_ _1"></span>kach ma pochodzić z OZE<span class="_ _0"></span><span class="ff3">, </span></span></span></div><div class="t m0 x1 h34 y338 ff9 fs5 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _17"> </span><span class="ff7 fs0">wzrost oszczędności końcowego zużycia energ<span class="_ _1"></span>ii w poszczególnych <span class="_ _0"></span><span class="ff3">p</span>aństwach <span class="ff3 ls1a">UE<span class="ls0"> do 1,5% rocznie w latach 2024-<span class="ls3">2030 </span></span></span></span></span></div><div class="t m0 x8b h4 y339 ff3 fs0 fc0 sc0 ls0 ws0">(obecnie 0,8 rocznie), </div><div class="t m0 x1 h34 y310 ff9 fs5 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _17"> </span><span class="ff7 fs0">zwiększenie Funduszu Modernizacyjnego (2,5% uprawnień<span class="_ _1"></span> do emisji (EUA) ma <span class="_ _0"></span>być skierowane do krajów </span></span></div><div class="t m0 x8b h4 yeb ff7 fs0 fc0 sc0 ls0 ws0">potrzebujących wsparcia, w tym Polski)<span class="ff3">, </span></div><div class="t m0 x1 h34 y33a ff9 fs5 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _17"> </span><span class="ff7 fs0">25% dochodów ze sprzedaży praw do emisji <span class="ff3 lsa">ma <span class="ls0">zasili</span></span>ć<span class="ff3"> </span>Społeczny Fundusz Klimatyczny, który będzie pomagał </span></span></div><div class="t m0 x8b h4 y80 ff7 fs0 fc0 sc0 ls0 ws0">finansować walkę z ubóstwem energetycznym najuboższych</div></div><div class="c x0 y0 w3 h0"><div class="t m0 x8c h30 y33b ff3 fs6 fc0 sc0 ls4 ws0">12</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x8d h4 y80 ff3 fs0 fc0 sc0 ls0 ws0">. </div><div class="t m0 x1 h4 y33c ff7 fs0 fc0 sc0 ls0 ws0">Największy <span class="_ _1c"> </span>wo<span class="_ _0"></span>lumen <span class="_ _1c"> </span>energii <span class="_ _20"> </span>odnawialnej <span class="_ _1c"> </span>wykorzystywany <span class="_ _20"> </span>jest <span class="_ _20"> </span>w <span class="_ _20"> </span>ciepłownictwie <span class="_ _1c"> </span>i <span class="_ _20"> </span>chłodnictwie, <span class="_ _1c"> </span>następnie <span class="_ _20"> </span>w </div><div class="t m0 x1 h4 y33d ff7 fs0 fc0 sc0 ls0 ws0">elektroenergetyce,  zaś <span class="_ _5"> </span>najmniej  w  transporcie. <span class="_ _e"> </span>Udział  produkcji <span class="_ _e"> </span>ze  źródeł  odn<span class="_ _1"></span>awialnych  w <span class="_ _e"> </span>tych  podse<span class="_ _1"></span>ktorach  stanowi </div><div class="t m0 x1 h4 y33e ff7 fs0 fc0 sc0 ls0 ws0">odpowiednio <span class="_ _8"> </span>14,8%<span class="_ _0"></span> <span class="_ _5"> </span>w <span class="_ _5"> </span>ciepłownictwie <span class="_ _8"></span>i <span class="_ _5"> </span>c<span class="_ _0"></span>hłodnictwie, <span class="_ _8"> </span>13%<span class="_ _0"></span> <span class="_ _5"> </span>w <span class="_ _8"></span>wytwarzaniu <span class="_ _5"> </span>energii <span class="_ _8"> </span>el<span class="_ _0"></span>ektrycznej <span class="_ _8"> </span>o<span class="_ _0"></span>raz <span class="_ _5"> </span>5,6% <span class="_ _5"> </span>w <span class="_ _5"> </span>transp<span class="_ _1"></span>orcie. </div><div class="t m0 x1 h4 y33f ff7 fs0 fc0 sc0 ls0 ws0">Ogólnounijny <span class="_ _9"></span>cel <span class="_ _9"></span>na <span class="_ _9"></span>2020 <span class="_ _9"></span>r. <span class="_ _9"></span>wynosił<span class="ff3"> <span class="_ _9"></span></span>20%,<span class="_ _0"></span> <span class="_ _9"></span>zaś <span class="_ _9"></span>na <span class="_ _9"></span>2030 <span class="_ _9"></span>r. <span class="_ _9"></span>–<span class="ff3"> <span class="_ _9"></span><span class="ls3">32%</span></span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x8e h30 y340 ff3 fs6 fc0 sc0 ls4 ws0">13</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x8f h4 y33f ff3 fs0 fc0 sc0 ls0 ws0"> <span class="_ _9"></span><span class="ls5">. <span class="_ _9"></span></span><span class="ff7">W <span class="_ _9"></span>2020 <span class="_ _9"></span>roku <span class="_ _9"></span>Polska <span class="_ _9"></span>osiągnęła <span class="_ _9"></span>ogólnounijn<span class="_ _1"></span>y<span class="ff3"> <span class="_ _9"></span>ce<span class="_ _0"></span>l <span class="_ _9"></span>OZE <span class="_ _9"></span>na </span></span></div><div class="t m0 x1 h4 y341 ff3 fs0 fc0 sc0 ls0 ws0">poziomie 16,2%</div></div><div class="c x0 y0 w3 h0"><div class="t m0 x90 h30 y11d ff3 fs6 fc0 sc0 ls4 ws0">14</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x91 h4 y341 ff3 fs0 fc0 sc0 ls5 ws0">. <span class="ls0"> </span></div><div class="t m0 x1 h4 y342 ff7 fs0 fc0 sc0 ls0 ws0">Zakłada <span class="_ _5"> </span>się, <span class="_ _e"> </span>że  au<span class="_ _1"></span>kcje <span class="_ _e"> </span>na <span class="_ _5"> </span>zaku<span class="_ _0"></span>p <span class="_ _5"> </span>energii  elektrycznej <span class="_ _5"> </span>z <span class="_ _5"> </span>O<span class="_ _0"></span>ZE <span class="_ _5"> </span>oraz<span class="_ _0"></span> <span class="_ _5"> </span>wsparcie  energ<span class="_ _1"></span>etyki <span class="_ _5"> </span>roz<span class="_ _0"></span>proszonej <span class="_ _5"> </span>w  ramach <span class="_ _5"> </span>obecnych </div><div class="t m0 x1 h4 y161 ff7 fs0 fc0 sc0 ls0 ws0">mechanizmów i <span class="_ _0"></span>programów <span class="_ _0"></span>pozwolą <span class="_ _0"></span>na osiągnięcie ww. <span class="_ _0"></span>celu <span class="_ _0"></span>krajowego i <span class="_ _0"></span>dalszy <span class="_ _0"></span>rozwój<span class="_ _0"></span><span class="ff3">. </span>Rosnąca <span class="_ _0"></span>świadomość <span class="_ _0"></span>Polaków oraz </div><div class="t m0 x1 h4 y343 ff7 fs0 fc0 sc0 ls0 ws0">wzrastające ceny energii elektryc<span class="_ _0"></span>znej skłaniają do proekologiczne<span class="_ _0"></span>go działania <span class="_ _0"></span>c<span class="_ _0"></span><span class="ff3">ech</span>ującego się<span class="ff3"> instalow<span class="_ _0"></span>aniem rozproszonych </span></div><div class="t m0 x1 h4 y344 ff3 fs0 fc0 sc0 ls0 ws0">odnawialnych <span class="_ _14"></span><span class="ff7">źródeł en<span class="_ _1"></span>ergii, <span class="_ _14"></span>które <span class="_ _1"></span>poza <span class="_ _14"></span>pozytywnym <span class="_ _1"></span>wpływem <span class="_ _14"></span>na <span class="_ _14"></span>środowisko, gen<span class="_ _1"></span>erują<span class="ff3"> </span>re<span class="_ _1"></span>alne <span class="_ _14"></span>oszczędności <span class="_ _1"></span>w <span class="_ _1"></span>ich <span class="_ _14"></span>budżetach </span></div><div class="t m0 x1 h4 y345 ff7 fs0 fc0 sc0 ls0 ws0">domowych. <span class="_ _9"></span>Nakładane <span class="_ _9"></span>dodatkowe <span class="_ _9"></span>opłaty <span class="_ _9"></span>na <span class="_ _9"></span>sektor <span class="_ _9"></span>przedsiębiorstw <span class="_ _9"></span>powoduj<span class="ff3">e <span class="_ _9"></span></span>wzrost <span class="_ _9"></span>cen <span class="_ _9"></span>zakupu <span class="_ _9"></span>energii. <span class="_ _9"></span>Rosnące <span class="_ _9"></span>koszty </div><div class="t m0 x1 h4 y346 ff7 fs0 fc0 sc0 ls0 ws0">„czarnej  en<span class="_ _1"></span>ergii”  przy <span class="_ _e"> </span>taniejącej  technologii<span class="_ _1"></span>  OZE  przekonu<span class="_ _1"></span>je  przedsi<span class="_ _1"></span>ębiorstwa  do  l<span class="_ _1"></span>icznych  inwes<span class="_ _1"></span>tycji  we <span class="_ _e"> </span>własne  źródła<span class="_ _1"></span> </div><div class="t m0 x1 h4 y347 ff7 fs0 fc0 sc0 ls0 ws0">wytwórcze <span class="_ _5"> </span>energii. <span class="_ _5"> </span>Po<span class="_ _0"></span>wyższe <span class="_ _5"> </span>c<span class="_ _0"></span>zynniki<span class="_ _1"></span> <span class="_ _5"> </span>s<span class="_ _0"></span>twarzają <span class="_ _5"> </span>szansę  n<span class="_ _1"></span>a <span class="_ _5"> </span>dynamicz<span class="_ _0"></span>ny <span class="_ _5"> </span>rozwój  Gru<span class="_ _1"></span>py <span class="_ _5"> </span>w  zakresi<span class="_ _1"></span>e <span class="_ _5"> </span>budowy <span class="_ _e"> </span>instalacji <span class="_ _5"> </span>OZE<span class="_ _0"></span> </div><div class="t m0 x1 h4 y68 ff7 fs0 fc0 sc0 ls0 ws0">realizowanych przez spółkę zależną piTERN Sp. z o.o. <span class="ff3">  </span></div><div class="t m0 x1 hb y348 ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y349 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ycd ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6d h7 y268 ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x1 h35 y34a ffd fs3 fc0 sc0 ls1b ws0">10</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x92 h35 y34a ffd fs3 fc0 sc0 ls0 ws0"> https://stat.go<span class="_ _1"></span>v.pl/obszary-tema<span class="_ _1"></span>tyczne/srodo<span class="_ _1"></span>wisko-energia/energ<span class="_ _1"></span>ia/energ<span class="_ _1"></span>ia-<span class="ls1c">ze</span>-zrodel-o<span class="_ _1"></span>dnawialnych-w-<span class="_ _1"></span><span class="ls1b">2022<span class="ls0">-roku,10,6.html </span></span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x1 h35 y34b ffd fs3 fc0 sc0 ls1b ws0">11</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x92 h35 y34b ffd fs3 fc0 sc0 ls1d ws0">  <span class="ls0">https://<span class="_ _1"></span>www2.deloitte.com<span class="_ _1"></span>/pl/pl/p<span class="_ _1"></span>ages/zarzadzania-pro<span class="_ _1"></span>cesami-i-strategiczne<span class="_ _1"></span>/articles/pa<span class="_ _1"></span>kiet-fit-for-55.html<span class="_ _1"></span><span class="ff3"> </span></span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x1 h31 y34c ff6 fs7 fc0 sc0 ls1e ws0">12</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x93 h31 y34c ff6 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x15 h12 y35 ff6 fs3 fc0 sc0 ls0 ws0">https://o<span class="_ _1"></span>rka.sejm.gov.p<span class="_ _1"></span>l/WydBAS.nsf/0/897C<span class="_ _1"></span>E040E89D2<span class="_ _1"></span>55AC12587F300<span class="_ _1"></span>2C4B73/$fi<span class="_ _1"></span>le/BE_045_NS_<span class="_ _1"></span>006.pdf<span class="ff3"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x1 h31 y34d ff6 fs7 fc0 sc0 ls1e ws0">13</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x93 hb y34e ff6 fs3 fc0 sc0 ls0 ws0"> <span class="_ _9"></span><span class="ff5">Indywidualne <span class="_ _9"></span>cele <span class="_ _9"></span>krajowe <span class="_ _9"></span>na <span class="_ _8"></span>2020 <span class="_ _9"></span>r. <span class="_ _9"></span>określone <span class="_ _9"></span>zostały <span class="_ _9"></span>w <span class="_ _8"></span>załączniku <span class="_ _9"></span>do <span class="_ _9"></span>dyrektywy <span class="_ _9"></span>2009/27/WE <span class="_ _9"></span>w <span class="_ _9"></span>sprawie <span class="_ _8"> </span>promowa<span class="_ _1"></span>nia <span class="_ _9"></span>wytwarzania </span></div><div class="t m0 x1 hb y34f ff6 fs3 fc0 sc0 ls0 ws0">energii z <span class="ff5">odnawialnych źródeł <span class="_ _9"></span>–</span> <span class="ff5">z<span class="_ _0"></span>godn<span class="_ _1"></span>ie <span class="_ _0"></span>z <span class="_ _0"></span>potencjałem technicznym <span class="_ _0"></span>i <span class="_ _0"></span>ekonomicznym. Cel <span class="_ _0"></span>na <span class="_ _0"></span>2030 <span class="_ _0"></span>r. <span class="_ _0"></span> <span class="_ _0"></span>jest <span class="_ _0"></span>określony dla <span class="_ _0"></span>UE <span class="_ _0"></span>jako <span class="_ _0"></span>całoś<span class="_ _0"></span><span class="ff6">ci, <span class="_ _0"></span>lecz </span></span></div><div class="t m0 x1 hb y350 ff5 fs3 fc0 sc0 ls0 ws0">państwa<span class="_ _1"></span> <span class="_ _1"></span>członkowskie <span class="_ _14"></span>określają swoje <span class="_ _14"></span>wkłady samod<span class="_ _1"></span>zielnie, <span class="_ _14"></span>w oparciu <span class="_ _14"></span>o potencjał <span class="_ _14"></span>techniczny <span class="_ _1"></span>i u<span class="_ _1"></span>warunkowania <span class="_ _14"></span>ekonomiczne <span class="_ _1"></span>oraz <span class="_ _1"></span>biorąc pod </div><div class="t m0 x1 h12 y351 ff5 fs3 fc0 sc0 ls0 ws0">uwagę reko<span class="_ _1"></span>mendacje Komi<span class="_ _1"></span>sji Europejskiej.<span class="ff3"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x1 h31 y2dc ff6 fs7 fc0 sc0 ls1e ws0">14</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x93 h31 y2dc ff6 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x15 h12 y2dd ff6 fs3 fc0 sc0 ls0 ws0">https://300g<span class="_ _1"></span>ospoda<span class="_ _1"></span>rka.pl/news/osi<span class="_ _1"></span>agniecie-unijneg<span class="_ _1"></span>o-celu-oze-<span class="ls1f">to</span>-<span class="ls16">nie</span>-wszystko-<span class="ls20">jest</span>-jeszcze-duzo-<span class="ls16">do</span>-zrobien<span class="_ _1"></span>ia<span class="ff3"> </span></div></div><a class="l" href="#pf17" ><span class="d m1" style="border-style:none;position:absolute;left:583.600000px;bottom:1226.100000px;width:10.590000px;height:10.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf17" ><span class="d m1" 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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">24</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h2 y47 ff2 fs0 fc0 sc0 ls0 ws0">Rysunek 11. Mapa mocy zainstalowanej i energii elektrycznej wytworzonej z odn<span class="_ _1"></span>awialnych źródeł<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x94 hb y352 ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y353 ff5 fs3 fc0 sc0 ls0 ws0">Źródło: <span class="ff6">Polityka<span class="_ _1"></span> energetyczna Polski do 2040 <span class="ff5">r., Ministerstwo Klimatu<span class="_ _1"></span> i Środowiska, Załącznik do Uchwały nr 22/2021 Rad<span class="_ _1"></span>y Ministrów z dnia<span class="_ _1"></span> </span></span></div><div class="t m0 x1 hb y354 ff6 fs3 fc0 sc0 ls0 ws0">2 lutego<span class="_ _1"></span> 2021 <span class="ls18">r.</span> </div><div class="t m0 x1 h2 y33b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y355 ff1 fs0 fc0 sc0 ls0 ws0">Rysunek 9<span class="ls3">. </span><span class="ff2">Prognoza zużycia energii odnawialnej w latach 2020–</span><span class="ls3">2040</span> </div><div class="t m0 x1 h7 y356 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x95 h2 y2d1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x96 h7 y357 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y358 ff5 fs3 fc0 sc0 ls0 ws0">Źródło: Polityk<span class="_ _1"></span>a energetyczna Polski do 2040<span class="ff6"> </span>r., Ministerstwo Klimatu<span class="_ _1"></span> i Środowiska, Załącznik do Uchwały nr 22/2021 Rady Minist<span class="_ _1"></span>rów z dnia </div><div class="t m0 x1 h35 y359 ff6 fs3 fc0 sc0 ls0 ws0">2 lutego<span class="_ _1"></span> 2021  <span class="ls18">r.</span><span class="ffd"> </span></div></div><div class="c x97 y35a w29 h36"><div class="t m0 x45 h37 y35b ff3 fs8 fc0 sc0 ls21 ws0">0,068948266</div><div class="t m0 x4b h38 y35c ff3 fs9 fc0 sc0 ls0 ws0">0,092<span class="_ _1"></span>533908</div><div class="t m0 x98 h38 y35d ff3 fs9 fc0 sc0 ls0 ws0">0,118<span class="_ _1"></span>651271</div><div class="t m0 x91 h37 y35e ff3 fs8 fc0 sc0 ls21 ws0">0,150008757</div><div class="t m0 x64 h38 y35f ff3 fs9 fc0 sc0 ls0 ws0">0,183<span class="_ _1"></span>794395</div><div class="t m0 x99 h38 y360 ff3 fs9 fc0 sc0 ls0 ws0">0,229<span class="_ _1"></span>817526</div><div class="t m0 x9a h38 y361 ff3 fs9 fc0 sc0 ls0 ws0">0,257<span class="_ _1"></span>754142</div><div class="t m0 x9b h37 y362 ff3 fs8 fc0 sc0 ls21 ws0">0,285275853</div><div class="t m0 x9c h38 y363 ff3 fs9 fc0 sc0 ls22 ws0">0%</div><div class="t m0 x9c h38 y364 ff3 fs9 fc0 sc0 ls22 ws0">5%</div><div class="t m0 x9c h37 y365 ff3 fs8 fc0 sc0 ls0 ws0">10%</div><div class="t m0 x9c h38 y366 ff3 fs9 fc0 sc0 ls0 ws0">15%</div><div class="t m0 x9c h38 y367 ff3 fs9 fc0 sc0 ls0 ws0">20%</div><div class="t m0 x9c h38 y368 ff3 fs9 fc0 sc0 ls0 ws0">25%</div><div class="t m0 x9c h38 y369 ff3 fs9 fc0 sc0 ls0 ws0">30%</div><div class="t m0 x44 h38 y363 ff3 fs9 fc0 sc0 ls0 ws0">0</div><div class="t m0 x35 h38 y36a ff3 fs9 fc0 sc0 ls0 ws0">5 000</div><div class="t m0 x20 h38 y36b ff3 fs9 fc0 sc0 ls0 ws0">10 000</div><div class="t m0 x20 h38 y36c ff3 fs9 fc0 sc0 ls0 ws0">15 000</div><div class="t m0 x20 h38 y36d ff3 fs9 fc0 sc0 ls0 ws0">20 000</div><div class="t m0 x20 h38 y369 ff3 fs9 fc0 sc0 ls0 ws0">25 000</div><div class="t m0 x41 h38 y155 ff3 fs9 fc0 sc0 ls0 ws0">2005<span class="_ _21"> </span>2010<span class="_ _21"> </span>2015<span class="_ _21"> </span>2020<span class="_ _21"> </span>2025<span class="_ _21"> </span>2030<span class="_ _21"> </span>2035<span class="_ _21"> </span>2040</div><div class="t m2 x32 h39 y36e ff1 fs9 fc0 sc0 ls0 ws0">[ktoe]</div></div><div class="c x9d y36f w2a h3a"><div class="t m0 x58 h3b y1d8 ffe fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y36f w2b h3a"><div class="t m0 x58 h3b y370 ffe fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x9e y36f w2c h3a"><div class="t m0 x53 h3c y371 ff1 fs3 fc0 sc0 ls7 ws0">2020<span class="ls0"> </span></div></div><div class="c x9f y36f w2c h3a"><div class="t m0 x53 h3c y371 ff1 fs3 fc0 sc0 ls7 ws0">2030<span class="ls0"> </span></div></div><div class="c x7e y36f w2c h3a"><div class="t m0 x53 h3c y371 ff1 fs3 fc0 sc0 ls7 ws0">2040<span class="ls0"> </span></div></div><div class="c x9d y372 w2d h3d"><div class="t m0 xa0 h3c y373 fff fs3 fc3 sc0 ls0 ws0">▬<span class="ff1 fc4"> <span class="fc0 ls23">  <span class="ff2 ls0">udział energii<span class="_ _1"></span> ze źródeł odnawi<span class="_ _1"></span>alnych </span></span></span></div><div class="t m0 x3e h3c y374 ff1 fs3 fc0 sc0 ls0 ws0">w <span class="ff2">zużyciu końcowy<span class="_ _1"></span>m energii<span class="_ _1"></span> brutto<span class="ff1"> </span></span></div></div><div class="c x3c y372 w2e h3d"><div class="t m0 xa1 h3c y373 ff2 fs3 fc0 sc0 ls0 ws0">udział energii z O<span class="_ _1"></span>ZE w zużyciu </div><div class="t m0 xa1 h3c y374 ff2 fs3 fc0 sc0 ls0 ws0">końcowym energi<span class="_ _1"></span>i brutto<span class="ff1"> </span></div></div><div class="c x9e y372 w2c h3d"><div class="t m0 x19 h3c y373 ff1 fs3 fc0 sc0 ls0 ws0">15,0% </div></div><div class="c x9f y372 w2c h3d"><div class="t m0 x19 h3c y373 ff1 fs3 fc0 sc0 ls0 ws0">23,0% </div></div><div class="c x7e y372 w2c h3d"><div class="t m0 x19 h3c y373 ff1 fs3 fc0 sc0 ls0 ws0">28,5% </div></div><div class="c x9d y375 w2d h3e"><div class="t m0 xa0 h12 y376 ff10 fs3 fc5 sc0 ls24 ws0">██<span class="ff3 fc0 ls23">  <span class="ff7 ls0">zużycie ener<span class="_ _1"></span>gii końcowej br<span class="_ _1"></span>utto ze źródeł </span></span></div><div class="t m0 x3e h12 y377 ff3 fs3 fc0 sc0 ls0 ws0">odnawialny<span class="_ _1"></span>ch w elektr<span class="_ _1"></span>oenergetyce </div></div><div class="c x3c y375 w2e h3e"><div class="t m0 xa1 h12 y376 ff7 fs3 fc0 sc0 ls0 ws0">udział energii z OZ<span class="_ _1"></span>E </div><div class="t m0 xa1 h12 y377 ff3 fs3 fc0 sc0 ls0 ws0">w elektr<span class="_ _1"></span>oenergetyce  </div></div><div class="c x9e y375 w2c h3e"><div class="t m0 x19 h12 y376 ff3 fs3 fc0 sc0 ls0 ws0">22,1% </div></div><div class="c x9f y375 w2c h3e"><div class="t m0 x19 h12 y376 ff3 fs3 fc0 sc0 ls0 ws0">31,8% </div></div><div class="c x7e y375 w2c h3e"><div class="t m0 x19 h12 y376 ff3 fs3 fc0 sc0 ls0 ws0">39,7% </div></div><div class="c x9d y378 w2d h3f"><div class="t m0 xa0 h12 y379 ff10 fs3 fc3 sc0 ls24 ws0">██<span class="ff3 fc0 ls23">  <span class="ff7 ls0">zużycie ener<span class="_ _1"></span>gii końcowej br<span class="_ _1"></span>utto ze źródeł </span></span></div><div class="t m0 x3e h12 y377 ff7 fs3 fc0 sc0 ls0 ws0">odnawialny<span class="_ _1"></span>ch w ciepłowni<span class="_ _1"></span>ctwie i chłodnic<span class="_ _1"></span>twie <span class="ff3"> </span></div></div><div class="c x3c y378 w2e h3f"><div class="t m0 xa1 h12 y379 ff7 fs3 fc0 sc0 ls0 ws0">udział energii z OZ<span class="_ _1"></span>E <span class="ff3"> </span></div><div class="t m0 xa1 h12 y377 ff7 fs3 fc0 sc0 ls0 ws0">w ciepłownic<span class="_ _1"></span>twie i c<span class="_ _1"></span>hłodnictwie <span class="ff3"> </span></div></div><div class="c x9e y378 w2c h3f"><div class="t m0 x19 h12 y379 ff3 fs3 fc0 sc0 ls0 ws0">17,4% </div></div><div class="c x9f y378 w2c h3f"><div class="t m0 x19 h12 y379 ff3 fs3 fc0 sc0 ls0 ws0">28,4% </div></div><div class="c x7e y378 w2c h3f"><div class="t m0 x19 h12 y379 ff3 fs3 fc0 sc0 ls0 ws0">34,4% </div></div><div class="c x9d y37a w2d h40"><div class="t m0 xa0 h12 y175 ff10 fs3 fc6 sc0 ls24 ws0">██<span class="ff3 fc0 ls23">  <span class="ff7 ls0">zużycie ener<span class="_ _1"></span>gii końcowej br<span class="_ _1"></span>utto ze źródeł </span></span></div><div class="t m0 x3e h12 y37b ff3 fs3 fc0 sc0 ls0 ws0">odnawialny<span class="_ _1"></span>ch w transp<span class="_ _1"></span>orcie  </div></div><div class="c x3c y37a w2e h40"><div class="t m0 xa1 h12 y37c ff7 fs3 fc0 sc0 ls0 ws0">udział energii z OZ<span class="_ _1"></span>E <span class="ff3"> </span></div><div class="t m0 xa1 h12 y376 ff3 fs3 fc0 sc0 ls0 ws0">w transpor<span class="_ _1"></span>cie (z </div><div class="t m0 xa1 h12 y377 ff3 fs3 fc0 sc0 ls0 ws0">multiplik<span class="_ _1"></span>atorami) </div></div><div class="c x9e y37a w2c h40"><div class="t m0 x19 h12 y37c ff3 fs3 fc0 sc0 ls0 ws0">10,0% </div></div><div class="c x9f y37a w2c h40"><div class="t m0 x19 h12 y37c ff3 fs3 fc0 sc0 ls0 ws0">14,0% </div></div><div class="c x7e y37a w2c h40"><div class="t m0 x19 h12 y37c ff3 fs3 fc0 sc0 ls0 ws0">22,0% </div></div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">25</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 hf y47 ff1 fs0 fc0 sc0 ls3 ws0">10.<span class="ff8 ls0"> <span class="_ _22"> </span><span class="ff2">Portfel zamówień Emitenta<span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y71 ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _8"></span>dzień <span class="_ _8"></span>publikacji <span class="_ _9"></span>niniejszego <span class="_ _8"></span>r<span class="_ _0"></span>aportu <span class="_ _8"></span>Emitent <span class="_ _8"></span>pozyskał <span class="_ _8"></span>zlecenia <span class="_ _8"></span>o <span class="_ _8"></span>wartości <span class="_ _8"></span><span class="ff3">62 <span class="_ _8"></span>mln <span class="_ _8"></span>PLN <span class="_ _8"></span>(zlecenia <span class="_ _8"></span>pozyskane <span class="_ _8"></span>tylko <span class="_ _8"></span>przez<span class="_ _1"></span> </span></div><div class="t m0 x1 h4 y49 ff3 fs0 fc0 sc0 ls0 ws0">Emitenta). </div><div class="t m0 x1 h4 y8e ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y271 ff1 fs0 fc0 sc0 ls0 ws0">Tabela <span class="ls3">10</span><span class="ff2">. Portfel zamówień Emitenta</span> </div></div><div class="c x1 y37d w2f h41"><div class="t m0 x4b h2 y37e ff1 fs0 fc0 sc0 ls0 ws0">Stan na <span class="ls3">24</span>-04-<span class="ls3">202</span>5 </div></div><div class="c x85 y37d w2f h41"><div class="t m0 x4b h2 y37e ff1 fs0 fc0 sc0 ls0 ws0">Stan na 05-<span class="ls3">04</span>-<span class="ls3">2024</span> </div></div><div class="c x1 y37f w2f h42"><div class="t m0 xa2 h4 y380 ff3 fs0 fc0 sc0 ls0 ws0">62 mln PLN </div></div><div class="c x85 y37f w2f h42"><div class="t m0 xa2 h4 y380 ff3 fs0 fc0 sc0 ls3 ws0">67<span class="ls0"> mln PLN </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hb y381 ff5 fs3 fc0 sc0 ls0 ws0">Źródło: Opraco<span class="_ _1"></span>wanie własne<span class="ff6"> </span></div><div class="t m0 x1 hf y382 ff1 fs0 fc0 sc0 ls3 ws0">11.<span class="ff8 ls0"> <span class="_ _22"> </span><span class="ff2">Charakterystyka zewnętrznych i wewnętrznych czynników istotnych dl<span class="_ _1"></span>a rozwoju TESGAS S.A i Grupy Kapitałowej </span></span></div><div class="t m0 x29 h2 y383 ff1 fs0 fc0 sc0 ls0 ws0">TESGAS </div><div class="t m0 x1 h4 y384 ff7 fs0 fc0 sc0 ls0 ws0">Do czynników <span class="_ _0"></span>zewnętrznych i wew<span class="_ _0"></span>nętrznych, które mogą <span class="_ _0"></span>mieć wpływ<span class="_ _0"></span> na roz<span class="_ _0"></span>wój i wyniki osiągnięte <span class="_ _0"></span>przez Grupę Ka<span class="_ _0"></span>pitałową </div><div class="t m0 x1 h4 y385 ff7 fs0 fc0 sc0 ls0 ws0">TESGAS należą:<span class="ff3"> </span></div><div class="t m0 x14 h7 y386 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">poziom <span class="_ _9"></span>inwestycji <span class="_ _9"></span>na <span class="_ _9"></span>rynku <span class="_ _9"></span>przesyłu <span class="_ _9"></span>i <span class="_ _9"></span>dystr<span class="_ _1"></span>ybucji <span class="_ _9"></span>gazu <span class="_ _9"></span>w <span class="_ _9"></span>Polsce <span class="_ _9"></span>oraz <span class="_ _9"></span>czas <span class="_ _9"></span>ich <span class="_ _9"></span>realizacji, <span class="_ _9"></span>mający <span class="_ _9"></span>wpływ <span class="_ _9"></span>na <span class="_ _9"></span>wzrost </span></span></div><div class="t m0 x24 h4 y387 ff7 fs0 fc0 sc0 ls0 ws0">ilości prac <span class="_ _1"></span>realizowanych p<span class="_ _1"></span>rzez Emite<span class="_ _1"></span>nta<span class="ff3">. D</span>ostrzegalny sp<span class="_ _1"></span>adek ilości in<span class="_ _1"></span>westycji w s<span class="_ _1"></span>egmencie <span class="_ _14"></span>u<span class="_ _0"></span>sług dla g<span class="_ _1"></span>azownictwa </div><div class="t m0 x24 h4 y388 ff7 fs0 fc0 sc0 ls0 ws0">rodzi ryzyko spadku przychodów i wyników finansowych w najbliższych latach<span class="ff3">, </span></div><div class="t m0 x14 h7 y389 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">ilość <span class="_ _1a"> </span>pozyskanych <span class="_ _15"> </span>ko<span class="_ _0"></span>ntraktów <span class="_ _15"> </span>w <span class="_ _1a"> </span>segmencie <span class="_ _1a"> </span>usług <span class="_ _1a"> </span>dla <span class="_ _15"> </span>gazow<span class="_ _0"></span>nictwa <span class="_ _1a"> </span>o <span class="_ _1a"> </span>niewysokiej <span class="_ _15"> </span>wartości <span class="_ _1a"> </span>jednostkowej, </span></span></div><div class="t m0 x24 h4 y38a ff7 fs0 fc0 sc0 ls0 ws0">pozwalających na osiągnięcie progu rentowności, <span class="ff3"> </span></div><div class="t m0 x14 h7 y187 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">możliwość pozyskania zleceń o dużej wartości w zakresie budowy części gazociągów<span class="_ _0"></span> wysokiego ciśn<span class="_ _1"></span>ienia<span class="ff3">,  </span></span></span></div><div class="t m0 x14 h7 y38b ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">wysokość cen po jakich będą rozstrzygane postępowania przetargowe<span class="ff3">,  </span></span></span></div><div class="t m0 x14 h7 y38c ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">pozyskanie <span class="_ _5"> </span>kolej<span class="_ _0"></span>nych <span class="_ _e"> </span>zleceń  w <span class="_ _5"> </span>z<span class="_ _0"></span>akresie <span class="_ _5"> </span>przeprowadzenia  prób  ciśnieniowych <span class="_ _5"> </span>gazoc<span class="_ _0"></span>iągów  wyso<span class="_ _1"></span>kiego <span class="_ _5"> </span>ciś<span class="_ _0"></span>nienia </span></span></div><div class="t m0 x24 h4 y38d ff7 fs0 fc0 sc0 ls0 ws0">dużych średnic,<span class="ff3"> </span></div><div class="t m0 x14 h7 y38e ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">akceptacja <span class="_ _1c"> </span>przez <span class="_ _20"> </span><span class="ff7">zamawiającego <span class="_ _1c"> </span>robót <span class="_ _1c"> </span>zamiennych <span class="_ _1c"> </span>na <span class="_ _1c"> </span>prowadzonych <span class="_ _20"> </span>budowach <span class="_ _1c"> </span>powodujących <span class="_ _1c"> </span>zwrot </span></span></span></div><div class="t m0 x24 h4 y38f ff7 fs0 fc0 sc0 ls0 ws0">poniesionych, <span class="_ _9"></span>nieplan<span class="_ _1"></span>owanych <span class="_ _9"></span>pierwotnie <span class="_ _0"></span>w<span class="_ _0"></span>ydatków <span class="_ _9"></span>obciążających <span class="_ _0"></span>budżety <span class="_ _9"></span>Emitenta, <span class="_ _9"></span>zmniejszających <span class="_ _9"></span>marżę <span class="_ _0"></span>na </div><div class="t m0 x24 h4 y390 ff3 fs0 fc0 sc0 ls0 ws0">prowadzonych kontraktach,  </div><div class="t m0 x14 h7 y391 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">wielkość  osiąganych<span class="_ _1"></span>  marż  na <span class="_ _5"> </span>re<span class="_ _0"></span>alizowanych  zleceni<span class="_ _1"></span>ach,  uzależniona  od <span class="_ _5"> </span>sprawności  operacyjnej  w  trakcie<span class="_ _1"></span>  ich<span class="_ _1"></span> </span></span></div><div class="t m0 x24 h4 y392 ff3 fs0 fc0 sc0 ls0 ws0">wykonywania, </div><div class="t m0 x14 h7 y393 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">wojn<span class="ff7">a <span class="_ _5"> </span>w <span class="_ _8"></span>Ukrainie <span class="_ _8"></span>mająca <span class="_ _8"> </span>w<span class="_ _0"></span>pływ <span class="_ _8"></span>na <span class="_ _5"> </span>braki <span class="_ _8"></span>dostępności <span class="_ _8"></span>surowców, <span class="_ _5"> </span>w <span class="_ _8"></span>szczególności <span class="_ _5"> </span>materiał<span class="_ _1"></span>ów <span class="_ _5"> </span>st<span class="_ _1"></span>alowych <span class="_ _5"> </span>(rury,<span class="_ _1"></span> </span></span></span></div><div class="t m0 x24 h4 y394 ff3 fs0 fc0 sc0 ls0 ws0">blachy), </div><div class="t m0 x14 h7 y395 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">wzrost <span class="_ _8"></span>cen, <span class="_ _9"></span>niezbędnych <span class="_ _9"></span>materiałów, <span class="_ _8"></span>wywołanych <span class="_ _9"></span>wojną <span class="_ _8"></span>w <span class="_ _9"></span>Ukrainie <span class="_ _9"></span>w <span class="_ _8"></span>wyniku <span class="_ _9"></span>przerwania <span class="_ _8"></span>łańcuch <span class="_ _9"></span>dostaw <span class="_ _8"></span>oraz </span></span></div><div class="t m0 x24 h4 y396 ff7 fs0 fc0 sc0 ls0 ws0">duża zmiennością kursów walut,<span class="ff3"> </span></div><div class="t m0 x14 h7 y397 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">ogólna <span class="_ _0"></span>niepewność <span class="_ _0"></span>powstała <span class="_ _0"></span>w <span class="_ _9"></span>wyniku <span class="_ _0"></span>wojny <span class="_ _0"></span>w <span class="_ _0"></span>Ukrainie <span class="_ _9"></span>skutkująca <span class="_ _0"></span>ograniczeniem <span class="_ _0"></span>możliwości <span class="_ _0"></span>oferowania <span class="_ _0"></span>prac <span class="_ _9"></span>i </span></span></div><div class="t m0 x24 h4 y398 ff7 fs0 fc0 sc0 ls0 ws0">niepewności osiągnięcia zakładanych zysków,<span class="ff3"> </span></div><div class="t m0 x14 h7 y399 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">ograniczenia <span class="_ _0"></span>w <span class="_ _9"></span>dostęp<span class="_ _1"></span>ie <span class="_ _0"></span>do <span class="_ _9"></span>pracowników <span class="_ _9"></span>z <span class="_ _0"></span>Ukrainy, <span class="_ _0"></span>spowodowane <span class="_ _0"></span>mo<span class="_ _0"></span>bilizacją <span class="_ _0"></span>wojskow<span class="_ _0"></span>ą <span class="_ _0"></span>mężczyzn <span class="_ _0"></span>narodowo<span class="_ _0"></span>ści<span class="_ _1"></span> </span></span></div><div class="t m0 x24 h4 y39a ff7 fs0 fc0 sc0 ls0 ws0">ukraińskiej, <span class="ff3"> </span></div><div class="t m0 x14 h7 y39b ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">pozyskanie nowej grupy klientów zwiększających przychody w segmen<span class="_ _1"></span>cie obróbki metali,<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y39c ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">koniunktura w branży budowlanej, <span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y39d ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">poziom <span class="_ _14"></span>cen <span class="_ _14"></span>materiałów<span class="_ _0"></span> <span class="_ _14"></span>i <span class="_ _14"></span>usług <span class="_ _14"></span>wyko<span class="_ _0"></span>rzystywanych <span class="_ _14"></span>przy <span class="_ _14"></span>realizacji <span class="_ _14"></span>kontraktów<span class="_ _0"></span><span class="ff3"> <span class="_ _1"></span><span class="ff7">oraz <span class="_ _14"></span>ich <span class="_ _14"></span>z<span class="_ _0"></span>mienność <span class="_ _14"></span>w <span class="_ _14"></span>okresie <span class="_ _14"></span>pomiędzy </span></span></span></span></div><div class="t m0 x24 h4 y39e ff7 fs0 fc0 sc0 ls0 ws0">wyceną kontraktu a jego realizacją, skutkującą zmianą<span class="ff3"> </span>rentowności kontraktu,<span class="ff3">  </span></div><div class="t m0 x14 h7 y39f ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">wzmocnienie kontroli operacyjnej, finansowej i budżetowej w ramach reali<span class="_ _1"></span>zowanych kontraktów, <span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y3a0 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">warunki atmosferyczne na terenach prowadzonych budów, <span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y3a1 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">opóźnienia w realizacji kontraktów skutku<span class="_ _1"></span>jące naliczeniem kar umownych, <span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y3a2 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">niepełne wykorzystanie posiadanych zdolności produ<span class="_ _1"></span>kcyjnych, <span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y3a3 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">poziom wykorzystania wynajmowanych powierzchni b<span class="_ _1"></span>iurowych, <span class="_ _0"></span> </span></span></div><div class="t m0 x14 h7 y3a4 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">presja płacowa pracowników skutkująca zwiększeniem funduszu płac,<span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y3a5 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">niedobór wykwalifikowanych pracowników w zakresie działalności Gru<span class="_ _1"></span>py,<span class="ff3"> <span class="_ _0"></span> </span></span></span></div><div class="t m0 x14 h7 y3a6 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">wielkość <span class="_ _14"></span>i <span class="_ _14"></span>sprawność <span class="_ _14"></span>ro<span class="_ _0"></span>zdysponowywania <span class="_ _14"></span>środków <span class="_ _14"></span>z <span class="_ _14"></span>now<span class="_ _0"></span>ej <span class="_ _14"></span>perspektywy <span class="_ _14"></span>budżetowej <span class="_ _14"></span>Unii <span class="_ _14"></span>Europejskiej <span class="_ _1"></span>na <span class="_ _14"></span>lata <span class="ff3 ls3">2021<span class="ls0">-</span></span></span></span></div><div class="t m0 x24 h4 y3a7 ff3 fs0 fc0 sc0 ls3 ws0">2027 <span class="ls0">przeznaczonych na projekty infrastrukturalne oraz projekty z zakresu OZE<span class="ls8">, </span> </span></div><div class="t m0 x14 h7 y3a8 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">uruchomienie programów promujących rozwój odnawialnych źródeł en<span class="_ _1"></span>ergii<span class="ff3">, </span></span></span></div><div class="t m0 x14 h7 y3a9 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">dynamika <span class="_ _5"> </span>wzrostu <span class="_ _5"> </span>cen <span class="_ _5"> </span>energii <span class="_ _5"> </span>elektrycznej <span class="_ _5"> </span>zwiększająca <span class="_ _e"> </span>efektywność <span class="_ _e"> </span><span class="ff3">instalacji <span class="_ _5"> </span>OZE <span class="_ _5"> </span>oferowanych <span class="_ _e"> </span></span>przez <span class="_ _5"> </span>Spółkę </span></span></div><div class="t m0 x24 h4 y3aa ff7 fs0 fc0 sc0 ls0 ws0">zależną piTERN<span class="ff3"> </span>zarówno klientom detalicznym jak i biznesowym,<span class="ff3"> </span></div><div class="t m0 x14 h7 y3ab ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">realizacja wysokowartościowych zleceń budowy farm fotowoltaicznych p<span class="_ _1"></span>rzez Spółkę zależną piTERN<span class="_ _0"></span><span class="ff3">, </span></span></span></div><div class="t m0 x14 h7 y3ac ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">konkurencja na rynku budowy mikroinstalacji dla prosumentów,<span class="ff3">  </span></span></span></div><div class="t m0 x14 h7 y3ad ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">dostępność materiałów i surowców niezbęd<span class="_ _1"></span>nych do realizacji prac.<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x1 h2 y3ae ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">26</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h16 y3af ff2 fs0 fc0 sc0 ls0 ws0">Rozdział V: Czynniki ryzyka związane z Grupą Kapitałową TES<span class="_ _1"></span>GAS<span class="ff1 fs5"> </span></div><div class="t m0 x1 hf ya5 ff1 fs0 fc0 sc0 ls3 ws0">1.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Opis istotnych czynników ryzyka i zagrożeń <span class="ff1"> </span></span></span></div><div class="t m0 x1 hf y3b0 ff1 fs0 fc0 sc0 ls3 ws0">1.1.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Czynniki ryzyka związane z otoczeniem, w jakim TESGAS S.A. </span></span><span class="lsb">i <span class="ff2 ls0">Gr<span class="_ _0"></span>upa Kapitałowa prowadzi działalność <span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y3b1 ff3 fs0 fc0 sc0 ls0 ws0">Do <span class="_ _5"> </span>dnia <span class="_ _8"></span>zatwierdzenia <span class="_ _8"></span>do <span class="_ _5"> </span>publ<span class="_ _1"></span>ikacji <span class="_ _5"> </span>niniejszego <span class="_ _8"></span>sprawozdania <span class="_ _5"> </span><span class="ff7">Zarządu</span> <span class="_ _5"> </span><span class="ff7">nie <span class="_ _8"></span>wystąpiły <span class="_ _8"></span>ż<span class="_ _0"></span>adne <span class="_ _8"></span>inne <span class="_ _8"></span>i<span class="_ _0"></span>stotne <span class="_ _8"></span>zdarzenia, <span class="_ _5"> </span>które<span class="_ _1"></span> </span></div><div class="t m0 x1 h4 y3b2 ff7 fs0 fc0 sc0 ls0 ws0">powinny być ujawnione.<span class="ff3"> </span></div><div class="t m0 x1 h4 y3b3 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y4d ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko wystąpienia utrudnień w działalno<span class="_ _1"></span>ści Grupy spowodowanej wojną<span class="ff1"> w Ukr<span class="_ _0"></span>ainie </span></div><div class="t m0 x1 h4 y3b4 ff7 fs0 fc0 sc0 ls0 ws0">Rozpoczęta <span class="_ _0"></span>w <span class="_ _9"></span>dniu<span class="_ _1"></span> <span class="_ _0"></span>24 <span class="_ _9"></span>lutego <span class="_ _0"></span>2022 <span class="_ _0"></span>roku <span class="_ _9"></span>przez <span class="_ _0"></span>Rosję <span class="_ _0"></span>wojna <span class="_ _9"></span>w <span class="_ _0"></span>Ukrainie <span class="_ _0"></span>spowodowała <span class="_ _9"></span>powstanie <span class="_ _0"></span>szeregu <span class="_ _9"></span>ryzyk <span class="_ _0"></span>związanych <span class="_ _0"></span><span class="ff3 lse">z </span></div><div class="t m0 x1 h4 y3b5 ff7 fs0 fc0 sc0 ls0 ws0">prowadzoną działalnością operacyjna grupy. Do najważniejszych z nich należą:<span class="ff3"> </span></div><div class="t m0 x1 h7 y3b6 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff7">dynamiczny <span class="_ _1"></span>wzrost cen<span class="_ _1"></span> materiałów <span class="_ _1"></span>niezbędnych <span class="_ _1"></span>do <span class="_ _1"></span>realizacji p<span class="_ _1"></span>rac mających <span class="_ _1"></span>znaczący wpły<span class="_ _1"></span>w n<span class="_ _1"></span>a p<span class="_ _1"></span>ogorszenie <span class="_ _1"></span>rentowności </span></span></div><div class="t m0 x8b h4 y95 ff7 fs0 fc0 sc0 ls0 ws0">prowadzonych zleceń. Spółki z grupy starają<span class="ff3"> </span>się przenieść nieplanowane podwyżki cen materiałów n<span class="_ _1"></span>a zleceniobiorców,<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h7 y96 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff7">przerwanie łańcuchów dostaw <span class="_ _1"></span>materiałów zwłaszcza stalowych <span class="_ _1"></span>skutkujących <span class="_ _1"></span>ryzkiem niewykonania lub <span class="_ _1"></span>nieterminowego </span></span></div><div class="t m0 x8b h4 y3b7 ff7 fs0 fc0 sc0 ls0 ws0">wykonania przyjętych zleceń. Spółki z grupy podejmują kroki mające na celu uzasadnienie pow<span class="_ _0"></span>yższej sytuacji stanem siły </div><div class="t m0 x8b h4 yde ff7 fs0 fc0 sc0 ls0 ws0">wyższej, skutkującej ograniczeniem odpowiedzialności,<span class="ff3"> </span></div><div class="t m0 x1 h7 y10c ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff7">duża zmienność kursów walut mająca wpływ na wzrost cen zakupów materiałów,<span class="ff3"> </span></span></span></div><div class="t m0 x1 h7 y3b8 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff7">zachwianie <span class="_ _9"></span>stabilności <span class="_ _9"></span>obrotu <span class="_ _9"></span>gospodarczego <span class="_ _9"></span>powodującego <span class="_ _9"></span>znaczne<span class="_ _1"></span> <span class="_ _9"></span>skrócenie <span class="_ _9"></span>perspektywy <span class="_ _9"></span>ofertowania <span class="_ _9"></span>niezbę<span class="_ _1"></span>dnych </span></span></div><div class="t m0 x8b h4 y3b9 ff7 fs0 fc0 sc0 ls0 ws0">materiałów <span class="_ _14"></span>i <span class="_ _14"></span>usług <span class="_ _14"></span>podwyko<span class="_ _0"></span>nawczych. <span class="_ _14"></span>Stan <span class="_ _14"></span>ten <span class="_ _1"></span>rodzi <span class="_ _14"></span>ryzyko <span class="_ _14"></span>z<span class="_ _0"></span>dobycia <span class="_ _14"></span>kontraktu <span class="_ _14"></span>w <span class="_ _14"></span>o<span class="_ _0"></span>parciu <span class="_ _14"></span>o <span class="_ _14"></span>n<span class="_ _0"></span>ieaktualne, <span class="_ _14"></span>nierealne <span class="_ _14"></span>oferty, </div><div class="t m0 x8b h4 y3ba ff7 fs0 fc0 sc0 ls0 ws0">które mogą obniżyć planow<span class="ff3">ane zyski na kontraktach, </span></div><div class="t m0 x1 h7 y3bb ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff7">braki <span class="_ _8"></span>pracowników <span class="_ _5"> </span>z <span class="_ _5"> </span>terenów <span class="_ _8"></span>Ukrainy <span class="_ _8"></span>zaangażowanych <span class="_ _5"> </span>w <span class="_ _8"></span>obronę <span class="_ _5"> </span>swojego <span class="_ _8"></span>kraju <span class="_ _5"> </span>mogą <span class="_ _8"></span>mieć <span class="_ _5"> </span>wpływ <span class="_ _8"></span>na  te<span class="_ _1"></span>rminowość<span class="ff3"> </span></span></span></div><div class="t m0 x8b h4 y225 ff7 fs0 fc0 sc0 ls0 ws0">wykonywanych prac przez spółki z Grupy lub ich p<span class="_ _1"></span>odwykonawców. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 yb5 ff7 fs0 fc0 sc0 ls0 ws0">Minimalizacja powyższych ryzyk mo<span class="_ _0"></span>żliwa jest w <span class="_ _0"></span>przypadku partnerskieg<span class="_ _1"></span>o podejścia <span class="_ _0"></span>Zamawiających do <span class="_ _0"></span>obecnie występującej </div><div class="t m0 x1 h4 y3bc ff3 fs0 fc0 sc0 ls0 ws0">sytuacji <span class="_ _1a"> </span>geopolityczno-<span class="ff7">ekonomicznej. <span class="_ _1a"> </span>Podjęcie <span class="_ _1a"> </span>wspólnych <span class="_ _1a"> </span>środków <span class="_ _1a"> </span>zaradczyc<span class="_ _0"></span>h <span class="_ _1a"> </span>może <span class="_ _1a"> </span>przyczynić <span class="_ _15"> </span>się <span class="_ _1a"> </span>do <span class="_ _1a"> </span>ograniczenia </span></div><div class="t m0 x1 h4 y335 ff7 fs0 fc0 sc0 ls0 ws0">negatywnych skutków trwającej wojny w Ukrainie przy zachowaniu ciągłości operacyjnej działalności Grupy.<span class="ff3"> </span></div><div class="t m0 x1 h2 y3bd ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko związane z koniunkturą gospodarczą w Pol<span class="_ _1"></span>sce i koniunkturą w branży budowlanej<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x1 h4 y3be ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _15"> </span>realizację <span class="_ _15"> </span>celów <span class="_ _15"> </span>strategicznych <span class="_ _15"> </span>Grupy, <span class="_ _15"> </span>mającą <span class="_ _15"> </span>przełożenie <span class="_ _15"> </span>na <span class="_ _15"> </span>jej <span class="_ _15"> </span>w<span class="_ _0"></span>yniki <span class="_ _12"> </span>finansowe, <span class="_ _15"> </span>wpływ <span class="_ _15"> </span>mają <span class="_ _15"> </span>m.in. <span class="_ _15"> </span>czynniki </div><div class="t m0 x1 h4 y3bf ff7 fs0 fc0 sc0 ls0 ws0">makroekonomiczne. <span class="_ _1"></span>Należy <span class="_ _1"></span>do <span class="_ _1"></span>nich <span class="_ _14"></span>z<span class="_ _0"></span>aliczyć <span class="_ _1"></span>w <span class="_ _1"></span>szczególności <span class="_ _14"></span>stopę wzrostu <span class="_ _14"></span>PK<span class="_ _0"></span>B, p<span class="_ _1"></span>oziom i<span class="_ _1"></span>nflacji, <span class="_ _14"></span>w<span class="_ _0"></span>ysokość s<span class="_ _1"></span>tóp <span class="_ _1"></span>procentowych </div><div class="t m0 x1 h4 y3c0 ff7 fs0 fc0 sc0 ls0 ws0">oraz <span class="_ _0"></span>ogólną <span class="_ _0"></span>kondycję <span class="_ _0"></span>po<span class="_ _0"></span>lskiej gospodarki. <span class="_ _0"></span>Należy <span class="_ _9"></span>jedn<span class="_ _1"></span>ak <span class="_ _0"></span>podkreślić, <span class="_ _9"></span>że w<span class="_ _0"></span>ymienione czynniki <span class="_ _0"></span>mają <span class="_ _9"></span>nie tylko <span class="_ _0"></span>pośr<span class="_ _0"></span>edni <span class="_ _0"></span>wpływ </div><div class="t m0 x1 h4 y7f ff7 fs0 fc0 sc0 ls0 ws0">na <span class="_ _12"> </span>kondycję <span class="_ _12"> </span>finansową <span class="_ _15"> </span>Grupy <span class="_ _12"> </span>Kapitałowej, <span class="_ _12"> </span>ale <span class="_ _12"> </span>rów<span class="_ _0"></span>nież <span class="_ _12"> </span>innych <span class="_ _12"> </span>uczestników <span class="_ _12"> </span>rynku, <span class="_ _12"> </span>w <span class="_ _12"> </span>tym <span class="_ _15"> </span>kontrahentów <span class="_ _12"> </span>Grupy. <span class="_ _12"> </span>W </div><div class="t m0 x1 h4 y3c1 ff7 fs0 fc0 sc0 ls0 ws0">konsekwencji <span class="_ _3"> </span>czynniki <span class="_ _3"> </span>te <span class="_ _12"> </span>mogą <span class="_ _3"> </span>mieć <span class="_ _12"> </span>przełożenie<span class="_ _1"></span> <span class="_ _3"> </span>na <span class="_ _12"> </span>termin <span class="_ _3"> </span>i <span class="_ _12"> </span>wielkość <span class="_ _3"> </span>wydatków <span class="_ _12"> </span>inwestycyjnych  planowanych <span class="_ _12"> </span>przez </div><div class="t m0 x1 h4 y3c2 ff7 fs0 fc0 sc0 ls0 ws0">kontrahentów <span class="_ _0"></span>Grupy, <span class="_ _0"></span>co <span class="_ _0"></span>w <span class="_ _0"></span>efekcie <span class="_ _0"></span>może <span class="_ _0"></span>w<span class="_ _0"></span>pływać <span class="_ _0"></span>na wielkość <span class="_ _0"></span>rynku <span class="_ _0"></span>we <span class="_ _9"></span>wszystkich segmentach. <span class="_ _0"></span>Trudnym <span class="_ _0"></span>do <span class="_ _0"></span>przewidzenia </div><div class="t m0 x1 h4 y3c3 ff7 fs0 fc0 sc0 ls0 ws0">czynnikiem <span class="_ _14"></span>makro jest <span class="_ _14"></span>wpływ wojny <span class="_ _14"></span>w <span class="_ _1"></span>Ukrainie <span class="_ _1"></span>na <span class="_ _14"></span>koniunkturę gospodarczą <span class="_ _14"></span>zaró<span class="_ _0"></span>wno <span class="_ _1"></span>w <span class="_ _14"></span>P<span class="_ _0"></span>olsce <span class="_ _1"></span>jak <span class="_ _14"></span>i na <span class="_ _14"></span>świecie, ks<span class="_ _1"></span>ztałt <span class="_ _1"></span>polityki </div><div class="t m0 x1 h4 y60 ff7 fs0 fc0 sc0 ls0 ws0">energetycznej Po<span class="_ _0"></span>lski (<span class="_ _0"></span>konsumpcja <span class="_ _0"></span>gazu <span class="_ _0"></span>w <span class="_ _0"></span>kraju, <span class="_ _0"></span>udział <span class="_ _0"></span>OZE <span class="_ _0"></span>w <span class="_ _0"></span>bilansie <span class="_ _0"></span>energetycznym) <span class="_ _0"></span>oraz <span class="_ _0"></span>wysoki <span class="_ _0"></span>poziom <span class="_ _0"></span>inflacji <span class="_ _0"></span>w <span class="_ _0"></span>Polsce, </div><div class="t m0 x1 h4 y3c4 ff7 fs0 fc0 sc0 ls0 ws0">który <span class="_ _9"></span>trudno <span class="_ _9"></span>przełożyć <span class="_ _9"></span>na <span class="_ _9"></span>wzrost <span class="_ _9"></span>cen <span class="_ _9"></span>oferowanych <span class="_ _9"></span>w <span class="_ _9"></span>przetargac<span class="_ _1"></span>h.<span class="ff3"> <span class="_ _9"></span></span>R<span class="_ _0"></span>ównież <span class="_ _9"></span><span class="ff3">wolno <span class="_ _9"></span>uruchomiane <span class="_ _9"></span></span>śro<span class="ff3">dki <span class="_ _9"></span>z <span class="_ _9"></span>Krajowego <span class="_ _9"></span>Planu </span></div><div class="t m0 x1 h4 y3c5 ff3 fs0 fc0 sc0 ls0 ws0">Odbudowy blokuj<span class="ff7">ą</span> <span class="ff7">wydatkowanie środków na inwestycje budowlane, które ożywiłyby koniunkturę w branży. </span> </div><div class="t m0 x1 h2 y63 ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko związane ze zmieniającą się polityką Unii Europejski<span class="_ _1"></span>ej w zakresie en<span class="_ _0"></span><span class="ff1">ergetyki </span></div><div class="t m0 x1 h4 y3c6 ff7 fs0 fc0 sc0 ls0 ws0">Dotychczasowa polityka Unii Europejskiej związana z kształte<span class="_ _0"></span><span class="ff3">m polityki energetycznej na terenie Unii<span class="_ _0"></span> </span>dążyła do ograniczenia </div><div class="t m0 x1 h4 y1e6 ff3 fs0 fc0 sc0 ls0 ws0">paliw kopalnych do produkcji energii<span class="ls5">. M</span><span class="ff7">oże to przyczynić się do zmniejszenia ilości gazu zużywane<span class="_ _1"></span>go do terytorium kraju.<span class="_ _0"></span><span class="ff3"> </span></span></div><div class="t m0 x1 h4 y3c7 ff3 fs0 fc0 sc0 ls0 ws0">Mniejsze <span class="_ _9"></span>zapotrzebowanie <span class="_ _8"></span>na <span class="_ _8"></span>gaz <span class="_ _8"></span>ograniczy <span class="_ _8"></span>i<span class="_ _0"></span><span class="ff7">lość <span class="_ _8"></span>i <span class="_ _9"></span>wi</span>elko<span class="ff7">ść <span class="_ _8"></span>wydatków <span class="_ _8"></span></span>inwestycyjnych <span class="_ _8"></span><span class="ff7">w <span class="_ _8"></span>nową <span class="_ _8"></span>infrastrukturę <span class="_ _9"></span>gazow<span class="_ _0"></span>ą, <span class="_ _8"></span>co </span></div><div class="t m0 x1 h4 y1e8 ff7 fs0 fc0 sc0 ls0 ws0">przełoży się na zmniejszenie rynku budowlanego przesyłu gazu.<span class="ff3"> </span></div><div class="t m0 x1 h4 y3c8 ff7 fs0 fc0 sc0 ls0 ws0">Emitent  zakłada, <span class="_ _e"> </span>że  zmniejszające <span class="_ _5"> </span>inwestycje  gazowe<span class="ff3">  </span>zostaną<span class="ff3">  </span>zastąpione<span class="_ _1"></span><span class="ff3">  <span class="ff7">budową  infras<span class="_ _1"></span>truktury  do  p<span class="_ _1"></span>rzesyłu<span class="ff3">  zielonego </span></span></span></div><div class="t m0 x1 h4 y1ea ff3 fs0 fc0 sc0 ls0 ws0">wodoru<span class="ff7">, który ma być paliwem przyszłości Unii Europejskiej.</span> </div><div class="t m0 x1 h2 y3c9 ff1 fs0 fc0 sc0 ls0 ws0">Ryzyko konkurencji </div><div class="t m0 x1 h4 y3ca ff7 fs0 fc0 sc0 ls0 ws0">Grupa  Kapitałow<span class="_ _0"></span>a <span class="_ _3"> </span>prowadzi <span class="_ _3"> </span>działalność <span class="_ _3"> </span>na <span class="_ _3"> </span>rynku <span class="_ _3"> </span>specjalistycznych <span class="_ _3"> </span>usług <span class="_ _3"> </span>budowlanych <span class="_ _3"> </span>w <span class="_ _3"> </span>szczególności <span class="_ _3"> </span>wykonawstwa </div><div class="t m0 x1 h4 y3cb ff7 fs0 fc0 sc0 ls0 ws0">obiektów gazowych, rynku obróbki matali oraz odnawialnych źródeł ene<span class="_ _1"></span>rgii. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y3cc ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _5"> </span>rynku <span class="_ _8"></span>wykonawcz<span class="_ _0"></span>ych <span class="_ _5"> </span>specjalistycznych <span class="_ _8"></span>usług <span class="_ _5"> </span>budowlanych <span class="_ _5"> </span>Grupa <span class="_ _5"> </span>Kapitałowa <span class="_ _5"> </span>pozycjonuje <span class="_ _5"> </span>się <span class="_ _5"> </span>przede <span class="_ _8"></span>wszystkim <span class="_ _5"> </span>jako </div><div class="t m0 x1 h4 y3cd ff7 fs0 fc0 sc0 ls0 ws0">wykonawca <span class="_ _9"></span>usług <span class="_ _9"></span>bu<span class="_ _0"></span>dowlanych <span class="_ _9"></span>dla <span class="_ _9"></span>podmiotó<span class="_ _0"></span>w <span class="_ _9"></span>zajmujących <span class="_ _8"></span>się <span class="_ _9"></span>wydobyciem <span class="_ _8"></span>i <span class="_ _9"></span>dystrybucją <span class="_ _9"></span>gazu <span class="_ _8"></span>oraz <span class="_ _9"></span>jako<span class="_ _0"></span> <span class="_ _9"></span>podwykonawca </div><div class="t m0 x1 h4 y3ce ff7 fs0 fc0 sc0 ls0 ws0">największych <span class="_ _0"></span>w <span class="_ _9"></span>Polsce <span class="_ _9"></span>grup <span class="_ _9"></span>budowlanych. <span class="_ _9"></span>Do <span class="_ _9"></span>istotnych <span class="_ _0"></span>czynników <span class="_ _9"></span>wpływających <span class="_ _9"></span>na <span class="_ _0"></span>pozyc<span class="_ _0"></span>ję <span class="_ _0"></span>ko<span class="_ _0"></span>nkurencyjną <span class="_ _0"></span>Grupy <span class="_ _9"></span>zaliczyć </div><div class="t m0 x1 h4 y3cf ff7 fs0 fc0 sc0 ls0 ws0">można, <span class="_ _1a"> </span>doświadczenie <span class="_ _1a"> </span>w <span class="_ _19"> </span>realizacji <span class="_ _1a"> </span>specjalistycznych <span class="_ _1a"> </span>przedsięwzięć <span class="_ _1a"> </span>o<span class="_ _0"></span>raz <span class="_ _1a"> </span>jakość <span class="_ _1a"> </span>i <span class="_ _1a"> </span>terminowość <span class="_ _19"> </span>świadczonych <span class="_ _1a"> </span>usług, </div><div class="t m0 x1 h4 y3d0 ff7 fs0 fc0 sc0 ls0 ws0">przekładające <span class="_ _9"></span>się <span class="_ _9"></span>łąc<span class="_ _0"></span>znie <span class="_ _9"></span>na <span class="_ _9"></span>posiadanie <span class="_ _8"></span>statusu <span class="_ _9"></span>sprawdzonego<span class="ff3"> <span class="_ _8"></span></span>partnera <span class="_ _9"></span>w <span class="_ _9"></span>realizacji <span class="_ _8"></span>projektów. <span class="_ _9"></span>Grupa <span class="_ _9"></span>Kapitał<span class="_ _0"></span>owa <span class="_ _9"></span>TESGAS </div><div class="t m0 x1 h4 y3d1 ff7 fs0 fc0 sc0 ls0 ws0">zamierza ograniczać ryzyko konkurencji w szczególności poprzez:<span class="ff3"> </span></div><div class="t m0 x14 h7 y3d2 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">poszerzanie <span class="_ _14"></span>i <span class="_ _14"></span>budowanie <span class="_ _1"></span>nowych <span class="_ _14"></span>kompetencji, <span class="_ _14"></span>a <span class="_ _14"></span>w kons<span class="_ _1"></span>ekwencji <span class="_ _14"></span>mo<span class="_ _0"></span>żliwość <span class="_ _14"></span>oferowania <span class="_ _14"></span>kompleksowych <span class="_ _14"></span>ro<span class="_ _0"></span>związań,<span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y12d ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">systematyczną rozbudowę potencjału wykonawczego.<span class="ff3"> </span></span></span></div><div class="t m0 x1 h2 y3d3 ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko niesolidnych dostawców towarów i u<span class="_ _1"></span>sług<span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">27</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">Do <span class="_ _5"> </span>najbliższego <span class="_ _5"> </span>otoczenia, <span class="_ _5"> </span>w <span class="_ _5"> </span>którym <span class="_ _5"> </span>działa  <span class="ff3">Gru<span class="_ _1"></span>pa <span class="_ _5"> </span><span class="ff7">zaliczają <span class="_ _5"> </span>się <span class="_ _5"> </span>dostawcy <span class="_ _5"> </span>materiałów <span class="_ _5"> </span>i <span class="_ _5"> </span>usług. <span class="_ _5"> </span>Jakość <span class="_ _5"> </span>współpracy <span class="_ _5"> </span>między </span></span></div><div class="t m0 x1 h4 y8d ff7 fs0 fc0 sc0 ls0 ws0">spółkami z Grupy a ich dostawcami wpływa bezpośrednio na terminowość i jakość realizowanych przez Grupę<span class="ff3"> </span>usług.<span class="ff3"> </span></div><div class="t m0 x1 h4 yd7 ff7 fs0 fc0 sc0 ls0 ws0">W celu minimalizacji ryzyka związaneg<span class="_ _1"></span>o z niesolidnymi dostawcami spółki z Grupy Kapitałowej:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x14 h4 yd8 ff9 fs3 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _11"> </span><span class="ff7 fs0">współpracują z podmiotami o ugruntowanej pozycji na rynku,<span class="ff3"> </span></span></span></div><div class="t m0 x14 h4 y5 ff9 fs3 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _11"> </span><span class="ff7 fs0">dywersyfikują dostawców materiałów<span class="_ _0"></span> i usług,<span class="ff3"> </span></span></span></div><div class="t m0 x14 h4 yd9 ff9 fs3 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _11"> </span><span class="ff7 fs0">stosują <span class="_ _14"></span>z<span class="_ _0"></span>abezpieczenia <span class="_ _14"></span>od podwykonawców <span class="_ _14"></span>i dostawców <span class="_ _14"></span>mające <span class="_ _1"></span>na <span class="_ _14"></span>celu <span class="_ _1"></span>właściwe <span class="_ _1"></span>wywiązywanie <span class="_ _14"></span>się <span class="_ _1"></span>ze <span class="_ _14"></span>z<span class="_ _0"></span>obowiązań </span></span></div><div class="t m0 x24 h4 yda ff3 fs0 fc0 sc0 ls0 ws0">umownych na rzecz Grupy. </div><div class="t m0 x1 h2 y3d4 ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko związane z sezonowością branży w zakresie działalno<span class="_ _1"></span>ści wykonawczej<span class="ff1"> </span></div><div class="t m0 x1 h4 y274 ff7 fs0 fc0 sc0 ls0 ws0">Przychody <span class="_ _12"> </span>uzyskiwane <span class="_ _3"> </span>przez <span class="_ _12"> </span>Grupę <span class="_ _3"> </span>z <span class="_ _12"> </span>usług <span class="_ _12"> </span>wykonawczych <span class="_ _12"> </span>(roboty <span class="_ _3"> </span>budowlane) <span class="_ _12"> </span>charakteryzują <span class="_ _12"> </span>się<span class="_ _1"></span> <span class="_ _12"> </span>sezonowością. <span class="_ _12"> </span>Na<span class="_ _1"></span> </div><div class="t m0 x1 h4 ydd ff7 fs0 fc0 sc0 ls0 ws0">sezonowość sprzedaży największy wpływ mają:<span class="ff3"> warun<span class="_ _1"></span>ki atmosferyczne <span class="ff7">–</span> niskie<span class="_ _1"></span> temperatury w okresie zimowym oraz opady </span></div><div class="t m0 x1 h4 y3d5 ff3 fs0 fc0 sc0 ls0 ws0">w okresie wiosenno-<span class="ff7">letnim, mogą w znacznym stopniu spowolnić </span>prowadzenie prac budowlanych. </div><div class="t m0 x1 h4 y3d6 ff7 fs0 fc0 sc0 ls0 ws0">Realizacja <span class="_ _14"></span>zadań <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _14"></span>zakresie <span class="_ _14"></span>wyko<span class="_ _0"></span>nawstwa <span class="_ _14"></span>realizowanego <span class="_ _14"></span>na <span class="_ _14"></span>zl<span class="_ _0"></span>ecenie <span class="_ _14"></span>klientów rozpoczyna <span class="_ _14"></span>się <span class="_ _14"></span>zazwyczaj <span class="_ _14"></span>w <span class="_ _1"></span>II <span class="_ _14"></span>kwartale <span class="_ _14"></span>każdego </div><div class="t m0 x1 h4 y3d7 ff7 fs0 fc0 sc0 ls0 ws0">roku. <span class="_ _5"> </span>Nie <span class="_ _5"> </span>można <span class="_ _5"> </span>wykluczyć <span class="_ _e"> </span>występowania <span class="_ _5"> </span>trudnie<span class="_ _1"></span>jszych <span class="_ _5"> </span>od <span class="_ _e"> </span>przeciętnych <span class="_ _5"> </span>warunków <span class="_ _5"> </span>atmosferycznych, <span class="_ _5"> </span>które <span class="_ _5"> </span>mo<span class="_ _0"></span>gą <span class="_ _5"> </span>mieć </div><div class="t m0 x1 h4 y3d8 ff7 fs0 fc0 sc0 ls0 ws0">wpływ na poziom realizowanych przychodów Grupy, np<span class="_ _1"></span>. utrzymujące się w dłuższych okresach niskie temp<span class="_ _1"></span>eratury lub obfite </div><div class="t m0 x1 h4 y3d9 ff7 fs0 fc0 sc0 ls0 ws0">opady <span class="_ _8"></span>deszczu <span class="_ _5"> </span>mogą <span class="_ _8"></span>spowodować <span class="_ _5"> </span>utrudnienia <span class="_ _8"></span>w <span class="_ _5"> </span>realizacji <span class="_ _8"></span>robót <span class="_ _5"> </span>budowlanych, <span class="_ _8"></span>a <span class="_ _5"> </span>w <span class="_ _8"> </span>ko<span class="_ _0"></span>nsekwencji <span class="_ _8"> </span>przesunięcie <span class="_ _5"> </span>w <span class="_ _8"></span>czasie </div><div class="t m0 x1 h4 y3da ff7 fs0 fc0 sc0 ls0 ws0">osiąganych przez Grupę przychodów oraz realizację niższych od zakładanych zysków.<span class="ff3"> </span></div><div class="t m0 x1 h4 y3db ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _9"></span>celu <span class="_ _0"></span>minimalizacji <span class="_ _9"></span>tego <span class="_ _0"></span>ryzyka<span class="_ _0"></span> <span class="_ _9"></span>Grupa <span class="_ _0"></span>Kapitałow<span class="_ _0"></span>a <span class="_ _9"></span>planu<span class="_ _1"></span>je <span class="_ _0"></span>ko<span class="_ _0"></span>ntynuować <span class="_ _9"></span>zwiększanie <span class="_ _0"></span>udziału <span class="_ _9"></span>prac <span class="_ _9"></span>wykonawczych <span class="_ _0"></span>metodą </div><div class="t m0 x1 h4 y3dc ff7 fs0 fc0 sc0 ls0 ws0">prefabrykacji warsztatowej, któr<span class="ff3">a powinna </span>wpłynąć na ograniczenie przestojów produkcyjnych w okresie<span class="_ _1"></span> zimowym.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h2 yb3 ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko związane z działalnością wykonawczą<span class="ff1"> </span></div><div class="t m0 x1 h4 y3dd ff7 fs0 fc0 sc0 ls0 ws0">Rynek usług wykonawczych <span class="_ _0"></span>skorelowany <span class="ff3">jest </span>z<span class="_ _0"></span> wielkością planowanych wydatków<span class="_ _0"></span> inwestycyjnych finansowanych z budżetu </div><div class="t m0 x1 h4 y3de ff7 fs0 fc0 sc0 ls0 ws0">państwa, z <span class="_ _1"></span>budżetów samorządów lokaln<span class="_ _1"></span>ych oraz z <span class="_ _1"></span>budżetów n<span class="_ _1"></span>ajwiększych prywatn<span class="_ _1"></span>ych podmiotów. W duże<span class="_ _1"></span>j mierze <span class="_ _1"></span>dotyczy </div><div class="t m0 x1 h4 y3df ff7 fs0 fc0 sc0 ls0 ws0">to inwestycji w infrastrukt<span class="_ _1"></span>urę gazową oraz w instalacje OZE, mają<span class="_ _1"></span>cą na celu poprawę bezpie<span class="_ _1"></span>czeństwa energetycznego kraju i </div><div class="t m0 x1 h4 y3e0 ff3 fs0 fc0 sc0 ls0 ws0">zmniejszeniem emisji CO</div><div class="t m0 xa3 h30 y3e1 ff3 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x64 h4 y3e0 ff3 fs0 fc0 sc0 ls0 ws0">. </div><div class="t m0 x1 h4 y3e2 ff7 fs0 fc0 sc0 ls0 ws0">Jednocześnie  organizacja <span class="_ _3"> </span>rynku <span class="_ _3"> </span>specjalistycznych  usług <span class="_ _3"> </span>budowlanych <span class="_ _3"> </span>powoduje,  iż <span class="_ _3"> </span>pozyskanie <span class="_ _3"> </span>specjalistycznych <span class="_ _3"> </span>zadań </div><div class="t m0 x1 h4 y3e3 ff7 fs0 fc0 sc0 ls0 ws0">wykonawczych <span class="_ _1a"> </span>jest <span class="_ _19"> </span>uzależnione <span class="_ _1a"> </span>od <span class="_ _19"> </span>posiadanego <span class="_ _1a"> </span>doświadczenia <span class="_ _19"> </span>i <span class="_ _1a"> </span>referencji. <span class="_ _1a"> </span>Mo<span class="_ _0"></span>żliwość <span class="_ _19"> </span>wykazania <span class="_ _1a"> </span>się <span class="_ _1a"> </span>określonymi </div><div class="t m0 x1 h4 y3e4 ff7 fs0 fc0 sc0 ls0 ws0">doświadczeniami  i  refer<span class="_ _1"></span>encjami  wpływa  na  konkurencyjność  <span class="ff3">Grupy  </span>i  otwiera  jej  drogę<span class="_ _1"></span>  do  ubiegan<span class="_ _1"></span>ia  się  o  pozyskanie </div><div class="t m0 x1 h4 y3e5 ff7 fs0 fc0 sc0 ls0 ws0">wysokospecjalistycznych zle<span class="_ _1"></span>ceń charakteryzujących <span class="_ _1"></span>się wyższą od <span class="_ _1"></span>przeciętnej marżą <span class="_ _1"></span>i jednocześni<span class="_ _1"></span>e wyższym od przecię<span class="_ _1"></span>tnego </div><div class="t m0 x1 h4 y5c ff3 fs0 fc0 sc0 ls0 ws0">ryzykiem. </div><div class="t m0 x1 h2 y5d ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko niekorzystnych zmian przepisów podatkowych<span class="ff1"> </span></div><div class="t m0 x1 h4 y5e ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _9"></span>Polsce <span class="_ _0"></span>stosunkow<span class="_ _0"></span>o <span class="_ _9"></span>często <span class="_ _0"></span>o<span class="_ _0"></span>dnotowuje <span class="_ _0"></span>się <span class="_ _8"></span>zmiany <span class="_ _9"></span>przepisów <span class="_ _9"></span>podatkowych. <span class="_ _0"></span>Wiele <span class="_ _9"></span>z <span class="_ _9"></span>nich <span class="_ _9"></span>nie <span class="_ _0"></span>z<span class="_ _0"></span>ostało <span class="_ _9"></span>sformułowanych <span class="_ _9"></span>w </div><div class="t m0 x1 h4 y3e6 ff7 fs0 fc0 sc0 ls0 ws0">sposób precyzyjny. Jednocześnie brak jes<span class="_ _1"></span>t ich jednoznacznej wykładni.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Istnieje ryzyko zmiany obecnych przepisów w taki sposób, ż<span class="_ _0"></span>e nowe uregulowania mogą okazać się niekorzystne zarówno dla </div><div class="t m0 x1 h4 y2b2 ff7 fs0 fc0 sc0 ls0 ws0">Emitenta, <span class="_ _0"></span>jak <span class="_ _9"></span>i <span class="_ _0"></span>dla <span class="_ _0"></span>podmiotów <span class="_ _9"></span>z <span class="_ _0"></span>nim <span class="_ _0"></span>w<span class="_ _0"></span>spółpracujących. <span class="_ _0"></span>Może <span class="_ _9"></span>się <span class="_ _0"></span>to <span class="_ _9"></span>przełożyć <span class="_ _0"></span>na <span class="_ _0"></span>pogorszenie <span class="_ _0"></span>wyników <span class="_ _9"></span>finansowych <span class="_ _0"></span>Grupy </div><div class="t m0 x1 h4 y2b3 ff7 fs0 fc0 sc0 ls0 ws0">Kapitałowej.  Gru<span class="_ _1"></span>pa <span class="_ _5"> </span>m<span class="_ _0"></span>onitoruje <span class="_ _5"> </span>z<span class="_ _0"></span>miany <span class="_ _e"> </span>przepisów <span class="_ _5"> </span>podatkowych  i <span class="_ _5"> </span>dokonuje  nie<span class="_ _1"></span>zbędnych <span class="_ _5"> </span>z<span class="_ _0"></span>mian <span class="_ _e"> </span>w  ram<span class="_ _1"></span>ach <span class="_ _5"> </span>Grupy  celem </div><div class="t m0 x1 h4 y2b4 ff3 fs0 fc0 sc0 ls0 ws0">minimalizacji tego ryzyka. </div><div class="t m0 x1 h2 y3e7 ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko związane ze zmianami legislacyjnymi wpływającymi na rynek, na którym działa Grupa <span class="ff1"> </span></div><div class="t m0 x1 h4 y3e8 ff7 fs0 fc0 sc0 ls0 ws0">Pewne <span class="_ _8"></span>zagrożenie <span class="_ _5"> </span>dla <span class="_ _8"></span>działalności <span class="_ _8"></span>spółek <span class="_ _5"> </span>z <span class="_ _8"></span>Grupy <span class="_ _8"> </span>mo<span class="_ _0"></span>że <span class="_ _8"></span>stanowić <span class="_ _5"> </span>zmieniające <span class="_ _8"></span>się <span class="_ _8"></span>otoczenie <span class="_ _8"> </span>prawne  –<span class="ff3"> <span class="_ _8"></span></span>zmiany <span class="_ _8"></span>przepisów </div><div class="t m0 x1 h4 y3e9 ff7 fs0 fc0 sc0 ls0 ws0">prawa, <span class="_ _0"></span>jego <span class="_ _0"></span>niestabilność, <span class="_ _0"></span>a <span class="_ _9"></span>także <span class="_ _0"></span>różne <span class="_ _0"></span>jego <span class="_ _0"></span>interpretacje. <span class="_ _9"></span>Niespójność, <span class="_ _0"></span>brak <span class="_ _0"></span>jednolitej <span class="_ _0"></span>interpreta<span class="_ _0"></span>cji <span class="_ _0"></span>przepisów <span class="_ _0"></span>prawa <span class="_ _0"></span>o<span class="_ _0"></span>raz </div><div class="t m0 x1 h4 y3ea ff7 fs0 fc0 sc0 ls0 ws0">częste nowelizacje pociągają za <span class="_ _0"></span>sobą ryzyko w prowadzeniu działalności gospodarczej. E<span class="_ _0"></span>wentualne zmiany mogą zmierzać w </div><div class="t m0 x1 h4 y3eb ff7 fs0 fc0 sc0 ls0 ws0">kierunku <span class="_ _5"> </span>powodującym <span class="_ _5"> </span>wystąpienie <span class="_ _5"> </span>ne<span class="_ _0"></span>gatywnych <span class="_ _5"> </span>skutków <span class="_ _5"> </span>dla <span class="_ _e"> </span>działalności <span class="_ _5"> </span>Grupy <span class="_ _5"> </span>Kapitałowej.  Brak <span class="_ _8"> </span>stabilności <span class="_ _5"> </span>le<span class="_ _0"></span>gislacji </div><div class="t m0 x1 h4 y3ec ff7 fs0 fc0 sc0 ls0 ws0">Grupa odczuwa w <span class="_ _0"></span>szczególności w zakr<span class="_ _0"></span>esie segmentu OZE, gdzie licz<span class="_ _0"></span>ne zmiany przepisów ograniczają <span class="_ _0"></span>rozwój tego segmentu </div><div class="t m0 x1 h4 y3ed ff3 fs0 fc0 sc0 ls0 ws0">w Grupie. </div><div class="t m0 x1 hf yc9 ff1 fs0 fc0 sc0 ls3 ws0">1.2.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Czynniki ryzyka związane bezpośrednio z działalnością Grupy Kapitałowej<span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y3ee ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko utraty kluczowych pracowników <span class="ff1"> </span></div><div class="t m0 x1 h4 y3cc ff7 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _0"></span>Kapitał<span class="_ _0"></span>owa <span class="_ _9"></span>TESGAS <span class="_ _0"></span>opiera <span class="_ _9"></span>swoją <span class="_ _9"></span>działalność <span class="_ _9"></span>na <span class="_ _0"></span>wiedzy <span class="_ _9"></span>i <span class="_ _9"></span>doświadczeni<span class="_ _1"></span>u <span class="_ _9"></span>wysoko <span class="_ _0"></span>kwalifikowanej <span class="_ _9"></span>kadry <span class="_ _0"></span>p<span class="_ _0"></span>racowniczej. </div><div class="t m0 x1 h4 y3cd ff7 fs0 fc0 sc0 ls0 ws0">Główną metodą poz<span class="_ _0"></span>yskiwania wykwalifikowanych specjalistów jest <span class="_ _0"></span>oferowanie im konkurencyjnych <span class="_ _0"></span>warunków płacy <span class="_ _0"></span>i pracy </div><div class="t m0 x1 h4 y3ce ff7 fs0 fc0 sc0 ls0 ws0">oraz <span class="_ _5"> </span>możliwość <span class="_ _5"> </span>pracy <span class="_ _5"> </span>w <span class="_ _5"> </span>spółce <span class="_ _8"> </span>o<span class="_ _0"></span> <span class="_ _5"> </span>ugruntowanej <span class="_ _8"></span>poz<span class="_ _0"></span>ycji <span class="_ _5"> </span>rynkowej. <span class="_ _5"> </span>Zarząd <span class="_ _8"></span>Spółki <span class="_ _5"> </span>dominującej <span class="_ _5"> </span>dostrzegając <span class="_ _5"> </span>ryzyko <span class="_ _5"> </span>utraty </div><div class="t m0 x1 h4 y3cf ff7 fs0 fc0 sc0 ls0 ws0">kluczowych pracowników podejmuje liczne czynn<span class="_ _1"></span>ości, które mają na celu ograniczenie rotacji pracowników. Należą do nich:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x14 h4 y3d0 ff9 fs3 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _23"> </span><span class="ff7 fs0">oferowanie konkurencyjnych warunków zatrudnieni<span class="_ _1"></span>a zgodnych z wymaganiami rynku,<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x14 h4 y3d1 ff9 fs3 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _23"> </span><span class="ff7 fs0">wprowadzanie <span class="_ _5"> </span>odpowiedniego <span class="_ _5"> </span>systemu <span class="_ _5"> </span>motywacji <span class="_ _5"> </span>dla <span class="_ _5"> </span>pracowników  kl<span class="_ _1"></span>uczowych <span class="_ _5"> </span>poprzez <span class="_ _5"> </span>nowoczesne <span class="_ _5"> </span>systemy </span></span></div><div class="t m0 x24 h4 y3d2 ff7 fs0 fc0 sc0 ls0 ws0">wynagrodzeń połączone z odpowiednim systemem pre<span class="_ _1"></span>miowania za uzyskane efekty,<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x14 h4 y1f5 ff9 fs3 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _23"> </span><span class="ff7 fs0">wprowadzanie elastycznych systemów płacowych zgodnych ze strategią Grup<span class="_ _1"></span>y,<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x14 h4 y3ef ff9 fs3 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _23"> </span><span class="ff7 fs0">realizowanie programu systematycznych szkoleń,<span class="ff3"> </span></span></span></div><div class="t m0 x14 h4 y3f0 ff9 fs3 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _23"> </span><span class="ff7 fs0">budowanie więzi pomiędzy organizacją a pracownikami poprzez organizację sp<span class="_ _1"></span>otkań.<span class="_ _0"></span><span class="ff3"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA6IAAAXuCAIAAAD+0AL9AAAACXBIWXMAABYlAAAWJQFJUiTwAAAZC0lEQVR42uzaQWoCQRRF0f6h9lVr/yt7GRg6DiQQELS/54zK6aPVq1QlOY7jOI7uPgAAYIR1/2LvbRG4kO72tgWAh1+RX1YAAGAemQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgc00AAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAGCcSnI7dbc5AACYYd2/2HtbBC6ku71t8WTi+YGHD5JLCwAADCRzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGSuCQAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAHh/leR26m5zAAAww7p/sfe2CFxId3vbAsDDr0iXFgAAGEjmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcEwAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAGKeS/JyqzAEAwLTMBQCAMVxaAABA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5JgAAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AABwKes8VZU5ALiuJEYAfuPWhwIAAPO4tAAAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgc00AAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAHyWdZ6qyhwA/5LECADvqXxGAwAwj0sLAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADLXBAAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIA8InWeaoqcwAAPFcSI7xEmR4AgHlcWgAAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuSYAAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAMtcEAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAQOaaAAAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AAB9snaeqMgcATJLECHws/+YCADBQ+Z0HAMA8/s0FAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkmAABA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAAPCndZ6qyhwAr5LECABPVD5YAQCYx6UFAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJlrAgAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLsB3u3VoAwAAg0Aw3X9oOgOuae48BvUAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAAD4Y1wAAMBxSdrJAinxWo3UMuRjAAAAAElFTkSuQmCC"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">28</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _1"></span>dostrzega <span class="_ _1"></span>również <span class="_ _1"></span>problem <span class="_ _1"></span>z re<span class="_ _1"></span>krutacją <span class="_ _1"></span>nowych <span class="_ _1"></span>pracowników nie<span class="_ _1"></span>zbędnych <span class="_ _1"></span>do <span class="_ _1"></span>zwiększenia <span class="_ _14"></span>p<span class="_ _0"></span>otencjału <span class="_ _1"></span>wykonawczego </div><div class="t m0 x1 h4 y8d ff7 fs0 fc0 sc0 ls0 ws0">oraz realizacji wysokowartościowych zadań budowy infrastruktury gazowej. L<span class="_ _0"></span>iczne inwestycje infrastrukturalne<span class="_ _1"></span> prowadzone </div><div class="t m0 x1 h4 yd7 ff3 fs0 fc0 sc0 ls0 ws0">w Polsce oraz spadek stopy bezrobocia spowodo<span class="ff7">wały niedobór pracowników, zarówno technicznych, jak i produkcyjn<span class="_ _1"></span>ych. W </span></div><div class="t m0 x1 h4 yd8 ff7 fs0 fc0 sc0 ls0 ws0">celu <span class="_ _0"></span>uzu<span class="_ _0"></span>pełnienia <span class="_ _9"></span>niezbędnej <span class="_ _0"></span>kadry <span class="_ _9"></span>Zarząd <span class="_ _9"></span>rozszerzył <span class="_ _9"></span>kanały <span class="_ _0"></span>rekrutacji <span class="_ _9"></span>pracowników <span class="_ _9"></span>oraz <span class="_ _9"></span>uatrakcyjnił <span class="_ _0"></span>stawki <span class="_ _9"></span>wynagrodzeń </div><div class="t m0 x1 h4 y5 ff7 fs0 fc0 sc0 ls0 ws0">nowozatrudnionych pracowników.<span class="ff3"> </span></div><div class="t m0 x1 h2 y3f1 ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko związane z niepełnym wykorzystaniem posiadanych zasobów lu<span class="_ _1"></span>dzkich<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x1 h4 y91 ff7 fs0 fc0 sc0 ls0 ws0">W związku z <span class="_ _1"></span>rozwojem działalności <span class="_ _1"></span>w obszarze p<span class="_ _1"></span>rac wykonawczych G<span class="_ _1"></span>rupa utrzymuje posiadane brygady <span class="_ _1"></span>wykonawcze <span class="_ _0"></span><span class="ff3">i kadr</span>ę<span class="ff3"> </span></div><div class="t m0 x1 h4 y273 ff7 fs0 fc0 sc0 ls0 ws0">techniczną. Wiąże <span class="_ _0"></span>się <span class="_ _0"></span>to <span class="_ _0"></span>z <span class="_ _0"></span>koniecznością <span class="_ _0"></span>poniesienia znacznych <span class="_ _0"></span>wydatków <span class="_ _0"></span>na <span class="_ _0"></span>ich utrzymanie <span class="_ _0"></span>i <span class="_ _0"></span>jednocz<span class="_ _0"></span>eśnie zwiększa ryzy<span class="_ _0"></span>ko </div><div class="t m0 x1 h4 y274 ff7 fs0 fc0 sc0 ls0 ws0">niepełnego wykorzystania posiadanych zasobów.<span class="ff3"> </span></div><div class="t m0 x1 h4 ydd ff7 fs0 fc0 sc0 ls0 ws0">Jednocześnie nie można wykluczyć, iż Grupa<span class="ff3"> </span>nie pozyska wystarczającej ilości zleceń<span class="_ _1"></span> lub<span class="ff3"> </span>pozyska zadania, które będą wiązały </div><div class="t m0 x1 h4 y3d5 ff7 fs0 fc0 sc0 ls0 ws0">się <span class="_ _8"> </span>z<span class="_ _0"></span> <span class="_ _5"> </span>mniejszym <span class="_ _5"> </span>stopniem <span class="_ _8"> </span>w<span class="_ _0"></span>ykorzystania <span class="_ _5"> </span>zasobów <span class="_ _5"> </span>ludzkich <span class="_ _5"> </span>od <span class="_ _5"> </span>planowanego <span class="_ _5"> </span>oraz <span class="_ _5"> </span>obłożenie <span class="_ _5"> </span>zleceń <span class="_ _8"></span>w <span class="_ _5"> </span>ciągu <span class="_ _5"> </span>roku <span class="_ _5"> </span>będzie </div><div class="t m0 x1 h4 y3d6 ff7 fs0 fc0 sc0 ls0 ws0">nierównomierne. <span class="_ _9"></span>Wówc<span class="_ _0"></span>zas <span class="_ _9"></span>mo<span class="_ _0"></span>że <span class="_ _9"></span>się <span class="_ _8"></span>to <span class="_ _8"></span>przełożyć <span class="_ _9"></span>niekorzystnie <span class="_ _8"></span>na <span class="_ _8"></span>wyniki <span class="_ _9"></span>finansowe <span class="_ _8"></span>i <span class="_ _8"></span>stopień <span class="_ _9"></span>ef<span class="_ _0"></span>ektywności <span class="_ _9"></span>pro<span class="_ _9"></span><span class="ff3">wadzonej </span></div><div class="t m0 x1 h4 y3d7 ff7 fs0 fc0 sc0 ls0 ws0">działalności.<span class="ff3"> </span></div><div class="t m0 x1 h2 y3d8 ff7 fs0 fc0 sc0 ls0 ws0">W celu minimalizacji tego ryzyka Grupa Kapitałowa aktywnie poszukuje nowych zleceń uczestn<span class="_ _1"></span>icząc w licznych przetargach.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y3f2 ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko związane z uzależnieniem od kluczowych odbio<span class="_ _1"></span>rców<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x1 h4 y221 ff7 fs0 fc0 sc0 ls0 ws0">Działalność Grupy <span class="_ _0"></span>na <span class="_ _0"></span>rynku <span class="_ _0"></span>usług <span class="_ _0"></span>gazowniczych <span class="_ _0"></span>cechuje się <span class="_ _0"></span>niewielką <span class="_ _0"></span>liczbą <span class="_ _0"></span>kluczowych <span class="_ _0"></span>odbiorców. <span class="_ _0"></span>Przychody <span class="_ _0"></span>ze <span class="_ _0"></span>sprzedaży </div><div class="t m0 x1 h4 y222 ff7 fs0 fc0 sc0 ls0 ws0">realizowanej <span class="_ _5"> </span>do  je<span class="_ _1"></span>dnego <span class="_ _5"> </span>odbiorc<span class="_ _0"></span>y <span class="_ _5"> </span>mogą  stanowić <span class="_ _5"> </span>istotną <span class="_ _5"> </span>część  ogółu <span class="_ _5"> </span>sprzedaży <span class="_ _5"> </span>Grupy. <span class="_ _5"> </span>E<span class="_ _0"></span>wentualna <span class="_ _5"> </span>utrata  klu<span class="_ _1"></span>czowego </div><div class="t m0 x1 h4 y223 ff7 fs0 fc0 sc0 ls0 ws0">odbiorcy <span class="_ _9"></span>może <span class="_ _9"></span>w <span class="_ _9"></span>znaczny<span class="_ _0"></span><span class="ff3"> <span class="_ _9"></span></span>sposób <span class="_ _9"></span>wpłynąć <span class="_ _9"></span>na <span class="_ _9"></span>zmniejszenie <span class="_ _9"></span>przychodów <span class="_ _9"></span>Grupy <span class="_ _9"></span>Kapitałowej. <span class="_ _9"></span>Działania <span class="_ _9"></span>podejmowane <span class="_ _9"></span>przez </div><div class="t m0 x1 h4 y3f3 ff7 fs0 fc0 sc0 ls0 ws0">Grupę <span class="_ _9"></span>ograniczające <span class="_ _9"></span>to <span class="_ _8"></span>ryzyko <span class="_ _9"></span>polegają <span class="_ _9"></span>głównie <span class="_ _9"></span>na <span class="_ _8"></span>pozyskaniu <span class="_ _9"></span>nowych <span class="_ _8"></span>klie<span class="_ _1"></span>ntów <span class="_ _9"></span>oraz <span class="_ _9"></span>z<span class="_ _0"></span>większaniu <span class="_ _9"></span>udziału <span class="_ _9"></span>przychodów <span class="_ _9"></span>od </div><div class="t m0 x1 h4 y3dd ff7 fs0 fc0 sc0 ls0 ws0">pozostałych kontrahentów Grupy. <span class="ff3"> </span></div><div class="t m0 x1 h2 yb5 ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko związane z niewywiązaniem się lub nienależytym wywiązaniem się z warunków umów z odbi<span class="_ _1"></span>orcami <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y3e1 ff7 fs0 fc0 sc0 ls0 ws0">Warunkiem  r<span class="_ _0"></span>ealizowania <span class="_ _3"> </span>kontraktów, <span class="_ _3"> </span>w<span class="_ _0"></span> <span class="_ _3"> </span>szczególności  budowlanych, <span class="_ _3"> </span>jest <span class="_ _3"> </span>zagwarantowanie <span class="_ _3"> </span>na<span class="_ _0"></span>leżytego <span class="_ _3"> </span>i <span class="_ _12"> </span><span class="ff3">terminowego </span></div><div class="t m0 x1 h4 y3f4 ff7 fs0 fc0 sc0 ls0 ws0">wykonania prac oraz <span class="_ _0"></span>usunię<span class="_ _1"></span>cia wad i <span class="_ _0"></span>usterek w okresie gwarancji, która <span class="_ _0"></span>w zależności od rodzaju prac jest udzielana na o<span class="_ _0"></span>kres </div><div class="t m0 x1 h4 y3f5 ff7 fs0 fc0 sc0 ls0 ws0">od 12 <span class="_ _14"></span>do 36 mie<span class="_ _1"></span>sięcy, sporadycznie<span class="_ _1"></span> n<span class="_ _1"></span>a okres <span class="_ _1"></span>dłuższy <span class="_ _1"></span>(np. <span class="_ _1"></span>60 lub <span class="_ _14"></span>96 miesięcy). W <span class="_ _14"></span>celu realizacji <span class="_ _1"></span>powyższych warunków <span class="_ _14"></span>stos<span class="_ _9"></span><span class="ff3">uje </span></div><div class="t m0 x1 h4 y3f6 ff7 fs0 fc0 sc0 ls0 ws0">się kau<span class="_ _1"></span>cje gwarancyjne wn<span class="_ _1"></span>oszone przez wykonawcę lu<span class="_ _1"></span>b zabezpi<span class="_ _1"></span>eczenie w p<span class="_ _1"></span>ostaci gwarancji ban<span class="_ _1"></span>kowej lub ub<span class="_ _1"></span>ezpieczeniowej. </div><div class="t m0 x1 h4 y3f7 ff7 fs0 fc0 sc0 ls0 ws0">W wyjątkowych s<span class="_ _1"></span>ytuacjach zabez<span class="_ _1"></span>pieczeniem mogą <span class="_ _1"></span>być środki<span class="_ _1"></span> pieniężne, <span class="_ _1"></span>a także, <span class="_ _1"></span>jeśli <span class="_ _1"></span>kontrahent wyrazi <span class="_ _1"></span>zgodę na <span class="_ _1"></span>taką formę </div><div class="t m0 x1 h4 y3f8 ff3 fs0 fc0 sc0 ls0 ws0">zabezpieczenia, weksel. </div><div class="t m0 x1 h4 y3f9 ff7 fs0 fc0 sc0 ls0 ws0">Zabezpieczenie <span class="_ _14"></span>zwykle <span class="_ _14"></span>wnoszo<span class="_ _0"></span>ne <span class="_ _14"></span>jest <span class="_ _14"></span>w dniu <span class="_ _6"></span>pod<span class="_ _0"></span>pisania <span class="_ _14"></span>kontraktu <span class="_ _1"></span>i <span class="_ _14"></span>rozlicz<span class="_ _0"></span>ane <span class="_ _14"></span>po <span class="_ _14"></span>jego <span class="_ _1"></span>zakończeniu. <span class="_ _14"></span>Wysokość zabe<span class="_ _1"></span>zpieczenia </div><div class="t m0 x1 h4 y3fa ff7 fs0 fc0 sc0 ls0 ws0">uzależniona <span class="_ _5"> </span>jest  od <span class="_ _5"> </span>ro<span class="_ _0"></span>dzaju <span class="_ _e"> </span>kontraktu. <span class="_ _e"> </span>Zwykle <span class="_ _e"> </span>jego <span class="_ _e"> </span>wysokość  kształtuje <span class="_ _5"> </span>się  n<span class="_ _1"></span>a  poziomie <span class="_ _5"> </span>od  5 <span class="_ _5"> </span>do  10% <span class="_ _e"> </span>wartości  b<span class="_ _1"></span>rutto </div><div class="t m0 x1 h4 y5e ff3 fs0 fc0 sc0 ls0 ws0">kontraktu. <span class="_ _3"> </span>W <span class="_ _12"> </span>sytuac<span class="ff7">ji, <span class="_ _3"> </span>gdy <span class="_ _12"> </span>spółki <span class="_ _3"> </span>z <span class="_ _12"> </span>Grupy <span class="_ _3"> </span>albo <span class="_ _12"> </span>ich <span class="_ _3"> </span>podwykon<span class="_ _0"></span>awcy <span class="_ _3"> </span>nie <span class="_ _12"> </span>wywiążą <span class="_ _3"> </span>się <span class="_ _12"> </span>lub <span class="_ _3"> </span>niewł<span class="_ _0"></span>aściwie <span class="_ _3"> </span>wywiążą <span class="_ _12"> </span>się <span class="_ _3"> </span>z </span></div><div class="t m0 x1 h4 y3e6 ff7 fs0 fc0 sc0 ls0 ws0">realizowanych <span class="_ _0"></span>umów <span class="_ _0"></span>istnieje <span class="_ _0"></span>ryzyko <span class="_ _0"></span>w<span class="_ _0"></span>ystąpieni<span class="_ _1"></span>a <span class="_ _0"></span>przez <span class="_ _0"></span>ko<span class="_ _0"></span>ntrahentów <span class="_ _0"></span>z <span class="_ _0"></span>ro<span class="_ _0"></span>szczeniem zapłaty <span class="_ _0"></span>kar <span class="_ _9"></span>umownych lub <span class="_ _0"></span>odstąpienia </div><div class="t m0 x1 h4 y2b1 ff3 fs0 fc0 sc0 ls0 ws0">od umowy. Kary umowne stosowane w kontraktach o <span class="ff7">wykonanie robót przez Grupę zwykle kształtują się na poziomie:</span> </div><div class="t m0 x14 h4 y2b2 ff9 fs3 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _23"> </span><span class="ff7 fs0">w <span class="_ _3"> </span>przypadku <span class="_ _3"> </span>o<span class="_ _0"></span>dstąpienia <span class="_ _3"> </span>od <span class="_ _3"> </span>umow<span class="_ _0"></span>y <span class="_ _3"> </span>z <span class="_ _12"> </span>przyc<span class="_ _1"></span>zyn <span class="_ _3"> </span>zależnych <span class="_ _3"> </span>od <span class="_ _12"> </span>Emitenta <span class="_ _3"> </span>kara <span class="_ _3"> </span>umowna <span class="_ _12"> </span>10% <span class="_ _12"> </span><span class="ff3">- <span class="_ _3"> </span><span class="ls3">30%</span> <span class="_ _3"> </span></span>wartości<span class="ff3"> </span></span></span></div><div class="t m0 x24 h4 y2b3 ff3 fs0 fc0 sc0 ls0 ws0">wynagrodzenia, </div><div class="t m0 x14 h4 y2b4 ff9 fs3 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _23"> </span><span class="ff7 fs0">za każdy dzień opóźnienia w usunięciu wad i usterek –<span class="ff3"> kara umowna 0,1% - 0,5% </span>wartości <span class="ff3">wynagrodzenia, </span></span></span></div><div class="t m0 x14 h4 y2b5 ff9 fs3 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _23"> </span><span class="ff7 fs0">za każdy dzień opóźnienia w wykonaniu zamówienia <span class="ff3">- kara umowna 0,05% - 0,5% </span>wartości <span class="ff3">wynagrodzenia, </span></span></span></div><div class="t m0 x14 h4 y2b6 ff9 fs3 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _23"> </span><span class="ff7 fs0">za <span class="_ _8"></span>niewykonani<span class="_ _1"></span>e <span class="_ _9"></span>lub <span class="_ _8"></span>nienależyte <span class="_ _8"></span>wykonanie <span class="_ _9"></span>zamówienia <span class="_ _8"></span>–<span class="ff3"> <span class="_ _8"></span>kara <span class="_ _9"></span>umowna <span class="_ _8"></span>w <span class="_ _9"></span>przedziale <span class="_ _8"></span>od <span class="_ _9"></span>10% <span class="_ _8"></span>do <span class="_ _9"></span>30% <span class="_ _8"></span></span>wartości </span></span></div><div class="t m0 x24 h4 y2b7 ff3 fs0 fc0 sc0 ls0 ws0">wynagrodzenia. </div><div class="t m0 x1 h4 y2b8 ff7 fs0 fc0 sc0 ls0 ws0">W umowach zastrzegane jest zwykle prawo dochodzenia odszkodowania przen<span class="_ _1"></span>oszącego wartość kar umownych.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y2b9 ff7 fs0 fc0 sc0 ls0 ws0">W celu ograniczenia tego ryzyka Grupa Kapitałowa podejmuje następu<span class="_ _1"></span>jące działania:<span class="ff3"> </span></div><div class="t m0 x14 h4 y2ba ff9 fs3 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _23"> </span><span class="ff7 fs0">obejmuje ochroną ubezpieczeniową kontrakty, w tym działania podwykonawców,<span class="ff3"> </span></span></span></div><div class="t m0 x14 h4 y2bb ff9 fs3 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _23"> </span><span class="ff7 fs0">stosuje zintegrowany system zarządzania jakością, środowiskie<span class="_ _1"></span>m i bhp<span class="_ _1"></span>, dzięki któremu minimalizowane jest r<span class="_ _1"></span>yzyko </span></span></div><div class="t m0 x24 h4 y2bc ff7 fs0 fc0 sc0 ls0 ws0">wystąpienia niepożądanych skutków,<span class="ff3"> </span></div><div class="t m0 x14 h4 y2bd ff9 fs3 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _23"> </span><span class="ff7 fs0">wyznacza do prowadzenia zadania koordynatora projektu, który w sposób ciągły monitoruje jakość i postę<span class="_ _1"></span>p <span class="_ _0"></span><span class="ff3">prac, </span></span></span></div><div class="t m0 x14 h4 y2be ff9 fs3 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _23"> </span><span class="ff7 fs0">przenosi  ryzyka <span class="_ _5"> </span>do  umów  o <span class="_ _e"> </span>współpracy  za<span class="_ _1"></span>wieranych <span class="_ _e"> </span>przez  <span class="ff3">s</span>półki  z <span class="_ _e"> </span>Grupy  z <span class="_ _5"> </span>producentami,  dostawcami  oraz<span class="_ _1"></span> </span></span></div><div class="t m0 x24 h4 y2bf ff3 fs0 fc0 sc0 ls0 ws0">podwykonawcami. </div><div class="t m0 x1 h2 y3fb ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko związane z prowadzoną działalnością operacyjną na czynnych obi<span class="_ _1"></span>ektach gazowych<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y3fc ff7 fs0 fc0 sc0 ls0 ws0">Z <span class="_ _0"></span>działalnością <span class="_ _0"></span>Grupy <span class="_ _0"></span>wiążą <span class="_ _0"></span>się <span class="_ _0"></span>z<span class="_ _0"></span>agrożenia <span class="_ _0"></span>polegające mię<span class="_ _0"></span>dzy <span class="_ _0"></span>innymi <span class="_ _0"></span>na <span class="_ _0"></span>możliwo<span class="_ _0"></span>ści <span class="_ _0"></span>wystąpienia awarii <span class="_ _0"></span>skutkującej <span class="_ _9"></span>stratami </div><div class="t m0 x1 h4 y3fd ff3 fs0 fc0 sc0 ls0 ws0">ludzkimi i materialnymi. </div><div class="t m0 x1 h4 y3fe ff7 fs0 fc0 sc0 ls0 ws0">Grupa Kapitałowa Emitenta przeciwdziała temu zagrożeniu p<span class="_ _1"></span>oprzez:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x14 h4 y3ff ff9 fs3 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _23"> </span><span class="ff7 fs0">ubezpieczanie działalności od odpowiedzialności cywilne<span class="_ _1"></span>j,<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x14 h4 y400 ff9 fs3 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _23"> </span><span class="ff7 fs0">systematyczne doposażenie pracowników w najnowocześnie<span class="_ _1"></span>jszy sprzęt ochrony,<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x14 h4 y401 ff9 fs3 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _23"> </span><span class="ff7 fs0">podnoszenie kwalifikacji pracowników,<span class="ff3"> </span></span></span></div><div class="t m0 x14 h4 y402 ff9 fs3 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _23"> </span><span class="ff7 fs0">stałe szkolenia i nadzór bhp<span class="ff3">. </span></span></span></div><div class="t m0 x1 h2 y403 ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko związane z ewentualnym brakiem płynności<span class="_ _1"></span> finansowej<span class="_ _0"></span><span class="ff3"> </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 xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">29</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">Specyfika <span class="_ _1a"> </span>roz<span class="_ _0"></span>liczania <span class="_ _19"> </span>kontraktów <span class="_ _19"> </span>wykonawczych <span class="_ _1a"> </span>w <span class="_ _19"> </span>powiązaniu <span class="_ _1a"> </span>z <span class="_ _19"> </span>koniecznością <span class="_ _19"> </span>zaangażowania <span class="_ _19"> </span>znacznych <span class="_ _19"> </span>środków<span class="_ _1"></span> </div><div class="t m0 x1 h4 y8d ff7 fs0 fc0 sc0 ls0 ws0">pieniężnych <span class="_ _14"></span>oraz zatory <span class="_ _14"></span>płatnicze <span class="_ _14"></span>sprawiają, że <span class="_ _14"></span>Grupa <span class="_ _14"></span>może być <span class="_ _14"></span>narażona <span class="_ _1"></span>na <span class="_ _14"></span>utratę <span class="_ _1"></span>płynności <span class="_ _14"></span>finansowej. W <span class="_ _14"></span>celu <span class="_ _14"></span>ograniczenia </div><div class="t m0 x1 h4 yd7 ff3 fs0 fc0 sc0 ls0 ws0">tego ryzyka Grupa: </div><div class="t m0 xa4 h7 yd8 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _1b"> </span><span class="ff7">prowadzi syste<span class="_ _1"></span>matyczny monitoring należności przeterminowanych,<span class="ff3"> </span></span></span></div><div class="t m0 xa4 h7 y5 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _1b"> </span><span class="ff7">przykłada nale<span class="_ _1"></span>żytą uwagę do utrzymywania wiarygodności w relacjach z instytucjami finansowymi,<span class="ff3"> </span></span></span></div><div class="t m0 xa4 h7 yd9 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _1b"> </span><span class="ff7">zabezpie<span class="_ _1"></span>cza <span class="_ _0"></span>się <span class="_ _9"></span>poprzez <span class="_ _0"></span>utrzymywanie <span class="_ _0"></span>dostępu <span class="_ _9"></span>do <span class="_ _0"></span>limitów <span class="_ _0"></span>gwarancyjnych, <span class="_ _0"></span>c<span class="_ _0"></span>zego <span class="_ _0"></span>dowodem <span class="_ _0"></span>jest <span class="_ _9"></span>posiadanie<span class="_ _1"></span> <span class="_ _0"></span>przez<span class="_ _0"></span> </span></span></div><div class="t m0 x24 h4 yda ff7 fs0 fc0 sc0 ls0 ws0">Grupę dostępu do <span class="ff3">wolnych </span>limitów gwarancyjnych o łącznej wartości <span class="ff3">43 </span>mln zł.<span class="ff3"> </span></div><div class="t m0 x1 h4 ydb ff7 fs0 fc0 sc0 ls0 ws0">Według  stanu  na  dzień  publikac<span class="_ _0"></span>ji  raportu,  relacja  kapitałów <span class="_ _3"> </span>własnych  do  zadłużenia  finansowego<span class="_ _0"></span><span class="ff3">  </span>umoż<span class="_ _0"></span>liwiała  Grupie </div><div class="t m0 x1 h4 ydc ff7 fs0 fc0 sc0 ls0 ws0">Kapitałowej <span class="_ _0"></span>dostęp <span class="_ _0"></span>do <span class="_ _0"></span>źródeł <span class="_ _0"></span>finansowania <span class="_ _9"></span>pozwalającego <span class="_ _0"></span>na <span class="_ _0"></span>czasowe <span class="_ _0"></span>finansowanie <span class="_ _0"></span>obce <span class="_ _0"></span>prowadz<span class="_ _0"></span>onych <span class="_ _0"></span>budów. <span class="_ _0"></span>Mając <span class="_ _0"></span>na </div><div class="t m0 x1 h4 y219 ff7 fs0 fc0 sc0 ls0 ws0">uwadze <span class="_ _12"> </span>planowany <span class="_ _12"> </span>rozwój <span class="_ _15"> </span>działalności <span class="_ _12"> </span>w <span class="_ _12"> </span>latach <span class="_ _15"> </span>kolejnych, <span class="_ _12"> </span>pociągający <span class="_ _12"> </span>za <span class="_ _12"> </span>so<span class="_ _0"></span>bą <span class="_ _12"> </span>wzrost <span class="_ _12"> </span>przychodów, <span class="_ _12"> </span>Grupa <span class="_ _12"> </span>planuje </div><div class="t m0 x1 h4 y21a ff7 fs0 fc0 sc0 ls0 ws0">minimalizować <span class="_ _12"> </span>możliwość <span class="_ _3"> </span>realizacji <span class="_ _12"> </span>tego <span class="_ _3"> </span>ryzyka <span class="_ _12"> </span>poprzez <span class="_ _12"> </span>dals<span class="_ _1"></span>zą <span class="_ _3"> </span>o<span class="_ _0"></span>ptymalizację <span class="_ _3"> </span>procesu <span class="_ _12"> </span>moni<span class="_ _0"></span><span class="ff3">torowania <span class="_ _12"> </span>i <span class="_ _3"> </span>odzyskiwania </span></div><div class="t m0 x1 h4 y21b ff7 fs0 fc0 sc0 ls0 ws0">należności oraz –<span class="ff3"> </span>równolegle –<span class="ff3"> zapewnienie adekwatnego </span>poziomu wolnych limitów kredytowych i im podobnych<span class="_ _1"></span>.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h2 y2a0 ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko opóźnień w płatnościach za wykonane instalacje foto<span class="_ _1"></span>woltaiczne<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x1 h4 y2a1 ff7 fs0 fc0 sc0 ls0 ws0">W  związku <span class="_ _5"> </span>z  liczną <span class="_ _5"> </span>realizacją  przez  sp<span class="_ _1"></span>ółkę  zależn<span class="_ _1"></span>ą  p<span class="_ _1"></span>iTERN  Sp. <span class="_ _5"> </span>z<span class="_ _0"></span>  o.o. <span class="_ _5"> </span>instalacji  fotowoltaicznych <span class="_ _e"> </span>w  ramach <span class="_ _5"> </span>programów </div><div class="t m0 x1 h4 y2a2 ff7 fs0 fc0 sc0 ls0 ws0">dotacyjnych istnieje <span class="_ _0"></span>ryzyko <span class="_ _0"></span>przejściowych <span class="_ _0"></span>problemów z<span class="_ _0"></span> płynnością <span class="_ _0"></span>finansową za <span class="_ _0"></span>wykonane <span class="_ _0"></span>prace. Po<span class="_ _0"></span>wodem długotrwałego </div><div class="t m0 x1 h4 y2a3 ff7 fs0 fc0 sc0 ls0 ws0">nieotrzymania <span class="_ _9"></span>płatności <span class="_ _0"></span>za <span class="_ _9"></span>wykonane <span class="_ _9"></span>instalacje <span class="_ _9"></span>jest <span class="_ _9"></span>żmudny <span class="_ _9"></span>proces <span class="_ _0"></span>odbioru <span class="_ _9"></span>i <span class="_ _9"></span>podłączenia <span class="_ _9"></span>jej <span class="_ _9"></span>do <span class="_ _0"></span>systemu <span class="_ _9"></span>energetycznego. </div><div class="t m0 x1 h4 y2a4 ff7 fs0 fc0 sc0 ls0 ws0">Wypłata <span class="_ _3"> </span>środków <span class="_ _12"> </span>instytucji <span class="_ _3"> </span>współfinansujących <span class="_ _3"> </span>mo<span class="_ _0"></span>żliwa <span class="_ _3"> </span>jest, <span class="_ _12"> </span>dopiero <span class="_ _3"> </span>po <span class="_ _12"> </span>pełnym <span class="_ _3"> </span>odbiorze <span class="_ _12"> </span>instalacji <span class="_ _3"> </span>przez <span class="_ _12"> </span>operatora </div><div class="t m0 x1 h4 y2a5 ff3 fs0 fc0 sc0 ls0 ws0">energetycznego <span class="_ _8"></span>oraz <span class="_ _8"></span>rozliczenia <span class="_ _5"> </span>dotacji <span class="_ _8"></span>przez <span class="_ _8"></span>b<span class="ff7">ank/i<span class="_ _0"></span>nstytucję <span class="_ _8"></span>obsługującą <span class="_ _8"></span>program <span class="_ _5"> </span>dotacyjny, <span class="_ _8"></span>który <span class="_ _8"></span>wynosi <span class="_ _8"> </span>o<span class="_ _0"></span>koło <span class="_ _5"> </span></span>trzech </div><div class="t m0 x1 h4 y32e ff7 fs0 fc0 sc0 ls0 ws0">miesięcy<span class="ff3"> <span class="_ _8"></span></span>o<span class="_ _0"></span>d <span class="_ _5"> </span>zamontowania <span class="_ _5"> </span>instalacji. <span class="_ _8"></span>Zarząd <span class="_ _5"> </span>Emitenta <span class="_ _5"> </span>oraz <span class="_ _5"> </span>spółka <span class="_ _8"></span>piTERN <span class="_ _5"> </span>w <span class="_ _5"> </span>sposób <span class="_ _5"> </span>ciągły <span class="_ _8"></span>monitorują <span class="_ _5"> </span>proces <span class="_ _5"> </span>odbioru <span class="_ _8"></span>i </div><div class="t m0 x1 h4 y404 ff7 fs0 fc0 sc0 ls0 ws0">podłączenia <span class="_ _5"> </span>instalacji, <span class="_ _8"></span>aby <span class="_ _5"> </span>przys<span class="_ _0"></span>pieszyć <span class="_ _5"> </span>płatności <span class="_ _8"> </span>z<span class="_ _0"></span>a <span class="_ _5"> </span>wykonane <span class="_ _5"> </span>prace <span class="_ _5"> </span>oraz <span class="_ _5"> </span>zmienić <span class="_ _5"> </span>strukturę <span class="_ _5"> </span><span class="ff3">finansowania <span class="_ _5"> </span>instalacji <span class="_ _5"> </span>OZE </span></div><div class="t m0 x1 h4 y79 ff7 fs0 fc0 sc0 ls0 ws0">skutkującą skróceniem terminów płatności za wykonane prace.<span class="ff3"> </span></div><div class="t m0 x1 h2 y7a ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko związane z niepełnym wykorzystaniem posiadanych zasobów rzeczowych<span class="ff3"> </span></div><div class="t m0 x1 h4 y7b ff7 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _8"></span>posiada <span class="_ _5"> </span>nieruchomości <span class="_ _5"> </span>inwestycyjne<span class="_ _1"></span> <span class="_ _8"></span>przeznaczone <span class="_ _5"> </span>na <span class="_ _5"> </span><span class="ff3 ls2">wy<span class="ls0">najem. <span class="_ _8"> </span>Zmniejszenie <span class="_ _5"> </span>zapotrzebowania <span class="_ _8"> </span>na <span class="_ _5"> </span>wynajmowane </span></span></div><div class="t m0 x1 h4 y405 ff7 fs0 fc0 sc0 ls0 ws0">powierzchnie może spowodować osiąganie mniejs<span class="_ _1"></span>zych niż dotychczas korzyści związanych z wynajmowanymi obiektami. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y406 ff7 fs0 fc0 sc0 ls0 ws0">Zarząd  Emitenta  zamierza  minimalizować  pow<span class="_ _0"></span>yższe  ryzyko  poprzez  poszukiwanie  nowych  najemców  powierzchni  przy </div><div class="t m0 x1 h4 y407 ff7 fs0 fc0 sc0 ls0 ws0">współpracy z doświadczonym pośrednikiem nieruchomości. <span class="ff3"> </span></div><div class="t m0 x1 h2 y3e5 ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko nieosiągnięcia zakładan<span class="_ _1"></span>ych efektów przejęć<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y408 ff7 fs0 fc0 sc0 ls0 ws0">Podstawowym  ce<span class="_ _1"></span>lem <span class="_ _e"> </span>przejmowania <span class="_ _5"> </span>innych  podmiotów <span class="_ _e"> </span>gospodarczych <span class="_ _e"> </span>przez  Spółkę <span class="_ _e"> </span>dominującą <span class="_ _5"> </span>j<span class="_ _0"></span>est <span class="_ _e"> </span>wzrost  p<span class="_ _1"></span>otencjału </div><div class="t m0 x1 h4 y409 ff3 fs0 fc0 sc0 ls0 ws0">wykonawczego <span class="ff7">Grupy <span class="_ _14"></span>Kapitałowej TESGA<span class="_ _1"></span>S, zarówno <span class="_ _14"></span>w aspekcie <span class="_ _14"></span>ilościowym, jak i<span class="_ _1"></span> jak<span class="_ _14"></span>o<span class="_ _0"></span>ściowym, <span class="_ _1"></span>rozumianym <span class="_ _14"></span>jako poszerzenie </span></div><div class="t m0 x1 h4 y40a ff7 fs0 fc0 sc0 ls0 ws0">obszaru działalności.<span class="ff3"> </span></div><div class="t m0 x1 h4 y40b ff7 fs0 fc0 sc0 ls0 ws0">Podjęcie każdej decyzji <span class="_ _0"></span>o przejęciu <span class="_ _0"></span>kolejnego podmiotu zostanie <span class="_ _0"></span>poprzedzone przez Emitenta <span class="_ _0"></span>przeprowadzeniem stosownej </div><div class="t m0 x1 h4 y40c ff3 fs0 fc0 sc0 ls0 ws0">analizy <span class="_ _0"></span>prawnej <span class="_ _0"></span>o<span class="_ _0"></span>raz <span class="_ _0"></span>finansowej, <span class="_ _0"></span>a <span class="_ _9"></span><span class="ff7">–</span> <span class="_ _0"></span><span class="ff7">o <span class="_ _9"></span>ile <span class="_ _0"></span>Emitent <span class="_ _0"></span>uzna <span class="_ _9"></span>takową za <span class="_ _9"></span>stosowną <span class="_ _9"></span>–</span> <span class="_ _0"></span><span class="ff7">również <span class="_ _0"></span>każdej <span class="_ _0"></span>innej. <span class="_ _9"></span>Spółka <span class="_ _0"></span>dominująca</span> <span class="_ _9"></span>nie </div><div class="t m0 x1 h4 y40d ff7 fs0 fc0 sc0 ls0 ws0">może jednak <span class="_ _1"></span>wykluczyć, iż pomimo zachowania <span class="_ _1"></span>najwyższej staranności <span class="_ _1"></span>w przeprowadzaniu ww. <span class="_ _1"></span>analiz, jak również <span class="_ _1"></span>w wyniku </div><div class="t m0 x1 h4 y40e ff7 fs0 fc0 sc0 ls0 ws0">wystąpienia <span class="_ _5"> </span>innyc<span class="_ _0"></span>h <span class="_ _e"> </span>okoliczności, <span class="_ _e"> </span>przejęcie <span class="_ _5"> </span>jakiegoś  podmiotu <span class="_ _e"> </span>nie  p<span class="_ _1"></span>rzyniesie <span class="_ _5"> </span>o<span class="_ _0"></span>czekiwanych <span class="_ _e"> </span>przez  nią<span class="ff3">  </span>korzyści <span class="_ _5"> </span>w<span class="_ _0"></span> <span class="_ _e"> </span>postaci </div><div class="t m0 x1 h4 y40f ff7 fs0 fc0 sc0 ls0 ws0">wzrostu przychodów oraz realizacji założonej przez <span class="ff3">TESGAS </span>marży.<span class="ff3"> </span></div><div class="t m0 x1 h2 y2d2 ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _1a"> </span>przestojów <span class="_ _15"> </span>na <span class="_ _1a"> </span>kontraktac<span class="_ _1"></span>h <span class="_ _15"> </span>lub <span class="_ _15"> </span>r<span class="_ _0"></span>yzyko <span class="_ _1a"> </span>niezrealizowani<span class="_ _1"></span>a <span class="_ _15"> </span>kontraktów<span class="_ _0"></span><span class="ff3"> <span class="_ _1a"> </span></span>przez <span class="_ _15"> </span>podmioty <span class="_ _1a"> </span>zlecające <span class="_ _15"> </span>wykonanie </div><div class="t m0 x1 h2 y410 ff2 fs0 fc0 sc0 ls0 ws0">określonych prac<span class="ff1"> </span></div><div class="t m0 x1 h4 y2b7 ff7 fs0 fc0 sc0 ls0 ws0">W wyniku występujących problemów <span class="_ _0"></span>operacyjnych zleceniodawców<span class="_ _0"></span><span class="ff3"> </span>istnieje ryzyko opóźnień w realizacji <span class="_ _0"></span>kontraktów lub ich </div><div class="t m0 x1 h4 y2b8 ff7 fs0 fc0 sc0 ls0 ws0">całkowite  zaprzestan<span class="_ _1"></span>ie.  Uczestnictwo  spółek <span class="_ _e"> </span>z  Grup<span class="_ _1"></span>y  Kapitałowej  <span class="ff3">TESGAS <span class="_ _e"> </span></span>przy  realizacji  p<span class="_ _1"></span>owyższych  kontraktów  może </div><div class="t m0 x1 h4 y2b9 ff7 fs0 fc0 sc0 ls0 ws0">przyczynić s<span class="_ _1"></span>ię <span class="_ _1"></span>do <span class="_ _1"></span>obniżenia <span class="_ _1"></span>przychodów <span class="_ _1"></span>ze s<span class="_ _1"></span>przedaży <span class="_ _1"></span>oraz g<span class="_ _1"></span>enerować <span class="_ _1"></span>dodatkowe <span class="_ _1"></span>koszty <span class="_ _14"></span>z<span class="_ _0"></span>wiązane <span class="_ _14"></span>z<span class="_ _0"></span> <span class="_ _1"></span>utrzymywaniem <span class="_ _1"></span>zaplecza </div><div class="t m0 x1 h4 y2ba ff3 fs0 fc0 sc0 ls0 ws0">produkcyjnego<span class="ff7">, <span class="_ _15"> </span>ponoszeniem <span class="_ _1a"> </span>dodatkowych <span class="_ _1a"> </span>kosztów <span class="_ _12"> </span>w<span class="_ _0"></span>ykonania <span class="_ _15"> </span>robót <span class="_ _1a"> </span>zamiennych <span class="_ _15"> </span>oraz <span class="_ _1a"> </span>ryzykiem <span class="_ _15"> </span>obciążenia <span class="_ _1a"> </span>karami </span></div><div class="t m0 x1 h4 y2bb ff3 fs0 fc0 sc0 ls0 ws0">umownymi. <span class="_ _3"> </span><span class="ff7">Może  ró<span class="_ _0"></span>wnież  się <span class="_ _3"> </span>przyczynić  do <span class="_ _3"> </span>trudności <span class="_ _3"> </span>z  o<span class="_ _0"></span>dzyskaniem <span class="_ _3"> </span>należności <span class="_ _3"> </span>za  w<span class="_ _0"></span>ykonane  prace</span> <span class="_ _3"> </span><span class="ff7">oraz <span class="_ _3"> </span>należności </span></div><div class="t m0 x1 h4 y2bc ff7 fs0 fc0 sc0 ls0 ws0">dodatkowych <span class="_ _14"></span>z<span class="_ _0"></span>a <span class="_ _14"></span>wydłużony okres<span class="_ _1"></span><span class="ff3"> <span class="_ _14"></span>prowadzo<span class="_ _0"></span>nych <span class="_ _14"></span>prac <span class="ff7">z <span class="_ _14"></span>winy <span class="_ _14"></span>z<span class="_ _0"></span>amawiających. <span class="_ _14"></span>W<span class="_ _0"></span> <span class="_ _14"></span>celu <span class="_ _14"></span>minimalizacji tego <span class="_ _14"></span>ryzyka Emite<span class="_ _1"></span>nt <span class="_ _14"></span>i sp<span class="_ _1"></span>ółki </span></span></div><div class="t m0 x1 h4 y2bd ff7 fs0 fc0 sc0 ls0 ws0">zależne <span class="_ _9"></span>na <span class="_ _8"></span>bieżąco <span class="_ _9"></span>monitorują <span class="_ _9"></span>postępy <span class="_ _9"></span>p<span class="_ _0"></span>rac <span class="_ _9"></span>na <span class="_ _9"></span>b<span class="_ _0"></span>udowach <span class="_ _9"></span>oraz <span class="_ _8"></span>stosują <span class="_ _9"></span>zabezpieczenia <span class="_ _9"></span>przewidziane <span class="_ _9"></span>w<span class="_ _0"></span> <span class="_ _9"></span>przepisach <span class="_ _8"></span>prawa, </div><div class="t m0 x1 h4 y2be ff7 fs0 fc0 sc0 ls0 ws0">które mają na celu przeciwdziałanie powyższym zdarzeniom.  <span class="ff3"> </span></div><div class="t m0 x1 h2 y411 ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _3"> </span>nierealizowania <span class="_ _3"> </span>kontra<span class="_ _0"></span>któw <span class="_ _3"> </span>przez <span class="_ _12"> </span>podmio<span class="_ _1"></span>ty <span class="_ _3"> </span>będące <span class="_ _12"> </span>w <span class="_ _3"> </span>konsorcjum <span class="_ _3"> </span>ze<span class="_ _0"></span> <span class="_ _3"> </span>spółkami <span class="_ _12"> </span>z <span class="_ _3"> </span>Grupy <span class="_ _12"> </span>lub <span class="_ _3"> </span>zrealizowania </div><div class="t m0 x1 h2 y3fb ff2 fs0 fc0 sc0 ls0 ws0">kontraktów z opóźnieniem<span class="ff3"> </span></div><div class="t m0 x1 h4 y3cc ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _9"></span>związku <span class="_ _9"></span>z <span class="_ _9"></span>realizacją <span class="_ _9"></span>przez <span class="_ _9"></span>spółki <span class="_ _9"></span>z <span class="_ _9"></span>Grupy <span class="_ _9"></span>Kapitałowej<span class="ff3"> <span class="_ _9"></span></span>zleceń <span class="_ _9"></span>w <span class="_ _9"></span>formie <span class="_ _9"></span>konsorcjum <span class="_ _9"></span>z <span class="_ _9"></span>innymi <span class="_ _9"></span>podmiotami, <span class="_ _9"></span>istnieje <span class="_ _9"></span>ryzyko </div><div class="t m0 x1 h4 y412 ff7 fs0 fc0 sc0 ls0 ws0">nierealizowania w <span class="_ _0"></span>wyznaczonym <span class="_ _0"></span>terminie lub z<span class="_ _0"></span>aprzestanie prowadzenia <span class="_ _0"></span>prac <span class="_ _0"></span>przez pozo<span class="_ _0"></span>stałych uczestników <span class="_ _0"></span>konsorcjum, w </div><div class="t m0 x1 h4 y3ce ff7 fs0 fc0 sc0 ls0 ws0">wyniku <span class="_ _8"></span>braku <span class="_ _5"> </span>środków <span class="_ _8"></span>finansowych <span class="_ _5"> </span>na <span class="_ _8"></span>realizację <span class="_ _5"> </span>prac. <span class="_ _8"></span>Realizacja <span class="_ _5"> </span>ryzyka <span class="_ _8"></span>moż<span class="_ _9"></span>e <span class="_ _8"></span>wymusić <span class="_ _8"></span>na <span class="_ _5"> </span>spółkach <span class="_ _8"></span>z <span class="_ _5"> </span>Grupy <span class="_ _8"></span>obowiązek </div><div class="t m0 x1 h4 y413 ff7 fs0 fc0 sc0 ls0 ws0">dokończenia prac w <span class="_ _0"></span>zamian za <span class="_ _0"></span>pozostałych członków konsorcjum lub naraża Grupę, <span class="_ _0"></span>ze strony zamawiając<span class="_ _0"></span>ego, na obciążenie </div><div class="t m0 x1 h4 y3d0 ff3 fs0 fc0 sc0 ls0 ws0">karami <span class="_ _14"></span>umownymi. <span class="_ _14"></span>Negatywne s<span class="_ _1"></span>ankcje <span class="_ _14"></span>prowadze<span class="ff7">nia<span class="_ _0"></span> <span class="_ _14"></span>kontraktów <span class="_ _1"></span>w <span class="_ _14"></span>ramach <span class="_ _14"></span>konsorcjum <span class="_ _1"></span>mogą <span class="_ _14"></span>obniżyć <span class="_ _1"></span>wynik <span class="_ _14"></span>finansowy <span class="_ _14"></span>Grupy </span></div><div class="t m0 x1 h4 y414 ff7 fs0 fc0 sc0 ls0 ws0">Kapitałowej TESGAS. <span class="ff3"> </span></div><div class="t m0 x1 h4 y3d2 ff7 fs0 fc0 sc0 ls0 ws0">W  celu <span class="_ _e"> </span>minimalizacji  powyższego  ryzyka  Zarząd <span class="_ _5"> </span>Spółki  dominującej  podejmuje  współpracę <span class="_ _e"> </span>konsorcjalną  z  podmiotami </div><div class="t m0 x1 h4 y415 ff7 fs0 fc0 sc0 ls0 ws0">posiadającymi zaplecze techniczne i fin<span class="_ _1"></span>ansowe niezbędne do realizacji zleceń.<span class="ff3"> </span></div><div class="t m0 x1 h2 y416 ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko niewykorzystania posiadanego majątku przez spółki z Gru<span class="_ _1"></span>py Kapitałowej<span class="ff1"> </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 xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">30</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">Każda <span class="_ _8"></span>ze <span class="_ _8"></span>spółek <span class="_ _8"> </span>w<span class="_ _0"></span>chodzących <span class="_ _8"></span>w <span class="_ _5"> </span>skład <span class="_ _8"></span>Grupy <span class="_ _8"></span>Kapitałowej <span class="_ _8"> </span>posiada <span class="_ _5"> </span>liczny <span class="_ _8"></span>majątek <span class="_ _8"></span>niezbędny <span class="_ _5"> </span>do <span class="_ _8"></span>prowadzenia <span class="_ _8"></span>działalności </div><div class="t m0 x1 h4 y8d ff7 fs0 fc0 sc0 ls0 ws0">operacyjnej <span class="_ _5"> </span>(<span class="_ _0"></span>nieruchomości, <span class="_ _e"> </span>maszyny <span class="_ _e"> </span>i  u<span class="_ _1"></span>rządzenia<span class="ff3">,  zapasy</span>). <span class="_ _5"> </span>W  przypadku <span class="_ _5"> </span>obniżania  wartości <span class="_ _e"> </span>przychodów  ze <span class="_ _5"> </span>sprzedaży </div><div class="t m0 x1 h4 yd7 ff7 fs0 fc0 sc0 ls0 ws0">użytkowanie <span class="_ _15"> </span>majątku <span class="_ _1a"> </span>będzie <span class="_ _15"> </span>niewystarczające <span class="_ _1a"> </span>oraz <span class="_ _1a"> </span>niezbędn<span class="_ _1"></span>a <span class="_ _1a"> </span>będzie <span class="_ _15"> </span>analiza <span class="_ _1a"> </span>jego <span class="_ _15"> </span>wartości <span class="_ _1a"> </span>opartej <span class="_ _15"> </span>na <span class="_ _1a"> </span>prognozach </div><div class="t m0 x1 h4 yd8 ff7 fs0 fc0 sc0 ls0 ws0">generowania przepływów <span class="_ _0"></span>pieniężnych. <span class="_ _0"></span>Rodzi <span class="_ _0"></span>to <span class="_ _0"></span>ryzyko, dokonania w <span class="_ _0"></span>kolejnych <span class="_ _0"></span>okresach, o<span class="_ _0"></span>dp<span class="_ _0"></span>isów <span class="_ _0"></span>aktualizujących wartość <span class="_ _0"></span>i </div><div class="t m0 x1 h4 y5 ff7 fs0 fc0 sc0 ls0 ws0">obniżanie <span class="_ _1"></span>wyników finansowych. <span class="_ _1"></span>W celu <span class="_ _1"></span>minimalizacji p<span class="_ _1"></span>owyż<span class="_ _0"></span>szego <span class="_ _1"></span>ryzyka poszczególne <span class="_ _14"></span>spółki z Grupy <span class="_ _1"></span>Kapitałowej prowadz<span class="_ _1"></span>ą </div><div class="t m0 x1 h4 yd9 ff7 fs0 fc0 sc0 ls0 ws0">działania <span class="_ _12"> </span>ukierunkowane <span class="_ _12"> </span>na <span class="_ _12"> </span>zwiększenie <span class="_ _12"> </span>przychodów <span class="_ _15"> </span>ze <span class="_ _12"> </span>sprzedaży, <span class="_ _12"> </span>które <span class="_ _12"> </span>bezpośrednio <span class="_ _12"> </span>przeło<span class="_ _0"></span>żą <span class="_ _12"> </span>się <span class="_ _12"> </span>na <span class="_ _12"> </span>zwiększenie </div><div class="t m0 x1 h4 yda ff7 fs0 fc0 sc0 ls0 ws0">wykorzystania posiadanego majątku.<span class="ff3"> </span></div><div class="t m0 x1 h2 y417 ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko związane z realizacją kontraktów dotyczących bu<span class="_ _1"></span>dowy liniowej infrastruktury przesyłowej dużych średnic <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x1 h4 y274 ff7 fs0 fc0 sc0 ls0 ws0">Emitent <span class="_ _0"></span>podejmuje <span class="_ _9"></span>działania <span class="_ _9"></span>niezbędne<span class="_ _1"></span> <span class="_ _9"></span>do <span class="_ _9"></span>pozyskania <span class="_ _0"></span>kontraktów <span class="_ _9"></span>na <span class="_ _9"></span>bud<span class="_ _1"></span>owę <span class="_ _9"></span>infrastru<span class="_ _1"></span>ktury <span class="_ _9"></span>przesyłowej. <span class="_ _9"></span>Pozyskanie<span class="_ _1"></span> <span class="_ _9"></span>tego </div><div class="t m0 x1 h4 ydd ff7 fs0 fc0 sc0 ls0 ws0">typu <span class="_ _8"> </span>ko<span class="_ _0"></span>ntraktu <span class="_ _5"> </span>spowoduje <span class="_ _5"> </span>skokowe <span class="_ _5"> </span>zwiększenie <span class="_ _8"></span>wartości <span class="_ _5"> </span>przychodów <span class="_ _5"> </span>generowanych <span class="_ _5"> </span>przez <span class="_ _5"> </span>Emitenta. <span class="_ _5"> </span>TESGAS <span class="_ _8"> </span>doko<span class="_ _0"></span>nuje </div><div class="t m0 x1 h4 y3d5 ff7 fs0 fc0 sc0 ls0 ws0">licznych <span class="_ _1"></span>wydatków związanych <span class="_ _1"></span>z <span class="_ _14"></span>przygoto<span class="_ _0"></span>waniem <span class="_ _1"></span>odpowiednich <span class="_ _14"></span>z<span class="_ _0"></span>asobów lu<span class="_ _1"></span>dzkich <span class="_ _1"></span>i sp<span class="_ _1"></span>rzętowych do <span class="_ _14"></span>realizacji tego <span class="_ _14"></span>typ<span class="_ _0"></span>u <span class="_ _1"></span>prac. </div><div class="t m0 x1 h4 y3d6 ff7 fs0 fc0 sc0 ls0 ws0">Istnieje <span class="_ _5"> </span>ryzyko <span class="_ _5"> </span>niep<span class="_ _1"></span>ozyskania <span class="_ _5"> </span>kontraktu <span class="_ _8"></span>lub <span class="_ _5"> </span>jego <span class="_ _5"> </span>pozyskania, <span class="_ _5"> </span>jednak <span class="_ _5"> </span>finansowe <span class="_ _8"></span>efekty <span class="_ _5"> </span>jego <span class="_ _5"> </span>realizacji <span class="_ _5"> </span>mogą <span class="_ _5"> </span>różnić <span class="_ _8"></span>się <span class="_ _5"> </span>od </div><div class="t m0 x1 h4 y3d7 ff7 fs0 fc0 sc0 ls0 ws0">oczekiwanych. Emitent posiada ograniczone d<span class="_ _1"></span>oświadczenie w wykonywaniu tak dużych kontraktów, jednakże jego reali<span class="_ _1"></span>zacja </div><div class="t m0 x1 h4 y3d8 ff7 fs0 fc0 sc0 ls0 ws0">odbywać <span class="_ _3"> </span>się <span class="_ _3"> </span>będzie  w<span class="_ _0"></span> <span class="_ _3"> </span>oparciu <span class="_ _3"> </span>o <span class="_ _3"> </span>sprawdzone <span class="_ _3"> </span>zasoby <span class="_ _3"> </span>Emitenta <span class="_ _3"> </span>(doświadczona <span class="_ _3"> </span>kadra <span class="_ _3"> </span>techniczna  o<span class="_ _0"></span>raz <span class="_ _3"> </span>niezbędny  park<span class="_ _0"></span> </div><div class="t m0 x1 h4 y3d9 ff7 fs0 fc0 sc0 ls0 ws0">maszynowy) oraz zasoby innych podmiotów, działających z Emite<span class="_ _14"></span>ntem w konsor<span class="_ _0"></span>cjum. Jednocześnie TESGAS będzie korzystał </div><div class="t m0 x1 h4 y3da ff7 fs0 fc0 sc0 ls0 ws0">przy <span class="_ _9"></span>reali<span class="_ _1"></span>zacji <span class="_ _9"></span>tego <span class="_ _0"></span>typ<span class="_ _0"></span>u <span class="_ _0"></span>z<span class="_ _0"></span>leceń <span class="_ _9"></span>z <span class="_ _0"></span>rzetelnych <span class="_ _9"></span>podwykonawców. <span class="_ _9"></span>Zarówno <span class="_ _9"></span>partne<span class="_ _1"></span>rzy <span class="_ _9"></span>będący <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _9"></span>Emitente<span class="_ _1"></span>m <span class="_ _9"></span>w <span class="_ _0"></span>ko<span class="_ _0"></span>nsorcjum <span class="_ _0"></span>jak <span class="_ _9"></span>i </div><div class="t m0 x1 h4 y3db ff7 fs0 fc0 sc0 ls0 ws0">podwykonawcy posiadają bogate doświadczenie w re<span class="_ _1"></span>alizacji podobnych zleceń. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y3dc ff7 fs0 fc0 sc0 ls0 ws0">Z  realizacją  powyższych  zleceń  wiąże  si<span class="_ _1"></span>ę  potrzeba  zapewnienia  wystarczających  limitów  gwara<span class="_ _1"></span>ncyjnych  i  kredytowych </div><div class="t m0 x1 h4 y418 ff7 fs0 fc0 sc0 ls0 ws0">gwarantujących <span class="_ _19"> </span>sprawne <span class="_ _19"> </span>wyko<span class="_ _0"></span>nywanie <span class="_ _19"> </span>prac. <span class="_ _4"> </span>Emitent<span class="ff3"> <span class="_ _19"> </span></span>dostrzega <span class="_ _4"> </span>ryzyko <span class="_ _19"> </span>trudności <span class="_ _19"> </span>pozyskania <span class="_ _4"> </span>niezbędnych <span class="_ _19"> </span>limitów </div><div class="t m0 x1 h4 y419 ff7 fs0 fc0 sc0 ls0 ws0">spowodowane dostrzegalną <span class="_ _0"></span>na <span class="_ _0"></span>rynku o<span class="_ _0"></span>strożnością s<span class="_ _0"></span>ektora finans<span class="_ _0"></span>owego <span class="_ _0"></span>do finansowania <span class="_ _0"></span>podmiotów <span class="_ _0"></span>działających <span class="_ _0"></span>w <span class="_ _0"></span>branży </div><div class="t m0 x1 h4 y41a ff3 fs0 fc0 sc0 ls0 ws0">budowlanej. Emitent <span class="ff7">podejmuje <span class="_ _0"></span>działania niezbędne do <span class="_ _0"></span>zapewnienia wystarczających limitów <span class="_ _0"></span>gwarancyjnych i kredytowych </span></div><div class="t m0 x1 h4 y41b ff7 fs0 fc0 sc0 ls0 ws0">niezbędnych do realizacji pozyskanych zleceń<span class="_ _1"></span> o dużej wartoś<span class="ff3">ci jedn<span class="_ _0"></span>ostkowej.  </span></div><div class="t m0 x1 h2 y7b ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko utraty wartości posiadanych zapasów nabytych na reali<span class="_ _1"></span>zację zleceń<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x1 h4 y3e2 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1a"> </span>związku <span class="_ _1a"> </span>z <span class="_ _19"> </span>nabyciem <span class="_ _15"> </span>z<span class="_ _0"></span>apasów <span class="_ _1a"> </span>niezbędn<span class="_ _1"></span>ych <span class="_ _1a"> </span>do <span class="_ _1a"> </span>realizac<span class="_ _0"></span>ji <span class="_ _1a"> </span>zleceń, <span class="_ _1a"> </span>istnieje <span class="_ _1a"> </span>ryzyko <span class="_ _1a"> </span>ich <span class="_ _1a"> </span>niewykorzystania <span class="_ _1a"> </span>w <span class="_ _19"> </span>wyniku </div><div class="t m0 x1 h4 y3e3 ff7 fs0 fc0 sc0 ls0 ws0">występujących <span class="_ _8"></span>różnic <span class="_ _8"></span>w <span class="_ _8"> </span>projektach. <span class="_ _5"> </span>W <span class="_ _8"></span>związku <span class="_ _8"></span>z <span class="_ _8"></span>tym <span class="_ _8"></span>istnieje <span class="_ _8"></span>zagrożenie <span class="_ _8"></span>utraty <span class="_ _8"></span>ich <span class="_ _8"></span>wartości, <span class="_ _8"></span>która <span class="_ _5"> </span>spowoduje <span class="_ _8"></span>obniżenie </div><div class="t m0 x1 h4 y3e4 ff7 fs0 fc0 sc0 ls0 ws0">wyników <span class="_ _9"></span>finansowych <span class="_ _9"></span>Grupy. <span class="_ _9"></span>Grupa <span class="_ _9"></span>na <span class="_ _9"></span>bieżąco <span class="_ _9"></span>monitoruje <span class="_ _9"></span>stan <span class="_ _9"></span>zapasów <span class="_ _9"></span>oraz <span class="_ _9"></span>poszukuje <span class="_ _9"></span>potencjalnych <span class="_ _9"></span>odbiorców <span class="_ _9"></span>w <span class="_ _9"></span>celu </div><div class="t m0 x1 h4 y3e5 ff7 fs0 fc0 sc0 ls0 ws0">zbycia zbędnych aktywów.<span class="ff3"> </span></div><div class="t m0 x1 h2 y41c ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko nieuzyskania zakładanych efektów inwestycyjnych w spółce zależnej S<span class="_ _1"></span>tal Warsztat Sp. z o.o.<span class="ff1"> </span></div><div class="t m0 x1 h4 y257 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _9"></span>związku <span class="_ _9"></span>z <span class="_ _9"></span>pon<span class="ff3">iesionymi <span class="_ _9"></span></span>znaczącymi <span class="_ _9"></span>nakładami <span class="_ _9"></span>inwestycyjnymi <span class="_ _9"></span>w <span class="_ _9"></span>spółce <span class="_ _9"></span>zależnej <span class="_ _0"></span>Stal <span class="_ _9"></span>Warsztat <span class="_ _9"></span>Sp. <span class="_ _9"></span>z <span class="_ _9"></span>o.o. <span class="_ _8"></span>istn<span class="_ _1"></span>ieje <span class="_ _9"></span>ryzyko </div><div class="t m0 x1 h4 y41d ff7 fs0 fc0 sc0 ls0 ws0">nieosiągnięcia <span class="_ _12"> </span>zakładanych <span class="_ _3"> </span>efektó<span class="_ _0"></span>w <span class="_ _12"> </span>inwestycyjnych <span class="_ _12"> </span>w <span class="_ _12"> </span>odnies<span class="_ _1"></span>ieniu <span class="_ _12"> </span>do <span class="_ _12"> </span>wielkości <span class="_ _3"> </span>nakładów<span class="_ _0"></span>. <span class="_ _12"> </span>Inwestowane <span class="_ _12"> </span>środki <span class="_ _3"> </span>mają<span class="_ _0"></span> </div><div class="t m0 x1 h4 y259 ff7 fs0 fc0 sc0 ls0 ws0">przyczynić <span class="_ _15"> </span>się <span class="_ _15"> </span>do <span class="_ _15"> </span>zwiększenia <span class="_ _1a"> </span>zdolności <span class="_ _15"> </span>produkcyjnych <span class="_ _15"> </span>w<span class="_ _0"></span> <span class="_ _15"> </span>segmencie <span class="_ _15"> </span>obróbki <span class="_ _15"> </span>mata<span class="_ _0"></span>li<span class="ff3"> <span class="_ _15"> </span></span>o<span class="_ _0"></span>raz <span class="_ _15"> </span>osiągnięci<span class="ff3">a <span class="_ _15"> </span></span>zadawalającej </div><div class="t m0 x1 h4 y41e ff7 fs0 fc0 sc0 ls0 ws0">rentowności <span class="_ _0"></span>w <span class="_ _0"></span>powyższym <span class="_ _0"></span>segmencie.<span class="ff3"> <span class="_ _0"></span></span>Zarząd <span class="_ _0"></span>Spółki <span class="_ _0"></span>w <span class="_ _9"></span>sposób ciągły <span class="_ _0"></span>mo<span class="_ _0"></span>nitoruje <span class="_ _0"></span>sytuację <span class="_ _0"></span>ekonomiczną <span class="_ _0"></span>spółki <span class="_ _0"></span>zależnej <span class="_ _9"></span><span class="ff3">oraz </span></div><div class="t m0 x1 h4 y2ce ff7 fs0 fc0 sc0 ls0 ws0">dostrzega szansę na poprawę efektywności działalności w ramach segmentu obróbki metali<span class="ff3">. </span></div><div class="t m0 x1 h2 y285 ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko zmian cen surowców i materiałów<span class="ff1"> </span></div><div class="t m0 x1 h4 y41f ff7 fs0 fc0 sc0 ls0 ws0">W  związku <span class="_ _3"> </span>z  dynamicznie  z<span class="_ _0"></span>mieniającymi  się <span class="_ _3"> </span>cenami  surowcó<span class="_ _0"></span>w  i  materiałó<span class="_ _0"></span>w,  dostawcy <span class="_ _12"> </span>skracają  okres  ważności <span class="_ _3"> </span>ofert </div><div class="t m0 x1 h4 y3e7 ff7 fs0 fc0 sc0 ls0 ws0">niezbędnych <span class="_ _14"></span>do <span class="_ _14"></span>wyceny prac <span class="_ _6"></span>o<span class="_ _0"></span>ferowanych <span class="_ _14"></span>przez <span class="_ _1"></span>spółki <span class="_ _14"></span>z <span class="_ _14"></span>G<span class="_ _0"></span>rupy <span class="_ _14"></span>Kapitałow<span class="_ _0"></span>ej <span class="_ _14"></span>TESGAS. <span class="_ _14"></span>W <span class="_ _14"></span>p<span class="_ _0"></span>rzypadku <span class="_ _14"></span>poz<span class="_ _0"></span>yskania <span class="_ _14"></span>zlecenia <span class="_ _14"></span>istnieje </div><div class="t m0 x1 h4 y420 ff7 fs0 fc0 sc0 ls0 ws0">ryzyko <span class="_ _8"></span>zmiany <span class="_ _8"></span>kosztów <span class="_ _8"></span>wykonania <span class="_ _9"></span>prac <span class="_ _8"></span>w <span class="_ _8"></span>stosunku <span class="_ _8"></span>do <span class="_ _8"></span>budżetów <span class="_ _8"></span>o<span class="_ _0"></span>kreślonych <span class="_ _9"></span>na <span class="_ _8"></span>etapie <span class="_ _8"></span>ofertowania, <span class="_ _8"></span>co<span class="_ _0"></span> <span class="_ _8"></span>może <span class="_ _8"></span>w <span class="_ _5"> </span><span class="ff3">dalszej<span class="_ _1"></span> </span></div><div class="t m0 x1 h4 y421 ff7 fs0 fc0 sc0 ls0 ws0">kolejności przełożyć się na pogors<span class="_ _1"></span>zenie rentowności realizowanych zleceń. W celu<span class="_ _1"></span> minimalizacji ryzyka spółki z Grupy s<span class="_ _1"></span>tarają </div><div class="t m0 x1 h4 y422 ff7 fs0 fc0 sc0 ls0 ws0">się <span class="_ _5"> </span>negocjować<span class="_ _0"></span> <span class="_ _5"> </span>z  d<span class="_ _1"></span>ostawcami <span class="_ _5"> </span>wydłużenie <span class="_ _5"> </span>okresów  związania <span class="_ _5"> </span>z <span class="_ _5"> </span>ofertą, <span class="_ _e"> </span>co <span class="_ _5"> </span>zapewni <span class="_ _e"> </span>utrzymanie <span class="_ _5"> </span>planowanych <span class="_ _e"> </span>zysków <span class="_ _e"> </span>na </div><div class="t m0 x1 h4 y423 ff3 fs0 fc0 sc0 ls0 ws0">pozyskiwanyc<span class="ff7">h zleceniach.  Powyższe ryzyko potęguje się w czasie trwania wojny w Ukrainie</span> oraz restrykcjami w Chinach. </div><div class="t m0 x1 h2 y3ec ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko czasowej niedostępności surowców i materiałów<span class="ff1"> </span></div><div class="t m0 x1 h4 y264 ff7 fs0 fc0 sc0 ls0 ws0">Emitent <span class="_ _0"></span>dost<span class="_ _0"></span>rzega <span class="_ _0"></span>l<span class="_ _0"></span>iczne <span class="_ _9"></span>nierównowagi <span class="_ _0"></span>popytowo<span class="_ _0"></span> <span class="_ _9"></span>–<span class="ff3"> <span class="_ _9"></span></span>podażowe <span class="_ _9"></span>na <span class="_ _9"></span>rynku <span class="_ _0"></span>surowcowym,<span class="_ _0"></span> <span class="_ _9"></span>które <span class="_ _0"></span>charakteryzują <span class="_ _9"></span>się <span class="_ _0"></span>c<span class="_ _0"></span>zasowym </div><div class="t m0 x1 h4 y265 ff7 fs0 fc0 sc0 ls0 ws0">brakiem <span class="_ _12"> </span>surowców <span class="_ _12"> </span>lub <span class="_ _12"> </span>materiałów <span class="_ _12"> </span>niezbędnych <span class="_ _12"> </span>do <span class="_ _12"> </span>reali<span class="_ _1"></span>zacji <span class="_ _12"> </span>planowanych <span class="_ _12"> </span>zleceń. <span class="_ _12"> </span>Powyższa <span class="_ _12"> </span>sytuacja <span class="_ _12"> </span>może <span class="_ _12"> </span>opóźnić </div><div class="t m0 x1 h4 y266 ff7 fs0 fc0 sc0 ls0 ws0">prowadzenie <span class="_ _5"> </span>prac <span class="_ _5"> </span>i <span class="_ _5"> </span>narazić <span class="_ _5"> </span>gr<span class="_ _0"></span>upę <span class="_ _5"> </span>na <span class="_ _5"> </span>ewe<span class="_ _0"></span>ntualne <span class="_ _5"> </span>kary <span class="_ _5"> </span>kredytowe. <span class="_ _e"> </span>Emitent <span class="_ _5"> </span>stara <span class="_ _5"> </span>się <span class="_ _5"> </span>wydłużać<span class="_ _0"></span> <span class="_ _5"> </span>perspektywę <span class="_ _5"> </span>planowania </div><div class="t m0 x1 h4 y19b ff7 fs0 fc0 sc0 ls0 ws0">zakupów, <span class="_ _9"></span>która <span class="_ _9"></span>zapewni <span class="_ _9"></span>termin<span class="_ _1"></span>ową <span class="_ _9"></span>realizację <span class="_ _9"></span>prac. <span class="_ _9"></span>Powyższe <span class="_ _9"></span>ryzyko <span class="_ _9"></span>potęguje <span class="_ _9"></span>się <span class="_ _9"></span>w <span class="_ _9"></span>czasie <span class="_ _9"></span>trwania <span class="_ _9"></span>wojny <span class="_ _9"></span>w <span class="_ _9"></span>Ukrainie <span class="_ _9"></span>oraz<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y424 ff3 fs0 fc0 sc0 ls0 ws0">restrykcjami w Chinach. </div><div class="t m0 x1 h2 y267 ff1 fs0 fc0 sc0 ls0 ws0">Ryzyko ponoszenia nieplanowanych <span class="ff2">kosztów związanych z wykonaniem prac d</span>odatkowych na realizowanych zleceniach  </div><div class="t m0 x1 h4 yce ff3 fs0 fc0 sc0 ls0 ws0">Emitent <span class="_ _1"></span>na p<span class="_ _1"></span>rowadzonych <span class="ff7">zleceniach <span class="_ _14"></span>dostrzega brak <span class="_ _1"></span>woli <span class="_ _1"></span>zamawiających do zwracania <span class="_ _14"></span>wykonawcy środków <span class="_ _1"></span>poniesionych<span class="_ _1"></span> na </span></div><div class="t m0 x1 h4 ycf ff7 fs0 fc0 sc0 ls0 ws0">wykonanie  robót <span class="_ _3"> </span>dodatkowych <span class="_ _3"> </span>lub  zamiennych<span class="_ _0"></span><span class="ff3">, <span class="_ _3"> </span></span>wynikających  z<span class="_ _0"></span> <span class="_ _3"> </span>błędów  w<span class="_ _0"></span> <span class="_ _3"> </span><span class="ff3">dokumentacji  technicznej. <span class="_ _3"> </span></span>Emitent <span class="_ _3"> </span>będący </div><div class="t m0 x1 h4 yd0 ff7 fs0 fc0 sc0 ls0 ws0">zobowiązany  do  realizacji  całości  zlecenia<span class="ff3">,  ponosi  dodatkowe  koszty  na  jego  wykonanie.  Generuje  to  po  jego  stronie </span></div><div class="t m0 x1 h4 yd1 ff3 fs0 fc0 sc0 ls0 ws0">dodatkowe <span class="_ _8"></span>wydatki<span class="ff7">, <span class="_ _8"></span>które <span class="_ _8"></span>nie <span class="_ _8"></span>były <span class="_ _8"></span>planowane <span class="_ _9"></span>w<span class="_ _0"></span> <span class="_ _8"></span>momencie <span class="_ _8"></span>pozyskiwania <span class="_ _9"></span>zlecenia<span class="_ _0"></span>, <span class="_ _8"></span>obniżające <span class="_ _8"></span>jego <span class="_ _8"></span>zyskowność. <span class="_ _8"> </span></span>E<span class="_ _0"></span>mitent<span class="_ _1"></span> </div><div class="t m0 x1 h4 yd2 ff3 fs0 fc0 sc0 ls0 ws0">podejmuje negocjacje <span class="ff7">z<span class="_ _0"></span> zamawiającymi mające <span class="_ _0"></span>na celu odzyskanie <span class="_ _0"></span>poniesionych dodatkowych <span class="_ _0"></span>kosztów. <span class="_ _0"></span></span>W przypadku braku </div><div class="t m0 x1 h4 yd3 ff7 fs0 fc0 sc0 ls0 ws0">konsensusu stron Emitent będzie występował na drogę sądową <span class="ff3">w celu odz</span>yskania poniesionych nakładów. <span class="ff3"> </span></div><div class="t m0 x1 h2 yd4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y425 ff2 fs0 fc0 sc0 ls0 ws0">Rozdział VI: Pozostałe informacje<span class="ff1"> </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 xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">31</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 hf y47 ff1 fs0 fc0 sc0 ls3 ws0">1.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Informacje o zaciągniętych kredytach, umowach pożyczek<span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y71 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>okresie <span class="_ _14"></span>12 <span class="_ _14"></span>miesięcy <span class="_ _1"></span>zakończonym <span class="_ _14"></span>31 <span class="_ _14"></span>grudnia <span class="ff3 ls3">202<span class="ls0">4<span class="_ _1"></span> <span class="_ _14"></span>roku <span class="_ _14"></span><span class="ff7">S<span class="_ _0"></span>półka <span class="_ _14"></span>dominująca <span class="_ _14"></span>nie <span class="_ _14"></span>z<span class="_ _0"></span>awarła <span class="_ _14"></span>nowyc<span class="_ _0"></span>h<span class="ff3"> <span class="_ _14"></span><span class="ff7">umów<span class="_ _0"></span><span class="ff3"> <span class="_ _14"></span><span class="ff7">pożyczek<span class="ff3"> <span class="_ _14"></span><span class="ff7">i <span class="_ _1"></span>kredytów<span class="ff3 ls6">, </span></span></span></span></span></span></span></span></span></span></div><div class="t m0 x1 h4 y49 ff7 fs0 fc0 sc0 ls0 ws0">nie wypowiedziała ani nie zostały jej wypowiedziane żadn<span class="ff3">e </span>z dotychczasowych umów kredytowych. <span class="ff3"> </span></div><div class="t m0 x1 h4 y426 ff7 fs0 fc0 sc0 ls0 ws0">Na dzień bilansowy Spółka dominująca była stroną poniższych umów kredytowych: <span class="ff3"> </span></div><div class="t m0 x1 h34 y427 ff9 fs5 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _17"> </span><span class="ff7 fs0">umowa <span class="_ _9"></span>kredytu <span class="_ _9"></span>obrotowego <span class="_ _8"></span>nieodnawialn<span class="_ _1"></span>ego <span class="_ _9"></span>w <span class="_ _9"></span>rachunku <span class="_ _9"></span>b<span class="_ _0"></span>ieżącym <span class="_ _9"></span>z<span class="_ _0"></span>awarta <span class="_ _9"></span>z <span class="_ _9"></span>Millennium <span class="_ _9"></span>Bank <span class="_ _9"></span>S.A. <span class="_ _8"></span>na <span class="_ _9"></span>łączną <span class="_ _9"></span>kwo<span class="_ _0"></span>tę<span class="_ _1"></span> </span></span></div><div class="t m0 x8b h4 y428 ff7 fs0 fc0 sc0 ls0 ws0">4.000 tys<span class="_ _1"></span>. <span class="_ _1"></span>zł <span class="_ _1"></span>z <span class="_ _1"></span>ostatecznym <span class="_ _1"></span>termine<span class="_ _1"></span>m s<span class="_ _1"></span>płaty d<span class="_ _1"></span>o 4<span class="_ _14"></span> lipca <span class="_ _1"></span>2026 <span class="_ _1"></span>roku <span class="_ _1"></span>na <span class="_ _14"></span>finansowanie b<span class="_ _1"></span>ieżącej działalności <span class="_ _14"></span>Emitenta. Na <span class="_ _14"></span>dzień </div><div class="t m0 x8b h4 y429 ff7 fs0 fc0 sc0 ls0 ws0">bilansowy <span class="_ _5"> </span>zadłużenie <span class="_ _8"></span>z <span class="_ _5"> </span>tytułu <span class="_ _5"> </span>kredytu <span class="_ _5"> </span>wyniosło <span class="_ _5"> </span>3.<span class="ff3 ls3">185 <span class="_ _5"> </span></span>tys. <span class="_ _5"> </span>zł. <span class="_ _5"> </span>Zabezpieczeniem <span class="_ _5"> </span>umowy <span class="_ _5"> </span>jest <span class="_ _8"> </span>w<span class="_ _0"></span>eksel <span class="_ _5"> </span>in <span class="_ _5"> </span>blanco <span class="_ _5"> </span>wraz <span class="_ _5"> </span>z </div><div class="t m0 x8b h4 y42a ff7 fs0 fc0 sc0 ls0 ws0">deklaracją <span class="_ _0"></span>wekslową <span class="_ _0"></span>oraz <span class="_ _0"></span>gwarancja <span class="_ _9"></span>de minimis <span class="_ _9"></span>w kw<span class="_ _0"></span>ocie <span class="_ _0"></span>3.200 <span class="_ _0"></span>tys. <span class="_ _9"></span>zł, <span class="_ _0"></span>udzielona <span class="_ _0"></span>przez <span class="_ _0"></span>Bank <span class="_ _0"></span>Gospodarstwa <span class="_ _0"></span>Krajo<span class="_ _0"></span>wego </div><div class="t m0 x8b h4 y42b ff3 fs0 fc0 sc0 ls0 ws0">(BGK).  </div><div class="t m0 x1 h34 y42c ff9 fs5 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _17"> </span><span class="ff7 fs0">umowa limit kredytowy obrotowy zawarta z Millenniu<span class="_ _1"></span>m Bank S.A. na łączną kwotę 4.000 tys. zł z ostatecznym terminem </span></span></div><div class="t m0 x8b h4 y42d ff7 fs0 fc0 sc0 ls0 ws0">spłaty  do  26  grudnia  2025  roku,  na  fin<span class="_ _1"></span>ansowanie  bieżących  potrzeb  Spółki.  Na  dzień  bilansowy  kredyt  n<span class="_ _1"></span>ie  został </div><div class="t m0 x8b h4 y42e ff3 fs0 fc0 sc0 ls0 ws0">wykorzystany. <span class="_ _0"></span>Zabezpieczeniem <span class="_ _0"></span><span class="ff7">umowy <span class="_ _0"></span>jest <span class="_ _0"></span>weksel <span class="_ _0"></span>in <span class="_ _0"></span>blanco <span class="_ _9"></span>wraz <span class="_ _0"></span>z <span class="_ _0"></span>deklaracja <span class="_ _0"></span>wekslową <span class="_ _0"></span>oraz <span class="_ _0"></span>gwarancja <span class="_ _0"></span>de <span class="_ _0"></span>minimis <span class="_ _0"></span>w </span></div><div class="t m0 x8b h4 y21e ff7 fs0 fc0 sc0 ls0 ws0">kwocie 3.200 tys. zł, udzielona przez Bank Gospodarstwa Krajowego (BGK), <span class="ff3"> </span></div><div class="t m0 x1 h34 y42f ff9 fs5 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _17"> </span><span class="ff7 fs0">umowa <span class="_ _0"></span>kredytu obrotowego <span class="_ _0"></span>nieodnawialnego zawarta <span class="_ _0"></span>z <span class="_ _0"></span>Millennium Bank <span class="_ _0"></span>S.A. na <span class="_ _0"></span>łączną <span class="_ _0"></span>kwotę 3.000 <span class="_ _0"></span>tys. z<span class="_ _0"></span>ł z <span class="_ _0"></span>terminem </span></span></div><div class="t m0 x8b h4 y430 ff7 fs0 fc0 sc0 ls0 ws0">spłaty <span class="_ _8"></span>do <span class="_ _8"></span>27 <span class="_ _8"> </span>listopada <span class="_ _8"></span>2025 <span class="_ _5"> </span>roku, <span class="_ _8"></span>na <span class="_ _8"></span>finansowanie <span class="_ _8"></span>bieżących <span class="_ _8"></span>potrzeb <span class="_ _8"></span>Spółki. <span class="_ _8"> </span>Na <span class="_ _5"> </span>dzień <span class="_ _8"></span>bilansowy <span class="_ _8"></span>zadłużenie <span class="_ _8"></span>z <span class="_ _8"></span>tytułu </div><div class="t m0 x8b h4 y431 ff7 fs0 fc0 sc0 ls0 ws0">kredytu <span class="_ _1"></span>wyniosło 1.<span class="ff3 ls3">376<span class="ls0"> </span></span>tys. <span class="_ _1"></span>zł. Za<span class="_ _1"></span>bezpieczeniem <span class="_ _1"></span>umowy jest <span class="_ _1"></span>weksel <span class="_ _1"></span>in <span class="_ _1"></span>blanco wraz z<span class="_ _1"></span> dekl<span class="_ _1"></span>aracją wekslową oraz<span class="_ _1"></span> gwarancja </div><div class="t m0 x8b h4 y432 ff7 fs0 fc0 sc0 ls0 ws0">w <span class="_ _1a"> </span>kwocie <span class="_ _1a"> </span>2.000 <span class="_ _19"> </span>tys. <span class="_ _1a"> </span>zł, <span class="_ _1a"> </span>udzielona <span class="_ _1a"> </span>przez <span class="_ _1a"> </span>BGK, <span class="_ _1a"> </span>w <span class="_ _1a"> </span>ramac<span class="_ _0"></span>h <span class="_ _1a"> </span>Funduszu <span class="_ _1a"> </span>Gwarancyjnego <span class="_ _19"> </span>–<span class="ff3"> <span class="_ _1a"> </span>wsparcia <span class="_ _1a"> </span>innowacyjnych </span></div><div class="t m0 x8b h4 y433 ff7 fs0 fc0 sc0 ls0 ws0">przedsiębiorstw –<span class="ff3"> FG POIR w formie pomocy de minimis<span class="_ _1"></span>.  </span></div><div class="t m0 x1 h4 y434 ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _1a"> </span>dzień <span class="_ _1a"> </span>bilansowy <span class="_ _1a"> </span>jedna <span class="_ _1a"> </span>ze <span class="_ _19"> </span>spółek <span class="_ _1a"> </span>zależnych <span class="_ _1a"> </span>była <span class="_ _1a"> </span>pożyczkobiorcą <span class="_ _1a"> </span>umowy <span class="_ _1a"> </span>pożyczki <span class="_ _1a"> </span>zawartej <span class="_ _1a"> </span>z <span class="_ _1a"> </span>mniejszościowym<span class="_ _9"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y435 ff7 fs0 fc0 sc0 ls0 ws0">udziałowcem. Wartość zadłużenia z tytułu pożyczki na dzień b<span class="_ _1"></span>ilansowy wynosi 1<span class="_ _0"></span><span class="ff3">1</span>3 tys. zł.<span class="ff3"> </span></div><div class="t m0 x1 h4 y436 ff7 fs0 fc0 sc0 ls0 ws0">Poza <span class="_ _0"></span>powyższymi, <span class="_ _0"></span>Grupa nie <span class="_ _0"></span>zawarła <span class="_ _0"></span>nowych <span class="_ _0"></span>kredytów o<span class="_ _0"></span>raz poż<span class="_ _0"></span>yczek, <span class="_ _0"></span>nie wypowiedziała <span class="_ _0"></span>ani <span class="_ _0"></span>nie <span class="_ _0"></span>zostały <span class="_ _0"></span>jej <span class="_ _0"></span>wypowiedziane </div><div class="t m0 x1 h4 y437 ff7 fs0 fc0 sc0 ls0 ws0">żadne z dotychczasowych umów kredytowych.<span class="ff3"> </span></div><div class="t m0 x1 hf y438 ff1 fs0 fc0 sc0 ls3 ws0">2.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Informacja o udzielonych pożyczkach<span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y439 ff7 fs0 fc0 sc0 ls0 ws0">W okresie 12 mi<span class="_ _0"></span>esięcy zakończonym 3<span class="_ _0"></span><span class="ff3">1 grudnia <span class="_ _0"></span><span class="ls3">202</span>4 roku <span class="_ _0"></span></span>Spółka <span class="_ _0"></span>dominująca zawarła <span class="_ _0"></span>nowe umowy pożyczki <span class="_ _0"></span>z podmiotami </div><div class="t m0 x1 h4 y22d ff7 fs0 fc0 sc0 ls0 ws0">powiązanym: <span class="ff3"> </span></div><div class="t m0 x1 h34 y2ec ff9 fs5 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _17"> </span><span class="ff7 fs0">umowa <span class="_ _3"> </span>pożyczki <span class="_ _3"> </span>na <span class="_ _3"> </span>ł<span class="_ _0"></span>ączną <span class="_ _3"> </span>kwotę <span class="_ _3"> </span>3.200 <span class="_ _3"> </span>tys. <span class="_ _3"> </span>zł <span class="_ _3"> </span>na <span class="_ _12"> </span>wybudowanie  i<span class="_ _0"></span>nstalacji <span class="_ _3"> </span>fotowoltaicznej <span class="_ _3"> </span>zawartą <span class="_ _3"> </span>z<span class="_ _0"></span> <span class="_ _3"> </span>podmiotem </span></span></div><div class="t m0 x8b h4 y2ed ff7 fs0 fc0 sc0 ls0 ws0">powiązanym <span class="_ _0"></span>nr 1. <span class="_ _0"></span>Wykorzystanie <span class="_ _0"></span>pożyczki <span class="_ _0"></span>na <span class="_ _0"></span>dzień bilansowy <span class="_ _0"></span>wynosiło <span class="_ _0"></span>2.<span class="_ _0"></span><span class="ff3 ls3">885<span class="ls0"> <span class="_ _0"></span></span></span>tys. <span class="_ _0"></span>zł. Ostateczny <span class="_ _0"></span>termin <span class="_ _0"></span>spłaty przypada </div><div class="t m0 x8b h4 y2ef ff3 fs0 fc0 sc0 ls0 ws0">na <span class="_ _0"></span>31 <span class="_ _0"></span>grudnia <span class="_ _0"></span><span class="ls3">202</span>5 <span class="_ _0"></span><span class="ff7">roku. <span class="_ _0"></span>Zabezpieczeniem <span class="_ _0"></span>wierzytelności <span class="_ _0"></span>Emitenta <span class="_ _0"></span>wobec <span class="_ _9"></span>po<span class="_ _1"></span>życzkobiorcy <span class="_ _9"></span><span class="ff3">jest weksel <span class="_ _0"></span></span>własn<span class="ff3">y <span class="_ _0"></span>in <span class="_ _0"></span>blanco </span></span></div><div class="t m0 x8b h4 y2f0 ff3 fs0 fc0 sc0 ls0 ws0">wraz <span class="_ _5"> </span>z <span class="_ _5"> </span><span class="ff7">deklaracją <span class="_ _5"> </span>wekslową. <span class="_ _5"> </span>oraz <span class="_ _5"> </span>zobowiązanie <span class="_ _5"> </span>do <span class="_ _8"> </span>us<span class="_ _0"></span>tanowieni</span>a <span class="_ _5"> </span>zastawu <span class="_ _5"> </span>rejestrowego <span class="_ _5"> </span>na <span class="_ _5"> </span>wybudowanym <span class="_ _5"> </span>obiekcie. </div><div class="t m0 x8b h4 y2f1 ff7 fs0 fc0 sc0 ls0 ws0">Łączne zadłużenie z tytułu pożyczek z tym podmiotem powiązanym wynosi na dzień bilansowy <span class="ff3">3 <span class="ls3">155</span> </span>tys. zł. <span class="ff3"> </span></div><div class="t m0 x1 h34 y15e ff9 fs5 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _17"> </span><span class="ff3 fs0">umowy <span class="_ _9"></span><span class="ff7">pożycz</span>e<span class="ff7">k <span class="_ _0"></span>na <span class="_ _0"></span>łączną <span class="_ _9"></span>kwotę <span class="_ _0"></span></span>2<span class="ff7">.850 <span class="_ _9"></span>tys. <span class="_ _0"></span>zł <span class="_ _9"></span>na <span class="_ _0"></span>przebudowę <span class="_ _9"></span>hali <span class="_ _0"></span>produkcyjnej <span class="_ _0"></span>i <span class="_ _9"></span>innych <span class="_ _9"></span>prac <span class="_ _0"></span>związanych <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>montażem </span></span></span></div><div class="t m0 x8b h4 y43a ff7 fs0 fc0 sc0 ls0 ws0">maszyn <span class="_ _5"> </span>zaw<span class="_ _0"></span>artą <span class="_ _5"> </span>z <span class="_ _5"> </span>podmiotem <span class="_ _e"> </span>powiązanym <span class="_ _e"> </span>nr <span class="_ _5"> </span>2. <span class="_ _5"> </span>Ostateczny  ter<span class="_ _14"></span>min  s<span class="_ _1"></span>płaty <span class="_ _5"> </span>przypada <span class="_ _e"> </span>na  sierp<span class="_ _1"></span>ień <span class="_ _e"> </span>2032<span class="ff3"> <span class="_ _5"> </span></span>ro<span class="_ _0"></span>ku. <span class="_ _5"> </span>Łączne </div><div class="t m0 x8b h4 y43b ff7 fs0 fc0 sc0 ls0 ws0">zadłużenie <span class="_ _9"></span>z <span class="_ _8"></span>tytułu <span class="_ _8"></span>pożyczek <span class="_ _9"></span>inw<span class="_ _0"></span>estycyjnych <span class="_ _9"></span>i <span class="_ _8"></span>obrotowych <span class="_ _8"></span>z <span class="_ _8"></span>tym <span class="_ _9"></span>podmiotem <span class="_ _8"></span>powiązanym <span class="_ _9"></span>wynosi<span class="_ _0"></span> <span class="_ _9"></span>na <span class="_ _8"></span>dzień <span class="_ _8"></span>bilansowy </div><div class="t m0 x8b h4 y43c ff3 fs0 fc0 sc0 ls0 ws0">5.0<span class="ls3">44</span>  <span class="ff7">tys.  z<span class="_ _0"></span>ł.  Zabezpieczeniem  w<span class="_ _0"></span>ierzytelności  Emitenta  wobec <span class="_ _3"> </span>pożyczkobiorcy <span class="_ _3"> </span>są  weksle  własny  in  b<span class="_ _0"></span>lanco  wraz <span class="_ _3"> </span>z </span></div><div class="t m0 x8b h4 y43d ff7 fs0 fc0 sc0 ls0 ws0">deklaracjami <span class="_ _12"> </span>wekslowymi <span class="_ _15"> </span>oraz <span class="_ _12"> </span>hipoteka <span class="_ _15"> </span>na <span class="_ _15"> </span>posiadanym <span class="_ _12"> </span>prawi<span class="_ _0"></span>e <span class="_ _12"> </span>użytkowania <span class="_ _15"> </span>wieczystego <span class="_ _15"> </span>gruntu <span class="_ _12"> </span>oraz <span class="_ _15"> </span>własnośc<span class="_ _0"></span><span class="ff3 ls25">i </span></div><div class="t m0 x8b h4 y43e ff7 fs0 fc0 sc0 ls0 ws0">budynków.<span class="ff3"> </span></div><div class="t m0 x1 h4 y88 ff7 fs0 fc0 sc0 ls0 ws0">Jedna <span class="_ _14"></span>z<span class="_ _0"></span>e spółek <span class="_ _14"></span>z Grupy <span class="_ _1"></span>jest <span class="_ _1"></span>wierzycielem <span class="_ _1"></span>z tytu<span class="_ _1"></span>łu pożyczki <span class="_ _1"></span>udzielonej <span class="_ _14"></span>oso<span class="_ _0"></span>bie <span class="_ _14"></span>fizyc<span class="_ _0"></span>znej <span class="_ _1"></span>na <span class="_ _1"></span>kwotę <span class="_ _1"></span>60 <span class="_ _1"></span>tys. zł. <span class="_ _1"></span>Na <span class="_ _14"></span>dzień bilanso<span class="_ _0"></span><span class="ff3">wy </span></div><div class="t m0 x1 h4 y89 ff7 fs0 fc0 sc0 ls0 ws0">wartość <span class="_ _8"></span>zobowiązania <span class="_ _8"></span>wynosi <span class="_ _8"></span>łącznie <span class="_ _8"></span>80 <span class="_ _8"> </span>tys. <span class="_ _5"> </span>zł. <span class="_ _8"></span>Zabezpieczeniem <span class="_ _8"></span>spłaty <span class="_ _8"></span>pożyczki <span class="_ _8"></span>jest <span class="_ _8"></span>weksel <span class="_ _8"></span>in <span class="_ _8"></span>blanco <span class="_ _8"> </span>w<span class="_ _0"></span>raz <span class="_ _8"></span>z <span class="_ _8"></span>deklaracją </div><div class="t m0 x1 h4 y67 ff7 fs0 fc0 sc0 ls0 ws0">wekslową. <span class="_ _0"></span>Termin <span class="_ _0"></span>spłaty <span class="_ _0"></span>poż<span class="_ _0"></span>yczki <span class="_ _0"></span>przypada <span class="_ _0"></span>na <span class="_ _0"></span>marzec<span class="_ _0"></span> <span class="_ _0"></span>2027 <span class="_ _0"></span>roku. <span class="_ _9"></span>Warunki fina<span class="_ _0"></span>nsowe <span class="_ _0"></span>udzielonej <span class="_ _0"></span>poż<span class="_ _0"></span>yczki <span class="_ _0"></span>nie o<span class="_ _0"></span>dbiegają <span class="_ _0"></span>od </div><div class="t m0 x1 h4 y43f ff7 fs0 fc0 sc0 ls0 ws0">warunków powszechnie stosowanych.<span class="ff3"> </span></div><div class="t m0 x1 h4 y440 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y3a4 ff1 fs0 fc0 sc0 ls3 ws0">3.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Informacja o udzielonych i otrzymanych w danym roku o<span class="_ _1"></span>brotowym poręczeniach i gwarancjach, ze szczególnym </span></span></div><div class="t m0 x29 h2 y3a5 ff2 fs0 fc0 sc0 ls0 ws0">uwzględnieniem poręczeń i gwarancji<span class="_ _1"></span> udzielonych jednostkom powiązanym Emitenta<span class="ff1"> </span></div><div class="t m0 x1 h4 y32 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _8"></span>okresie <span class="_ _9"></span>o<span class="_ _0"></span>bjętym <span class="_ _8"></span>raportem <span class="_ _8"></span>spółka <span class="_ _8"></span>TESGAS <span class="_ _9"></span>S.A. <span class="_ _8"></span>ani <span class="_ _8"></span>żadna <span class="_ _8"></span>z <span class="_ _8"></span>jej <span class="_ _8"></span>spółek <span class="_ _8"></span>zależnych <span class="_ _8"></span>nie <span class="_ _9"></span>otrzymał<span class="_ _0"></span>a <span class="_ _8"></span>poręczeń <span class="_ _8"></span>i <span class="_ _8"></span>gwarancji <span class="_ _9"></span>od </div><div class="t m0 x1 h4 y441 ff7 fs0 fc0 sc0 ls0 ws0">podmiotów powiązanych <span class="_ _14"></span>i niepowiązanych, <span class="_ _1"></span>których <span class="_ _1"></span>łączna <span class="_ _1"></span>wartość <span class="_ _14"></span>przekracza 5% przychodó<span class="_ _1"></span>w <span class="_ _1"></span>Grupy <span class="_ _14"></span>Kapitałow<span class="_ _0"></span>ej <span class="_ _1"></span>z ostatn<span class="_ _1"></span>ich </div><div class="t m0 x1 h4 y34 ff7 fs0 fc0 sc0 ls0 ws0">12 miesięcy<span class="ff3">. Na </span>dzień bilansowy Emitent posiadał aktywne gwarancje otrzymane w związku z zawartymi u<span class="_ _1"></span>mowami kredytu:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 he y442 ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y443 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _24"> </span><span class="ff3">gwarancja <span class="_ _4"> </span>udzielona <span class="_ _4"> </span>przez <span class="_ _1d"> </span>Bank <span class="_ _4"> </span>Gospodarstwa <span class="_ _4"> </span>Krajo<span class="_ _0"></span>wego <span class="_ _4"> </span>w <span class="_ _4"> </span>ramac<span class="_ _0"></span>h <span class="_ _4"> </span>Funduszu <span class="_ _4"> </span>Gwarancyjnego <span class="_ _1d"> </span>- <span class="_ _1d"> </span>wsparcia </span></span></div><div class="t m0 x29 h4 y444 ff7 fs0 fc0 sc0 ls0 ws0">innowacyjnych przedsiębiorstw <span class="ff3">- <span class="_ _0"></span></span>FG POIR <span class="_ _0"></span>w formie pomocy de <span class="_ _0"></span>minimis (zwaną „gwarancja PO<span class="_ _0"></span>IR”) w kwocie 2.400 <span class="_ _0"></span>tys.<span class="_ _1"></span> </div><div class="t m0 x29 h4 y445 ff7 fs0 fc0 sc0 ls0 ws0">zł, <span class="_ _0"></span>stanowiąca <span class="_ _0"></span>z<span class="_ _0"></span>abezpieczenie<span class="_ _1"></span> <span class="_ _0"></span>spł<span class="_ _0"></span>aty <span class="_ _0"></span>kredytu <span class="_ _0"></span>ob<span class="ff3">ro<span class="_ _0"></span>towego <span class="_ _0"></span>udzielonego <span class="_ _0"></span>p<span class="_ _0"></span>rzez <span class="_ _0"></span>Bank <span class="_ _0"></span>Millenium <span class="_ _9"></span>S.A<span class="_ _1"></span>. <span class="_ _9"></span>w <span class="_ _0"></span>kwocie <span class="_ _0"></span>3.000 <span class="_ _0"></span>tys. </span></div><div class="t m0 x29 h4 y446 ff7 fs0 fc0 sc0 ls0 ws0">zł, <span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">32</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h7 y47 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _24"> </span><span class="ff7">gwarancja <span class="_ _1a"> </span>płynnościowa <span class="_ _19"> </span>w <span class="_ _19"> </span>kwocie <span class="_ _1a"> </span>3.200 <span class="_ _19"> </span>tys. <span class="_ _1a"> </span>zł <span class="_ _19"> </span>udzielona <span class="_ _1a"> </span>przez <span class="_ _19"> </span>Bank <span class="_ _1a"> </span>Gospodarstwa <span class="_ _19"> </span>Krajowego <span class="_ _1a"> </span>stanowiąca </span></span></div><div class="t m0 x29 h4 y8d ff7 fs0 fc0 sc0 ls0 ws0">zabezpieczenie <span class="_ _9"></span>spłaty <span class="_ _9"></span>o<span class="_ _0"></span>dnawialnego <span class="_ _9"></span>kredytu <span class="_ _9"></span>w <span class="_ _8"></span>rachunku <span class="_ _9"></span>bieżący<span class="_ _0"></span>m <span class="_ _9"></span>udzielonym <span class="_ _9"></span>przez <span class="_ _8"></span>Bank <span class="_ _9"></span>Millenium <span class="_ _9"></span>S.<span class="_ _0"></span>A. <span class="_ _9"></span>w <span class="_ _8"></span>łącznej </div><div class="t m0 x29 h4 yd7 ff7 fs0 fc0 sc0 ls0 ws0">kwocie 4.000 tys. zł. <span class="ff3"> </span></div><div class="t m0 x1 h7 yd8 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _24"> </span><span class="ff3">gwarancja udzielona <span class="_ _1"></span>przez Bank Gospodarstwa <span class="_ _1"></span>Krajowego w ramach Umowy p<span class="_ _1"></span>ortfelowej linii gwarancyjne<span class="_ _1"></span>j de minimis </span></span></div><div class="t m0 x29 h4 y5 ff3 fs0 fc0 sc0 ls0 ws0">PLD-<span class="ff7">KFG w<span class="_ _0"></span> kwo<span class="_ _0"></span>cie 3.200 <span class="_ _0"></span>tys. <span class="_ _0"></span>zł, <span class="_ _0"></span>stanowiąca <span class="_ _0"></span>zabezpiec<span class="_ _0"></span></span>z<span class="ff7">enie spłaty <span class="_ _9"></span>kred<span class="_ _1"></span>ytu <span class="_ _0"></span>obrotowego <span class="_ _0"></span>udzielonego <span class="_ _0"></span>przez Millennium </span></div><div class="t m0 x29 h4 yd9 ff7 fs0 fc0 sc0 ls0 ws0">Bank S.A. w kwocie 4.000 tys. zł<span class="ff3"> </span></div><div class="t m0 x1 h4 y447 ff7 fs0 fc0 sc0 ls0 ws0">Emitent <span class="_ _8"> </span>poręczył<span class="_ _0"></span> <span class="_ _5"> </span>zobowiązanie <span class="_ _8"></span>z <span class="_ _5"> </span>tytułu <span class="_ _5"> </span>umowy <span class="_ _5"> </span>leasingu <span class="_ _8"></span>zaw<span class="_ _0"></span>artej <span class="_ _5"> </span>na <span class="_ _5"> </span>leasing <span class="_ _8"></span>zw<span class="_ _0"></span>rotny <span class="_ _5"> </span>maszyny <span class="_ _8"> </span>pomiędzy <span class="_ _5"> </span>towarzystwem </div><div class="t m0 x1 h4 y417 ff7 fs0 fc0 sc0 ls0 ws0">leasingowym a spółką zależną Stal Warsztat Sp. z o.o. Łączne zadłużenie z tytułu leasingu wynosi na <span class="_ _0"></span>dzień bilansowy <span class="_ _0"></span><span class="ff3 ls3">55<span class="ls0">1 tys. </span></span></div><div class="t m0 x1 h4 y1ce ff7 fs0 fc0 sc0 ls0 ws0">zł. <span class="ff3"> </span></div><div class="t m0 x1 h4 ydd ff3 fs0 fc0 sc0 ls8 ws0">W <span class="ls3">2023<span class="ls0"> roku <span class="ff7">Spółka zależna otrzymała od Emitenta poręczeni</span>a wekslowe dla zawarcia Umowy Generalnej z InterRisk </span></span></div><div class="t m0 x1 h4 y3d5 ff7 fs0 fc0 sc0 ls0 ws0">Towarzystwo Ubezpieczeń S.A. Vienna Insurance Group<span class="_ _1"></span> na kwotę 3.000 tys. zł<span class="_ _0"></span><span class="ff3"> oraz Umowy o odnawialny limit gwarancyjny </span></div><div class="t m0 x1 h4 y3d6 ff7 fs0 fc0 sc0 ls0 ws0">zawartej z TU Europa na kwotę 1.000 tys. <span class="ls2">zł.</span><span class="ff3"> </span>Obie Umowy są ciągle obowiązujące.<span class="ff3">  </span></div><div class="t m0 x1 h4 yad ff7 fs0 fc0 sc0 ls0 ws0">Spółka zależna<span class="ff3"> </span>otrzymała od Emitenta <span class="ff3">w 2023 roku </span>poręczenie zapłaty zobowiązania z tytułu umowy nab<span class="_ _1"></span>ycia maszyny<span class="ff3"> oraz </span></div><div class="t m0 x1 h4 yae ff3 fs0 fc0 sc0 ls0 ws0">osobno <span class="ff7">Emitent przystąpił do długu w ramach odpowiedzialności solidarnej z tytułu<span class="_ _1"></span> zawartej umowy leasin<span class="ff3">gu</span>. Wartość </span></div><div class="t m0 x1 h4 yaf ff7 fs0 fc0 sc0 ls0 ws0">poręczenia oraz wartość umowy <span class="ff3">leasingu </span>na dzień 3<span class="ff3">1 grudnia <span class="ls3">202</span>4 r. wynosi 4 <span class="ls3">835</span> tys. PLN. </span></div><div class="t m0 x1 h43 y448 ffc fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y449 ff1 fs0 fc0 sc0 ls3 ws0">4.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Informacja o emisji, wykupie i spłacie dłużnych<span class="_ _1"></span> i kapitałowych papierów wartościowych<span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y44a ff7 fs0 fc0 sc0 ls0 ws0">W okresie objętym <span class="_ _0"></span>sprawozdaniem T<span class="_ _0"></span>ESGAS S.A. ani <span class="_ _0"></span>żadna z <span class="_ _0"></span>jej spółek <span class="_ _0"></span>zależnych nie <span class="_ _9"></span>dokonywała emisji, wykupu <span class="_ _0"></span>bądź spłaty </div><div class="t m0 x1 h4 y44b ff7 fs0 fc0 sc0 ls0 ws0">dłużnych i kapitałowych papierów wartościowych.<span class="ff3"> </span></div><div class="t m0 x1 h4 y44c ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y3e2 ff1 fs0 fc0 sc0 ls3 ws0">5.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Informacja o zawartych umowach znaczących dla dzi<span class="_ _1"></span>ałalności Emitenta i Grupy Kapitałowej TESGAS<span class="ff8"> <span class="_ _0"></span><span class="ff1"> </span></span></span></span></div><div class="t m0 x1 h4 y44d ff7 fs0 fc0 sc0 ls0 ws0">Najważniejsze umowy zawarte od 01 stycznia 202<span class="ff3">4 roku do dnia publikacji niniejszego raportu<span class="_ _1"></span>:<span class="_ _0"></span> </span></div><div class="t m0 x1 h2 y3f7 ff1 fs0 fc0 sc0 ls0 ws0">Tabela <span class="ls3">11</span><span class="ff2">. Umowy znaczące </span> </div></div><div class="c x1 y44e w30 h44"><div class="t m0 xa5 h3c y44f ff1 fs3 fc1 sc0 ls0 ws0">Data </div><div class="t m0 xa6 h3c y450 ff1 fs3 fc1 sc0 ls0 ws0">zawarcia </div><div class="t m0 xa0 h3c y451 ff1 fs3 fc1 sc0 ls0 ws0">umowy </div></div><div class="c x70 y44e w31 h44"><div class="t m0 x2d h3c y450 ff1 fs3 fc1 sc0 ls0 ws0">Strony umowy </div></div><div class="c xa7 y44e w32 h44"><div class="t m0 xa8 h3c y450 ff1 fs3 fc1 sc0 ls0 ws0">Przedmiot umowy<span class="_ _1"></span> </div></div><div class="c x26 y44e w33 h44"><div class="t m0 x2d h3c y450 ff1 fs3 fc1 sc0 ls0 ws0">Istotne warunki<span class="_ _1"></span> </div></div><div class="c x1 y452 w30 h45"><div class="t m0 x58 h3c y453 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y3fe ff1 fs3 fc0 sc0 ls7 ws0">2024<span class="ls0">-</span>02<span class="ls0">-</span>01<span class="ls0"> </span></div></div><div class="c x70 y452 w31 h45"><div class="t m0 x58 h3c y453 ff1 fs3 fc7 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y3fe ff1 fs3 fc0 sc0 ls0 ws0">Zleceniodawca:<span class="ff3">  </span></div><div class="t m0 x58 h12 y454 ff7 fs3 fc0 sc0 ls0 ws0">Polska Spółka G<span class="_ _1"></span>azownictwa sp. z o.o.<span class="_ _14"></span> </div><div class="t m0 x58 h12 y455 ff7 fs3 fc0 sc0 ls0 ws0">z siedzibą w Tarnowie<span class="_ _14"></span><span class="ff3"> </span></div><div class="t m0 x58 h12 y456 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y457 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y458 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y459 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y45a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y45b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y45c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y45d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y45e ff1 fs3 fc0 sc0 ls0 ws0">Wykonawca:<span class="ff3 ls23">  <span class="ls0"> </span></span></div><div class="t m0 x58 h12 y45f ff3 fs3 fc0 sc0 ls0 ws0">TESGAS S.A. <span class="fc7"> </span></div></div><div class="c xa7 y452 w32 h45"><div class="t m0 x58 h12 y453 ff3 fs3 fc7 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y3fe ff7 fs3 fc0 sc0 ls0 ws0">Podpisanie u<span class="_ _1"></span>mowy o znaczącej wart<span class="_ _1"></span>ości. <span class="ff3"> </span></div><div class="t m0 x58 h12 y454 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y455 ff3 fs3 fc0 sc0 ls0 ws0">Przedmiote<span class="_ _1"></span>m umowy jest bud<span class="_ _1"></span>owa stacji </div><div class="t m0 x58 h12 y456 ff3 fs3 fc0 sc0 ls0 ws0">redukcy<span class="_ _1"></span>jno <span class="ff7">–</span> pomiarowej w/c o<span class="_ _1"></span> </div><div class="t m0 x58 h12 y457 ff7 fs3 fc0 sc0 ls0 ws0">przepustowośc<span class="_ _1"></span>i Q=40 000 Nm3/ przy <span class="_ _1"></span>ul.<span class="ff3"> </span></div><div class="t m0 x58 h12 y458 ff7 fs3 fc0 sc0 ls0 ws0">Sąsiedzkiej w m. S<span class="_ _1"></span>zczecin.”<span class="ff3"> </span></div><div class="t m0 x58 h12 y459 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y45a ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y45b ff3 fs3 fc7 sc0 ls0 ws0"> </div></div><div class="c x26 y452 w33 h45"><div class="t m0 x58 h12 y453 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y3fe ff3 fs3 fc0 sc0 ls0 ws0">Wynagrodzenie z u<span class="_ _1"></span>mowy wynosi<span class="_ _1"></span>: </div><div class="t m0 x58 h3c y454 ff2 fs3 fc0 sc0 ls0 ws0">9.730.000,00 zł n<span class="_ _1"></span>etto<span class="ff1"> </span></div><div class="t m0 x58 h3c y455 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y456 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y457 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y458 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y459 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y45a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y45b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y45c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y45d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y45e ff1 fs3 fc0 sc0 ls0 ws0">Termin realizacji: </div><div class="t m0 x58 h12 y45f ff3 fs3 fc0 sc0 ls0 ws0">13.09.2024 r. </div></div><div class="c x1 y460 w34 h46"><div class="t m0 x58 h3c y138 ff2 fs3 fc0 sc0 ls0 ws0">Więcej w RB 2/20<span class="_ _1"></span>24<span class="ff1"> http://tesga<span class="_ _1"></span>s.pl/pub/fil<span class="_ _1"></span>es/file/RB_2-2024.<span class="_ _1"></span>pdf </span></div></div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">33</span> <span class="ls2">z <span class="ls3">68</span></span> </div></div><div class="c x1 y461 w30 h47"><div class="t m0 xa5 h3c y462 ff1 fs3 fc1 sc0 ls0 ws0">Data </div><div class="t m0 xa6 h3c y14f ff1 fs3 fc1 sc0 ls0 ws0">zawarcia </div><div class="t m0 xa0 h3c ye8 ff1 fs3 fc1 sc0 ls0 ws0">umowy </div></div><div class="c x70 y461 w31 h47"><div class="t m0 x2d h3c y14f ff1 fs3 fc1 sc0 ls0 ws0">Strony umowy </div></div><div class="c xa7 y461 w32 h47"><div class="t m0 xa8 h3c y14f ff1 fs3 fc1 sc0 ls0 ws0">Przedmiot umowy<span class="_ _1"></span> </div></div><div class="c x26 y461 w33 h47"><div class="t m0 x2d h3c y14f ff1 fs3 fc1 sc0 ls0 ws0">Istotne warunki<span class="_ _1"></span> </div></div><div class="c x1 y463 w30 h45"><div class="t m0 x58 h3c y464 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y465 ff1 fs3 fc0 sc0 ls7 ws0">2024<span class="ls0">-</span>02<span class="ls0">-</span>29<span class="ls0"> </span></div></div><div class="c x70 y463 w31 h45"><div class="t m0 x58 h3c y464 ff1 fs3 fc7 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y465 ff1 fs3 fc0 sc0 ls0 ws0">Zleceniodawca:<span class="ff3">  </span></div><div class="t m0 x58 h12 y466 ff3 fs3 fc0 sc0 ls0 ws0"> OGP Gaz <span class="ff7">–</span> System S.<span class="_ _1"></span>A.  </div><div class="t m0 x58 h12 y467 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y468 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y469 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y470 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y471 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y472 ff1 fs3 fc0 sc0 ls0 ws0">Wykonawca:<span class="ff3 ls23">  <span class="ls0"> </span></span></div><div class="t m0 x58 h12 y473 ff3 fs3 fc0 sc0 ls0 ws0">TESGAS S.A. <span class="fc7"> </span></div></div><div class="c xa7 y463 w32 h45"><div class="t m0 x58 h12 y464 ff3 fs3 fc7 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y465 ff7 fs3 fc0 sc0 ls0 ws0">Podpisanie u<span class="_ _1"></span>mowy o znaczącej wart<span class="_ _1"></span>ości. <span class="ff3"> </span></div><div class="t m0 x58 h12 y466 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y467 ff3 fs3 fc0 sc0 ls0 ws0">Przedmiote<span class="_ _1"></span>m umowy jest wyk<span class="_ _1"></span>onanie </div><div class="t m0 x58 h12 y468 ff3 fs3 fc0 sc0 ls0 ws0">dokumentacji<span class="_ _1"></span> projekto<span class="_ _1"></span>wej oraz </div><div class="t m0 x58 h12 y469 ff7 fs3 fc0 sc0 ls0 ws0">wykonanie<span class="_ _1"></span> robót budowl<span class="_ _1"></span>ano<span class="ff3">-</span></div><div class="t m0 x58 h12 y46a ff7 fs3 fc0 sc0 ls0 ws0">montażowych dla <span class="_ _1"></span>zadania: „Przyłąc<span class="_ _1"></span>zeni<span class="_ _1"></span>e </div><div class="t m0 x58 h12 y46b ff7 fs3 fc0 sc0 ls0 ws0">do sieci<span class="_ _1"></span> przesyłowej urządzeń i<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x58 h12 y46c ff7 fs3 fc0 sc0 ls0 ws0">instalac<span class="_ _1"></span>ji gazowych znajdującyc<span class="_ _1"></span>h się w </div><div class="t m0 x58 h12 y46d ff7 fs3 fc0 sc0 ls0 ws0">elektroc<span class="_ _1"></span>iepłowni Clev<span class="_ _1"></span>eren Holding </div><div class="t m0 x58 h12 y46e ff3 fs3 fc0 sc0 ls0 ws0">zlokalizowanej w <span class="_ _1"></span>Warszawie w dzie<span class="_ _1"></span>lnicy </div><div class="t m0 x58 h12 y46f ff7 fs3 fc0 sc0 ls0 ws0">Ursus”<span class="ff3"> </span></div><div class="t m0 x58 h12 y470 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y471 ff3 fs3 fc7 sc0 ls0 ws0"> </div></div><div class="c x26 y463 w33 h45"><div class="t m0 x58 h12 y464 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y465 ff3 fs3 fc0 sc0 ls0 ws0">Wynagrodzenie z u<span class="_ _1"></span>mowy wynosi<span class="_ _1"></span>: </div><div class="t m0 x58 h3c y466 ff2 fs3 fc0 sc0 ls0 ws0">6.690.000,00 zł n<span class="_ _1"></span>etto<span class="ff1"> </span></div><div class="t m0 x58 h3c y467 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y468 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y469 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y470 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y471 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y472 ff1 fs3 fc0 sc0 ls0 ws0">Termin realizacji: </div><div class="t m0 x58 h12 y473 ff7 fs3 fc0 sc0 ls0 ws0">30 miesięcy o<span class="_ _1"></span>d dnia zawarci<span class="_ _1"></span>a umowy<span class="ff3"> </span></div></div><div class="c x1 y474 w34 h46"><div class="t m0 x58 h3c y138 ff2 fs3 fc0 sc0 ls0 ws0">Więcej w RB <span class="ff1">3/20<span class="_ _1"></span>24 http://tesga<span class="_ _1"></span>s.pl/pub/<span class="_ _1"></span>uploaddocs/rb_<span class="_ _1"></span>3-2024.pdf </span></div></div><div class="c x1 y475 w30 h48"><div class="t m0 x58 h3c y476 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y477 ff1 fs3 fc0 sc0 ls7 ws0">2024<span class="ls0">-</span>03<span class="ls0">-</span>22<span class="ls0"> </span></div></div><div class="c x70 y475 w31 h48"><div class="t m0 x58 h3c y476 ff1 fs3 fc7 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y477 ff1 fs3 fc0 sc0 ls0 ws0">Wykonawca:<span class="ff3"> <span class="_ _1"></span> </span></div><div class="t m0 x58 h12 y212 ff3 fs3 fc0 sc0 ls0 ws0">TESGAS S.A. </div><div class="t m0 x58 h12 y478 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y479 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y12b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y47a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y47b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y47c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y47d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y47e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y47f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y480 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y481 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y482 ff1 fs3 fc0 sc0 ls0 ws0">Podwykonawca:<span class="ff3 ls23">  <span class="ls0"> </span></span></div><div class="t m0 x58 h12 y483 ff3 fs3 fc0 sc0 ls0 ws0">TDK TRADE Sp. z o.o.<span class="_ _1"></span> </div><div class="t m0 x58 h12 y484 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa7 y475 w32 h48"><div class="t m0 x58 h12 y476 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y477 ff3 fs3 fc0 sc0 ls0 ws0">Podpisanie u<span class="_ _1"></span>mowy podwyko<span class="_ _1"></span>nawczej o </div><div class="t m0 x58 h12 y212 ff7 fs3 fc0 sc0 ls0 ws0">znaczącej wartośc<span class="_ _1"></span>i. <span class="ff3"> </span></div><div class="t m0 x58 h12 y478 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y479 ff3 fs3 fc0 sc0 ls0 ws0">Przedmiote<span class="_ _1"></span>m umowy jest wyk<span class="_ _1"></span>onanie </div><div class="t m0 x58 h12 y12b ff7 fs3 fc0 sc0 ls0 ws0">prac budowy<span class="_ _1"></span> gazociągu DN 250 przy </div><div class="t m0 x58 h12 y47a ff7 fs3 fc0 sc0 ls0 ws0">będącej częśc<span class="_ _1"></span>ią realizacji i<span class="_ _1"></span>nwestycji pn.: </div><div class="t m0 x58 h12 y47b ff7 fs3 fc0 sc0 ls0 ws0">„Zagospodaro<span class="_ _1"></span>wanie złoża Rokie<span class="_ _1"></span>tnica </div><div class="t m0 x58 h12 y47c ff7 fs3 fc0 sc0 ls0 ws0">wraz z budową ga<span class="_ _1"></span>zociągu DN250 MO<span class="_ _14"></span>P<span class="_ _0"></span> </div><div class="t m0 x58 h12 y47d ff3 fs3 fc0 sc0 ls0 ws0">8,4 MPa relacji<span class="_ _1"></span> Mieszalnia <span class="_ _1"></span>Gazu Grodzisk<span class="_ _1"></span> </div><div class="t m0 x58 h12 y47e ff7 fs3 fc0 sc0 ls0 ws0">–<span class="ff3"> </span>Węzeł Kości<span class="_ _1"></span>an”<span class="ff3 fc7"> </span></div></div><div class="c x26 y475 w33 h48"><div class="t m0 x58 h12 y476 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y477 ff3 fs3 fc0 sc0 ls0 ws0">Wynagrodzenie z u<span class="_ _1"></span>mowy wynosi<span class="_ _1"></span>: </div><div class="t m0 x58 h3c y212 ff2 fs3 fc0 sc0 ls0 ws0">5.226.540,00 zł n<span class="_ _1"></span>etto<span class="ff1"> </span></div><div class="t m0 x58 h3c y478 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y479 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y12b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y47a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y47b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y47c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y47d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y47e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y47f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y480 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y481 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y482 ff1 fs3 fc0 sc0 ls0 ws0">Termin realizacji: </div><div class="t m0 x58 h3c y483 ff3 fs3 fc0 sc0 ls0 ws0">31 maja 2024 r.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x58 h3c y484 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y485 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y486 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 yf6 w34 h46"><div class="t m0 x58 h3c y138 ff2 fs3 fc0 sc0 ls0 ws0">Więcej w RB <span class="ff1">4/20<span class="_ _1"></span>24 http://tesga<span class="_ _1"></span>s.pl/pub/upl<span class="_ _1"></span>oaddocs/rb_<span class="_ _1"></span>4-2024.pdf </span></div></div><div class="c x1 y487 w30 h45"><div class="t m0 x58 h3c y464 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y465 ff1 fs3 fc0 sc0 ls7 ws0">2024<span class="ls0">-</span>03<span class="ls0">-</span>26<span class="ls0"> </span></div></div><div class="c x70 y487 w31 h45"><div class="t m0 x58 h3c y464 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y465 ff1 fs3 fc0 sc0 ls0 ws0">Zleceniodawca:<span class="ff3">  </span></div><div class="t m0 x58 h12 y466 ff3 fs3 fc0 sc0 ls0 ws0">OGP Gaz <span class="ff7">–</span> System S.<span class="_ _1"></span>A. </div><div class="t m0 x58 h12 y467 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y468 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y488 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y489 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y470 ff1 fs3 fc0 sc0 ls0 ws0">Wykonawca:<span class="ff3 ls23">  <span class="ls0"> </span></span></div><div class="t m0 x58 h12 y471 ff3 fs3 fc0 sc0 ls0 ws0">TESGAS S.A.  </div></div><div class="c xa7 y487 w32 h45"><div class="t m0 x58 h12 y464 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y465 ff7 fs3 fc0 sc0 ls0 ws0">Podpisanie u<span class="_ _1"></span>mowy o znaczącej wart<span class="_ _1"></span>ości. <span class="ff3"> </span></div><div class="t m0 x58 h12 y466 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y467 ff3 fs3 fc0 sc0 ls0 ws0">Przedmiote<span class="_ _1"></span>m umowy jest wyk<span class="_ _1"></span>onanie </div><div class="t m0 x58 h12 y468 ff3 fs3 fc0 sc0 ls0 ws0">prac budowl<span class="_ _1"></span>anych oraz innyc<span class="_ _1"></span>h prac i </div><div class="t m0 x58 h12 y488 ff7 fs3 fc0 sc0 ls0 ws0">czynności w zak<span class="_ _1"></span>resie zadani<span class="_ _1"></span>a pn. </div><div class="t m0 x58 h12 y46a ff7 fs3 fc0 sc0 ls0 ws0">&quot;Przystosowanie<span class="_ _1"></span> gazociągów DN<span class="_ _1"></span>350 </div><div class="t m0 x58 h12 y46b ff3 fs3 fc0 sc0 ls0 ws0">Czerwonak-<span class="ff7">Złotnik<span class="_ _1"></span>i oraz DN350 Złot<span class="_ _1"></span>niki<span class="ff3">-</span></span></div><div class="t m0 x58 h12 y46c ff7 fs3 fc0 sc0 ls0 ws0">Konarzewo do t<span class="_ _1"></span>łokowania”<span class="ff3"> </span></div><div class="t m0 x58 h12 y46d ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y489 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x26 y487 w33 h45"><div class="t m0 x58 h12 y464 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y465 ff3 fs3 fc0 sc0 ls0 ws0">Wynagrodzenie z u<span class="_ _1"></span>mowy wynosi<span class="_ _1"></span>: </div><div class="t m0 x58 h3c y466 ff2 fs3 fc0 sc0 ls0 ws0">5.276.000,00 zł n<span class="_ _1"></span>etto<span class="ff1"> </span></div><div class="t m0 x58 h3c y467 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y468 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y488 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y489 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y470 ff1 fs3 fc0 sc0 ls0 ws0">Termin realizacji: </div><div class="t m0 x58 h12 y471 ff3 fs3 fc0 sc0 ls0 ws0">28 listopa<span class="_ _1"></span>da 2025 r. </div></div><div class="c x1 y48a w34 h46"><div class="t m0 x58 h3c y138 ff2 fs3 fc0 sc0 ls0 ws0">Więcej w RB <span class="ff1">6/20<span class="_ _1"></span>24 http://tesga<span class="_ _1"></span>s.pl/pub/upl<span class="_ _1"></span>oaddocs/rb_<span class="_ _1"></span>6-2024.pdf </span></div></div><span class="d m1" style="border-style:none;position:absolute;left:230.180000px;bottom:646.580000px;width:28.210000px;height:17.770000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:230.180000px;bottom:251.480000px;width:28.210000px;height:17.770000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">34</span> <span class="ls2">z <span class="ls3">68</span></span> </div></div><div class="c x1 y461 w30 h47"><div class="t m0 xa5 h3c y462 ff1 fs3 fc1 sc0 ls0 ws0">Data </div><div class="t m0 xa6 h3c y14f ff1 fs3 fc1 sc0 ls0 ws0">zawarcia </div><div class="t m0 xa0 h3c ye8 ff1 fs3 fc1 sc0 ls0 ws0">umowy </div></div><div class="c x70 y461 w31 h47"><div class="t m0 x2d h3c y14f ff1 fs3 fc1 sc0 ls0 ws0">Strony umowy </div></div><div class="c xa7 y461 w32 h47"><div class="t m0 xa8 h3c y14f ff1 fs3 fc1 sc0 ls0 ws0">Przedmiot umowy<span class="_ _1"></span> </div></div><div class="c x26 y461 w33 h47"><div class="t m0 x2d h3c y14f ff1 fs3 fc1 sc0 ls0 ws0">Istotne warunki<span class="_ _1"></span> </div></div><div class="c x1 y463 w30 h45"><div class="t m0 x58 h3c y464 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y465 ff1 fs3 fc0 sc0 ls7 ws0">2024<span class="ls0">-</span>04<span class="ls0">-</span>30<span class="ls0"> </span></div></div><div class="c x70 y463 w31 h45"><div class="t m0 x58 h3c y464 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y465 ff1 fs3 fc0 sc0 ls0 ws0">Zleceniodawca:<span class="ff3">  </span></div><div class="t m0 x58 h12 y466 ff3 fs3 fc0 sc0 ls0 ws0">OGP Gaz <span class="ff7">–</span> System S.<span class="_ _1"></span>A. </div><div class="t m0 x58 h12 y467 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y468 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y469 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y470 ff1 fs3 fc0 sc0 ls0 ws0">Wykonawca:<span class="ff3 ls23">  <span class="ls0"> </span></span></div><div class="t m0 x58 h12 y471 ff3 fs3 fc0 sc0 ls0 ws0">TESGAS S.A.  </div></div><div class="c xa7 y463 w32 h45"><div class="t m0 x58 h12 y464 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y465 ff7 fs3 fc0 sc0 ls0 ws0">Podpisanie u<span class="_ _1"></span>mowy o znaczącej wart<span class="_ _1"></span>ości. <span class="ff3"> </span></div><div class="t m0 x58 h12 y466 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y467 ff3 fs3 fc0 sc0 ls0 ws0">Przedmiote<span class="_ _1"></span>m umowy jest wyk<span class="_ _1"></span>onanie </div><div class="t m0 x58 h12 y468 ff7 fs3 fc0 sc0 ls0 ws0">robót bud<span class="_ _1"></span>owlanych oraz inn<span class="_ _1"></span>ych prac i </div><div class="t m0 x58 h12 y469 ff7 fs3 fc0 sc0 ls0 ws0">czynności w zak<span class="_ _1"></span>resie zadani<span class="_ _1"></span>a „Remont </div><div class="t m0 x58 h12 y46a ff7 fs3 fc0 sc0 ls0 ws0">gazociągu DN400 Kro<span class="_ _1"></span>bia<span class="ff3">-</span>Kotowice” <span class="_ _1"></span>–<span class="ff3"> </span></div><div class="t m0 x58 h12 y46b ff3 fs3 fc0 sc0 ls0 ws0">Etap I. </div><div class="t m0 x58 h12 y46c ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x26 y463 w33 h45"><div class="t m0 x58 h12 y464 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y465 ff3 fs3 fc0 sc0 ls0 ws0">Wynagrodzenie z u<span class="_ _1"></span>mowy wynosi<span class="_ _1"></span>: </div><div class="t m0 x58 h3c y466 ff2 fs3 fc0 sc0 ls0 ws0">11.207.000,00 zł n<span class="_ _1"></span>etto </div><div class="t m0 x58 h3c y467 ff1 fs3 fc0 sc0 ls0 ws0">(wynagrodzeni<span class="_ _1"></span>e wraz z prawem </div><div class="t m0 x58 h3c y468 ff1 fs3 fc0 sc0 ls0 ws0">opcji) </div><div class="t m0 x58 h3c y469 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y470 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y471 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y472 ff1 fs3 fc0 sc0 ls0 ws0">Termin realizacji: </div><div class="t m0 x58 h12 y473 ff3 fs3 fc0 sc0 ls0 ws0">30 listopa<span class="_ _1"></span>da 2026 r. </div></div><div class="c x1 y474 w34 h46"><div class="t m0 x58 h3c y138 ff2 fs3 fc0 sc0 ls0 ws0">Więcej w RB <span class="ff1">8/20<span class="_ _1"></span>24 http://tesga<span class="_ _1"></span>s.pl/pub/upl<span class="_ _1"></span>oaddocs/rb_<span class="_ _1"></span>2024_8.pdf </span></div></div><div class="c x1 y48b w30 h45"><div class="t m0 x58 h3c y453 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y3fe ff1 fs3 fc0 sc0 ls7 ws0">2024<span class="ls0">-</span>05<span class="ls0">-</span>07<span class="ls0"> </span></div></div><div class="c x70 y48b w31 h45"><div class="t m0 x58 h3c y453 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y3fe ff1 fs3 fc0 sc0 ls0 ws0">Zleceniodawca:<span class="ff3">  </span></div><div class="t m0 x58 h12 y48c ff3 fs3 fc0 sc0 ls0 ws0">EWE energia sp<span class="_ _1"></span>. z o.o. </div><div class="t m0 x58 h12 y48d ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y48e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y48f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y298 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y490 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y491 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y492 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y493 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y494 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y495 ff1 fs3 fc0 sc0 ls0 ws0">Wykonawca:<span class="ff3 ls23">  <span class="ls0"> </span></span></div><div class="t m0 x58 h12 y496 ff3 fs3 fc0 sc0 ls0 ws0">TESGAS S.A.  </div></div><div class="c xa7 y48b w32 h45"><div class="t m0 x58 h12 y453 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y3fe ff7 fs3 fc0 sc0 ls0 ws0">Podpisanie u<span class="_ _1"></span>mowy o znaczącej wart<span class="_ _1"></span>ości. <span class="ff3"> </span></div><div class="t m0 x58 h12 y48c ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y48d ff3 fs3 fc0 sc0 ls0 ws0">Przedmiote<span class="_ _1"></span>m umowy jest pr<span class="_ _1"></span>zebudowa </div><div class="t m0 x58 h12 y48e ff7 fs3 fc0 sc0 ls0 ws0">gazociągu wyso<span class="_ _1"></span>kiego ciśn<span class="_ _1"></span>ienia DN 250 </div><div class="t m0 x58 h12 y48f ff7 fs3 fc0 sc0 ls0 ws0">PN 63 w obrębach <span class="_ _1"></span>ewidency<span class="_ _1"></span>jnych </div><div class="t m0 x58 h12 y298 ff7 fs3 fc0 sc0 ls0 ws0">Bąków,<span class="ff3"> </span></div><div class="t m0 x58 h12 y490 ff7 fs3 fc0 sc0 ls0 ws0">Biadacz, gminy Kl<span class="_ _1"></span>uczbork o<span class="_ _1"></span>raz Gorzów </div><div class="t m0 x58 h12 y491 ff7 fs3 fc0 sc0 ls0 ws0">Śląski.<span class="ff3"> </span></div></div><div class="c x26 y48b w33 h45"><div class="t m0 x58 h12 y453 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y3fe ff3 fs3 fc0 sc0 ls0 ws0">Wynagrodzenie z u<span class="_ _1"></span>mowy wynosi:<span class="_ _1"></span> </div><div class="t m0 x58 h3c y48c ff2 fs3 fc0 sc0 ls0 ws0">6.300.000,00 zł n<span class="_ _1"></span>etto<span class="ff1"> </span></div><div class="t m0 x58 h3c y48d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y48e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y48f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y298 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y490 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y491 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y492 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y493 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y494 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y495 ff1 fs3 fc0 sc0 ls0 ws0">Termin realizacji: </div><div class="t m0 x58 h12 y496 ff7 fs3 fc0 sc0 ls0 ws0">12 miesięcy o<span class="_ _1"></span>d dnia pr<span class="_ _1"></span>zekazania </div><div class="t m0 x58 h12 y497 ff3 fs3 fc0 sc0 ls0 ws0">terenu b<span class="_ _1"></span>udowy </div></div><div class="c x1 y498 w34 h42"><div class="t m0 x58 h3c y138 ff2 fs3 fc0 sc0 ls0 ws0">Więcej w RB <span class="ff1">9/20<span class="_ _1"></span>24 http://tesga<span class="_ _1"></span>s.pl/pub/upl<span class="_ _1"></span>oaddocs/rb_<span class="_ _1"></span>9-2024.pdf </span></div></div><div class="c x1 y499 w30 h49"><div class="t m0 x58 h3c y49a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y49b ff1 fs3 fc0 sc0 ls7 ws0">2024<span class="ls0">-</span>05<span class="ls0">-</span>24<span class="ls0"> </span></div></div><div class="c x70 y499 w31 h49"><div class="t m0 x58 h3c y49a ff1 fs3 fc7 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y49b ff1 fs3 fc0 sc0 ls0 ws0">Zleceniodawca:<span class="ff3">  </span></div><div class="t m0 x58 h12 y466 ff3 fs3 fc0 sc0 ls0 ws0">OGP Gaz-System S.<span class="_ _1"></span>A. </div><div class="t m0 x58 h12 y49c ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y468 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y469 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y49d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y49e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y49f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y4a0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y470 ff1 fs3 fc0 sc0 ls0 ws0">Wykonawca:<span class="ff3 ls23">  <span class="ls0"> </span></span></div><div class="t m0 x58 h12 y4a1 ff3 fs3 fc0 sc0 ls0 ws0">TESGAS S.A. <span class="fc7"> </span></div></div><div class="c xa7 y499 w32 h49"><div class="t m0 x58 h12 y49a ff3 fs3 fc7 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y49b ff7 fs3 fc0 sc0 ls0 ws0">Podpisanie s<span class="_ _1"></span>zeregu umów o znac<span class="_ _1"></span>zącej </div><div class="t m0 x58 h12 y466 ff7 fs3 fc0 sc0 ls0 ws0">wartości<span class="_ _1"></span>. <span class="ff3"> </span></div><div class="t m0 x58 h12 y49c ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y468 ff7 fs3 fc0 sc0 ls0 ws0">Przedmiote<span class="_ _1"></span>m umowy o najwy<span class="_ _1"></span>ższej </div><div class="t m0 x58 h12 y469 ff7 fs3 fc0 sc0 ls0 ws0">wartości<span class="_ _1"></span> jest wykonani<span class="_ _1"></span>e robót </div><div class="t m0 x58 h12 y49d ff3 fs3 fc0 sc0 ls0 ws0">budowlano <span class="ff7">–</span> <span class="_ _1"></span><span class="ff7">montażowych dla <span class="_ _1"></span>zadania </span></div><div class="t m0 x58 h12 y46b ff7 fs3 fc0 sc0 ls0 ws0">„Moderni<span class="_ _1"></span>zacja SRP Obornik<span class="_ _1"></span>i”.<span class="ff3"> </span></div><div class="t m0 x58 h12 y49e ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y49f ff7 fs3 fc0 sc0 ls0 ws0">Łączna wartość zawart<span class="_ _1"></span>ych umów w </div><div class="t m0 x58 h12 y46e ff3 fs3 fc0 sc0 ls0 ws0">okresi<span class="_ _1"></span>e od 31.10.2023 do 24.05.20<span class="_ _1"></span>24 </div><div class="t m0 x58 h12 y4a0 ff7 fs3 fc0 sc0 ls0 ws0">wynosi 7.539.000<span class="_ _1"></span>,00 zł netto.<span class="ff3"> </span></div></div><div class="c x26 y499 w33 h49"><div class="t m0 x58 h12 y49a ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y49b ff7 fs3 fc0 sc0 ls0 ws0">Wynagrodzenie z u<span class="_ _1"></span>mowy o naj<span class="_ _1"></span>wyższej<span class="_ _1"></span> </div><div class="t m0 x58 h12 y466 ff7 fs3 fc0 sc0 ls0 ws0">wartości<span class="_ _1"></span> wynosi:<span class="ff3"> </span></div><div class="t m0 x58 h3c y49c ff2 fs3 fc0 sc0 ls0 ws0">3.890.000,00 zł n<span class="_ _1"></span>etto<span class="ff1"> </span></div><div class="t m0 x58 h3c y468 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y469 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y49d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y49e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y49f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y4a0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y470 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y4a1 ff1 fs3 fc0 sc0 ls0 ws0">Termin realizacji: </div><div class="t m0 x58 h12 y4a2 ff7 fs3 fc0 sc0 ls0 ws0">29 września 2025 r.<span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c x1 y4a3 w34 h42"><div class="t m0 x58 h3c y138 ff2 fs3 fc0 sc0 ls0 ws0">Więcej w RB 15/2<span class="_ _1"></span>024 <span class="ff1">http://tes<span class="_ _1"></span>gas.pl/pub/upl<span class="_ _1"></span>oaddocs/rb_<span class="_ _1"></span>15-2024__2.pdf </span></div></div><span class="d m1" style="border-style:none;position:absolute;left:230.180000px;bottom:1056.480000px;width:28.210000px;height:17.760000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:281.200000px;bottom:1056.480000px;width:167.090000px;height:17.760000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:230.180000px;bottom:661.380000px;width:28.210000px;height:17.760000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:281.200000px;bottom:661.380000px;width:165.560000px;height:17.760000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:289.320000px;bottom:266.280000px;width:181.630000px;height:17.760000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">35</span> <span class="ls2">z <span class="ls3">68</span></span> </div></div><div class="c x1 y461 w30 h47"><div class="t m0 xa5 h3c y462 ff1 fs3 fc1 sc0 ls0 ws0">Data </div><div class="t m0 xa6 h3c y14f ff1 fs3 fc1 sc0 ls0 ws0">zawarcia </div><div class="t m0 xa0 h3c ye8 ff1 fs3 fc1 sc0 ls0 ws0">umowy </div></div><div class="c x70 y461 w31 h47"><div class="t m0 x2d h3c y14f ff1 fs3 fc1 sc0 ls0 ws0">Strony umowy </div></div><div class="c xa7 y461 w32 h47"><div class="t m0 xa8 h3c y14f ff1 fs3 fc1 sc0 ls0 ws0">Przedmiot umowy<span class="_ _1"></span> </div></div><div class="c x26 y461 w33 h47"><div class="t m0 x2d h3c y14f ff1 fs3 fc1 sc0 ls0 ws0">Istotne warunki<span class="_ _1"></span> </div></div><div class="c x1 y463 w30 h45"><div class="t m0 x58 h3c y464 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y465 ff1 fs3 fc0 sc0 ls7 ws0">2024<span class="ls0">-</span>05<span class="ls0">-</span>24<span class="ls0"> </span></div></div><div class="c x70 y463 w31 h45"><div class="t m0 x58 h3c y464 ff1 fs3 fc7 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y465 ff1 fs3 fc0 sc0 ls0 ws0">Zleceniodawca:<span class="ff3">  </span></div><div class="t m0 x58 h12 y466 ff3 fs3 fc0 sc0 ls0 ws0">OGP Gaz-System S.<span class="_ _1"></span>A. </div><div class="t m0 x58 h12 y467 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y468 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y469 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y470 ff1 fs3 fc0 sc0 ls0 ws0">Wykonawca:<span class="ff3 ls23">  <span class="ls0"> </span></span></div><div class="t m0 x58 h12 y471 ff3 fs3 fc0 sc0 ls0 ws0">TESGAS S.A. <span class="fc7"> </span></div></div><div class="c xa7 y463 w32 h45"><div class="t m0 x58 h12 y464 ff3 fs3 fc7 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y465 ff7 fs3 fc0 sc0 ls0 ws0">Podpisanie s<span class="_ _1"></span>zeregu umów o znac<span class="_ _1"></span>zącej </div><div class="t m0 x58 h12 y466 ff7 fs3 fc0 sc0 ls0 ws0">wartości<span class="_ _1"></span>. <span class="ff3"> </span></div><div class="t m0 x58 h12 y467 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y468 ff7 fs3 fc0 sc0 ls0 ws0">Przedmiote<span class="_ _1"></span>m umowy o najwy<span class="_ _1"></span>ższej </div><div class="t m0 x58 h12 y469 ff7 fs3 fc0 sc0 ls0 ws0">wartości<span class="_ _1"></span> jest wykonani<span class="_ _1"></span>e robót </div><div class="t m0 x58 h12 y46a ff3 fs3 fc0 sc0 ls0 ws0">budowlano <span class="ff7">–</span> <span class="_ _1"></span><span class="ff7">montażowych dla <span class="_ _1"></span>zadania </span></div><div class="t m0 x58 h12 y46b ff7 fs3 fc0 sc0 ls0 ws0">„Moderni<span class="_ _1"></span>zacja SRP Obornik<span class="_ _1"></span>i”.<span class="ff3"> </span></div><div class="t m0 x58 h12 y46c ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y46d ff7 fs3 fc0 sc0 ls0 ws0">Łączna wartość zawart<span class="_ _1"></span>ych umów w </div><div class="t m0 x58 h12 y46e ff3 fs3 fc0 sc0 ls0 ws0">okresi<span class="_ _1"></span>e od 31.10.2023 do 24.05.20<span class="_ _1"></span>24 </div><div class="t m0 x58 h12 y46f ff7 fs3 fc0 sc0 ls0 ws0">wynosi 7.539.000<span class="_ _1"></span>,00 zł netto.<span class="ff3"> </span></div></div><div class="c x26 y463 w33 h45"><div class="t m0 x58 h12 y464 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y465 ff7 fs3 fc0 sc0 ls0 ws0">Wynagrodzenie z u<span class="_ _1"></span>mowy o naj<span class="_ _1"></span>wyższej<span class="_ _1"></span> </div><div class="t m0 x58 h12 y466 ff7 fs3 fc0 sc0 ls0 ws0">wartości<span class="_ _1"></span> wynosi:<span class="ff3"> </span></div><div class="t m0 x58 h3c y467 ff2 fs3 fc0 sc0 ls0 ws0">3.890.000,00 zł n<span class="_ _1"></span>etto<span class="ff1"> </span></div><div class="t m0 x58 h3c y468 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y469 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y46f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y470 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y471 ff1 fs3 fc0 sc0 ls0 ws0">Termin realizacji: </div><div class="t m0 x58 h12 y472 ff7 fs3 fc0 sc0 ls0 ws0">29 września 2025 r.<span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c x1 y474 w34 h46"><div class="t m0 x58 h3c y138 ff2 fs3 fc0 sc0 ls0 ws0">Więcej w RB 15/2<span class="_ _1"></span>024 <span class="ff1">http://tes<span class="_ _1"></span>gas.pl/pub/upl<span class="_ _1"></span>oaddocs/rb_<span class="_ _1"></span>15-2024__2.pdf </span></div></div><div class="c x1 y48b w30 h45"><div class="t m0 x58 h3c y453 ff1 fs3 fc0 sc0 ls7 ws0">2024<span class="ls0">-</span>01<span class="ls0">-</span>29<span class="ls0"> </span></div></div><div class="c x70 y48b w31 h45"><div class="t m0 x58 h3c y453 ff1 fs3 fc0 sc0 ls0 ws0">Zleceniodawca:<span class="ff3">  </span></div><div class="t m0 x58 h12 y3fe ff3 fs3 fc0 sc0 ls0 ws0">Polska <span class="ff7">Spółk</span>a  </div><div class="t m0 x58 h12 y48c ff3 fs3 fc0 sc0 ls0 ws0">Gazownictwa Sp. z o.o.<span class="_ _1"></span> </div><div class="t m0 x58 h3c y48d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y48e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y48f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y298 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y490 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y491 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y492 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y493 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y494 ff1 fs3 fc0 sc0 ls0 ws0">Wykonawca:<span class="ff3 ls23">  <span class="ls0"> </span></span></div><div class="t m0 x58 h3c y495 ff3 fs3 fc0 sc0 ls0 ws0">TESGAS S.A.<span class="ff1"> </span></div></div><div class="c xa7 y48b w32 h45"><div class="t m0 x58 h12 y453 ff3 fs3 fc7 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y3fe ff7 fs3 fc0 sc0 ls0 ws0">Podpisanie u<span class="_ _1"></span>mowy o znaczącej wart<span class="_ _1"></span>ości. <span class="ff3"> </span></div><div class="t m0 x58 h12 y48c ff3 fs3 fc7 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y48d ff3 fs3 fc7 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y48e ff3 fs3 fc0 sc0 ls0 ws0">Przedmiote<span class="_ _1"></span>m umowy jest wyko<span class="_ _1"></span>nanie </div><div class="t m0 x58 h12 y48f ff7 fs3 fc0 sc0 ls0 ws0">robót bud<span class="_ _1"></span>owlanych pole<span class="_ _1"></span>gających na </div><div class="t m0 x58 h12 y298 ff7 fs3 fc0 sc0 ls0 ws0">budowie gazociągu wy<span class="_ _1"></span>sokiego c<span class="_ _1"></span>iśnienia </div><div class="t m0 x58 h12 y490 ff3 fs3 fc0 sc0 ls0 ws0">relacji Al<span class="_ _1"></span>eksandrowo-Bydgoszcz<span class="_ _1"></span> </div><div class="t m0 x58 h12 y491 ff7 fs3 fc0 sc0 ls0 ws0">wraz z obiektami t<span class="_ _1"></span>owarzyszący<span class="_ _1"></span>mi, </div><div class="t m0 x58 h12 y492 ff7 fs3 fc0 sc0 ls0 ws0">budowa stacji<span class="_ _1"></span> wysokiego ci<span class="_ _1"></span>śnienia </div><div class="t m0 x58 h12 y493 ff3 fs3 fc0 sc0 ls0 ws0">redukcy<span class="_ _1"></span>jno-<span class="ff7">pomiarowej or<span class="_ _1"></span>az rozbiórka </span></div><div class="t m0 x58 h12 y494 ff7 fs3 fc0 sc0 ls0 ws0">istniejąc<span class="_ _1"></span>ej stacji wysoki<span class="_ _1"></span>ego ciśnienia <span class="ff3 ls26">w </span></div><div class="t m0 x58 h12 y495 ff3 fs3 fc0 sc0 ls0 ws0">msc. Bydgoszc<span class="_ _1"></span>z<span class="fc7"> </span></div></div><div class="c x26 y48b w33 h45"><div class="t m0 x58 h12 y453 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h12 y3fe ff3 fs3 fc0 sc0 ls0 ws0">Wynagrodzenie z u<span class="_ _1"></span>mowy wynosi<span class="_ _1"></span>: </div><div class="t m0 x58 h3c y48c ff2 fs3 fc0 sc0 ls0 ws0">23.500.000,00 zł n<span class="_ _1"></span>etto<span class="ff1"> </span></div><div class="t m0 x58 h3c y48d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y48e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y48f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y298 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y490 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y491 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y492 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y493 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y494 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h3c y495 ff1 fs3 fc0 sc0 ls0 ws0">Termin realizacji: </div><div class="t m0 x58 h12 y496 ff3 fs3 fc0 sc0 ls0 ws0">31 maja 2026 <span class="ls27">r.</span> </div></div><div class="c x1 y498 w34 h42"><div class="t m0 x58 h3c y138 ff2 fs3 fc0 sc0 ls0 ws0">Więcej w RB  2/202<span class="_ _1"></span>5 http://te<span class="_ _1"></span>sgas.pl/pub/uploa<span class="_ _14"></span>ddocs/rb_2<span class="ff1">-2025.pdf </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hd y4a4 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hd y4a5 ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff6"> </span></div><div class="t m0 x1 h4 y4a6 ff7 fs0 fc0 sc0 ls0 ws0">Szczegółowy <span class="_ _1"></span>opis <span class="_ _14"></span>zawartych umów <span class="_ _14"></span>znajduje <span class="_ _1"></span>się <span class="_ _1"></span>na <span class="_ _14"></span>stronie internetowej <span class="_ _14"></span>Spółki <span class="_ _1"></span>dominującej www.tesgas.pl <span class="_ _14"></span>w <span class="_ _1"></span>zakładce <span class="_ _14"></span>R<span class="_ _0"></span>elacje </div><div class="t m0 x1 h4 y4a7 ff3 fs0 fc0 sc0 ls0 ws0">Inwestorskie. </div><div class="t m0 x1 h4 y4a8 ff7 fs0 fc0 sc0 ls0 ws0">Wykaz powyższych umów zawiera również <span class="ff3">istotne </span>umowy ubezpieczenia, współpracy i kooperacji. <span class="ff3"> </span></div><div class="t m0 x1 hf y4a9 ff1 fs0 fc0 sc0 ls3 ws0">6.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Informacja o istotnych transakcjach zawartych przez Emitenta lub jedn<span class="_ _1"></span>ostkę od niego zależną z podmio<span class="_ _1"></span>tami </span></span></div><div class="t m0 x29 h2 y4aa ff2 fs0 fc0 sc0 ls0 ws0">powiązanymi<span class="ff1"> </span></div><div class="t m0 x1 h4 y4ab ff7 fs0 fc0 sc0 ls0 ws0">Informacje <span class="_ _12"> </span>o <span class="_ _3"> </span>wartości <span class="_ _12"> </span>transakcji <span class="_ _3"> </span>z <span class="_ _12"> </span>podmiotami <span class="_ _3"> </span>powiązanymi <span class="_ _12"> </span>nieobjętymi <span class="_ _3"> </span>konsolidacją <span class="_ _12"> </span>w <span class="_ _12"> </span>okresi<span class="_ _1"></span>e <span class="_ _12"> </span>objętym <span class="_ _3"> </span>niniejszym </div><div class="t m0 x1 h4 y4ac ff7 fs0 fc0 sc0 ls0 ws0">sprawozdaniem  z<span class="_ _0"></span>ostały <span class="_ _3"> </span>zawarte <span class="_ _3"> </span>w <span class="_ _12"> </span>dodatkowych  notach <span class="_ _3"> </span>o<span class="_ _0"></span>bjaśniających <span class="_ _3"> </span>do <span class="_ _3"> </span>rocznego <span class="_ _12"> </span><span class="ff3">skonsoli<span class="_ _0"></span>dowanego <span class="_ _3"> </span>sprawozdania </span></div><div class="t m0 x1 h4 y4ad ff3 fs0 fc0 sc0 ls0 ws0">finansowego TESGAS S.A. za okres 12 mie<span class="ff7">sięcy zakończony 31 grudnia </span><span class="ls3">202</span>4 roku. </div><div class="t m0 x1 h4 y4ae ff3 fs0 fc0 sc0 ls0 ws0">W <span class="_ _9"></span>okresie <span class="_ _9"></span>12 <span class="_ _8"></span>mies<span class="ff7">ię<span class="_ _1"></span>cy <span class="_ _9"></span>zakończ<span class="_ _0"></span>onym <span class="_ _9"></span>31 <span class="_ _9"></span>grudnia <span class="_ _8"></span><span class="ff3 ls3">202<span class="ls0">4 <span class="_ _9"></span></span></span>roku <span class="_ _9"></span>wszelkie <span class="_ _9"></span>transakcje <span class="_ _9"></span>zawarte <span class="_ _8"></span>z <span class="_ _9"></span>podmiotami <span class="_ _9"></span>powiązanymi <span class="_ _8"></span>miały </span></div><div class="t m0 x1 h4 y4af ff7 fs0 fc0 sc0 ls0 ws0">charakter <span class="_ _14"></span>typow<span class="_ _0"></span>y i<span class="_ _1"></span> <span class="_ _1"></span>rutynowy, tr<span class="_ _1"></span>ansakcje <span class="_ _1"></span>zawierane <span class="_ _14"></span>były na <span class="_ _1"></span>warunkach <span class="_ _1"></span>rynkowych, i<span class="_ _1"></span>ch charakter <span class="_ _14"></span>i warun<span class="_ _1"></span>ki <span class="_ _1"></span>wynikały <span class="_ _1"></span>z bi<span class="_ _1"></span>eżącej </div><div class="t m0 x1 h4 y4b0 ff7 fs0 fc0 sc0 ls0 ws0">działalności operacyjnej prowadzonej przez spółki z Gru<span class="_ _1"></span>py.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y34c ff7 fs0 fc0 sc0 ls0 ws0">Do najczęstszych transakcji realizowanych pomiędzy spółkami Grupy Kapitałowej TESGAS<span class="_ _1"></span> należały:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x14 h7 y4b1 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">świadczenie usług wykonawstwa sieci gazowych,<span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y4b2 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">zakup materiałów i usług pod prace budowlane,<span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y4b3 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">świadczenie usług najmu pomieszczeń.<span class="ff3"> </span></span></span></div></div><span class="d m1" style="border-style:none;position:absolute;left:289.320000px;bottom:1056.480000px;width:181.630000px;height:17.760000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">36</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 hf y47 ff1 fs0 fc0 sc0 ls3 ws0">7.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Ważniejsze osiągnięcia z dziedziny badań i rozwoju<span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y71 ff7 fs0 fc0 sc0 ls0 ws0">Grupa Kapitałowa TESGAS zarówno na dzień 31 grudn<span class="_ _1"></span>ia <span class="ff3 ls3">202<span class="ls0">4 r</span></span>. jak i na dzień sporządzenia niniejszego raportu, nie prowadzi </div><div class="t m0 x1 h4 y49 ff7 fs0 fc0 sc0 ls0 ws0">badań oraz <span class="ff3">prac badawczo-rozwojowych. </span></div><div class="t m0 x1 hf y1a3 ff1 fs0 fc0 sc0 ls3 ws0">8.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff1">CSR - <span class="ff2">odpowiedzialność społeczna Grupy Kapitałowej TESGAS</span> </span></span></div><div class="t m0 x1 h4 y74 ff7 fs0 fc0 sc0 ls0 ws0">Informacje <span class="_ _14"></span>o <span class="_ _1"></span>sposobie <span class="_ _14"></span>zarządzania <span class="_ _14"></span>przez <span class="_ _1"></span>Grupę <span class="_ _14"></span>Kapitałową TESGA<span class="_ _1"></span>S <span class="_ _14"></span>S.A. <span class="_ _14"></span>społeczną <span class="_ _1"></span>odpowiedzialnością <span class="_ _14"></span>biznesu <span class="_ _1"></span>przedstawiono </div><div class="t m0 x1 h4 y145 ff7 fs0 fc0 sc0 ls0 ws0">poniżej.<span class="ff3"> </span></div><div class="t m0 x1 h4 y4d ff3 fs0 fc0 sc0 ls0 ws0">Rynek i otoczenie </div><div class="t m0 x1 h4 y21a ff7 fs0 fc0 sc0 ls0 ws0">Podczas <span class="_ _5"> </span>realizacji <span class="_ _5"> </span>naszych <span class="_ _8"></span>kontraktów <span class="_ _5"> </span>stosujemy <span class="_ _5"> </span>uznane <span class="_ _5"> </span>międzynarodowe <span class="_ _8"> </span>standardy <span class="_ _5"> </span>zarządzania.  <span class="ff3">Przestrzegamy <span class="_ _8"></span>zasady </span></div><div class="t m0 x1 h4 y21b ff7 fs0 fc0 sc0 ls0 ws0">uczciwej konkurencji i staramy si<span class="_ _0"></span>ę wykorzystywać innowacyjne rozwiązania <span class="_ _0"></span>i technologie. Elementarnymi zasadami, którymi </div><div class="t m0 x1 h4 y4b4 ff7 fs0 fc0 sc0 ls0 ws0">kierujemy się w naszej <span class="_ _0"></span>pracy to: <span class="_ _0"></span>jakość, rzetelność o<span class="_ _0"></span>raz skuteczność. Staramy się je <span class="_ _0"></span>wdrażać w <span class="_ _0"></span>każde wykonywane przez nas </div><div class="t m0 x1 h4 y21d ff3 fs0 fc0 sc0 ls0 ws0">prace. </div><div class="t m0 x1 h4 y4b5 ff3 fs0 fc0 sc0 ls0 ws0">Zasoby ludzkie </div><div class="t m0 x1 h4 y4b6 ff7 fs0 fc0 sc0 ls0 ws0">Grupę <span class="_ _1"></span>tworzą lu<span class="_ _1"></span>dzie, <span class="_ _1"></span>dlatego <span class="_ _1"></span>każdego <span class="_ _1"></span>dnia, <span class="_ _1"></span>staramy <span class="_ _1"></span>się <span class="_ _14"></span>zapewn<span class="_ _0"></span>ić <span class="_ _1"></span>im <span class="_ _1"></span>odpowiednie <span class="_ _14"></span>waru<span class="_ _0"></span>nki <span class="_ _14"></span>do pracy oraz <span class="_ _1"></span>osobistego <span class="_ _14"></span>roz<span class="_ _0"></span>woju. </div><div class="t m0 x1 h4 y98 ff7 fs0 fc0 sc0 ls0 ws0">Naszym <span class="_ _9"></span>pracownikom <span class="_ _8"></span>umożliwiamy <span class="_ _9"></span>poszerzanie <span class="_ _9"></span>swojej <span class="_ _9"></span>wiedzy <span class="_ _8"></span>poprzez <span class="_ _9"></span>współfinansowanie <span class="_ _9"></span>nauki<span class="_ _0"></span> <span class="_ _9"></span>na <span class="_ _9"></span>ucz<span class="_ _0"></span>elniach <span class="_ _9"></span>wyższych, </div><div class="t m0 x1 h4 ydf ff3 fs0 fc0 sc0 ls0 ws0">kursach czy szkoleniac<span class="ff7">h. Aby utrzymać <span class="_ _0"></span>wypracowaną przez <span class="_ _0"></span></span>ponad <span class="ls3">20 </span><span class="ff7">lat <span class="_ _0"></span>więź między zarządem a <span class="_ _0"></span>pracownikami oraz między </span></div><div class="t m0 x1 h4 ye0 ff7 fs0 fc0 sc0 ls0 ws0">samymi <span class="_ _3"> </span>pracownikami <span class="_ _3"> </span>staramy <span class="_ _3"> </span>się <span class="_ _3"> </span>organizow<span class="_ _0"></span>ać <span class="_ _3"> </span>spotkania <span class="_ _3"> </span>integracyjne. <span class="_ _3"> </span>Nasi <span class="_ _12"> </span>pracownicy  mają <span class="_ _12"> </span>szansę  ro<span class="_ _0"></span>zwijać <span class="_ _3"> </span>swoje </div><div class="t m0 x1 h4 y2a6 ff7 fs0 fc0 sc0 ls0 ws0">zainteresowania <span class="_ _1a"> </span>podczas <span class="_ _1a"> </span>organizo<span class="_ _0"></span>wanych <span class="_ _1a"> </span>zajęć <span class="_ _1a"> </span>sport<span class="_ _0"></span><span class="ff3">owych. <span class="_ _19"> </span></span>Dbamy <span class="_ _1a"> </span>również <span class="_ _1a"> </span>o <span class="_ _1a"> </span>z<span class="_ _0"></span>drowie <span class="_ _1a"> </span>pracowników <span class="_ _19"> </span>umożliwiając<span class="_ _1"></span> </div><div class="t m0 x1 h4 y2a7 ff7 fs0 fc0 sc0 ls0 ws0">korzystanie z atrakcyjnych pakietów medycznych. <span class="ff3"> </span></div><div class="t m0 x1 h4 y4b7 ff7 fs0 fc0 sc0 ls0 ws0">Współpraca z otoczeniem<span class="ff3"> </span></div><div class="t m0 x1 h4 y7b ff3 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _0"></span>wraz <span class="_ _9"></span>z <span class="_ _0"></span><span class="ff7">jej <span class="_ _9"></span>pracownikami <span class="_ _0"></span>uc<span class="_ _0"></span>zestniczy <span class="_ _0"></span>i <span class="_ _9"></span>wspiera <span class="_ _0"></span>działalność <span class="_ _0"></span>l<span class="_ _0"></span>okalną <span class="_ _0"></span>oraz <span class="_ _9"></span>przedsięwzięcia <span class="_ _0"></span>z <span class="_ _0"></span>dzi<span class="_ _0"></span>edziny <span class="_ _0"></span>sportu <span class="_ _0"></span>i <span class="_ _9"></span>rekreacji, </span></div><div class="t m0 x1 h4 y4b8 ff7 fs0 fc0 sc0 ls0 ws0">zdrowia <span class="_ _8"></span>oraz <span class="_ _8"></span>opieki <span class="_ _8"></span>społecznej. <span class="_ _8"></span>Ponadto <span class="_ _8"></span>jesteśmy <span class="_ _8"></span>członkiem <span class="_ _8"></span>Polskiej <span class="_ _8"></span>Konfederacji <span class="_ _8"></span>Pracodawców <span class="_ _8"></span>Prywatnych <span class="_ _8"></span>Lewiatan, <span class="_ _8"></span>a </div><div class="t m0 x1 h4 y406 ff7 fs0 fc0 sc0 ls0 ws0">niektórzy <span class="_ _0"></span>pracownicy <span class="_ _9"></span>są <span class="_ _0"></span>czło<span class="_ _0"></span>nkami <span class="_ _0"></span>Stowarzyszenia <span class="_ _9"></span>Naukowo <span class="_ _0"></span>Technicznego <span class="_ _0"></span>I<span class="_ _0"></span>nżynierów <span class="_ _0"></span>i <span class="_ _9"></span>Techników <span class="_ _0"></span>Przemysłu <span class="_ _9"></span>Naftowego <span class="_ _0"></span>i </div><div class="t m0 x1 h4 y5a ff7 fs0 fc0 sc0 ls0 ws0">Gazowego. Sp<span class="_ _1"></span>ółka <span class="_ _1"></span>jest <span class="_ _14"></span>ró<span class="_ _0"></span>wnież <span class="_ _14"></span>członkiem Stowarzyszenia <span class="_ _14"></span>Emitentów Giełdowych. <span class="_ _14"></span>Przynależność do<span class="_ _1"></span> <span class="_ _14"></span>o<span class="_ _0"></span>rganizacji <span class="_ _1"></span>stawia <span class="_ _1"></span>spółkę<span class="_ _1"></span> </div><div class="t m0 x1 h4 y4b9 ff7 fs0 fc0 sc0 ls0 ws0">w dobrym świetle oraz ułatwia integrację oraz dbanie o interesy środowisk branżowych.<span class="ff3"> </span></div><div class="t m0 x1 h4 y5c ff7 fs0 fc0 sc0 ls0 ws0">Ochrona środowiska<span class="ff3"> </span></div><div class="t m0 x1 h4 y409 ff7 fs0 fc0 sc0 ls0 ws0">Od <span class="_ _9"></span>2007 <span class="_ _9"></span>ro<span class="_ _0"></span>ku <span class="_ _9"></span>w <span class="_ _8"></span>Spółce <span class="_ _9"></span>funkcjonuje <span class="_ _8"></span>Zintegrowany <span class="_ _9"></span>System <span class="_ _9"></span>Zarząd<span class="_ _0"></span>zania, <span class="_ _9"></span>zgodny <span class="_ _9"></span>z <span class="_ _8"></span>normami <span class="_ _9"></span>PN<span class="_ _9"></span><span class="ff3">-EN <span class="_ _9"></span>ISO <span class="_ _9"></span>9001:2015 <span class="_ _8"></span>Systemy </span></div><div class="t m0 x1 h4 y40a ff7 fs0 fc0 sc0 ls0 ws0">zarządzania <span class="_ _0"></span>jako<span class="_ _0"></span>ścią, <span class="_ _0"></span>PN<span class="ff3">-</span>EN <span class="_ _9"></span>ISO <span class="_ _0"></span>14001:2015 <span class="_ _9"></span>Systemy <span class="_ _0"></span>zarządzania <span class="_ _0"></span>środowiskow<span class="_ _0"></span>ego, <span class="_ _0"></span>PN<span class="_ _0"></span><span class="ff3">-</span>N <span class="_ _0"></span>18001:2<span class="_ _0"></span>004 <span class="_ _0"></span>Systemy <span class="_ _0"></span>z<span class="_ _0"></span>arządzania </div><div class="t m0 x1 h4 y4ba ff7 fs0 fc0 sc0 ls0 ws0">bezpieczeństwem <span class="_ _9"></span>i<span class="_ _0"></span> <span class="_ _8"></span>higieną <span class="_ _8"></span>pracy <span class="_ _8"></span>oraz <span class="_ _8"></span>PN<span class="_ _0"></span><span class="ff3">-EN <span class="_ _8"></span>ISO <span class="_ _8"></span>3834-</span>2:2007 <span class="_ _8"></span>System <span class="_ _8"></span>Zarządzania <span class="_ _8"></span>Jakością <span class="_ _8"></span>w <span class="_ _8"></span>Spawalnictwie. <span class="_ _8"></span>Wdrożenie </div><div class="t m0 x1 h4 y40c ff7 fs0 fc0 sc0 ls0 ws0">Zintegrowanego Systemu Zarządzania (ZSZ) stawia Spółkę w leps<span class="_ _1"></span>zej pozycji na rynku, zwięks<span class="_ _1"></span>za nasze szanse do przystąpi<span class="_ _1"></span>enia </div><div class="t m0 x1 h4 y81 ff7 fs0 fc0 sc0 ls0 ws0">do <span class="_ _12"> </span>większości <span class="_ _12"> </span>przetargów,<span class="ff3"> <span class="_ _12"> </span></span>gdyż <span class="_ _12"> </span>posiad<span class="_ _1"></span>anie <span class="_ _12"> </span>ZSZ <span class="_ _3"> </span>jes<span class="_ _0"></span>t <span class="_ _12"> </span>często <span class="_ _12"> </span>podstawowym <span class="_ _12"> </span>kryteri<span class="_ _1"></span>um <span class="_ _12"> </span>przetargowym. <span class="_ _12"> </span>Stosowania <span class="_ _12"> </span>ZSZ<span class="_ _14"></span> </div><div class="t m0 x1 h4 y40e ff7 fs0 fc0 sc0 ls0 ws0">pozytywnie  wpływa  na  środowi<span class="_ _1"></span>sko  naturalne,  p<span class="_ _1"></span>onieważ  wymaga  od  Spółki  i  jej  p<span class="_ _1"></span>racowników  prowadzenia  biznesu<span class="_ _1"></span>  w </div><div class="t m0 x1 h4 ybf ff7 fs0 fc0 sc0 ls0 ws0">proekologiczny sposób, <span class="_ _1"></span>reguluje stan formalno<span class="ff3">-prawny w zakresie </span>gospodarki <span class="_ _1"></span>odpadami, podnosi świadomość pracownikó<span class="_ _1"></span>w </div><div class="t m0 x1 h4 yc0 ff7 fs0 fc0 sc0 ls0 ws0">w zakresie ekologii oraz zwiększa dbałość o środowisko (odciążenie środowiska natu<span class="_ _1"></span>ralnego od zanieczyszczeń). <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 yc1 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>skład Grupy <span class="_ _0"></span>Kapitałowej <span class="_ _0"></span>TESGAS <span class="_ _0"></span>wchodzi <span class="_ _0"></span>spółka <span class="_ _0"></span>zależna p<span class="_ _0"></span>iTERN Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o.,<span class="_ _0"></span> tj. <span class="_ _0"></span>podmiot, <span class="_ _0"></span>którego <span class="_ _0"></span>podstawowym <span class="_ _0"></span>zakresem </div><div class="t m0 x1 h4 y4bb ff7 fs0 fc0 sc0 ls0 ws0">działalności <span class="_ _1c"> </span>jest <span class="_ _1c"> </span>oferowanie <span class="_ _20"> </span>klientom <span class="_ _1c"> </span>rozwiązań <span class="_ _1c"> </span>proekologicznych <span class="_ _20"> </span>skutkujących <span class="_ _1c"> </span>ograniczeniem <span class="_ _1c"> </span>emisji <span class="_ _1c"> </span>CO</div><div class="t m0 x4d h30 y4bc ff3 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x5e h4 y4bb ff3 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1c"> </span>oraz </div><div class="t m0 x1 h4 yc2 ff7 fs0 fc0 sc0 ls0 ws0">pozyskiwaniem <span class="_ _5"> </span>energii  ze <span class="_ _5"> </span>źróde<span class="_ _0"></span>ł  odn<span class="_ _1"></span>awialnych.  Dotychczas <span class="_ _5"> </span>z<span class="_ _0"></span>ainstal<span class="_ _1"></span>owaliśmy  u<span class="_ _1"></span> <span class="_ _e"> </span>naszych <span class="_ _e"> </span>klientów  <span class="ff3">blisko <span class="_ _5"> </span>5  tys. <span class="_ _5"> </span>instalacji </span></div><div class="t m0 x1 h4 yc3 ff7 fs0 fc0 sc0 ls0 ws0">fotowoltaicznych, które<span class="_ _1"></span> w <span class="_ _14"></span>znaczny <span class="_ _1"></span>sposób <span class="_ _1"></span>przyczyniły <span class="_ _1"></span>się <span class="_ _14"></span>do ograniczenia <span class="_ _1"></span>emisji <span class="_ _14"></span>CO</div><div class="t m0 xa9 h30 y28a ff3 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 xaa h4 yc3 ff3 fs0 fc0 sc0 ls0 ws0"> <span class="ff7">oraz <span class="_ _14"></span>poprawiły mikroklimat <span class="_ _14"></span>społeczności </span></div><div class="t m0 x1 h4 yc4 ff3 fs0 fc0 sc0 ls0 ws0">lokalnej. <span class="_ _8"></span>Celem <span class="_ _8"></span>Emitenta <span class="_ _8"></span>jest <span class="_ _8"></span>rozpropagowanie <span class="_ _5"> </span><span class="ff7">działań, <span class="_ _8"></span>które <span class="_ _8"></span>przyczynią <span class="_ _8"></span>się <span class="_ _8"></span>do <span class="_ _5"> </span>przyjaznego <span class="_ _8"></span>obcowania <span class="_ _8"></span>ze <span class="_ _8"></span>środowiskiem </span></div><div class="t m0 x1 h4 yc5 ff7 fs0 fc0 sc0 ls0 ws0">naturalnym przez pols<span class="_ _1"></span>kich prosumentów.<span class="ff3"> </span>Sami równi<span class="_ _1"></span>eż dbamy o ograniczeni<span class="_ _1"></span>e emisyjności nasze<span class="_ _1"></span>j Grupy kapitałowej, dlatego </div><div class="t m0 x1 h4 yc6 ff7 fs0 fc0 sc0 ls0 ws0">inwestujemy <span class="_ _8"></span>w <span class="_ _8"></span>energooszczędne <span class="_ _8"></span>oświetlenie <span class="_ _8"></span>w <span class="_ _8"> </span>naszych <span class="_ _5"> </span>budynkach <span class="_ _8"></span>oraz <span class="_ _8"></span>budujemy <span class="_ _8"></span>na <span class="_ _8"></span>dachach <span class="_ _5"> </span>naszych <span class="_ _8"></span>hal <span class="_ _8"></span>i <span class="_ _8"></span>biurowców </div><div class="t m0 x1 h4 yc7 ff3 fs0 fc0 sc0 ls0 ws0">instalacje fotowoltaiczne.  </div><div class="t m0 x1 hf y3c9 ff1 fs0 fc0 sc0 ls3 ws0">9.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Umowy z podmiotem uprawnionym do badania sprawozdań finansowych<span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y3ca ff7 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _9"></span>T<span class="_ _0"></span>ESGAS <span class="_ _9"></span>S.A. <span class="_ _8"></span>oświadcza, <span class="_ _8"></span>iż <span class="_ _8"></span>Rada <span class="_ _8"></span>Nadzorcza <span class="_ _9"></span>Spółki <span class="_ _8"></span><span class="ff3">w <span class="_ _8"></span>dniu <span class="_ _8"></span>20 <span class="_ _9"></span>c<span class="_ _0"></span>zerwca <span class="_ _8"></span><span class="ls3">202</span>4 <span class="_ _9"></span>roku <span class="_ _8"></span>wyb</span>rała<span class="ff3"> <span class="_ _8"></span>B-think <span class="_ _9"></span>Audit <span class="_ _8"></span>sp. <span class="_ _8"></span>z <span class="_ _9"></span>o.o<span class="_ _0"></span>. <span class="_ _8"></span><span class="ls2">z </span></span></div><div class="t m0 x1 h4 y4bd ff7 fs0 fc0 sc0 ls0 ws0">siedzibą <span class="_ _5"> </span>w <span class="_ _5"> </span>Poznaniu, <span class="_ _5"> </span>wpisaną <span class="_ _5"> </span>przez<span class="_ _0"></span> <span class="_ _5"> </span>Krajową <span class="_ _5"> </span>Radę <span class="_ _5"> </span>Biegłych <span class="_ _5"> </span>Rewidentów <span class="_ _5"> </span>na <span class="_ _5"> </span>listę  podmiotów <span class="_ _5"> </span>uprawnionych <span class="_ _5"> </span>do <span class="_ _5"> </span>badania </div><div class="t m0 x1 h4 y3cc ff7 fs0 fc0 sc0 ls0 ws0">sprawozdań finansowych pod nr 40<span class="ff3 ls3">63<span class="ls0"> do: </span></span></div><div class="t m0 x14 h7 y3cd ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">przeglądu <span class="_ _8"></span>półrocznego <span class="_ _8"></span>skonsolidowanego <span class="_ _8"> </span>sprawoz<span class="_ _0"></span>dania <span class="_ _8"></span>finansowego <span class="_ _8"></span>Grupy <span class="_ _8"></span>Kapitałowej <span class="_ _8"></span>TE<span class="_ _0"></span>SGAS <span class="_ _8"></span>zawierającego </span></span></div><div class="t m0 x24 h4 y3ce ff7 fs0 fc0 sc0 ls0 ws0">skrócone <span class="_ _9"></span>śródroczne <span class="_ _9"></span>jednostkowe <span class="_ _9"></span>sprawozdanie <span class="_ _9"></span>finansowe <span class="_ _9"></span>TESGAS <span class="_ _9"></span>S.A. <span class="_ _9"></span><span class="ff3">z<span class="_ _0"></span>a <span class="_ _9"></span>okresy <span class="_ _9"></span>od <span class="_ _9"></span>01.01.<span class="ls3">202</span>4 <span class="_ _9"></span>do <span class="_ _9"></span>30.06.<span class="ls3">202</span>4 </span></div><div class="t m0 x24 h4 y3cf ff3 fs0 fc0 sc0 ls0 ws0">oraz od 01.01.<span class="ls3">202</span>5 do 30.06.<span class="ls3">202</span>5, </div><div class="t m0 x14 h7 y3d0 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">badania <span class="_ _3"> </span>jednostkowego <span class="_ _12"> </span>sp<span class="_ _1"></span>rawozdania <span class="_ _12"> </span>finansowego <span class="_ _3"> </span>TESGAS <span class="_ _3"> </span>S.A. <span class="_ _12"> </span>sporządzonego <span class="_ _3"> </span>za <span class="_ _12"> </span>okres <span class="_ _3"> </span>od <span class="_ _3"> </span>01.01.<span class="_ _0"></span><span class="ff3 ls3">202<span class="_ _0"></span><span class="ls0">4 <span class="_ _3"> </span>do </span></span></span></span></div><div class="t m0 x24 h4 y3d1 ff3 fs0 fc0 sc0 ls0 ws0">31.12.<span class="ls3">202</span>4 oraz za okres od 01.01.<span class="ls3">202</span>5 do 31.12.<span class="ls3">202</span>5, </div><div class="t m0 x14 h7 y3d2 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">badania <span class="_ _5"> </span>skonsolidowanego  <span class="ff7">sprawozdania <span class="_ _5"> </span>finansowego <span class="_ _5"> </span>Grupy <span class="_ _e"> </span>Kapitałowej  TESGA<span class="_ _1"></span>S <span class="_ _5"> </span>sporządzonego  za <span class="_ _5"> </span>okres <span class="_ _5"> </span>o<span class="_ _0"></span>d </span></span></span></div><div class="t m0 x24 h4 y1f5 ff3 fs0 fc0 sc0 ls0 ws0">01.01.<span class="ls3">202</span>4 do 31.12.<span class="ls3">202</span>4 oraz za okres od 01.01.<span class="ls3">202</span>5 do 31.12.<span class="ls3">202</span>5. </div><div class="t m0 x1 h4 y3ef ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y3f0 ff3 fs0 fc0 sc0 ls0 ws0">W dniu 17 lipca <span class="ls3">202</span>4 <span class="ff7">roku Emitent zawarł umowę</span> B-think Audit sp. z o.o. <span class="_ _0"></span><span class="ff7">siedzibą w Poznaniu n<span class="_ _1"></span>a:<span class="ff3"> </span></span></div><div class="t m0 x1 h7 y4be ff3 fs0 fc0 sc0 lsa ws0">a)<span class="ff4 ls0"> <span class="_ _5"> </span><span class="ff7">przegląd:<span class="ff3"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">37</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x14 h7 y47 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">śródrocznego jednostkowego sprawozdania finansowego TESGAS<span class="_ _1"></span> S.A. za okres od 01.01.<span class="_ _0"></span><span class="ff3 ls3">202<span class="ls0">4 do 30.06.</span>202<span class="ls0">4, </span></span></span></span></div><div class="t m0 x14 h7 y8d ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">śródrocznego jednostkowego sprawozdania finansowego TESGAS<span class="_ _1"></span> S.A. za okres od 01.01.<span class="_ _0"></span><span class="ff3 ls3">202<span class="ls0">5 do 30.06.</span>202<span class="ls0">5 </span></span></span></span></div><div class="t m0 x14 h7 yd7 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">śródrocznego skonsoli<span class="_ _1"></span>dowanego sprawozdania fin<span class="_ _1"></span>ansowego Grupy Kapitałowej TESGA<span class="_ _1"></span>S za okre<span class="_ _1"></span>s od 01.01.<span class="_ _0"></span><span class="ff3 ls3">202<span class="ls0">4 do </span></span></span></span></div><div class="t m0 x24 h4 yd8 ff3 fs0 fc0 sc0 ls0 ws0">30.06.<span class="ls3">202</span>4, </div><div class="t m0 x14 h7 y5 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">śródrocznego skonsoli<span class="_ _1"></span>dowanego sprawozdania fin<span class="_ _1"></span>ansowego Grupy Kapitałowej TESGA<span class="_ _1"></span>S za okre<span class="_ _1"></span>s od 01.01.<span class="_ _0"></span><span class="ff3 ls3">202<span class="ls0">5 do </span></span></span></span></div><div class="t m0 x24 h4 yd9 ff3 fs0 fc0 sc0 ls0 ws0">30.06.<span class="ls3">202</span>5, </div><div class="t m0 x1 h4 yda ff3 fs0 fc0 sc0 ls0 ws0">W<span class="ff7">ysokość wynagrodzenia należna </span>B-think Audit. Sp. z.o.o. <span class="ff7">z tytułu</span>: </div><div class="t m0 x14 h7 ydb ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">przeglądu <span class="_ _9"></span>jednostkowego <span class="_ _9"></span>śródrocznego <span class="_ _9"></span>sprawozdania <span class="_ _9"></span>finans<span class="_ _1"></span>owego <span class="_ _9"></span>za <span class="_ _9"></span>okres <span class="_ _9"></span>od <span class="_ _9"></span>1 <span class="_ _9"></span>stycznia <span class="_ _9"></span>20<span class="_ _0"></span><span class="ff3">24 <span class="_ _9"></span>roku <span class="_ _9"></span>do <span class="_ _9"></span>dnia <span class="_ _9"></span>30 </span></span></span></div><div class="t m0 x24 h4 ydc ff3 fs0 fc0 sc0 ls0 ws0">czerwca <span class="ls3">202</span>4 roku - <span class="ls3">30</span>.000 PLN, </div><div class="t m0 x14 h7 y219 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">przeglądu<span class="ff3"> <span class="_ _9"></span>j</span>ednostkowego <span class="_ _9"></span>śródrocznego <span class="_ _9"></span>sprawozdania <span class="_ _9"></span>finans<span class="_ _1"></span>owego <span class="_ _9"></span>za <span class="_ _9"></span>okres <span class="_ _9"></span>od <span class="_ _9"></span>1 <span class="_ _9"></span>stycznia <span class="_ _8"></span><span class="ff3 ls3">202<span class="ls0">5 <span class="_ _9"></span>roku <span class="_ _9"></span>do <span class="_ _9"></span>dnia <span class="_ _9"></span>30 </span></span></span></span></div><div class="t m0 x24 h4 y21a ff3 fs0 fc0 sc0 ls0 ws0">czerwca <span class="ls3">202</span>5 roku - <span class="ls3">30</span>.000 PLN, </div><div class="t m0 x14 h7 y21b ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">przeglądu skon<span class="_ _1"></span>solidowanego śródrocznego s<span class="_ _1"></span>prawozdania finan<span class="_ _1"></span>sowego za okres<span class="_ _1"></span> od 1 <span class="_ _14"></span>stycz<span class="_ _0"></span>nia <span class="ff3 ls3">202<span class="ls0">4 roku <span class="_ _1"></span>do dn<span class="_ _1"></span>ia 30 </span></span></span></span></div><div class="t m0 x24 h4 y21c ff3 fs0 fc0 sc0 ls0 ws0">czerwca <span class="ls3">202</span>4 roku <span class="ff7">–</span> 36.000 PLN, </div><div class="t m0 x14 h7 y21d ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">przeglądu<span class="ff3"> skon<span class="_ _1"></span>solidowanego sprawozdania finan<span class="_ _1"></span>sowego za <span class="_ _1"></span>okres od <span class="_ _14"></span>1 stycznia <span class="ls3">202</span>5 roku do dn<span class="_ _1"></span>ia 3<span class="_ _1"></span>0 czerwca <span class="ls3">202</span>5<span class="_ _1"></span> </span></span></span></div><div class="t m0 x24 h4 y21e ff3 fs0 fc0 sc0 ls0 ws0">roku <span class="ff7">–</span> <span class="ls3">36</span>.000 PLN. </div><div class="t m0 x1 h4 y249 ff7 fs0 fc0 sc0 ls0 ws0">Łączna wysokość wynagrodzenia należnego<span class="ff3"> B-think Audit Sp. z o.o. wynosi <span class="ls3">13</span>2.000 PLN. </span></div><div class="t m0 x1 h7 y24a ff3 fs0 fc0 sc0 ls15 ws0">b)<span class="ff4 ls0"> <span class="_ _8"></span><span class="ff3">badanie: </span></span></div><div class="t m0 x14 h7 y24b ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">jednostkowego sprawozdania finansowego TESGAS<span class="_ _1"></span> S.A. sporządzonego za okres od 01.01.<span class="_ _0"></span><span class="ff3 ls3">202<span class="ls0">4 do 31.12.</span>202<span class="ls0">4, </span></span></span></span></div><div class="t m0 x14 h7 y24c ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">jednostkowego sprawozdania finansowego TESGAS<span class="_ _1"></span> S.A. sporządzonego za okres od 01.01.<span class="_ _0"></span><span class="ff3 ls3">202<span class="ls0">5 do 31.12.</span>202<span class="ls0">5, </span></span></span></span></div><div class="t m0 x14 h7 y24d ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">skonsolidowanego <span class="_ _0"></span>sprawozdania <span class="_ _9"></span><span class="ff7">finansowego <span class="_ _0"></span>Grupy <span class="_ _0"></span>Kap<span class="_ _0"></span>itałowej <span class="_ _9"></span>TESGAS<span class="_ _1"></span> <span class="_ _0"></span>s<span class="_ _0"></span>porządzonego <span class="_ _0"></span>za <span class="_ _9"></span>okres <span class="_ _0"></span>od <span class="_ _9"></span>01.01.<span class="ff3 ls3">202<span class="ls0">4 </span></span></span></span></span></div><div class="t m0 x24 h4 y1d5 ff3 fs0 fc0 sc0 ls0 ws0">do 31.12.<span class="ls3">202</span>4, </div><div class="t m0 x14 h7 y24e ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">skonsolidowanego <span class="_ _0"></span>sprawozdania <span class="_ _9"></span>finans<span class="_ _1"></span>owego <span class="_ _0"></span>Gr<span class="_ _0"></span>upy <span class="_ _0"></span>Kapitałow<span class="_ _0"></span>ej <span class="_ _0"></span>TESGAS <span class="_ _0"></span>s<span class="_ _0"></span>porządzonego <span class="_ _0"></span>za <span class="_ _9"></span>okres <span class="_ _0"></span>od <span class="_ _9"></span>01.01.<span class="_ _0"></span><span class="ff3 ls3">2025<span class="ls0"> </span></span></span></span></div><div class="t m0 x24 h4 y57 ff3 fs0 fc0 sc0 ls0 ws0">do 31.12.<span class="ls3">202</span>5. </div><div class="t m0 x1 h4 y24f ff3 fs0 fc0 sc0 ls0 ws0">W<span class="ff7">ysokość wynagrodzenia należna </span>B-think Audit. Sp. z. o.o. <span class="ff7">z tytułu</span>: </div><div class="t m0 x14 h7 y250 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">badania jednostkowego sprawozdan<span class="_ _1"></span>ia finansowego za okres od 1<span class="_ _1"></span> stycznia <span class="ls3">202</span>4 roku do dnia 31 gru<span class="_ _1"></span>dnia <span class="ls3">202</span>4 roku </span></span></div><div class="t m0 x24 h4 y251 ff7 fs0 fc0 sc0 ls0 ws0">–<span class="ff3"> <span class="ls3">44</span>.000 PLN, </span></div><div class="t m0 x14 h7 y252 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">badanie jednostkowego <span class="_ _1"></span>sprawozdania finansowego za <span class="_ _1"></span>okres od 1 stycznia <span class="ls3">202</span>5 roku do dnia 31 <span class="_ _14"></span>gr<span class="_ _0"></span>udnia <span class="ls3">202</span>5 roku </span></span></div><div class="t m0 x24 h4 y253 ff7 fs0 fc0 sc0 ls0 ws0">–<span class="ff3"> <span class="ls3">44</span>.000 PLN, </span></div><div class="t m0 x14 h7 y254 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">badanie <span class="_ _0"></span>skonsolidowanego <span class="_ _0"></span>sprawo<span class="_ _0"></span>zdania <span class="_ _0"></span>finansowego <span class="_ _0"></span>za <span class="_ _0"></span>okres <span class="_ _0"></span>o<span class="_ _0"></span>d <span class="_ _0"></span>1 <span class="_ _0"></span>stycznia <span class="_ _9"></span><span class="ls3">202</span>4 <span class="_ _0"></span>roku <span class="_ _0"></span>do <span class="_ _9"></span>dnia <span class="_ _0"></span>31 <span class="_ _0"></span>grudnia <span class="_ _0"></span><span class="ls3">202</span>4<span class="_ _0"></span> </span></span></div><div class="t m0 x24 h4 y255 ff3 fs0 fc0 sc0 ls0 ws0">roku <span class="ff7">–</span> <span class="ls3">54</span>.000 PLN, </div><div class="t m0 x14 h7 y256 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">badanie <span class="_ _0"></span>skonsolidowanego <span class="_ _0"></span>sprawo<span class="_ _0"></span>zdania <span class="_ _0"></span>finansowego <span class="_ _0"></span>za <span class="_ _0"></span>okres <span class="_ _0"></span>o<span class="_ _0"></span>d <span class="_ _0"></span>1 <span class="_ _0"></span>stycznia <span class="_ _9"></span><span class="ls3">202</span>5 <span class="_ _0"></span>roku <span class="_ _0"></span>do <span class="_ _9"></span>dnia <span class="_ _0"></span>31 <span class="_ _0"></span>grudnia <span class="_ _0"></span><span class="ls3">202</span>5<span class="_ _0"></span> </span></span></div><div class="t m0 x24 h4 y257 ff3 fs0 fc0 sc0 ls0 ws0">roku <span class="ff7">–</span> <span class="ls3">54</span>.000 PLN. </div><div class="t m0 x1 h4 y258 ff7 fs0 fc0 sc0 ls0 ws0">Łączna wysokość wynagrodzenia należnego B<span class="ff3">-think Audit Sp. z o.o. wynosi <span class="ls3">19</span>6.<span class="ls3">000 </span>PLN. </span></div><div class="t m0 x1 h4 y259 ff3 fs0 fc0 sc0 ls0 ws0">Um<span class="ff7">owa z Audytorem przewiduje również wynagrodzenie z tytułu wykonania oceny sprawozdania o w<span class="_ _0"></span>ynagrodzeniach za rok </span></div><div class="t m0 x1 h4 y2cd ff3 fs0 fc0 sc0 ls3 ws0">202<span class="ls0">4 i 2025<span class="ff7">. Wynagrodzenie należ</span>na za wykonanie oceny w danym roku wynosi 8 tys. PLN. </span></div><div class="t m0 x1 h4 y284 ff7 fs0 fc0 sc0 ls0 ws0">Przy <span class="_ _19"> </span>wyborze <span class="_ _19"> </span>biegłego <span class="_ _1a"> </span>rewidenta <span class="_ _19"> </span>uwzględniono <span class="_ _19"> </span>spełnienie <span class="_ _19"> </span>warunku <span class="_ _1a"> </span>w<span class="_ _0"></span>yrażenia <span class="_ _19"> </span>bezstronnej <span class="_ _19"> </span>i <span class="_ _19"> </span>niezależnej <span class="_ _1a"> </span>opinii <span class="_ _19"> </span>o<span class="_ _0"></span> </div><div class="t m0 x1 h4 y285 ff3 fs0 fc0 sc0 ls0 ws0">sprawozdaniu fin<span class="_ _1"></span>ansowym, zgodnie <span class="_ _14"></span>z<span class="_ _0"></span> <span class="ff7">art. 66 <span class="_ _1"></span>ust. 2 <span class="_ _1"></span>ustawy z <span class="_ _1"></span>dnia <span class="_ _1"></span>29 września <span class="_ _1"></span>1994 r. <span class="_ _1"></span>o rachun<span class="_ _1"></span>kowości (tj. Dz.U. <span class="_ _1"></span>z <span class="ff3 ls3">202<span class="ls0">3 r. <span class="_ _14"></span>poz. </span></span></span></div><div class="t m0 x1 h4 y286 ff3 fs0 fc0 sc0 ls3 ws0">120<span class="ls28">).<span class="ls0"> </span></span></div><div class="t m0 x1 h2 y4bf ff1 fs0 fc0 sc0 ls0 ws0">Tabela <span class="ls3">12</span>. Wynagrodzenie podmiotu up<span class="_ _1"></span>rawnionego do badania sprawozdania finansowego<span class="_ _0"></span> </div></div><div class="c x1 y4c0 w35 h4a"><div class="t m0 xc h2 y4c1 ff1 fs0 fc1 sc0 ls9 ws0">  <span class="ff2 ls0">Wyszczególnienie<span class="ff1"> </span></span><span class="ff3">  <span class="ls0"> </span></span></div></div><div class="c xab y4c0 w36 h4a"><div class="t m0 x20 h2 y4c2 ff1 fs0 fc1 sc0 ls0 ws0">od 01.01 do </div><div class="t m0 x54 h2 y1d8 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">4 </span></div></div><div class="c xac y4c0 w36 h4a"><div class="t m0 x20 h2 y4c2 ff1 fs0 fc1 sc0 ls0 ws0">od 01.01 do </div><div class="t m0 x54 h2 y1d8 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">3 </span></div></div><div class="c x1 y4c3 w35 ha"><div class="t m0 xa0 h4 yea ff7 fs0 fc0 sc0 ls0 ws0">Badanie rocznych sprawozdań finansowych<span class="ff3"> </span></div></div><div class="c xab y4c3 w36 ha"><div class="t m0 x11 h4 yea ff3 fs0 fc0 sc0 ls0 ws0">98 </div></div><div class="c xac y4c3 w36 ha"><div class="t m0 x11 h4 yea ff3 fs0 fc0 sc0 ls3 ws0">68<span class="ls0"> </span></div></div><div class="c x1 y4c4 w35 h4b"><div class="t m0 xa0 h4 y4c5 ff7 fs0 fc0 sc0 ls0 ws0">Przegląd sprawozdań finansowych<span class="ff3"> </span></div></div><div class="c xab y4c4 w36 h4b"><div class="t m0 x11 h4 y4c5 ff3 fs0 fc0 sc0 ls3 ws0">66<span class="ls0"> </span></div></div><div class="c xac y4c4 w36 h4b"><div class="t m0 x11 h4 y4c5 ff3 fs0 fc0 sc0 ls3 ws0">46<span class="ls0"> </span></div></div><div class="c x1 y4c6 w35 h4c"><div class="t m0 xa0 h4 y371 ff3 fs0 fc0 sc0 ls0 ws0">Doradztwo podatkowe </div></div><div class="c xab y4c6 w36 h4c"><div class="t m0 xad h4 y371 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xac y4c6 w36 h4c"><div class="t m0 xad h4 y371 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4c7 w35 h4b"><div class="t m0 xa0 h4 y4c5 ff7 fs0 fc0 sc0 ls0 ws0">Pozostałe usługi<span class="ff3"> </span></div></div><div class="c xab y4c7 w36 h4b"><div class="t m0 xae h4 y4c5 ff3 fs0 fc0 sc0 ls0 ws0">8 </div></div><div class="c xac y4c7 w36 h4b"><div class="t m0 xae h4 y4c5 ff3 fs0 fc0 sc0 ls0 ws0">6 </div></div><div class="c x1 y4c8 w35 h4d"><div class="t m0 xa0 h2 y18d ff1 fs0 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xab y4c8 w36 h4d"><div class="t m0 x7f h2 y18d ff1 fs0 fc0 sc0 ls0 ws0">1<span class="ls3">72</span> </div></div><div class="c xac y4c8 w36 h4d"><div class="t m0 x7f h2 y18d ff1 fs0 fc0 sc0 ls3 ws0">120<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hb y4c9 ff5 fs3 fc0 sc0 ls0 ws0">Źródło: Emiten<span class="_ _1"></span>t<span class="ff6"> </span></div><div class="t m0 x1 h2 y4ca ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _10"> </span> </div></div></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">38</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h2 ya4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y4cb ff2 fs0 fc0 sc0 ls0 ws0">Rozdział VII: Przegląd sytuacji finansowej Emitenta oraz Grupy Kapitałowej TESGAS<span class="ff1"> </span></div><div class="t m0 x1 hf y4cc ff1 fs0 fc0 sc0 ls3 ws0">1.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Rachunek zysków i strat<span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y4cd ff1 fs0 fc0 sc0 ls0 ws0">Tabela <span class="ls3">13</span><span class="ff2">. Dynamika poszczególnych pozycji rachunku<span class="_ _1"></span> zysków i strat TESGAS S.A.<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c x11 y4ce w37 h4e"><div class="t m0 xc h2 y175 ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c xaf y4ce w38 h4e"><div class="t m0 xb0 h2 ye6 ff1 fs0 fc1 sc0 ls0 ws0">Za okres 12 </div><div class="t m0 x27 h2 ye4 ff2 fs0 fc1 sc0 ls0 ws0">miesięcy </div><div class="t m0 xb1 h2 ye7 ff2 fs0 fc1 sc0 ls0 ws0">zakończony <span class="ff1"> </span></div><div class="t m0 x53 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">31 grudnia <span class="ls3">202</span>4 </div></div><div class="c xb2 y4ce w39 h4e"><div class="t m0 xb0 h2 ye6 ff1 fs0 fc1 sc0 ls0 ws0">Za okres <span class="ls3">12 </span></div><div class="t m0 x27 h2 ye4 ff2 fs0 fc1 sc0 ls0 ws0">miesięcy </div><div class="t m0 xb1 h2 ye7 ff2 fs0 fc1 sc0 ls0 ws0">zakończony <span class="ff1"> </span></div><div class="t m0 x53 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">31 grudnia <span class="ls3">202</span>3 </div></div><div class="c xb3 y4ce w39 h4e"><div class="t m0 x38 h2 ye6 ff2 fs0 fc1 sc0 ls0 ws0">Wskaźnik </div><div class="t m0 x1a h2 ye4 ff1 fs0 fc1 sc0 ls0 ws0">dynamiki w % </div><div class="t m0 x20 h2 ye7 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">3<span class="ls4">= </span></span></div><div class="t m0 xb4 h2 ye8 ff1 fs0 fc1 sc0 ls3 ws0">100%<span class="ls0"> </span></div></div><div class="c x11 y4cf w37 h24"><div class="t m0 xb5 h2 y18e ff2 fs0 fc0 sc0 ls0 ws0">Przychody ze sprzedaży<span class="ff1"> </span></div></div><div class="c xaf y4cf w38 h24"><div class="t m0 x1c h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">55 206<span class="ls0"> </span></div></div><div class="c xb2 y4cf w39 h24"><div class="t m0 x1c h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">93 969<span class="ls0"> </span></div></div><div class="c xb3 y4cf w39 h24"><div class="t m0 x34 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">-41,3% </div></div><div class="c x11 y4d0 w37 h4f"><div class="t m0 xb5 h2 y18e ff2 fs0 fc0 sc0 ls0 ws0">Koszt własny sprzedaży<span class="ff1"> </span></div></div><div class="c xaf y4d0 w38 h4f"><div class="t m0 x1c h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">43 <span class="ls3">859</span> </div></div><div class="c xb2 y4d0 w39 h4f"><div class="t m0 x1c h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">77 871<span class="ls0"> </span></div></div><div class="c xb3 y4d0 w39 h4f"><div class="t m0 x34 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">-43,7% </div></div><div class="c x11 y1d3 w37 h24"><div class="t m0 xb5 h2 y18e ff2 fs0 fc0 sc0 ls0 ws0">Zysk (strata) brutto ze sprzedaży<span class="ff1"> </span></div></div><div class="c xaf y1d3 w38 h24"><div class="t m0 x1c h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">11 347<span class="ls0"> </span></div></div><div class="c xb2 y1d3 w39 h24"><div class="t m0 x1c h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">16 098<span class="ls0"> </span></div></div><div class="c xb3 y1d3 w39 h24"><div class="t m0 x34 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">-2<span class="ls3">9,</span>5% </div></div><div class="c x11 y4d1 w37 h4f"><div class="t m0 xb5 h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Koszty sprzedaży<span class="ff3"> </span></div></div><div class="c xaf y4d1 w38 h4f"><div class="t m0 xb6 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xb2 y4d1 w39 h4f"><div class="t m0 xb6 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xb3 y4d1 w39 h4f"><div class="t m0 xb6 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x11 y4d2 w37 h50"><div class="t m0 xb5 h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Koszty ogólnego zarządu<span class="ff3"> </span></div></div><div class="c xaf y4d2 w38 h50"><div class="t m0 xb4 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">8 195<span class="ls0"> </span></div></div><div class="c xb2 y4d2 w39 h50"><div class="t m0 xb4 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">8 990<span class="ls0"> </span></div></div><div class="c xb3 y4d2 w39 h50"><div class="t m0 x36 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">-8<span class="ls8">,8</span>% </div></div><div class="c x11 y4d3 w37 h24"><div class="t m0 xb5 h4 y113 ff7 fs0 fc0 sc0 ls0 ws0">Pozostałe przychody operacyjne<span class="ff3"> </span></div></div><div class="c xaf y4d3 w38 h24"><div class="t m0 x23 h4 y113 ff3 fs0 fc0 sc0 ls3 ws0">147<span class="ls0"> </span></div></div><div class="c xb2 y4d3 w39 h24"><div class="t m0 x23 h4 y113 ff3 fs0 fc0 sc0 ls3 ws0">467<span class="ls0"> </span></div></div><div class="c xb3 y4d3 w39 h24"><div class="t m0 x34 h4 y113 ff3 fs0 fc0 sc0 ls0 ws0">-<span class="ls3">68</span>,5% </div></div><div class="c x11 y4d4 w37 h24"><div class="t m0 xb5 h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Pozostałe koszty operacyjne<span class="ff3"> </span></div></div><div class="c xaf y4d4 w38 h24"><div class="t m0 x23 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">837<span class="ls0"> </span></div></div><div class="c xb2 y4d4 w39 h24"><div class="t m0 xb4 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">1 652<span class="ls0"> </span></div></div><div class="c xb3 y4d4 w39 h24"><div class="t m0 x34 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">-4<span class="ls3">9,</span>3% </div></div><div class="c x11 y4d5 w37 h24"><div class="t m0 xb5 h2 y18e ff2 fs0 fc0 sc0 ls0 ws0">Zysk (strata) z działalności operacyjnej<span class="ff1"> </span></div></div><div class="c xaf y4d5 w38 h24"><div class="t m0 xb4 h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">2 461<span class="ls0"> </span></div></div><div class="c xb2 y4d5 w39 h24"><div class="t m0 xb4 h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">5 923<span class="ls0"> </span></div></div><div class="c xb3 y4d5 w39 h24"><div class="t m0 x34 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ls3">58</span>,5% </div></div><div class="c x11 y4d6 w37 h4f"><div class="t m0 xb5 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">Przychody finansowe </div></div><div class="c xaf y4d6 w38 h4f"><div class="t m0 xb4 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">1 997<span class="ls0"> </span></div></div><div class="c xb2 y4d6 w39 h4f"><div class="t m0 xb4 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">1 442<span class="ls0"> </span></div></div><div class="c xb3 y4d6 w39 h4f"><div class="t m0 x59 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">3<span class="ls3">8,</span>5% </div></div><div class="c x11 y4d7 w37 h24"><div class="t m0 xb5 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">Koszty finansowe </div></div><div class="c xaf y4d7 w38 h24"><div class="t m0 x23 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">775<span class="ls0"> </span></div></div><div class="c xb2 y4d7 w39 h24"><div class="t m0 x23 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">951<span class="ls0"> </span></div></div><div class="c xb3 y4d7 w39 h24"><div class="t m0 x34 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">-<span class="ls3">18</span>,5% </div></div><div class="c x11 y4d8 w37 h24"><div class="t m0 xb5 h2 y113 ff1 fs0 fc0 sc0 ls0 ws0">Zysk (strata) przed opodatkowaniem </div></div><div class="c xaf y4d8 w38 h24"><div class="t m0 xb4 h2 y113 ff1 fs0 fc0 sc0 ls3 ws0">3 683<span class="ls0"> </span></div></div><div class="c xb2 y4d8 w39 h24"><div class="t m0 xb4 h2 y113 ff1 fs0 fc0 sc0 ls3 ws0">6 415<span class="ls0"> </span></div></div><div class="c xb3 y4d8 w39 h24"><div class="t m0 x34 h2 y113 ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ls3">42</span>,6% </div></div><div class="c x11 y4d9 w37 h24"><div class="t m0 xb5 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">Podatek dochodowy </div></div><div class="c xaf y4d9 w38 h24"><div class="t m0 x23 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">742<span class="ls0"> </span></div></div><div class="c xb2 y4d9 w39 h24"><div class="t m0 xb4 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">1 513<span class="ls0"> </span></div></div><div class="c xb3 y4d9 w39 h24"><div class="t m0 x34 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">-<span class="ls3">50</span>,9% </div></div><div class="c x11 y4da w37 h24"><div class="t m0 xb5 h2 y18e ff2 fs0 fc0 sc0 ls0 ws0">Zysk (strata) netto z działalności kontynuowanej<span class="ff1"> </span></div></div><div class="c xaf y4da w38 h24"><div class="t m0 xb4 h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">2 941<span class="ls0"> </span></div></div><div class="c xb2 y4da w39 h24"><div class="t m0 xb4 h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">4 902<span class="ls0"> </span></div></div><div class="c xb3 y4da w39 h24"><div class="t m0 x34 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ls3">40</span>,0% </div></div><div class="c x11 yee w37 h4f"><div class="t m0 xb5 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">Zysk (strata) netto </div></div><div class="c xaf yee w38 h4f"><div class="t m0 xb4 h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">2 941<span class="ls0"> </span></div></div><div class="c xb2 yee w39 h4f"><div class="t m0 xb4 h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">4 902<span class="ls0"> </span></div></div><div class="c xb3 yee w39 h4f"><div class="t m0 x34 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ls3">40</span>,0% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hd y4db ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff6"> </span></div><div class="t m0 x1 h4 y4dc ff7 fs0 fc0 sc0 ls0 ws0">Przychody ze <span class="_ _14"></span>sprzedaży TESGAS<span class="_ _1"></span> <span class="_ _1"></span>S.A. <span class="_ _1"></span>wyniosły <span class="_ _1"></span>w <span class="_ _14"></span>o<span class="_ _0"></span>kresie <span class="_ _14"></span>12 miesię<span class="_ _1"></span>cy zakończonym <span class="_ _1"></span>31 <span class="_ _1"></span>grudni<span class="_ _1"></span>a <span class="ff3 ls3">202<span class="ls0">4 roku<span class="_ _1"></span> 55.206 <span class="_ _14"></span><span class="ff7">tys. PLN <span class="_ _14"></span>i były </span></span></span></div><div class="t m0 x1 h4 y4dd ff3 fs0 fc0 sc0 lsd ws0">o <span class="ls0">41,3<span class="ls2">% </span><span class="ff7">niż</span>sze <span class="ff7">aniżeli<span class="_ _1"></span> przychody w okresie <span class="ff3 ls3">202<span class="ls0">3 roku. </span></span></span></span></div><div class="t m0 x1 h4 y195 ff7 fs0 fc0 sc0 ls0 ws0">Przyczyną <span class="_ _9"></span><span class="ff3">spadku<span class="_ _1"></span> <span class="_ _0"></span><span class="ff7">przychodów <span class="_ _9"></span>ze <span class="_ _0"></span>sprzedaży <span class="_ _0"></span></span><span class="ls2">w <span class="_ _9"></span><span class="ls3">202</span></span>4 <span class="_ _0"></span><span class="ff7">roku <span class="_ _9"></span>była</span> <span class="_ _0"></span><span class="ff7">mniejsza <span class="_ _0"></span>ilość <span class="_ _9"></span></span>pozyskiwanych <span class="_ _0"></span><span class="ff7">kontraktów</span><span class="fsa"> <span class="_ _0"></span></span>o<span class="_ _0"></span>raz <span class="_ _0"></span>wczesnej <span class="_ _0"></span>fazy </span></div><div class="t m0 x1 h4 y196 ff7 fs0 fc0 sc0 ls0 ws0">realizacji zleceń rozpoczętych na początku roku<span class="ff3">. </span></div><div class="t m0 x1 h4 y4de ff7 fs0 fc0 sc0 ls0 ws0">Koszt <span class="_ _9"></span>własny <span class="_ _9"></span>sprzedaży <span class="_ _9"></span>w <span class="_ _9"></span><span class="ff3 ls3">202<span class="ls0">4 <span class="_ _9"></span></span></span>roku <span class="_ _9"></span>kształtował<span class="_ _0"></span> <span class="_ _9"></span>się <span class="_ _9"></span>na <span class="_ _9"></span>poziomie <span class="_ _9"></span><span class="ff3 ls3">43<span class="ls0">.8</span>59<span class="ls0"> <span class="_ _9"></span></span></span>tys. <span class="_ _9"></span>PLN <span class="_ _9"></span>i <span class="_ _9"></span>był <span class="_ _9"></span>o <span class="_ _9"></span><span class="ff3 ls3">43<span class="ls0">,7%<span class="_ _0"></span> <span class="_ _9"></span></span></span>niższy <span class="_ _9"></span>od <span class="_ _9"></span>kosztu <span class="_ _9"></span>własnego </div><div class="t m0 x1 h4 y4df ff7 fs0 fc0 sc0 ls0 ws0">sprzedaży <span class="_ _14"></span>w okresie <span class="_ _14"></span>poprzednim. <span class="ff3">Oznacza <span class="_ _1"></span>to <span class="_ _1"></span>wzrost <span class="_ _14"></span><span class="ff7">rentowności <span class="_ _1"></span>w <span class="_ _1"></span>porównaniu <span class="_ _14"></span>do <span class="_ _1"></span>analogicznego <span class="_ _14"></span>o<span class="_ _0"></span>kresu <span class="_ _1"></span>roku <span class="_ _14"></span>poprzedniego<span class="_ _0"></span><span class="ff3 ls5">. <span class="ls0"> <span class="_ _0"></span> </span></span></span></span></div><div class="t m0 x1 h4 y4e0 ff7 fs0 fc0 sc0 ls0 ws0">Koszty ogólnego zarządu spadły<span class="ff3"> w prezentowanym okresie o 8,8%.  </span></div><div class="t m0 x1 h4 y1be ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _1"></span>pozostałej d<span class="_ _1"></span>ziałalności <span class="_ _14"></span>o<span class="_ _0"></span>peracyjne<span class="_ _1"></span>j S<span class="_ _1"></span>półka osi<span class="_ _1"></span>ągnęła stratę<span class="_ _1"></span><span class="ff3"> w <span class="_ _14"></span>kwocie <span class="ls3">690</span> <span class="_ _14"></span>tys. P<span class="_ _1"></span>LN, <span class="ff7">bę<span class="_ _1"></span>dący <span class="_ _1"></span>głównie <span class="_ _14"></span>efektem <span class="ff3">naliczonej <span class="_ _14"></span>kary </span></span></span></div><div class="t m0 x1 h4 y4e1 ff3 fs0 fc0 sc0 ls0 ws0">umownej. <span class="_ _9"></span>N<span class="ff7">a <span class="_ _0"></span>działalności <span class="_ _9"></span>finansowej <span class="_ _9"></span></span>wygenerowano <span class="_ _9"></span>zysk <span class="_ _9"></span>w <span class="_ _9"></span>kwocie <span class="_ _0"></span>1.222 <span class="_ _9"></span>tys. <span class="_ _9"></span>PLN, <span class="_ _9"></span><span class="ff7">któr</span>y <span class="_ _0"></span><span class="ff7">w<span class="_ _0"></span>ynikała <span class="_ _9"></span>głównie</span> <span class="_ _0"></span><span class="ls2">z <span class="_ _9"></span></span>otrzymanych </div><div class="t m0 x1 h4 y4e2 ff3 fs0 fc0 sc0 ls0 ws0">odsetek bankowych oraz <span class="ff7">otrzymanej dywidendy od jednostki zależnej</span>. </div><div class="t m0 x1 h4 y4e3 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y4e4 ff1 fs0 fc0 sc0 ls0 ws0">Tabela <span class="ls3">14</span><span class="ff2">. Dynamika poszczególnych pozycji rachunku<span class="_ _1"></span> zysków i strat Grupy Kapitałowej TESGAS<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c x11 y453 w37 h51"><div class="t m0 xc h2 y4e5 ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c xaf y453 w38 h51"><div class="t m0 xb0 h2 y4e6 ff1 fs0 fc1 sc0 ls0 ws0">Za okres 12 </div><div class="t m0 x27 h2 y4e7 ff2 fs0 fc1 sc0 ls0 ws0">miesięcy </div><div class="t m0 xb1 h2 y16f ff2 fs0 fc1 sc0 ls0 ws0">zakończony <span class="ff1"> </span></div><div class="t m0 x53 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">31 grudnia <span class="ls3">202</span>4 </div></div><div class="c xb2 y453 w39 h51"><div class="t m0 xb0 h2 y4e6 ff1 fs0 fc1 sc0 ls0 ws0">Za okres <span class="ls3">12 </span></div><div class="t m0 x27 h2 y4e7 ff2 fs0 fc1 sc0 ls0 ws0">miesięcy </div><div class="t m0 xb1 h2 y16f ff2 fs0 fc1 sc0 ls0 ws0">zakończony <span class="ff1"> </span></div><div class="t m0 x53 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">31 grudnia <span class="ls3">202</span>3 </div></div><div class="c xb3 y453 w39 h51"><div class="t m0 x38 h2 y4e6 ff2 fs0 fc1 sc0 ls0 ws0">Wskaźnik </div><div class="t m0 x1a h2 y4e7 ff1 fs0 fc1 sc0 ls0 ws0">dynamiki w % </div><div class="t m0 x20 h2 y16f ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">3<span class="ls4">= </span></span></div><div class="t m0 xb4 h2 ye8 ff1 fs0 fc1 sc0 ls3 ws0">100%<span class="ls0"> </span></div></div><div class="c x11 y4e8 w37 h24"><div class="t m0 xb5 h2 y18e ff2 fs0 fc0 sc0 ls0 ws0">Przychody ze sprzedaży<span class="ff1"> </span></div></div><div class="c xaf y4e8 w38 h24"><div class="t m0 x1c h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">80 065<span class="ls0"> </span></div></div><div class="c xb2 y4e8 w39 h24"><div class="t m0 x44 h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">140 404<span class="ls0"> </span></div></div><div class="c xb3 y4e8 w39 h24"><div class="t m0 x34 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">-43,0% </div></div><div class="c x11 y4e9 w37 h24"><div class="t m0 xb5 h2 y18e ff2 fs0 fc0 sc0 ls0 ws0">Koszt własny sprzedaży<span class="ff1"> </span></div></div><div class="c xaf y4e9 w38 h24"><div class="t m0 x1c h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">65 338<span class="ls0"> </span></div></div><div class="c xb2 y4e9 w39 h24"><div class="t m0 x44 h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">116 488<span class="ls0"> </span></div></div><div class="c xb3 y4e9 w39 h24"><div class="t m0 x34 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">-43,9% </div></div><div class="c x11 y4ea w37 h4f"><div class="t m0 xb5 h2 y18e ff2 fs0 fc0 sc0 ls0 ws0">Zysk (strata) brutto ze sprzedaży<span class="ff1"> </span></div></div><div class="c xaf y4ea w38 h4f"><div class="t m0 x1c h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">14 728<span class="ls0"> </span></div></div><div class="c xb2 y4ea w39 h4f"><div class="t m0 x1c h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">23 916 <span class="ls0"> </span></div></div><div class="c xb3 y4ea w39 h4f"><div class="t m0 x34 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">-38,4% </div></div><div class="c x11 y4eb w37 h24"><div class="t m0 xb5 h4 y4ec ff7 fs0 fc0 sc0 ls0 ws0">Koszty sprzedaży<span class="ff3"> </span></div></div><div class="c xaf y4eb w38 h24"><div class="t m0 xb4 h4 y4ec ff3 fs0 fc0 sc0 ls3 ws0">2 603 <span class="ls0"> </span></div></div><div class="c xb2 y4eb w39 h24"><div class="t m0 xb4 h4 y4ec ff3 fs0 fc0 sc0 ls3 ws0">3 365 <span class="ls0"> </span></div></div><div class="c xb3 y4eb w39 h24"><div class="t m0 x34 h4 y4ec ff3 fs0 fc0 sc0 ls0 ws0">-22,6% </div></div><div class="c x11 y4ed w37 h4f"><div class="t m0 xb5 h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Koszty ogólnego zarządu<span class="ff3"> </span></div></div><div class="c xaf y4ed w38 h4f"><div class="t m0 x1c h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">11 498 <span class="ls0"> </span></div></div><div class="c xb2 y4ed w39 h4f"><div class="t m0 x1c h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">12 701 <span class="ls0"> </span></div></div><div class="c xb3 y4ed w39 h4f"><div class="t m0 x36 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">-9,5% </div></div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">39</span> <span class="ls2">z <span class="ls3">68</span></span> </div></div><div class="c x11 y4ee w37 h51"><div class="t m0 xc h2 y175 ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c xaf y4ee w38 h51"><div class="t m0 xb0 h2 y4ef ff1 fs0 fc1 sc0 ls0 ws0">Za okres 12 </div><div class="t m0 x27 h2 ye4 ff2 fs0 fc1 sc0 ls0 ws0">miesięcy </div><div class="t m0 xb1 h2 y16f ff2 fs0 fc1 sc0 ls0 ws0">zakończony <span class="ff1"> </span></div><div class="t m0 x53 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">31 grudnia <span class="ls3">202</span>4 </div></div><div class="c xb2 y4ee w39 h51"><div class="t m0 xb0 h2 y4ef ff1 fs0 fc1 sc0 ls0 ws0">Za okres <span class="ls3">12 </span></div><div class="t m0 x27 h2 ye4 ff2 fs0 fc1 sc0 ls0 ws0">miesięcy </div><div class="t m0 xb1 h2 y16f ff2 fs0 fc1 sc0 ls0 ws0">zakończony <span class="ff1"> </span></div><div class="t m0 x53 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">31 grudnia <span class="ls3">202</span>3 </div></div><div class="c xb3 y4ee w39 h51"><div class="t m0 x38 h2 y4ef ff2 fs0 fc1 sc0 ls0 ws0">Wskaźnik </div><div class="t m0 x1a h2 ye4 ff1 fs0 fc1 sc0 ls0 ws0">dynamiki w % </div><div class="t m0 x20 h2 y16f ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">3<span class="ls4">= </span></span></div><div class="t m0 xb4 h2 ye8 ff1 fs0 fc1 sc0 ls3 ws0">100%<span class="ls0"> </span></div></div><div class="c x11 y4f0 w37 h24"><div class="t m0 xb5 h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Pozostałe przychody operacyjne<span class="ff3"> </span></div></div><div class="c xaf y4f0 w38 h24"><div class="t m0 x23 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">341 <span class="ls0"> </span></div></div><div class="c xb2 y4f0 w39 h24"><div class="t m0 x23 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">763 <span class="ls0"> </span></div></div><div class="c xb3 y4f0 w39 h24"><div class="t m0 x34 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">-55,3% </div></div><div class="c x11 y4f1 w37 h24"><div class="t m0 xb5 h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Pozostałe koszty operacyjne<span class="ff3"> </span></div></div><div class="c xaf y4f1 w38 h24"><div class="t m0 xb4 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">1 162 <span class="ls0"> </span></div></div><div class="c xb2 y4f1 w39 h24"><div class="t m0 xb4 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">1 851 <span class="ls0"> </span></div></div><div class="c xb3 y4f1 w39 h24"><div class="t m0 x34 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">-37,2% </div></div><div class="c x11 y4f2 w37 h4f"><div class="t m0 xb5 h2 y18e ff2 fs0 fc0 sc0 ls0 ws0">Zysk (strata) z działalności operacyjnej<span class="ff1"> </span></div></div><div class="c xaf y4f2 w38 h4f"><div class="t m0 xb4 h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">2 461 <span class="ls0"> </span></div></div><div class="c xb2 y4f2 w39 h4f"><div class="t m0 xb4 h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">6 762<span class="ls0"> </span></div></div><div class="c xb3 y4f2 w39 h4f"><div class="t m0 x34 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">-63,6% </div></div><div class="c x11 y4f3 w37 h24"><div class="t m0 xb5 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">Przychody finansowe </div></div><div class="c xaf y4f3 w38 h24"><div class="t m0 xb4 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">1 19<span class="ls0">0  </span></div></div><div class="c xb2 y4f3 w39 h24"><div class="t m0 x23 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">742<span class="ls0"> </span></div></div><div class="c xb3 y4f3 w39 h24"><div class="t m0 x59 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">60<span class="ls0">,3% </span></div></div><div class="c x11 y4f4 w37 h4f"><div class="t m0 xb5 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">Koszty finansowe </div></div><div class="c xaf y4f4 w38 h4f"><div class="t m0 xb4 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">1 067<span class="ls0">  </span></div></div><div class="c xb2 y4f4 w39 h4f"><div class="t m0 xb4 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">1 301<span class="ls0"> </span></div></div><div class="c xb3 y4f4 w39 h4f"><div class="t m0 x34 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">-<span class="ls3">18</span>,0% </div></div><div class="c x11 y4f5 w37 h24"><div class="t m0 xb5 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">Zysk (strata) przed opodatkowaniem </div></div><div class="c xaf y4f5 w38 h24"><div class="t m0 xb4 h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">2 585 <span class="ls0"> </span></div></div><div class="c xb2 y4f5 w39 h24"><div class="t m0 xb4 h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">6 203<span class="ls0"> </span></div></div><div class="c xb3 y4f5 w39 h24"><div class="t m0 x34 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">-58,3% </div></div><div class="c x11 y4f6 w37 h24"><div class="t m0 xb5 h4 y113 ff3 fs0 fc0 sc0 ls0 ws0">Podatek dochodowy </div></div><div class="c xaf y4f6 w38 h24"><div class="t m0 x23 h4 y113 ff3 fs0 fc0 sc0 ls3 ws0">219 <span class="ls0"> </span></div></div><div class="c xb2 y4f6 w39 h24"><div class="t m0 xb4 h4 y113 ff3 fs0 fc0 sc0 ls3 ws0">1 883<span class="ls0"> </span></div></div><div class="c xb3 y4f6 w39 h24"><div class="t m0 x34 h4 y113 ff3 fs0 fc0 sc0 ls0 ws0">-88,4% </div></div><div class="c x11 y4f7 w37 h50"><div class="t m0 xb5 h2 y4f8 ff2 fs0 fc0 sc0 ls0 ws0">Zysk (strata) netto z działalności kontynuowanej<span class="ff1"> </span></div></div><div class="c xaf y4f7 w38 h50"><div class="t m0 xb4 h2 y4f8 ff1 fs0 fc0 sc0 ls3 ws0">2 365 <span class="ls0"> </span></div></div><div class="c xb2 y4f7 w39 h50"><div class="t m0 xb4 h2 y4f8 ff1 fs0 fc0 sc0 ls3 ws0">4 320<span class="ls0"> </span></div></div><div class="c xb3 y4f7 w39 h50"><div class="t m0 x34 h2 y4f8 ff1 fs0 fc0 sc0 ls0 ws0">-45,2% </div></div><div class="c x11 y4f9 w37 h24"><div class="t m0 xb5 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">Zysk (strata) netto: </div></div><div class="c xaf y4f9 w38 h24"><div class="t m0 x33 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">(291) </div></div><div class="c xb2 y4f9 w39 h24"><div class="t m0 xb4 h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">4 320<span class="ls0"> </span></div></div><div class="c xb3 y4f9 w39 h24"><div class="t m0 x44 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">-106,7% </div></div><div class="c x11 y4fa w37 h4f"><div class="t m0 xb5 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0"> - <span class="ff7">przypadający akcjonariuszom podmiotu dominującego</span> </div></div><div class="c xaf y4fa w38 h4f"><div class="t m0 x33 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">(202) </div></div><div class="c xb2 y4fa w39 h4f"><div class="t m0 xb4 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">4 272<span class="ls0"> </span></div></div><div class="c xb3 y4fa w39 h4f"><div class="t m0 x44 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">-104,7% </div></div><div class="c x11 y4fb w37 h24"><div class="t m0 xb5 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0"> - <span class="ff7">przypadający podmiotom niekontrolującym</span> </div></div><div class="c xaf y4fb w38 h24"><div class="t m0 xb7 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">(89) </div></div><div class="c xb2 y4fb w39 h24"><div class="t m0 xb8 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">48<span class="ls0"> </span></div></div><div class="c xb3 y4fb w39 h24"><div class="t m0 x44 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">-287,6% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hd y4fc ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff6"> </span></div><div class="t m0 x1 h4 y4fd ff7 fs0 fc0 sc0 ls0 ws0">Przychody <span class="_ _1"></span>ze <span class="_ _14"></span>sprzedaży <span class="_ _1"></span>Grupy <span class="_ _14"></span>Kapitałowej <span class="_ _1"></span>TESGAS <span class="_ _14"></span>wyniosły w<span class="_ _1"></span> <span class="_ _14"></span>o<span class="_ _0"></span>kres<span class="_ _1"></span>ie <span class="_ _14"></span>12 mie<span class="_ _1"></span>sięcy <span class="_ _1"></span>zakończonym <span class="_ _1"></span>31 <span class="_ _14"></span>grudnia <span class="_ _1"></span><span class="ff3 ls3">202<span class="ls0">4 <span class="_ _14"></span>ro<span class="_ _0"></span>ku <span class="_ _14"></span><span class="ls3">80<span class="ls0">.</span>065<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h4 y30d ff7 fs0 fc0 sc0 ls0 ws0">tys. PLN i były o <span class="ff3 ls3">43<span class="ls8">,0<span class="ls2">% </span></span></span>niż<span class="ff3">sze </span>aniżel<span class="_ _1"></span>i przychody w <span class="ff3 ls3">202<span class="ls0">3 roku. </span></span></div><div class="t m0 x1 h4 y4fe ff7 fs0 fc0 sc0 ls0 ws0">Analizując osiągnięte przychody ze sprzedaży należy zauważyć, że ich <span class="ff3">spadek jest </span>spowodowany poniższymi <span class="ff3">czynnikami: </span></div><div class="t m0 x14 h7 y158 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">mn<span class="_ _1"></span>iejszą ilością <span class="ff3">realizowanych </span>zleceń wysokowartościowych związanych z budową gazociągów<span class="ff3">, </span></span></span></div><div class="t m0 x14 h7 y4ff ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">mn<span class="_ _1"></span>iejszą <span class="_ _0"></span>ilością <span class="_ _9"></span>nowych <span class="_ _9"></span>zleceń <span class="_ _9"></span>obróbczyc<span class="ff3 ls15">h <span class="_ _9"></span></span>pozyskanych <span class="_ _0"></span>przez <span class="_ _9"></span>spółkę <span class="_ _9"></span>zależną <span class="_ _9"></span>Stal <span class="_ _0"></span>Warsztat <span class="_ _9"></span>Sp. <span class="_ _0"></span>z <span class="_ _9"></span>o.o.<span class="_ _0"></span><span class="ff3">,<span class="_ _0"></span> <span class="_ _0"></span>w <span class="_ _9"></span>zakresie </span></span></span></div><div class="t m0 x24 h4 y500 ff3 fs0 fc0 sc0 ls2 ws0">wi<span class="ff7 ls0">elkogabarytowych elementów dla bran<span class="_ _1"></span>ży<span class="ff3"> automotive</span>, maszynowej oraz pojaz<span class="_ _0"></span>dów szynowych.<span class="ff3"> </span></span></div><div class="t m0 x14 h7 y501 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">m<span class="ff7">n<span class="_ _1"></span>iejszą <span class="_ _0"></span>ilością <span class="_ _9"></span>pozyskanych <span class="_ _0"></span>klientów <span class="_ _9"></span>w <span class="_ _0"></span>z<span class="_ _0"></span>akresie <span class="_ _0"></span>segmentu <span class="_ _0"></span>OZE<span class="_ _0"></span><span class="ff3"> <span class="_ _9"></span></span>co <span class="_ _9"></span>było <span class="_ _0"></span>efektem <span class="_ _0"></span>dużej <span class="_ _9"></span>konkurencji <span class="_ _0"></span>występującej </span></span></span></div><div class="t m0 x24 h4 y502 ff7 fs0 fc0 sc0 ls0 ws0">na <span class="_ _9"></span>rynku <span class="_ _9"></span>oraz <span class="_ _9"></span>wstrzymywanie <span class="_ _9"></span>decyzji <span class="_ _9"></span>inwestycyjnych <span class="_ _9"></span>klientów <span class="_ _9"></span>spowo<span class="_ _0"></span>dowanych <span class="_ _9"></span>niepewnością <span class="_ _0"></span>co<span class="_ _0"></span> <span class="_ _9"></span>do <span class="_ _9"></span>kontynuacji </div><div class="t m0 x24 h4 y503 ff7 fs0 fc0 sc0 ls0 ws0">wsparcia budowy instalacji fotowoltaicznych z programu „Mój Prąd”<span class="ff3"> .  </span></div><div class="t m0 x1 h4 y22f ff7 fs0 fc0 sc0 ls0 ws0">Koszt <span class="_ _9"></span>własny <span class="_ _9"></span>sprzedaży <span class="_ _9"></span>w <span class="_ _9"></span><span class="ff3 ls3">202<span class="ls0">4 <span class="_ _9"></span></span></span>roku <span class="_ _9"></span>kształtował<span class="_ _0"></span> <span class="_ _9"></span>się <span class="_ _9"></span>na <span class="_ _9"></span>poziomie <span class="_ _9"></span><span class="ff3 ls3">65<span class="ls0">.</span>338<span class="ls0"> <span class="_ _9"></span></span></span>tys. <span class="_ _9"></span>PLN <span class="_ _9"></span>i <span class="_ _9"></span>był <span class="_ _9"></span>o <span class="_ _9"></span><span class="ff3 ls3">43<span class="ls8">,9<span class="ls0">% <span class="_ _9"></span></span></span></span>niż<span class="ff3">szy <span class="_ _9"></span></span>o<span class="_ _0"></span>d <span class="_ _9"></span>kosztu <span class="_ _9"></span>własnego </div><div class="t m0 x1 h4 y504 ff7 fs0 fc0 sc0 ls0 ws0">sprzedaży <span class="_ _8"></span>w <span class="_ _8"></span>okresie <span class="_ _8"></span>poprzednim. <span class="_ _8"></span>Dynamika <span class="_ _8"></span>wzrostu <span class="_ _8"></span>przychodów <span class="_ _8"></span>ze <span class="_ _8"></span>sprzedaży <span class="_ _8"></span>była <span class="_ _5"> </span>wyższa <span class="_ _8"></span>niż <span class="_ _8"></span>dynamika <span class="_ _8"></span>wzrostu <span class="_ _8"></span>kosztu </div><div class="t m0 x1 h4 y505 ff7 fs0 fc0 sc0 ls0 ws0">własnego sprzedaży, co <span class="ff3">pozytywnie </span>przełożyło się na rentowność brutto sprzedaży w Grupie Kap<span class="_ _1"></span>itałowej TESGAS<span class="ff3">.<span class="_ _0"></span> </span></div><div class="t m0 x1 h4 y232 ff7 fs0 fc0 sc0 ls0 ws0">Koszty <span class="_ _0"></span>o<span class="_ _0"></span>gólnego <span class="_ _0"></span>zarządu <span class="_ _9"></span><span class="ff3">spad</span>ły <span class="_ _0"></span><span class="ff3">w <span class="_ _9"></span>prezentowanym <span class="_ _0"></span>okresie <span class="_ _0"></span>o<span class="_ _0"></span> <span class="_ _9"></span>9,5%. <span class="_ _9"></span>K</span>oszty <span class="_ _0"></span>sprzedaży <span class="_ _0"></span><span class="ff3">natomiast <span class="_ _9"></span></span>spadły <span class="_ _9"></span><span class="ff3">w <span class="_ _0"></span>stosunku <span class="_ _9"></span>do <span class="_ _0"></span>roku </span></div><div class="t m0 x1 h4 y506 ff3 fs0 fc0 sc0 ls0 ws0">poprzedniego <span class="lsd">o <span class="ls3">22</span></span>,6%. </div><div class="t m0 x1 h4 y234 ff7 fs0 fc0 sc0 ls0 ws0">Na pozostałej działalności operacyjne<span class="_ _1"></span>j Grupa odnotowała stratę<span class="ff3"> w kwocie 8<span class="ls3">21</span> tys</span>. PLN, natomiast na d<span class="_ _1"></span>ziałalności finansowej </div><div class="t m0 x1 h4 y507 ff3 fs0 fc0 sc0 ls0 ws0">zysk <span class="ls2">w <span class="_ _0"></span></span>wysoko<span class="_ _0"></span><span class="ff7">ści </span><span class="ls3">123</span> <span class="_ _0"></span>tys. <span class="_ _0"></span>PLN. <span class="_ _0"></span><span class="ff7">Strata <span class="_ _0"></span>na <span class="_ _0"></span>pozostałej <span class="_ _0"></span>działalności op<span class="_ _0"></span>eracyjnej jest <span class="_ _0"></span>głównie <span class="_ _0"></span>efektem <span class="_ _9"></span></span>naliczonej kary <span class="_ _0"></span>umownej. </div><div class="t m0 x1 h4 y236 ff3 fs0 fc0 sc0 ls0 ws0">Natomiast <span class="_ _9"></span>zysk <span class="_ _9"></span><span class="ff7">na <span class="_ _8"></span>działalności <span class="_ _9"></span>finansowej <span class="_ _8"></span>wynika <span class="_ _9"></span>głównie <span class="_ _9"></span>z <span class="_ _8"></span></span>otrzymanych <span class="_ _9"></span>odsetek <span class="_ _8"></span>bankowych <span class="_ _9"></span><span class="ff7">c<span class="_ _0"></span>o <span class="_ _9"></span>przełożyło <span class="_ _9"></span>się <span class="_ _9"></span>na <span class="_ _8"></span>wzrost </span></div><div class="t m0 x1 h4 y4e0 ff7 fs0 fc0 sc0 ls0 ws0">przychodów <span class="ff3">finansowych.  </span></div><div class="t m0 x1 h2 y238 ff3 fs0 fc0 sc0 ls0 ws0"> <span class="_ _10"> </span><span class="ff1"> </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 xb y3f w4 h9" alt="" 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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">40</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h2 y47 ff1 fs0 fc0 sc0 ls0 ws0">Rysunek <span class="ls3">10</span><span class="ff2">. Poszczególne poziomy zysków TESGAS S.A.</span> </div><div class="t m0 x1 h7 y508 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb9 h7 y185 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y509 ff3 fs0 fc0 sc0 ls0 ws0">  <span class="ff5">Źródło: Emitent<span class="ff6"> </span></span></div><div class="t m0 x1 h4 y50a ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y50b ff1 fs0 fc0 sc0 ls0 ws0">Rysunek <span class="ls3">11</span><span class="ff2">. Poszczególne poziomy zysków Grupy Kapitałowej TESGAS</span> </div><div class="t m0 x1 h7 y50c ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x77 h4 y4e0 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y50d ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yc6 ff3 fs0 fc0 sc0 ls0 ws0"> <span class="ff5">Źródło: Emitent<span class="ff6"> </span></span></div><div class="t m0 x1 h4 y50e ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y28f ff1 fs0 fc0 sc0 ls3 ws0">2.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Sytuacja majątkowa i finansowa (bi<span class="_ _1"></span>lans)<span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y424 ff1 fs0 fc0 sc0 ls0 ws0">Tabela <span class="ls3">15</span><span class="ff2">. Analiza sytuacji majątkowej TESGAS S.A.</span> </div></div><div class="c x1 y50f w3a h52"><div class="t m0 x58 h2 y16f ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c x95 y50f w3b h52"><div class="t m0 x53 h2 y16f ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">4 </span></div></div><div class="c xba y50f w3c h52"><div class="t m0 x53 h2 ye4 ff2 fs0 fc1 sc0 ls0 ws0">Wskaźnik </div><div class="t m0 xa h2 y16f ff1 fs0 fc1 sc0 ls0 ws0">struktury w </div><div class="t m0 x20 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c xbb y50f w3b h52"><div class="t m0 x53 h2 y16f ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">3 </span></div></div><div class="c xbc y50f w3d h52"><div class="t m0 x53 h2 ye4 ff2 fs0 fc1 sc0 ls0 ws0">Wskaźnik </div><div class="t m0 xa h2 y16f ff1 fs0 fc1 sc0 ls0 ws0">struktury w </div><div class="t m0 x20 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x1 y48d w3a h24"><div class="t m0 xa6 h2 y18e ff2 fs0 fc0 sc0 ls0 ws0">Aktywa trwałe  <span class="ff1"> </span></div></div><div class="c x95 y48d w3b h24"><div class="t m0 x54 h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">53 983 <span class="ls0"> </span></div></div><div class="c xba y48d w3c h24"><div class="t m0 x35 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">49,6% </div></div><div class="c xbb y48d w3b h24"><div class="t m0 x54 h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">54 158<span class="ls0"> </span></div></div><div class="c xbc y48d w3d h24"><div class="t m0 x35 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">48,8% </div></div><div class="c x1 y510 w3a h24"><div class="t m0 xa6 h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Wartości niematerialne<span class="ff3"> </span></div></div><div class="c x95 y510 w3b h24"><div class="t m0 xbd h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">43 <span class="ls0"> </span></div></div><div class="c xba y510 w3c h24"><div class="t m0 xbe h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">0,<span class="ls0">0% </span></div></div><div class="c xbb y510 w3b h24"><div class="t m0 xbd h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">58<span class="ls0"> </span></div></div><div class="c xbc y510 w3d h24"><div class="t m0 xbe h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">0,<span class="ls0">1% </span></div></div><div class="c x1 y511 w3a h4f"><div class="t m0 xbf h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Rzeczowe aktywa trwałe<span class="ff3"> </span></div></div><div class="c x95 y511 w3b h4f"><div class="t m0 x54 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">31 315 <span class="ls0"> </span></div></div><div class="c xba y511 w3c h4f"><div class="t m0 x35 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">28<span class="ls0">,8% </span></div></div><div class="c xbb y511 w3b h4f"><div class="t m0 x54 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">33 023<span class="ls0"> </span></div></div><div class="c xbc y511 w3d h4f"><div class="t m0 x35 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">29,8% </div></div><div class="c x1 y307 w3a h24"><div class="t m0 xbf h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Nieruchomości inwestycyjne<span class="ff3"> </span></div></div><div class="c x95 y307 w3b h24"><div class="t m0 xc0 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">3 661 <span class="ls0"> </span></div></div><div class="c xba y307 w3c h24"><div class="t m0 xbe h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">3,4% </div></div><div class="c xbb y307 w3b h24"><div class="t m0 xc0 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">3 764<span class="ls0"> </span></div></div><div class="c xbc y307 w3d h24"><div class="t m0 xbe h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">3,<span class="ls0">4% </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 xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">41</span> <span class="ls2">z <span class="ls3">68</span></span> </div></div><div class="c x1 y174 w3a h21"><div class="t m0 x58 h2 ye7 ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c x95 y174 w3b h21"><div class="t m0 x53 h2 ye7 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">4 </span></div></div><div class="c xba y174 w3c h21"><div class="t m0 x53 h2 ye4 ff2 fs0 fc1 sc0 ls0 ws0">Wskaźnik </div><div class="t m0 xa h2 ye7 ff1 fs0 fc1 sc0 ls0 ws0">struktury w </div><div class="t m0 x20 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c xbb y174 w3b h21"><div class="t m0 x53 h2 ye7 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">3 </span></div></div><div class="c xbc y174 w3d h21"><div class="t m0 x53 h2 ye4 ff2 fs0 fc1 sc0 ls0 ws0">Wskaźnik </div><div class="t m0 xa h2 ye7 ff1 fs0 fc1 sc0 ls0 ws0">struktury w </div><div class="t m0 x20 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x1 y512 w3a h24"><div class="t m0 xbf h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Inwestycje w jednostkach zależnych<span class="ff3"> </span></div></div><div class="c x95 y512 w3b h24"><div class="t m0 x54 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">12 352<span class="ls0">  </span></div></div><div class="c xba y512 w3c h24"><div class="t m0 x35 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">11,<span class="ls0">3% </span></div></div><div class="c xbb y512 w3b h24"><div class="t m0 x54 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">12 352<span class="ls0"> </span></div></div><div class="c xbc y512 w3d h24"><div class="t m0 x35 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">11,1% </div></div><div class="c x1 y513 w3a h4f"><div class="t m0 xbf h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Należności długoterminowe<span class="ff3"> </span></div></div><div class="c x95 y513 w3b h4f"><div class="t m0 x27 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">427 <span class="ls0"> </span></div></div><div class="c xba y513 w3c h4f"><div class="t m0 xbe h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">0,4% </div></div><div class="c xbb y513 w3b h4f"><div class="t m0 x27 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">428<span class="ls0"> </span></div></div><div class="c xbc y513 w3d h4f"><div class="t m0 xbe h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">0,<span class="ls0">4% </span></div></div><div class="c x1 y514 w3a h24"><div class="t m0 xbf h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Pozostałe długoterminowe aktywa finansowe<span class="ff3"> </span></div></div><div class="c x95 y514 w3b h24"><div class="t m0 xc0 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">4 240 <span class="ls0"> </span></div></div><div class="c xba y514 w3c h24"><div class="t m0 xbe h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">3,9% </div></div><div class="c xbb y514 w3b h24"><div class="t m0 xc0 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">1 624<span class="ls0"> </span></div></div><div class="c xbc y514 w3d h24"><div class="t m0 xbe h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">1,5% </div></div><div class="c x1 y515 w3a h4f"><div class="t m0 xbf h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Aktywa z tytułu odroczonego podatku dochodowego<span class="ff3"> </span></div></div><div class="c x95 y515 w3b h4f"><div class="t m0 xc0 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">1 945 <span class="ls0"> </span></div></div><div class="c xba y515 w3c h4f"><div class="t m0 xbe h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">1,8% </div></div><div class="c xbb y515 w3b h4f"><div class="t m0 xc0 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">2 909<span class="ls0"> </span></div></div><div class="c xbc y515 w3d h4f"><div class="t m0 xbe h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">2,6% </div></div><div class="c x1 y516 w3a h24"><div class="t m0 xbf h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">Aktywa obrotowe </div></div><div class="c x95 y516 w3b h24"><div class="t m0 x54 h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">54 857 <span class="ls0"> </span></div></div><div class="c xba y516 w3c h24"><div class="t m0 x35 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">50,4% </div></div><div class="c xbb y516 w3b h24"><div class="t m0 x54 h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">56 785<span class="ls0"> </span></div></div><div class="c xbc y516 w3d h24"><div class="t m0 x35 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">51,2% </div></div><div class="c x1 y517 w3a h53"><div class="t m0 xbf h4 y518 ff3 fs0 fc0 sc0 ls0 ws0">Zapasy </div></div><div class="c x95 y517 w3b h53"><div class="t m0 xc0 h4 y518 ff3 fs0 fc0 sc0 ls3 ws0">6 158 <span class="ls0"> </span></div></div><div class="c xba y517 w3c h53"><div class="t m0 xbe h4 y518 ff3 fs0 fc0 sc0 ls3 ws0">5,<span class="ls0">7% </span></div></div><div class="c xbb y517 w3b h53"><div class="t m0 xc0 h4 y518 ff3 fs0 fc0 sc0 ls3 ws0">6 194<span class="ls0"> </span></div></div><div class="c xbc y517 w3d h53"><div class="t m0 xbe h4 y518 ff3 fs0 fc0 sc0 ls0 ws0">5,6% </div></div><div class="c x1 y519 w3a h24"><div class="t m0 xbf h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Należności z tytułu umów o usługę budowlaną<span class="ff3"> </span></div></div><div class="c x95 y519 w3b h24"><div class="t m0 xc0 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">2 940 <span class="ls0"> </span></div></div><div class="c xba y519 w3c h24"><div class="t m0 xbe h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">2,7% </div></div><div class="c xbb y519 w3b h24"><div class="t m0 xc0 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">5 694<span class="ls0"> </span></div></div><div class="c xbc y519 w3d h24"><div class="t m0 xbe h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">5,1% </div></div><div class="c x1 y51a w3a h24"><div class="t m0 xbf h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Należności z tytułu dostaw i usług oraz pozostałe należności<span class="ff3"> </span></div></div><div class="c x95 y51a w3b h24"><div class="t m0 x54 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">16 745 <span class="ls0"> </span></div></div><div class="c xba y51a w3c h24"><div class="t m0 x35 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">15,4% </div></div><div class="c xbb y51a w3b h24"><div class="t m0 x54 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">14 365<span class="ls0"> </span></div></div><div class="c xbc y51a w3d h24"><div class="t m0 x35 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">12,9% </div></div><div class="c x1 ydf w3a h54"><div class="t m0 xbf h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Należności z tytułu bieżącego podatku dochodowego<span class="ff3"> </span></div></div><div class="c x95 ydf w3b h54"><div class="t m0 xc1 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xba ydf w3c h54"><div class="t m0 x44 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">0%<span class="ls0"> </span></div></div><div class="c xbb ydf w3b h54"><div class="t m0 xc1 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xbc ydf w3d h54"><div class="t m0 xbe h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">0,0% </div></div><div class="c x1 y51b w3a h24"><div class="t m0 xbf h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Pozostałe krótkoterminowe aktywa finansowe<span class="ff3"> </span></div></div><div class="c x95 y51b w3b h24"><div class="t m0 xc0 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">3 959 <span class="ls0"> </span></div></div><div class="c xba y51b w3c h24"><div class="t m0 xbe h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">3,6% </div></div><div class="c xbb y51b w3b h24"><div class="t m0 xc0 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">1 729<span class="ls0"> </span></div></div><div class="c xbc y51b w3d h24"><div class="t m0 xbe h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">1,6% </div></div><div class="c x1 y51c w3a h24"><div class="t m0 xbf h4 y113 ff7 fs0 fc0 sc0 ls0 ws0">Środki pieniężne i ich ekwiwalenty<span class="ff3"> </span></div></div><div class="c x95 y51c w3b h24"><div class="t m0 x54 h4 y113 ff3 fs0 fc0 sc0 ls3 ws0">25 055 <span class="ls0"> </span></div></div><div class="c xba y51c w3c h24"><div class="t m0 x35 h4 y113 ff3 fs0 fc0 sc0 ls3 ws0">23<span class="ls0">,0% </span></div></div><div class="c xbb y51c w3b h24"><div class="t m0 x54 h4 y113 ff3 fs0 fc0 sc0 ls3 ws0">28 804<span class="ls0"> </span></div></div><div class="c xbc y51c w3d h24"><div class="t m0 x35 h4 y113 ff3 fs0 fc0 sc0 ls0 ws0">26,0% </div></div><div class="c x1 y27a w3a h24"><div class="t m0 xa6 h2 y18e ff2 fs0 fc0 sc0 ls0 ws0">SUMA AKTYWÓW<span class="ff1"> </span></div></div><div class="c x95 y27a w3b h24"><div class="t m0 x1e h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">108 840 <span class="ls0"> </span></div></div><div class="c xba y27a w3c h24"><div class="t m0 xc2 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">100,0% </div></div><div class="c xbb y27a w3b h24"><div class="t m0 x1e h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">110 944<span class="ls0"> </span></div></div><div class="c xbc y27a w3d h24"><div class="t m0 xc2 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">100,0% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hd y9d ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff6"> </span></div><div class="t m0 x1 h4 y9e ff7 fs0 fc0 sc0 ls0 ws0">Suma bi<span class="_ _1"></span>lansowa TESGAS <span class="_ _1"></span>S.A. wynosiła <span class="_ _1"></span>na dzie<span class="_ _1"></span>ń 31 <span class="_ _1"></span>grudni<span class="_ _1"></span>a <span class="ff3 ls3">202<span class="ls0">4 roku 108.840 <span class="_ _1"></span>tys. PLN <span class="_ _1"></span>(spadek <span class="_ _1"></span><span class="ff7">w wysokości <span class="_ _1"></span><span class="ff3">1,9% w s<span class="_ _1"></span>tosunku </span></span></span></span></div><div class="t m0 x1 h4 y9f ff3 fs0 fc0 sc0 ls0 ws0">do danych za rok <span class="ls3">20</span>23).  </div><div class="t m0 x1 h4 y2ad ff7 fs0 fc0 sc0 ls0 ws0">Wartość <span class="_ _0"></span>aktywów <span class="_ _0"></span>trwałych TESGAS <span class="_ _0"></span>S.A. <span class="_ _0"></span>na <span class="_ _0"></span>dzień <span class="_ _0"></span>31 <span class="_ _0"></span>grudnia <span class="_ _9"></span><span class="ff3 ls3">202<span class="ls0">4 </span></span>kształto<span class="_ _0"></span>wała <span class="_ _0"></span>się na <span class="_ _0"></span>poziomie <span class="_ _9"></span><span class="ff3 ls3">54<span class="ls0">.</span>857<span class="ls0"> tys. <span class="_ _0"></span>PLN, <span class="_ _0"></span>co <span class="_ _0"></span>oznacza </span></span></div><div class="t m0 x1 h4 y2ae ff3 fs0 fc0 sc0 ls0 ws0">spadek <span class="_ _0"></span><span class="ff7">w <span class="_ _0"></span>w<span class="_ _0"></span>ysokości <span class="_ _0"></span></span>3,<span class="_ _0"></span>4% <span class="_ _0"></span>w <span class="_ _9"></span>stos<span class="_ _1"></span>unku <span class="_ _0"></span>do <span class="_ _0"></span>danych <span class="_ _9"></span><span class="ls2">z <span class="_ _0"></span><span class="ls3">202</span></span>3 <span class="_ _9"></span><span class="ff7">roku. <span class="_ _0"></span>Aktywa <span class="_ _9"></span>trwałe<span class="_ _1"></span> <span class="_ _0"></span>na <span class="_ _9"></span>koniec <span class="_ _0"></span><span class="ff3 ls3">202<span class="ls0">4 <span class="_ _9"></span></span></span>roku <span class="_ _0"></span>stanowiły <span class="_ _9"></span><span class="ff3">49,6</span>% <span class="_ _0"></span>ogólnej </span></div><div class="t m0 x1 h4 y4d9 ff7 fs0 fc0 sc0 ls0 ws0">sumy <span class="_ _9"></span>aktywów <span class="_ _8"></span>i <span class="_ _9"></span>ich <span class="_ _9"></span>udział <span class="_ _8"></span>zwiększył<span class="ff3"> <span class="_ _9"></span></span>się <span class="_ _8"></span>o <span class="_ _9"></span><span class="ff3">0,8 <span class="_ _9"></span>p.p. <span class="_ _8"></span></span>względem <span class="_ _9"></span>tego <span class="_ _8"></span>samego <span class="_ _9"></span>okresu <span class="_ _9"></span>roku <span class="_ _8"></span>ubiegłeg<span class="_ _1"></span>o. <span class="_ _8"></span>W <span class="_ _9"></span>strukturze <span class="_ _9"></span>aktywów </div><div class="t m0 x1 h4 y51d ff7 fs0 fc0 sc0 ls0 ws0">trwałych <span class="_ _9"></span>największym <span class="_ _0"></span>udziałem <span class="_ _9"></span>charakteryzowały <span class="_ _0"></span>się <span class="_ _9"></span>rzeczowe <span class="_ _9"></span>akt<span class="_ _1"></span>ywa <span class="_ _9"></span>trwałe <span class="_ _0"></span>(<span class="_ _9"></span><span class="ff3">28<span class="_ _1"></span><span class="ls8">,8<span class="ls0">% <span class="_ _9"></span><span class="ff7">aktywów <span class="_ _0"></span>ogółem</span>) <span class="_ _9"></span>oraz <span class="_ _9"></span>inwes<span class="_ _1"></span>tycje <span class="_ _9"></span>w </span></span></span></div><div class="t m0 x1 h4 y51e ff7 fs0 fc0 sc0 ls0 ws0">jednostkach <span class="_ _0"></span>zależnych <span class="_ _9"></span>(<span class="ff3 ls3">11<span class="ls0">,3</span></span>%). <span class="_ _9"></span>W <span class="_ _0"></span>okresie <span class="_ _0"></span>objętym <span class="_ _9"></span>sprawozdaniem <span class="_ _0"></span>Spółka <span class="_ _9"></span>sprzedała<span class="ff3"> <span class="_ _9"></span></span>rzeczowe <span class="_ _0"></span>aktywa <span class="_ _9"></span>trwałe <span class="_ _0"></span>w <span class="_ _9"></span>wartości <span class="_ _9"></span><span class="ff3 ls29">1 </span></div><div class="t m0 x1 h4 y51f ff3 fs0 fc0 sc0 ls3 ws0">708<span class="ls0"> <span class="ff7">tys. zł. </span> </span></div><div class="t m0 x1 h4 y520 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _9"></span>badanym <span class="_ _9"></span>okresie <span class="_ _9"></span>aktywa <span class="_ _8"></span>obrotowe <span class="_ _9"></span>o<span class="_ _0"></span>dznaczały <span class="_ _9"></span>się <span class="_ _9"></span>dynamiką <span class="_ _8"></span><span class="ff3">spadku <span class="_ _9"></span>(spadek <span class="_ _9"></span></span>w <span class="_ _8"></span>wysokości <span class="_ _9"></span><span class="ff3">3,4<span class="ls2">% <span class="_ _9"></span></span>w <span class="_ _8"></span>stosunku <span class="_ _9"></span>do <span class="_ _9"></span>danych </span></div><div class="t m0 x1 h4 y521 ff7 fs0 fc0 sc0 ls0 ws0">porównywalnych <span class="_ _9"></span>z<span class="_ _0"></span>a <span class="_ _8"></span><span class="ff3 ls3">20<span class="ls0">23 <span class="_ _9"></span></span></span>rok),<span class="_ _0"></span> <span class="_ _9"></span>a <span class="_ _8"></span>ich <span class="_ _9"></span>wartość <span class="_ _8"></span>wyniosła <span class="_ _8"></span><span class="ff3">54.<span class="ls3">857</span> <span class="_ _8"></span></span>tys. <span class="_ _9"></span>PL<span class="_ _0"></span>N. <span class="_ _9"></span>Ich <span class="_ _8"></span>udział <span class="_ _8"></span>w <span class="_ _9"></span>aktywach <span class="_ _8"></span>ogółem <span class="_ _8"></span>spadł<span class="ff3"> <span class="_ _9"></span><span class="lsd">o <span class="_ _8"></span></span>0,8 <span class="_ _8"></span>p.p. <span class="_ _9"></span><span class="lse">w </span></span></div><div class="t m0 x1 h4 y61 ff7 fs0 fc0 sc0 ls0 ws0">porównaniu <span class="_ _1"></span>do <span class="_ _1"></span>roku <span class="_ _1"></span>poprzedniego. <span class="_ _1"></span>W akty<span class="_ _14"></span>w<span class="_ _0"></span>ach <span class="_ _1"></span>obrotowych <span class="_ _1"></span>najwięks<span class="_ _1"></span>zą p<span class="_ _1"></span>ozycję stan<span class="_ _1"></span>owiły środki pie<span class="_ _1"></span>niężne <span class="_ _1"></span><span class="ff3">i <span class="_ _1"></span>ich <span class="_ _1"></span>ekwiwalenty </span></div><div class="t m0 x1 h4 y522 ff3 fs0 fc0 sc0 ls0 ws0">45,7% <span class="ff7">aktywów obrotowych.</span>  </div><div class="t m0 x1 hf y523 ff8 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y524 ff1 fs0 fc0 sc0 ls0 ws0">Tabela <span class="ls3">16</span><span class="ff2">. Analiza sytuacji majątkowej Grupy Kapitałowej TESGAS</span> </div></div><div class="c x1 y525 w3a h29"><div class="t m0 x58 h2 ye7 ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c x95 y525 w3b h29"><div class="t m0 x53 h2 ye7 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">4 </span></div></div><div class="c xba y525 w3c h29"><div class="t m0 x53 h2 ye4 ff2 fs0 fc1 sc0 ls0 ws0">Wskaźnik </div><div class="t m0 xa h2 ye7 ff1 fs0 fc1 sc0 ls0 ws0">struktury w </div><div class="t m0 xc2 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c xbb y525 w3b h29"><div class="t m0 x53 h2 ye7 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">3 </span></div></div><div class="c xbc y525 w3d h29"><div class="t m0 x53 h2 ye4 ff2 fs0 fc1 sc0 ls0 ws0">Wskaźnik </div><div class="t m0 xa h2 ye7 ff1 fs0 fc1 sc0 ls0 ws0">struktury w </div><div class="t m0 xc2 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x1 y526 w3a h24"><div class="t m0 xa6 h2 y18e ff2 fs0 fc0 sc0 ls0 ws0">Aktywa trwałe  <span class="ff1"> </span></div></div><div class="c x95 y526 w3b h24"><div class="t m0 x54 h2 y527 ff1 fs0 fc0 sc0 ls3 ws0">63 724 <span class="ls0"> </span></div></div><div class="c xba y526 w3c h24"><div class="t m0 x35 h2 y527 ff1 fs0 fc0 sc0 ls0 ws0">51,3% </div></div><div class="c xbb y526 w3b h24"><div class="t m0 x54 h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">55 459<span class="ls0"> </span></div></div><div class="c xbc y526 w3d h24"><div class="t m0 x35 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">44,2% </div></div><div class="c x1 y528 w3a h4f"><div class="t m0 xa6 h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Wartości <span class="ff3">niematerialne </span></div></div><div class="c x95 y528 w3b h4f"><div class="t m0 x27 h4 y529 ff3 fs0 fc0 sc0 ls3 ws0">113 <span class="ls0"> </span></div></div><div class="c xba y528 w3c h4f"><div class="t m0 xbe h4 y529 ff3 fs0 fc0 sc0 ls0 ws0">0,1% </div></div><div class="c xbb y528 w3b h4f"><div class="t m0 x27 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">159<span class="ls0"> </span></div></div><div class="c xbc y528 w3d h4f"><div class="t m0 xbe h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">0,1% </div></div><div class="c x1 y52a w3a h24"><div class="t m0 xbf h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Rzeczowe aktywa trwałe<span class="ff3"> </span></div></div><div class="c x95 y52a w3b h24"><div class="t m0 x54 h4 y529 ff3 fs0 fc0 sc0 ls3 ws0">56 250 <span class="ls0"> </span></div></div><div class="c xba y52a w3c h24"><div class="t m0 x35 h4 y529 ff3 fs0 fc0 sc0 ls0 ws0">45,3% </div></div><div class="c xbb y52a w3b h24"><div class="t m0 x54 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">47 228<span class="ls0"> </span></div></div><div class="c xbc y52a w3d h24"><div class="t m0 x35 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">37,6% </div></div><div class="c x1 y31 w3a h54"><div class="t m0 xbf h4 y4f8 ff7 fs0 fc0 sc0 ls0 ws0">Nieruchomości inwestycyjne<span class="ff3"> </span></div></div><div class="c x95 y31 w3b h54"><div class="t m0 xc0 h4 y52b ff3 fs0 fc0 sc0 ls3 ws0">3 661 <span class="ls0"> </span></div></div><div class="c xba y31 w3c h54"><div class="t m0 xbe h4 y52b ff3 fs0 fc0 sc0 ls0 ws0">2,9% </div></div><div class="c xbb y31 w3b h54"><div class="t m0 xc0 h4 y4f8 ff3 fs0 fc0 sc0 ls3 ws0">3 764<span class="ls0"> </span></div></div><div class="c xbc y31 w3d h54"><div class="t m0 xbe h4 y4f8 ff3 fs0 fc0 sc0 ls0 ws0">3,0% </div></div><div class="c x1 y52c w3a h24"><div class="t m0 xbf h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Należności długoterminowe<span class="ff3"> </span></div></div><div class="c x95 y52c w3b h24"><div class="t m0 x27 h4 y529 ff3 fs0 fc0 sc0 ls3 ws0">487 <span class="ls0"> </span></div></div><div class="c xba y52c w3c h24"><div class="t m0 xbe h4 y529 ff3 fs0 fc0 sc0 ls0 ws0">0,4% </div></div><div class="c xbb y52c w3b h24"><div class="t m0 x27 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">501<span class="ls0"> </span></div></div><div class="c xbc y52c w3d h24"><div class="t m0 xbe h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">0,4% </div></div><div class="c x1 y243 w3a h24"><div class="t m0 xbf h4 y113 ff7 fs0 fc0 sc0 ls0 ws0">Pozostałe długoterminowe aktywa finansowe<span class="ff3"> </span></div></div><div class="c x95 y243 w3b h24"><div class="t m0 xbd h4 y527 ff3 fs0 fc0 sc0 ls3 ws0">60 <span class="ls0"> </span></div></div><div class="c xba y243 w3c h24"><div class="t m0 xbe h4 y527 ff3 fs0 fc0 sc0 ls0 ws0">0,0% </div></div><div class="c xbb y243 w3b h24"><div class="t m0 xbd h4 y113 ff3 fs0 fc0 sc0 ls3 ws0">36<span class="ls0"> </span></div></div><div class="c xbc y243 w3d h24"><div class="t m0 xbe h4 y113 ff3 fs0 fc0 sc0 ls0 ws0">0,0% </div></div><div class="c x1 y52d w3a h24"><div class="t m0 xbf h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">Aktywa z <span class="ff7">tytułu odroczonego podatku dochodowego</span> </div></div><div class="c x95 y52d w3b h24"><div class="t m0 xc0 h4 y529 ff3 fs0 fc0 sc0 ls3 ws0">3 152 <span class="ls0"> </span></div></div><div class="c xba y52d w3c h24"><div class="t m0 xbe h4 y529 ff3 fs0 fc0 sc0 ls0 ws0">2,5% </div></div><div class="c xbb y52d w3b h24"><div class="t m0 xc0 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">3 771<span class="ls0"> </span></div></div><div class="c xbc y52d w3d h24"><div class="t m0 xbe h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">3,0% </div></div><div class="c x1 y52e w3a h24"><div class="t m0 xbf h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">Aktywa obrotowe </div></div><div class="c x95 y52e w3b h24"><div class="t m0 x54 h2 y529 ff1 fs0 fc0 sc0 ls3 ws0">60 496 <span class="ls0"> </span></div></div><div class="c xba y52e w3c h24"><div class="t m0 x35 h2 y529 ff1 fs0 fc0 sc0 ls0 ws0">48,7% </div></div><div class="c xbb y52e w3b h24"><div class="t m0 x54 h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">70 073<span class="ls0"> </span></div></div><div class="c xbc y52e w3d h24"><div class="t m0 x35 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">55,8% </div></div><div class="c x1 y52f w3a h4f"><div class="t m0 xbf h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">Zapasy </div></div><div class="c x95 y52f w3b h4f"><div class="t m0 xc0 h4 y530 ff3 fs0 fc0 sc0 ls3 ws0">9 869 <span class="ls0"> </span></div></div><div class="c xba y52f w3c h4f"><div class="t m0 xbe h4 y530 ff3 fs0 fc0 sc0 ls0 ws0">7,9% </div></div><div class="c xbb y52f w3b h4f"><div class="t m0 x54 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">11 616<span class="ls0"> </span></div></div><div class="c xbc y52f w3d h4f"><div class="t m0 xbe h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">9,3% </div></div><div class="c x1 y531 w3a h24"><div class="t m0 xbf h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Należności z tytułu umów o usługę budowlaną<span class="ff3"> </span></div></div><div class="c x95 y531 w3b h24"><div class="t m0 xc0 h4 y529 ff3 fs0 fc0 sc0 ls3 ws0">3 791 <span class="ls0"> </span></div></div><div class="c xba y531 w3c h24"><div class="t m0 xbe h4 y529 ff3 fs0 fc0 sc0 ls0 ws0">3,1% </div></div><div class="c xbb y531 w3b h24"><div class="t m0 xc0 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">6 575<span class="ls0"> </span></div></div><div class="c xbc y531 w3d h24"><div class="t m0 xbe h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">5,2% </div></div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">42</span> <span class="ls2">z <span class="ls3">68</span></span> </div></div><div class="c x1 y174 w3a h21"><div class="t m0 x58 h2 ye7 ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c x95 y174 w3b h21"><div class="t m0 x53 h2 ye7 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">4 </span></div></div><div class="c xba y174 w3c h21"><div class="t m0 x53 h2 ye4 ff2 fs0 fc1 sc0 ls0 ws0">Wskaźnik </div><div class="t m0 xa h2 ye7 ff1 fs0 fc1 sc0 ls0 ws0">struktury w </div><div class="t m0 xc2 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c xbb y174 w3b h21"><div class="t m0 x53 h2 ye7 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">3 </span></div></div><div class="c xbc y174 w3d h21"><div class="t m0 x53 h2 ye4 ff2 fs0 fc1 sc0 ls0 ws0">Wskaźnik </div><div class="t m0 xa h2 ye7 ff1 fs0 fc1 sc0 ls0 ws0">struktury w </div><div class="t m0 xc2 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x1 y512 w3a h24"><div class="t m0 xbf h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Należności z tytułu dostaw i usług oraz pozostałe należności<span class="ff3"> </span></div></div><div class="c x95 y512 w3b h24"><div class="t m0 x54 h4 y527 ff3 fs0 fc0 sc0 ls3 ws0">19 501 <span class="ls0"> </span></div></div><div class="c xba y512 w3c h24"><div class="t m0 x35 h4 y527 ff3 fs0 fc0 sc0 ls0 ws0">15,7% </div></div><div class="c xbb y512 w3b h24"><div class="t m0 x54 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">19 726<span class="ls0"> </span></div></div><div class="c xbc y512 w3d h24"><div class="t m0 x35 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">15,7% </div></div><div class="c x1 y513 w3a h4f"><div class="t m0 xbf h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Należności z tytułu bieżącego podatku<span class="ff3"> </span></div></div><div class="c x95 y513 w3b h4f"><div class="t m0 xc1 h4 y529 ff3 fs0 fc0 sc0 ls0 ws0">-  </div></div><div class="c xba y513 w3c h4f"><div class="t m0 xbe h4 y529 ff3 fs0 fc0 sc0 ls0 ws0">0,0% </div></div><div class="c xbb y513 w3b h4f"><div class="t m0 x27 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">102<span class="ls0"> </span></div></div><div class="c xbc y513 w3d h4f"><div class="t m0 xbe h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">0,1% </div></div><div class="c x1 y514 w3a h24"><div class="t m0 xbf h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Pozostałe krótkoterminowe aktywa finansowe<span class="ff3"> </span></div></div><div class="c x95 y514 w3b h24"><div class="t m0 xbd h4 y529 ff3 fs0 fc0 sc0 ls3 ws0">17 <span class="ls0"> </span></div></div><div class="c xba y514 w3c h24"><div class="t m0 xbe h4 y529 ff3 fs0 fc0 sc0 ls0 ws0">0,0% </div></div><div class="c xbb y514 w3b h24"><div class="t m0 xbd h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">41<span class="ls0"> </span></div></div><div class="c xbc y514 w3d h24"><div class="t m0 xbe h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">0,<span class="ls0">0% </span></div></div><div class="c x1 y515 w3a h4f"><div class="t m0 xbf h4 y18e ff7 fs0 fc0 sc0 ls0 ws0">Środki pieniężne i ich ekwiwalenty<span class="ff3"> </span></div></div><div class="c x95 y515 w3b h4f"><div class="t m0 x54 h4 y529 ff3 fs0 fc0 sc0 ls3 ws0">27 319 <span class="ls0"> </span></div></div><div class="c xba y515 w3c h4f"><div class="t m0 x35 h4 y529 ff3 fs0 fc0 sc0 ls0 ws0">22,0% </div></div><div class="c xbb y515 w3b h4f"><div class="t m0 x54 h4 y18e ff3 fs0 fc0 sc0 ls3 ws0">32 013<span class="ls0"> </span></div></div><div class="c xbc y515 w3d h4f"><div class="t m0 x35 h4 y18e ff3 fs0 fc0 sc0 ls0 ws0">25,5% </div></div><div class="c x1 y516 w3a h24"><div class="t m0 xa0 h2 y18e ff2 fs0 fc0 sc0 ls0 ws0">SUMA AKTYWÓW<span class="ff1"> </span></div></div><div class="c x95 y516 w3b h24"><div class="t m0 xa5 h2 y529 ff1 fs0 fc0 sc0 ls3 ws0">124 220 <span class="ls0"> </span></div></div><div class="c xba y516 w3c h24"><div class="t m0 x1e h2 y529 ff1 fs0 fc0 sc0 ls0 ws0">100,0% </div></div><div class="c xbb y516 w3b h24"><div class="t m0 xa5 h2 y18e ff1 fs0 fc0 sc0 ls3 ws0">125 533<span class="ls0"> </span></div></div><div class="c xbc y516 w3d h24"><div class="t m0 x1e h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">100,0% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hd y532 ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff6"> </span></div><div class="t m0 x1 h4 y533 ff7 fs0 fc0 sc0 ls0 ws0">Suma <span class="_ _0"></span>bilansowa <span class="_ _0"></span>Grupy <span class="_ _0"></span>Kapitało<span class="_ _0"></span>wej <span class="_ _0"></span>TESGAS <span class="_ _0"></span>wynosiła <span class="_ _0"></span>na <span class="_ _0"></span>dzie<span class="_ _0"></span>ń <span class="_ _0"></span>31 <span class="_ _0"></span>grudnia <span class="_ _9"></span><span class="ff3 ls3">202<span class="lsc">4 <span class="_ _0"></span><span class="ls0">roku <span class="_ _0"></span></span></span>12<span class="ls0">4.</span>220<span class="ls0"> <span class="_ _0"></span>ty<span class="_ _0"></span>s. <span class="_ _0"></span>PLN <span class="_ _0"></span>(<span class="_ _0"></span>spadek <span class="_ _0"></span></span></span>w <span class="_ _0"></span>wysokości </div><div class="t m0 x1 h4 y534 ff3 fs0 fc0 sc0 ls3 ws0">1,<span class="ls0">0% w stosunku do danych za rok </span>202<span class="ls0">3).  </span></div><div class="t m0 x1 h4 y535 ff7 fs0 fc0 sc0 ls0 ws0">Wartość <span class="_ _9"></span>aktywów <span class="_ _9"></span>trwałych <span class="_ _9"></span>Grupy <span class="_ _9"></span>Kapitałowej <span class="_ _9"></span>TESGAS <span class="_ _9"></span>na <span class="_ _9"></span>dzień <span class="_ _9"></span>31 <span class="_ _9"></span>grudnia <span class="_ _8"></span><span class="ff3 ls3">2024 <span class="_ _9"></span></span>kształtowała <span class="_ _9"></span>się <span class="_ _9"></span>na <span class="_ _9"></span>poziomie <span class="_ _9"></span><span class="ff3 ls3">63<span class="ls0">.</span>724<span class="ls0"> <span class="_ _8"></span>tys. </span></span></div><div class="t m0 x1 h4 y536 ff3 fs0 fc0 sc0 ls0 ws0">PLN, co oznacza wzrost <span class="ff7">w <span class="_ _1"></span>wysokości <span class="ff3">14,9% w <span class="_ _1"></span>stosunku do d<span class="_ _1"></span>anych z <span class="ls3">202</span>3 <span class="ff7">roku. Aktywa trwałe <span class="_ _1"></span>na koniec <span class="ff3 ls3">202<span class="ls0">4 </span></span>roku stan<span class="_ _1"></span>owiły </span></span></span></div><div class="t m0 x1 h4 y537 ff3 fs0 fc0 sc0 ls3 ws0">51<span class="ls0">,3<span class="ff7">% <span class="_ _8"></span>ogólne<span class="_ _1"></span>j <span class="_ _9"></span>sumy <span class="_ _8"></span>aktywów <span class="_ _8"></span>i <span class="_ _9"></span>ich <span class="_ _8"></span>udział <span class="_ _8"></span>wzrósł<span class="ff3"> <span class="_ _9"></span><span class="ls2a">o <span class="_ _8"></span></span>7,1 <span class="_ _8"></span>p. <span class="_ _8"></span>p. <span class="_ _9"></span></span>względe<span class="_ _1"></span>m <span class="_ _9"></span>tego <span class="_ _8"></span>samego <span class="_ _9"></span>o<span class="_ _0"></span>kresu <span class="_ _9"></span>roku <span class="_ _8"></span>ubiegłego. <span class="_ _9"></span>W <span class="_ _8"></span>strukturze </span></span></div><div class="t m0 x1 h4 y538 ff7 fs0 fc0 sc0 ls0 ws0">aktywów trwałych największym udziałem charakteryzowały się rzeczowe aktywa trwałe (<span class="ff3 ls3">45<span class="ls0">,3% </span></span>aktywów ogółem<span class="ff3">). <span class="fc7"> </span></span></div><div class="t m0 x1 h4 y539 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>badanym <span class="_ _9"></span>okresie <span class="_ _0"></span>aktywa <span class="_ _9"></span>obrotowe <span class="_ _9"></span>odznaczały <span class="_ _0"></span>się <span class="_ _9"></span>dynamik<span class="_ _1"></span>ą <span class="_ _9"></span><span class="ff3">spadku <span class="_ _9"></span>(spadek <span class="_ _0"></span></span>w <span class="_ _9"></span>wysokości <span class="_ _9"></span><span class="ff3">13,7% <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>stosunku <span class="_ _9"></span>do <span class="_ _0"></span>danych </span></div><div class="t m0 x1 h4 y53a ff7 fs0 fc0 sc0 ls0 ws0">porównywalnych <span class="_ _8"></span>za <span class="_ _5"> </span><span class="ff3 ls3">202<span class="ls0">3 <span class="_ _5"> </span></span></span>rok), <span class="_ _8"></span>a <span class="_ _8"></span>ich <span class="_ _5"> </span>wartość <span class="_ _8"></span>wyniosła <span class="_ _5"> </span><span class="ff3">60.496 <span class="_ _8"> </span></span>tys. <span class="_ _5"> </span>PLN. <span class="_ _8"></span>Ponadto <span class="_ _5"> </span>ich <span class="_ _8"></span>udział <span class="_ _8"></span>w <span class="_ _5"> </span>aktywach <span class="_ _8"></span>ogółem <span class="_ _5"> </span>spadł<span class="ff3"> <span class="_ _8"></span><span class="lse">w </span></span></div><div class="t m0 x1 h4 y53b ff7 fs0 fc0 sc0 ls0 ws0">badanym <span class="_ _9"></span>okresie <span class="_ _9"></span>w <span class="_ _8"></span>porównaniu <span class="_ _9"></span>do <span class="_ _9"></span>roku <span class="_ _9"></span>poprzedniego <span class="_ _9"></span>o <span class="_ _8"></span><span class="ff3">7,1 <span class="_ _8"></span>p. <span class="_ _9"></span>p. <span class="_ _9"></span>(z <span class="_ _8"></span>poziomu <span class="_ _9"></span>55,8% <span class="_ _9"></span>do <span class="_ _8"></span><span class="ls3">48</span>,7%). <span class="_ _9"></span>W <span class="_ _9"></span>aktywach <span class="_ _9"></span>obrotowych </span></div><div class="t m0 x1 h4 y53c ff7 fs0 fc0 sc0 ls0 ws0">największą pozycję stanowiły środki pieniężne i ich ekwiwalenty<span class="ff3"> 45,2</span>% aktywów<span class="ff3"> obrotowych.  </span></div><div class="t m0 x1 h4 y53d ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y53e ff1 fs0 fc0 sc0 ls0 ws0">Tabela <span class="ls3">17</span>. Analiza sytuacji finansowej TESGAS S.A. </div></div><div class="c x1 y53f w3a h55"><div class="t m0 x58 h2 y540 ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c x95 y53f w3e h55"><div class="t m0 x43 h2 y540 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">4 </span></div></div><div class="c x56 y53f w3f h55"><div class="t m0 xa1 h2 y541 ff2 fs0 fc1 sc0 ls0 ws0">Wskaźnik </div><div class="t m0 x9 h2 y540 ff1 fs0 fc1 sc0 ls0 ws0">struktury w </div><div class="t m0 x20 h2 yed ff1 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c xc3 y53f w40 h55"><div class="t m0 x43 h2 y540 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">3 </span></div></div><div class="c xc4 y53f w41 h55"><div class="t m0 xa1 h2 y541 ff2 fs0 fc1 sc0 ls0 ws0">Wskaźnik </div><div class="t m0 x9 h2 y540 ff1 fs0 fc1 sc0 ls0 ws0">struktury w </div><div class="t m0 x20 h2 yed ff1 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x1 y542 w3a h56"><div class="t m0 xc5 h4 y543 ff7 fs0 fc0 sc0 ls0 ws0">Kapitał podstawowy<span class="ff3"> </span></div></div><div class="c x95 y542 w3e h56"><div class="t m0 xb0 h4 y543 ff3 fs0 fc0 sc0 ls3 ws0">11 350<span class="ls0"> </span></div></div><div class="c x56 y542 w3f h56"><div class="t m0 xc6 h4 y543 ff3 fs0 fc0 sc0 ls3 ws0">10,<span class="ls0">4% </span></div></div><div class="c xc3 y542 w40 h56"><div class="t m0 xb0 h4 y543 ff3 fs0 fc0 sc0 ls3 ws0">11 350<span class="ls0"> </span></div></div><div class="c xc4 y542 w41 h56"><div class="t m0 xc6 h4 y543 ff3 fs0 fc0 sc0 ls3 ws0">10<span class="ls0">,2% </span></div></div><div class="c x1 y544 w3a h57"><div class="t m0 xc5 h4 y1d8 ff7 fs0 fc0 sc0 ls0 ws0">Kapitał ze sprzedaży akcji powyżej ich wartości nominalne<span class="_ _1"></span>j<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x95 y544 w3e h57"><div class="t m0 xb0 h4 y1d8 ff3 fs0 fc0 sc0 ls3 ws0">62 968<span class="ls0"> </span></div></div><div class="c x56 y544 w3f h57"><div class="t m0 xc6 h4 y1d8 ff3 fs0 fc0 sc0 ls0 ws0">57,9% </div></div><div class="c xc3 y544 w40 h57"><div class="t m0 xb0 h4 y1d8 ff3 fs0 fc0 sc0 ls3 ws0">62 968<span class="ls0"> </span></div></div><div class="c xc4 y544 w41 h57"><div class="t m0 xc6 h4 y1d8 ff3 fs0 fc0 sc0 ls0 ws0">56,8% </div></div><div class="c x1 y545 w3a h58"><div class="t m0 xc5 h4 y1d8 ff3 fs0 fc0 sc0 ls0 ws0">Zyski zatrzymane: </div></div><div class="c x95 y545 w3e h58"><div class="t m0 xb0 h4 y1d8 ff3 fs0 fc0 sc0 ls3 ws0">10 300<span class="ls0"> </span></div></div><div class="c x56 y545 w3f h58"><div class="t m0 x38 h4 y1d8 ff3 fs0 fc0 sc0 ls0 ws0">9,5% </div></div><div class="c xc3 y545 w40 h58"><div class="t m0 xc7 h4 y1d8 ff3 fs0 fc0 sc0 ls3 ws0">7 359<span class="ls0"> </span></div></div><div class="c xc4 y545 w41 h58"><div class="t m0 x38 h4 y1d8 ff3 fs0 fc0 sc0 ls0 ws0">6,6% </div></div><div class="c x1 y22 w3a h56"><div class="t m0 xc5 h2 y543 ff2 fs0 fc0 sc0 ls0 ws0">Kapitał własny ogółem<span class="ff1"> </span></div></div><div class="c x95 y22 w3e h56"><div class="t m0 xb0 h2 y543 ff1 fs0 fc0 sc0 ls0 ws0">84 6<span class="ls3">18</span> </div></div><div class="c x56 y22 w3f h56"><div class="t m0 xc6 h2 y543 ff1 fs0 fc0 sc0 ls0 ws0">77,7% </div></div><div class="c xc3 y22 w40 h56"><div class="t m0 xb0 h2 y543 ff1 fs0 fc0 sc0 ls3 ws0">81 677<span class="ls0"> </span></div></div><div class="c xc4 y22 w41 h56"><div class="t m0 xc6 h2 y543 ff1 fs0 fc0 sc0 ls0 ws0">73,6% </div></div><div class="c x1 y546 w3a h57"><div class="t m0 xc5 h2 y1d8 ff2 fs0 fc0 sc0 ls0 ws0">Zobowiązania<span class="ff1"> </span></div></div><div class="c x95 y546 w3e h57"><div class="t m0 xb0 h2 y1d8 ff1 fs0 fc0 sc0 ls0 ws0">24 <span class="ls3">221</span> </div></div><div class="c x56 y546 w3f h57"><div class="t m0 xc6 h2 y1d8 ff1 fs0 fc0 sc0 ls0 ws0">22,3% </div></div><div class="c xc3 y546 w40 h57"><div class="t m0 xb0 h2 y1d8 ff1 fs0 fc0 sc0 ls3 ws0">29 266<span class="ls0"> </span></div></div><div class="c xc4 y546 w41 h57"><div class="t m0 xc6 h2 y1d8 ff1 fs0 fc0 sc0 ls0 ws0">26,4% </div></div><div class="c x1 y547 w3a h57"><div class="t m0 xc5 h4 y1d8 ff7 fs0 fc0 sc0 ls0 ws0">Zobowiązania długoterminowe<span class="ff3"> </span></div></div><div class="c x95 y547 w3e h57"><div class="t m0 xc7 h4 y1d8 ff3 fs0 fc0 sc0 ls0 ws0">5 <span class="ls3">028</span> </div></div><div class="c x56 y547 w3f h57"><div class="t m0 x38 h4 y1d8 ff3 fs0 fc0 sc0 ls0 ws0">4,6% </div></div><div class="c xc3 y547 w40 h57"><div class="t m0 xc7 h4 y1d8 ff3 fs0 fc0 sc0 ls3 ws0">9 532<span class="ls0"> </span></div></div><div class="c xc4 y547 w41 h57"><div class="t m0 x38 h4 y1d8 ff3 fs0 fc0 sc0 ls0 ws0">8<span class="ls8">,6</span>% </div></div><div class="c x1 y548 w3a h56"><div class="t m0 xc5 h4 y543 ff7 fs0 fc0 sc0 ls0 ws0">Zobowiązania krótkoterminowe<span class="ff3"> </span></div></div><div class="c x95 y548 w3e h56"><div class="t m0 xb0 h4 y543 ff3 fs0 fc0 sc0 ls3 ws0">19 194<span class="ls0"> </span></div></div><div class="c x56 y548 w3f h56"><div class="t m0 xc6 h4 y543 ff3 fs0 fc0 sc0 ls3 ws0">17,<span class="ls0">6% </span></div></div><div class="c xc3 y548 w40 h56"><div class="t m0 xb0 h4 y543 ff3 fs0 fc0 sc0 ls3 ws0">19 734<span class="ls0"> </span></div></div><div class="c xc4 y548 w41 h56"><div class="t m0 xc6 h4 y543 ff3 fs0 fc0 sc0 ls0 ws0">17,8% </div></div><div class="c x1 y2b8 w3a h59"><div class="t m0 xc5 h2 y153 ff2 fs0 fc0 sc0 ls0 ws0">SUMA PASYWÓW<span class="ff1"> </span></div></div><div class="c x95 y2b8 w3e h59"><div class="t m0 x39 h2 y153 ff1 fs0 fc0 sc0 ls0 ws0">1<span class="ls3">08</span> <span class="ls3">840</span> </div></div><div class="c x56 y2b8 w3f h59"><div class="t m0 xc8 h2 y153 ff1 fs0 fc0 sc0 ls0 ws0">100,0% </div></div><div class="c xc3 y2b8 w40 h59"><div class="t m0 x39 h2 y153 ff1 fs0 fc0 sc0 ls3 ws0">110 944<span class="ls0"> </span></div></div><div class="c xc4 y2b8 w41 h59"><div class="t m0 xc8 h2 y153 ff1 fs0 fc0 sc0 ls0 ws0">100,0% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hd y43e ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff6"> </span></div><div class="t m0 x1 h4 y88 ff7 fs0 fc0 sc0 ls0 ws0">Kapitał własny na dzień 31 grudnia <span class="_ _0"></span><span class="ff3 ls3">202<span class="ls0">4 </span></span>roku wyniósł <span class="ff3">84.6<span class="ls3">18</span> tys. P<span class="_ _0"></span>LN (wzro<span class="_ _0"></span>st </span>w wysokości <span class="ff3">3,6% w stosunku do <span class="_ _0"></span>danych roku </span></div><div class="t m0 x1 h4 y89 ff3 fs0 fc0 sc0 ls3 ws0">202<span class="ls0">3<span class="ff7">). <span class="_ _14"></span>W <span class="_ _1"></span>strukturze <span class="_ _14"></span>kapitału <span class="_ _14"></span>w<span class="_ _0"></span>łasnego <span class="_ _14"></span>największą <span class="_ _14"></span>pozyc<span class="_ _0"></span>ję <span class="_ _14"></span>stanowił <span class="_ _1"></span>kapitał <span class="_ _14"></span>ze <span class="_ _1"></span>sprzedaży <span class="_ _14"></span>akcji <span class="_ _14"></span>powyż<span class="_ _0"></span>ej <span class="_ _14"></span>ich <span class="_ _14"></span>wartości nomin<span class="_ _1"></span>alnej </span></span></div><div class="t m0 x1 h4 y67 ff7 fs0 fc0 sc0 ls0 ws0">stanowiący <span class="ff3">57,9</span>% pasywów ogółem i będ<span class="_ _1"></span>ący głównie wynikiem pozyskanych środków z emisji akcji. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y43f ff7 fs0 fc0 sc0 ls0 ws0">Zobowiązania TESGA<span class="_ _1"></span>S S.A<span class="_ _1"></span>. kształtowały si<span class="_ _1"></span>ę na <span class="_ _1"></span>poziomie <span class="ff3">24.2<span class="ls3">21</span> tys<span class="_ _1"></span>. <span class="_ _1"></span>PLN (spad<span class="_ _1"></span>ek <span class="ff7">w <span class="_ _1"></span>wysokości <span class="ff3 ls3">17<span class="ls0">,2% <span class="_ _14"></span>w stosunku d<span class="_ _1"></span>o danych <span class="_ _1"></span>za </span></span></span></span></div><div class="t m0 x1 h4 y549 ff3 fs0 fc0 sc0 ls3 ws0">202<span class="ls0">3 <span class="_ _1d"> </span><span class="ff7">rok). <span class="_ _1d"> </span>Zobowiąz<span class="_ _0"></span>ania <span class="_ _1d"> </span>krótkoterminowe <span class="_ _1d"> </span>spadły <span class="_ _1d"> </span></span>w <span class="_ _1c"> </span>b<span class="_ _1"></span>adanym <span class="_ _1d"> </span>okresie <span class="_ _1d"> </span>o <span class="_ _1d"> </span>2,7<span class="ff7">%<span class="_ _0"></span>, <span class="_ _1d"> </span>natomiast <span class="_ _1d"> </span>wartość <span class="_ _1d"> </span>zobow<span class="_ _0"></span>iązań </span></span></div><div class="t m0 x1 h4 y54a ff7 fs0 fc0 sc0 ls0 ws0">długoterminowych spadła<span class="ff3"> <span class="lsd">o <span class="ls3">47</span></span>,3</span>%. Udział zobowiązań w pasywach ogółem spadł <span class="ff3">w badanym okresie o 4,1 p. <span class="ls15">p.</span> </span></div><div class="t m0 x1 h4 y424 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y54b ff1 fs0 fc0 sc0 ls0 ws0">Tabela <span class="ls3">18</span><span class="ff2">. Analiza sytuacji finansowej Grupy Kapitałowej TESGAS</span> </div></div><div class="c x1 y54c w3a h21"><div class="t m0 x58 h2 ye7 ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c x95 y54c w3e h21"><div class="t m0 x43 h2 ye7 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">4 </span></div></div><div class="c x56 y54c w3f h21"><div class="t m0 xa1 h2 ye4 ff2 fs0 fc1 sc0 ls0 ws0">Wskaźnik </div><div class="t m0 x9 h2 ye7 ff1 fs0 fc1 sc0 ls0 ws0">struktury w </div><div class="t m0 x20 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c xc3 y54c w40 h21"><div class="t m0 x43 h2 ye7 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">3 </span></div></div><div class="c xc4 y54c w41 h21"><div class="t m0 xa1 h2 ye4 ff2 fs0 fc1 sc0 ls0 ws0">Wskaźnik </div><div class="t m0 x9 h2 ye7 ff1 fs0 fc1 sc0 ls0 ws0">struktury w </div><div class="t m0 x20 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x1 y54d w3a h57"><div class="t m0 xc5 h4 y1d8 ff7 fs0 fc0 sc0 ls0 ws0">Kapitał podstawowy<span class="ff3"> </span></div></div><div class="c x95 y54d w3e h57"><div class="t m0 xb0 h4 y1d8 ff3 fs0 fc0 sc0 ls3 ws0">11 350 <span class="ls0"> </span></div></div><div class="c x56 y54d w3f h57"><div class="t m0 x38 h4 y1d8 ff3 fs0 fc0 sc0 ls0 ws0">9,1% </div></div><div class="c xc3 y54d w40 h57"><div class="t m0 xb0 h4 y1d8 ff3 fs0 fc0 sc0 ls3 ws0">11 350<span class="ls0"> </span></div></div><div class="c xc4 y54d w41 h57"><div class="t m0 x38 h4 y1d8 ff3 fs0 fc0 sc0 ls0 ws0">9,0% </div></div><div class="c x1 y54e w3a h57"><div class="t m0 xc5 h4 y1d8 ff7 fs0 fc0 sc0 ls0 ws0">Kapitał ze sprzedaży akcji powyżej ich wartości nominalne<span class="_ _1"></span>j<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x95 y54e w3e h57"><div class="t m0 xb0 h4 y1d8 ff3 fs0 fc0 sc0 ls3 ws0">62 968 <span class="ls0"> </span></div></div><div class="c x56 y54e w3f h57"><div class="t m0 xc6 h4 y1d8 ff3 fs0 fc0 sc0 ls0 ws0">50,7% </div></div><div class="c xc3 y54e w40 h57"><div class="t m0 xb0 h4 y1d8 ff3 fs0 fc0 sc0 ls3 ws0">62 968<span class="ls0"> </span></div></div><div class="c xc4 y54e w41 h57"><div class="t m0 xc6 h4 y1d8 ff3 fs0 fc0 sc0 ls0 ws0">50,2% </div></div><div class="c x1 y54f w3a h57"><div class="t m0 xc5 h4 y543 ff3 fs0 fc0 sc0 ls0 ws0">Zyski zatrzymane: </div></div><div class="c x95 y54f w3e h57"><div class="t m0 xb0 h4 y543 ff3 fs0 fc0 sc0 ls3 ws0">13 096 <span class="ls0"> </span></div></div><div class="c x56 y54f w3f h57"><div class="t m0 xc6 h4 y543 ff3 fs0 fc0 sc0 ls0 ws0">10,5% </div></div><div class="c xc3 y54f w40 h57"><div class="t m0 xb0 h4 y543 ff3 fs0 fc0 sc0 ls3 ws0">13 299<span class="ls0"> </span></div></div><div class="c xc4 y54f w41 h57"><div class="t m0 xc6 h4 y543 ff3 fs0 fc0 sc0 ls0 ws0">10,6% </div></div><div class="c x1 y550 w3a h5a"><div class="t m0 xc5 h4 y551 ff7 fs0 fc0 sc0 ls0 ws0">Kapitał własny przypadający akcjonariuszom jednostki </div><div class="t m0 xc5 h2 y552 ff7 fs0 fc0 sc0 ls0 ws0">dominującej<span class="ff1"> </span></div></div><div class="c x95 y550 w3e h5a"><div class="t m0 xb0 h4 yf2 ff3 fs0 fc0 sc0 ls3 ws0">87 415 <span class="ls0"> </span></div></div><div class="c x56 y550 w3f h5a"><div class="t m0 xc6 h4 yf2 ff3 fs0 fc0 sc0 ls0 ws0">70,4% </div></div><div class="c xc3 y550 w40 h5a"><div class="t m0 xb0 h4 yf2 ff3 fs0 fc0 sc0 ls3 ws0">87 617<span class="ls0"> </span></div></div><div class="c xc4 y550 w41 h5a"><div class="t m0 xc6 h4 yf2 ff3 fs0 fc0 sc0 ls0 ws0">69,8% </div></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">43</span> <span class="ls2">z <span class="ls3">68</span></span> </div></div><div class="c x1 y174 w3a h21"><div class="t m0 x58 h2 ye7 ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c x95 y174 w3e h21"><div class="t m0 x43 h2 ye7 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">4 </span></div></div><div class="c x56 y174 w3f h21"><div class="t m0 xa1 h2 ye4 ff2 fs0 fc1 sc0 ls0 ws0">Wskaźnik </div><div class="t m0 x9 h2 ye7 ff1 fs0 fc1 sc0 ls0 ws0">struktury w </div><div class="t m0 x20 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c xc3 y174 w40 h21"><div class="t m0 x43 h2 ye7 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">3 </span></div></div><div class="c xc4 y174 w41 h21"><div class="t m0 xa1 h2 ye4 ff2 fs0 fc1 sc0 ls0 ws0">Wskaźnik </div><div class="t m0 x9 h2 ye7 ff1 fs0 fc1 sc0 ls0 ws0">struktury w </div><div class="t m0 x20 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">% </div></div><div class="c x1 y553 w3a h57"><div class="t m0 xc5 h2 y1d8 ff7 fs0 fc0 sc0 ls0 ws0">Udziały niedające kontroli<span class="ff1"> </span></div></div><div class="c x95 y553 w3e h57"><div class="t m0 xc9 h4 y1d8 ff3 fs0 fc0 sc0 ls3 ws0">868 <span class="ls0"> </span></div></div><div class="c x56 y553 w3f h57"><div class="t m0 x38 h4 y1d8 ff3 fs0 fc0 sc0 ls0 ws0">0,7% </div></div><div class="c xc3 y553 w40 h57"><div class="t m0 xc9 h4 y1d8 ff3 fs0 fc0 sc0 ls3 ws0">956<span class="ls0"> </span></div></div><div class="c xc4 y553 w41 h57"><div class="t m0 x38 h4 y1d8 ff3 fs0 fc0 sc0 ls3 ws0">0,<span class="ls0">8% </span></div></div><div class="c x1 y554 w3a h56"><div class="t m0 xc5 h2 y543 ff2 fs0 fc0 sc0 ls0 ws0">Kapitał własny ogółem<span class="ff1"> </span></div></div><div class="c x95 y554 w3e h56"><div class="t m0 xb0 h2 y543 ff1 fs0 fc0 sc0 ls3 ws0">88 282 <span class="ls0"> </span></div></div><div class="c x56 y554 w3f h56"><div class="t m0 xc6 h2 y543 ff1 fs0 fc0 sc0 ls0 ws0">71,1% </div></div><div class="c xc3 y554 w40 h56"><div class="t m0 xb0 h2 y543 ff1 fs0 fc0 sc0 ls3 ws0">88 573<span class="ls0"> </span></div></div><div class="c xc4 y554 w41 h56"><div class="t m0 xc6 h2 y543 ff1 fs0 fc0 sc0 ls0 ws0">70,6% </div></div><div class="c x1 y555 w3a h57"><div class="t m0 xc5 h2 y1d8 ff2 fs0 fc0 sc0 ls0 ws0">Zobowiązania<span class="ff1"> </span></div></div><div class="c x95 y555 w3e h57"><div class="t m0 xb0 h2 y1d8 ff1 fs0 fc0 sc0 ls3 ws0">35 938 <span class="ls0"> </span></div></div><div class="c x56 y555 w3f h57"><div class="t m0 xc6 h2 y1d8 ff1 fs0 fc0 sc0 ls0 ws0">28,9% </div></div><div class="c xc3 y555 w40 h57"><div class="t m0 xb0 h2 y1d8 ff1 fs0 fc0 sc0 ls3 ws0">36 960<span class="ls0"> </span></div></div><div class="c xc4 y555 w41 h57"><div class="t m0 xc6 h2 y1d8 ff1 fs0 fc0 sc0 ls0 ws0">29,4% </div></div><div class="c x1 y556 w3a h57"><div class="t m0 xc5 h4 y1d8 ff7 fs0 fc0 sc0 ls0 ws0">Zobowiązania długoterminowe<span class="ff3"> </span></div></div><div class="c x95 y556 w3e h57"><div class="t m0 xb0 h4 y1d8 ff3 fs0 fc0 sc0 ls3 ws0">10 713 <span class="ls0"> </span></div></div><div class="c x56 y556 w3f h57"><div class="t m0 x38 h4 y1d8 ff3 fs0 fc0 sc0 ls0 ws0">8,6% </div></div><div class="c xc3 y556 w40 h57"><div class="t m0 xb0 h4 y1d8 ff3 fs0 fc0 sc0 ls3 ws0">11 080<span class="ls0"> </span></div></div><div class="c xc4 y556 w41 h57"><div class="t m0 x38 h4 y1d8 ff3 fs0 fc0 sc0 ls0 ws0">8,8% </div></div><div class="c x1 y4d w3a h56"><div class="t m0 xc5 h4 y543 ff7 fs0 fc0 sc0 ls0 ws0">Zobowiązania krótkoterminowe<span class="ff3"> </span></div></div><div class="c x95 y4d w3e h56"><div class="t m0 xb0 h4 y543 ff3 fs0 fc0 sc0 ls3 ws0">25 225 <span class="ls0"> </span></div></div><div class="c x56 y4d w3f h56"><div class="t m0 xc6 h4 y543 ff3 fs0 fc0 sc0 ls0 ws0">20,3% </div></div><div class="c xc3 y4d w40 h56"><div class="t m0 xb0 h4 y543 ff3 fs0 fc0 sc0 ls3 ws0">25 879<span class="ls0"> </span></div></div><div class="c xc4 y4d w41 h56"><div class="t m0 xc6 h4 y543 ff3 fs0 fc0 sc0 ls0 ws0">20,6% </div></div><div class="c x1 y557 w3a h59"><div class="t m0 xc5 h2 y558 ff2 fs0 fc0 sc0 ls0 ws0">SUMA PASYWÓW<span class="ff1"> </span></div></div><div class="c x95 y557 w3e h59"><div class="t m0 x39 h2 y558 ff1 fs0 fc0 sc0 ls3 ws0">124 220 <span class="ls0"> </span></div></div><div class="c x56 y557 w3f h59"><div class="t m0 xc8 h2 y558 ff1 fs0 fc0 sc0 ls0 ws0">100,0% </div></div><div class="c xc3 y557 w40 h59"><div class="t m0 x39 h2 y558 ff1 fs0 fc0 sc0 ls3 ws0">125 533<span class="ls0"> </span></div></div><div class="c xc4 y557 w41 h59"><div class="t m0 xc8 h2 y558 ff1 fs0 fc0 sc0 ls0 ws0">100,0% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hd y559 ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff6"> </span></div><div class="t m0 x1 h4 y55a ff7 fs0 fc0 sc0 ls0 ws0">Kapitał <span class="_ _9"></span>własny <span class="_ _0"></span>przypadający <span class="_ _9"></span>akcjonariu<span class="_ _1"></span>szom <span class="_ _9"></span>jednostki <span class="_ _0"></span>dominującej <span class="_ _9"></span>na <span class="_ _0"></span>dzień <span class="_ _9"></span>31 <span class="_ _9"></span>grud<span class="_ _1"></span>nia <span class="_ _9"></span><span class="ff3 ls3">202<span class="ls0">4 <span class="_ _9"></span></span></span>roku <span class="_ _9"></span>wyniósł <span class="_ _9"></span><span class="ff3 ls3">87<span class="ls0">.</span>415<span class="ls0"> <span class="_ _0"></span>tys. <span class="_ _9"></span>PLN </span></span></div><div class="t m0 x1 h4 y55b ff3 fs0 fc0 sc0 ls0 ws0">(spadek <span class="_ _0"></span><span class="ff7">w <span class="_ _9"></span>wysokości <span class="_ _0"></span></span>0,2% <span class="_ _9"></span>w <span class="_ _0"></span>stosunku <span class="_ _9"></span>do <span class="_ _0"></span>danych <span class="_ _9"></span>roku <span class="_ _0"></span><span class="ls3">202</span>3<span class="ff7">). <span class="_ _9"></span>W <span class="_ _9"></span>strukturze <span class="_ _0"></span>kapitału <span class="_ _0"></span>w<span class="_ _0"></span>łasnego <span class="_ _0"></span>największą <span class="_ _9"></span>pozycję <span class="_ _0"></span>stanowił </span></div><div class="t m0 x1 h4 y55c ff7 fs0 fc0 sc0 ls0 ws0">kapitał <span class="_ _0"></span>ze <span class="_ _9"></span>sprzedaży <span class="_ _0"></span>akcji <span class="_ _0"></span>powyż<span class="_ _0"></span>ej <span class="_ _0"></span>ich <span class="_ _9"></span>wartości <span class="_ _0"></span>nominalnej <span class="_ _0"></span>stano<span class="_ _0"></span>wiący <span class="_ _9"></span><span class="ff3">50,7</span>% <span class="_ _9"></span>pasywów <span class="_ _0"></span>ogółem <span class="_ _0"></span>i <span class="_ _0"></span>będący <span class="_ _9"></span>głównie <span class="_ _0"></span>wynikiem </div><div class="t m0 x1 h4 y55d ff7 fs0 fc0 sc0 ls0 ws0">pozyskanych środków z emisji akcji. <span class="ff3"> </span></div><div class="t m0 x1 h4 y55e ff7 fs0 fc0 sc0 ls0 ws0">Zobowiązania Grupy <span class="_ _1"></span>Kapitałowej <span class="_ _1"></span>TESGAS <span class="_ _1"></span>kształtowały się n<span class="_ _1"></span>a poziomie <span class="ff3">35.<span class="ls3">938</span> <span class="_ _1"></span>tys. PLN (sp<span class="_ _1"></span>adek <span class="ff7">w <span class="_ _1"></span>wysokości <span class="ff3">2,8% <span class="_ _14"></span>w<span class="_ _0"></span> stosunku<span class="_ _1"></span> </span></span></span></div><div class="t m0 x1 h4 y55f ff3 fs0 fc0 sc0 ls0 ws0">do <span class="_ _1a"> </span>danych <span class="_ _19"> </span>za <span class="_ _19"> </span><span class="ls3">202</span>3 <span class="_ _1a"> </span><span class="ff7">rok). <span class="_ _19"> </span>Zobowiązania <span class="_ _1a"> </span>długoterminowe <span class="_ _19"> </span>oraz <span class="_ _19"> </span>krótkoterminowe <span class="_ _19"> </span>spadły <span class="_ _1a"> </span></span><span class="ls2">w <span class="_ _1a"> </span></span>prezentowanym <span class="_ _19"> </span>okres<span class="ls14">ie<span class="_ _1"></span><span class="ls0"> </span></span></div><div class="t m0 x1 h4 y4d2 ff3 fs0 fc0 sc0 ls0 ws0">odpowiednio o 3,3<span class="ls2">% <span class="ls10">i </span></span>2,5%. <span class="ff7">Udział zobowiązań w pasywach ogółem </span>zmniej<span class="ff7">szył się w badanym okresie o </span>0,5 p. p.   </div><div class="t m0 x1 hf y387 ff1 fs0 fc0 sc0 ls3 ws0">3.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Kapitał obrotowy netto<span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y560 ff1 fs0 fc0 sc0 ls0 ws0">Tabela <span class="ls3">19</span><span class="ff2">. Wielkość kapitału obrotowego netto TESGAS<span class="_ _1"></span> S.A<span class="_ _0"></span><span class="ff3"> </span></span></div></div><div class="c x15 y561 w42 h5b"><div class="t m0 xc h2 yf9 ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c x48 y561 w43 h5b"><div class="t m0 xca h2 yf9 ff2 fs0 fc1 sc0 ls0 ws0">Formuła<span class="ff1"> </span></div></div><div class="c xcb y561 w44 h5b"><div class="t m0 xa1 h2 yf9 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">4 </span></div></div><div class="c xcc y561 w45 h5b"><div class="t m0 xa1 h2 yf9 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">3 </span></div></div><div class="c x15 y562 w42 h5b"><div class="t m0 xc h4 yf9 ff7 fs0 fc0 sc0 ls0 ws0">Kapitał obrotowy netto <span class="ff3"> </span></div></div><div class="c x48 y562 w43 h5b"><div class="t m0 xa0 h4 yf9 ff7 fs0 fc0 sc0 ls0 ws0">majątek obrotowy –<span class="ff3"> </span>zobowiązania krótkoterminowe<span class="ff3"> </span></div></div><div class="c xcb y562 w44 h5b"><div class="t m0 x1a h4 yf9 ff3 fs0 fc0 sc0 ls0 ws0">35 <span class="ls3">663</span> </div></div><div class="c xcc y562 w45 h5b"><div class="t m0 x1a h4 yf9 ff3 fs0 fc0 sc0 ls0 ws0">37 0<span class="ls3">51</span> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hd y44d ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff6"> </span></div><div class="t m0 x1 h4 y563 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y564 ff3 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>analizowanym <span class="_ _14"></span>o<span class="_ _0"></span>kresie <span class="_ _14"></span>odnotowano spad<span class="_ _1"></span>ek <span class="_ _14"></span><span class="lsd">o <span class="_ _1"></span><span class="ls0">3,7% <span class="_ _1"></span><span class="ff7">kapitału <span class="_ _14"></span>obrotowego nett<span class="_ _1"></span>o. <span class="_ _1"></span>Jego <span class="_ _1"></span>wartość <span class="_ _14"></span>na dzie<span class="_ _1"></span>ń <span class="_ _14"></span>31 grudni<span class="_ _1"></span>a <span class="_ _1"></span><span class="ff3 ls3">202<span class="ls0">4 <span class="_ _14"></span><span class="ls2b">ro<span class="_ _0"></span><span class="ls0">ku </span></span></span></span></span></span></span></div><div class="t m0 x1 h4 y565 ff7 fs0 fc0 sc0 ls0 ws0">wyniosła <span class="ff3">35.<span class="ls3">663</span> tys. PLN w odniesieniu do 37.051 tys. PLN na koniec <span class="ls3">202</span>3 roku. </span></div><div class="t m0 x1 h2 y566 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y567 ff1 fs0 fc0 sc0 ls0 ws0">Rysunek <span class="ls3">12</span><span class="ff2">. Kapitał obrotowy netto TESGAS S.A.</span> </div><div class="t m0 x1 h43 y568 ffc fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcd hd y569 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hd y56a ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff6"> </span></div><div class="t m0 x1 h4 y56b ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>TESGAS S.A. <span class="_ _0"></span>w<span class="_ _0"></span>ystępuje dodat<span class="_ _0"></span>ni <span class="_ _0"></span>kapitał <span class="_ _0"></span>pracujący, <span class="_ _0"></span>co <span class="_ _0"></span>oznacza, <span class="_ _0"></span>że <span class="_ _0"></span>część <span class="_ _0"></span>aktywów <span class="_ _0"></span>obrotowych <span class="_ _0"></span>jest <span class="_ _0"></span>finansowana <span class="_ _9"></span>kapitałem </div><div class="t m0 x1 h4 y4ad ff7 fs0 fc0 sc0 ls0 ws0">stałym.  Biorąc <span class="_ _3"> </span>pod  uwagę  zasady <span class="_ _3"> </span>zarządzania  finansami  przedsiębiorstwa <span class="_ _3"> </span>jest  to  sytuacja <span class="_ _3"> </span>najbardziej  pożądana,  gdyż<span class="_ _0"></span> </div><div class="t m0 x1 h4 y56c ff7 fs0 fc0 sc0 ls0 ws0">wypracowany kapitał pracujący można przeznaczyć na bieżące wydatki Grupy.<span class="ff3"> </span></div><div class="t m0 x1 h4 y4af ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y56d ff1 fs0 fc0 sc0 ls0 ws0">Tabela <span class="ls3">20</span><span class="ff2">. Wielkość kapitału obrotowego netto Grupy Kapitałowej TESGAS<span class="ff3"> </span></span></div></div><div class="c x15 y47a w42 h5b"><div class="t m0 xc h2 yf9 ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c x48 y47a w43 h5b"><div class="t m0 xca h2 yf9 ff2 fs0 fc1 sc0 ls0 ws0">Formuła<span class="ff1"> </span></div></div><div class="c xcb y47a w44 h5b"><div class="t m0 xa1 h2 yf9 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">4 </span></div></div><div class="c xcc y47a w45 h5b"><div class="t m0 xa1 h2 yf9 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">3 </span></div></div><div class="c x15 y403 w42 h5c"><div class="t m0 xc h4 y56e ff7 fs0 fc0 sc0 ls0 ws0">Kapitał obrotowy netto <span class="ff3"> </span></div></div><div class="c x48 y403 w43 h5c"><div class="t m0 xa0 h4 y56e ff7 fs0 fc0 sc0 ls0 ws0">majątek obrotowy –<span class="ff3"> </span>zobowiązania krótkoterminowe<span class="ff3"> </span></div></div><div class="c xcb y403 w44 h5c"><div class="t m0 x1a h4 y56e ff3 fs0 fc0 sc0 ls3 ws0">35 271<span class="ls0"> </span></div></div><div class="c xcc y403 w45 h5c"><div class="t m0 x1a h4 y56e ff3 fs0 fc0 sc0 ls3 ws0">44 194<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hd y8b ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi xb y3f w4 h9" alt="" 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DJlSiKR6HnBucyPnaVSqd5+o90BAHz66cgmGDAxd8WKFQ0NDU899VTw4SSEqVOnlpSU9HaZ5f5eNjn6ltwVK1YEH85SyPkb7Q4AQMzlgqmqqtq0aVM48eDKK69csGBBdAGIdevWhZdNjsViY8eOvf/++/t4SblUKjVz5szwixQKCgouv/zyzAvg5fmNAACfrlj0r+qBLbyQQV1dnV0ODADX3bZwkDzS15rq7W7g/DibCwCAmAsAAGIuAACIuQAAIOYCAICYCwCAmAsAAGIuAAAMgJi7fPny2IdqamrCYn19fValp6gnq62/dQAAuJAxN7z668svv3z69Ol0Op1Op8Pru9bX1y9ZsmTv3r3d3d0HDhzIGUmjnnQ6ffbs2aitt/rBgwdz1gEA4ALH3PCquS0tLUOGDImKyWRy9erVdXV1kyZNisfjW7ZsaWxs3LdvX+aCmT1BEBQVFYVtzc3NOev79u3buXNnzrrdBgBAfvF+dXd1dW3cuPELX/jCY489lkwmgyAoKCj45je/+etf//q3v/3t9OnTw7bx48ePGDGira0tTKih1157LbMnanvhhRdy1tva2trb2+fOnduznrlaAAD4qDH3gw8+ePPNN//hH/4hPJubSqXuvPPOkSNHbt68+ezZs1Hb0KFDCwsLDx8+nLns7373u8yeqO3v//7vc9YPHz58+vTpnPU+/rVr1qzJqpw6deoS2jc3zXxgkByFP9/+qKcikNOlNW4zIA0bNsxGuESdz0fQZsyYEc5YiMfjK1as6O7ubmtr69k2fvz4vqytsrIyZ723xfu4WgAABrP4R1y+rKysuLg4mUyOGDEiKnZ0dPR8/11WVpbZE7WNHj06Zz0IgpEjR+as91FdXV30czil2Bsyb5QB4wMwSPTvbG48Hr/hhhteffXVqNLe3t7V1TV//vzCwsLGxsaw2NTU1NXVVV1dnblsaWlpZk/UlrVs5uLDhw/PWbfbAAC4wDF3xYoVDQ0NTz31VBAEyWRy3rx5U6dOLS8vnz179tq1a0+cONHZ2VlbW1tbW1tSUpK5bFFRUdQTBEEikQjbMpfNrJeUlFx//fU563YbAADnCK79XaCqqmrTpk1z584NvwNh5cqVq1atCoJg3bp1wYfTDKJilsye3pbNrE+bNm3x4sU96wAAkF8snU4PhscZzs3NnK178bvutoWD5Ch8raneUxGMD8YH4MK6zCYAAEDMBQAAMRcAAMRcAAAQcwEAQMwFAEDMBQAAMRcAAMRcAAAQcwEAQMwFAEDMBQAAMRcAAMRcAAAQcwEAQMwFAAAxFwAAMRcAAMRcAOBT0draGovFhg4deuLEib7fFQRBIpEYMWJETU1NVn358uWxD61atarngosWLeptnXDxiPd3gfr6+oceemjhwoUFBQVh5a677qqsrDx48OCf/dmfXX311aWlpTt27PjWt7517733Zi0b9ZSVlaVSqZdeeils663+5ptvLl26tGfdbgOAUGNj43/9r//1G9/4xhNPPNH3u44ePXr//fcXFBSMHz8+s97Z2XnXXXf9i3/xL06fPj1kyJCjR4/OmTPn5MmT69ati173GxsbOzs7bXkGYMwNgqC0tPQ73/nOkCFDokoymZw1a9aCBQvC93xTp06trq6uqKiYNGlSbz1BENxxxx3V1dWlpaVf/epXe9YrKiqam5s///nP96xnrhYABq1EIrFo0aL//b//96FDh7KybJ67giAoLy9vaGgIgmD58uVtbW1R/Z133vmnf/qnNWvWhK/y5eXlX//61++///7//J//c0lJSbTav/3bv92xY4ftz0Xuwkxa6Ojo6Orqmj59enizrKysuLg482nTsydqa25uzllva2vr7OzMWbfbACCVSj3wwAOLFy/uefYnz13n9N577/X2UhuttqyszPZnYMbcAwcOFBcXZ07ZaW9vP3nyZNRQWlo6bNiwrKWyeqK2Y8eO5awHQXD8+PGcdQBgz549u3btWrp0ab/uym/06NFVVVWPPPLImTNnwlwbnvT9iKuFT0W/Jy0sXLhw4cKF4c+tra1TpkwJguBLX/pSz87Dhw/3ZYWHDh3KWe9t8T6uNgiCNWvWZFVOnTpll1+E7BfA+NBfyWRy7ty5jz32WFFR0alTp5LJZDqdfvfdd4uKivLc1XM9XV1dqVQqcztv2rRp4sSJxcXF4c0FCxaEiwdBEK329OnTedY5wDjFdun6SJMWqqqqli1b9vzzz58+fbrnvVmz2ntTWVmZs97b4n1cLQAMYAcPHnzjjTcWLlx41VVXXXXVVUuXLj1z5szYsWPXrFnT210tLS19WXNRUdE//dM//e5DN99887XXXltcXJy52ilTpkS/zr7gohX/iMtPmDBh48aNw4cPHzFiRFTs6Ojo+f67rKwssydqGz16dM56EAQjR47MWe+jurq66OfNmze3t7d7Q+aNMmB8GBimTZuWTqejm/X19ffff38ikQg/KJbnriyFhYXxeLy37ZxKpV588cVZs2aNHDky8zcePHhwypQpva0TLhIf9SNov/zlL8eNG/ev//W/LiwsbGxsDItNTU1dXV3V1dWZnaWlpZk9Udv8+fNz1qurq4cPH56zbrcBwMctlUrdeeed7e3tK1assDUY+DE3lUrdfffd+/btC2+2trauX7/+29/+9tVXXz179uy1a9eeOHGis7Oztra2trY26x1eUVFR1BMEQSKRCNvKy8tz1ktKSq6//vqcdbsNAD6K8LIRsVhs/fr1DQ0N0SUkUqnUzJkzw7sKCgouv/zyn//855lfIQqXkP5NWojH41/+8pcnT54c3iwsLNy7d2/4ZSXr1q0LPpxmsHLlypwXTcnsyWzrrT5t2rTFixf3rAMAmTI/IN6Xu6qqqjInNmTavn37OX/djTfeGH4oDS5msd6O8gEmnJubOVv34nfdbQsHyVH4WlO9pyIYH4wPwIV1mU0AAICYCwAAYi4AAIi5AAAg5gIAgJgLAICYCwAAYi4AAIi5AAAg5gIAgJgLAICYCwAAA07cJgCAi8HfvHB4kDzS+/5ovN3NJ8DZXAAAxFwAALgUmLQAF68PPvhgy5Ytu3fvHj16dBAEBw8eLCoqWrduXVlZWRAE9fX1Dz300MKFCwsKCsL+u+66q7KysueyH3zwwbPPPvvFL37xkUceGTJkSGdn58aNG5PJZNiZSqUee+yx6dOn/+hHPwpXdfDgwR/96Ef/43/8jyeeeOLee++1IwAQc4EL6bLLLvvqV7/61a9+NbyZTCbHjRvX0tIyZ86csFJaWvqd73xnyJAh51x26tSpU6ZMmTJlypw5c4YPH/7ggw9Gna2trQ8//PA3v/nNMOO2trZOmTLlySefvPzyy+0CAMRc4GPX0dFx6tSp81u2rKxs1KhRY8eOzaqnUqmHH354+vTpkyZNCitVVVXpdDoIgp/97Ge2OQCXrvOfm9va2hqLxYYOHXrixImwUl9fH4vFYrFYTU1Nb0tFPVlt/a3DYJNKpR544IGKioqZM2dGxQMHDhQXF4dPkFWrVuVZvKmp6dSpUxUVFVn1Y8eOtba2mpkAgJj7fyWTyXnz5n3hC1/IzKNLlizZu3dvd3f3gQMHckbSqCedTp89ezZq661+8ODBnHUYPJLJ5JgxY2KxWEFBQXt7e0tLSzRFYeHChekPtbS0rF69urekm0wmV69eXVtbW1JSknXXhg0bsqIzAAzqmPvd73534sSJixYtynwRraurmzRpUjwe37JlS2Nj4759+3q+0IY9QRAUFRWFbc3NzTnr+/bt27lzZ8663cbgUVRU9Prrr4dZ9tFHHy0uLs6ZZauqqpYtW/b888+fOXMm665UKnXPPfdcc801K1as6Bl/n3322RkzZuSc3QsAgy7mJhKJrVu31tXVRZWOjo6urq7p06eHN8vKyoqLi9va2jKXyuqJ2pqbm3PW29raOjs7c9btNganPFk2CIIJEyYcOXLk9OnTWfUHH3xw165dL774Ys8su3Xr1rfffnvp0qW2LQBi7v+dILh48eLoAytBELS3t588eTK6WVpaOmzYsKwFs3qitmPHjuWsB0Fw/PjxnHUYtCZMmNDbXb/85S/HjRtXXFycWayvr9+wYcOuXbt6TldIpVINDQ1Tp07teRcADAD9/qaFPXv27Nq1a9OmTefsPHy4TxctPHToUL8W7+NqgyBYs2ZNVuW8P6XOx8p+6c3rr7/+5S9/ubm5+ZprrglvLl++fMmSJe+///4777yzcOHCBx544KabbgqC4JVXXlm/fn19ff37778fbc8f//jH3/rWt3bs2PG5z32u50Z+5ZVXduzYsWPHjt62f1dX19mzZ+0djA8M8t3qFNtgibnhJ88ef/zxvpz+GT++T1esrqys3L9/f87Ff/Ob35z3amEAGDNmTF1dXea3gNXX18+ePTsIgng8PnXq1Ntuuy2sFxYWNjU1hZE3erauWbOmq6sr6gmC4IYbbvjpT3965ZVXplKpv/qrv/rc5z73b/7Nv+kZf++4447o5tKlSw8dOhTmbAAYsDF3//79R48enTt37ty5c6PiyJEj586dO2LEiKiS89s9y8rKMnuittGjR+esh2vOWe+jzNnDmzdvbm9v94bMG+VLzn333Xfffff1965wqx47dizPmhsbG3PWp02bFn5vLhgfsFu5pPVvbm74vfGRTZs2FRcXHz9+vL6+vrCwMHrVbGpq6urqqq6uzly2tLQ0sydqmz9/fs56dXX18OHDc9btNgAALmTM7U1RUdHs2bPXrl174sSJzs7O2trant/QmdkTBEEikQjbysvLc9ZLSkquv/76nHW7DQCA/C7YxX7XrVsXfDjNYOXKlTm/2jOzJ7Ott/q0adMWL17csw4AAPnFBskkvHBubuZs3YvfdbctHCRH4WtN9Z6KYHwwPvzNC4cHySO97498mpxPwmU2AQAAYi4AAIi5AAAg5gIAgJgLAABiLgAAYi4AAIi5AAAg5gIAwMcpbhPAJ2bwXOIocJUjAD5tzuYCACDmAgDApcCkBQAGlFQqtWHDht/+9rdBEFx++eULFiwoKysL7zp48OD27dszm++6667KysrMyk9/+tNXXnkl/Lm0tHTBggUFBQWdnZ0bN25MJpOZndG9WUvdeuutX/ziF+0IEHMB4EJm3DvvvPMrX/nKN7/5zfDnv/zLv0wkEiUlJVHMbWlpGTJkSM7Fly9fvnHjxrA/mUyOGzfu7/7u75577rnhw4c/+OCDUVt4V5RxM5dqbW2dMmXK//k//ycrPQOfPJMWuCQlk8kxY8bEYrFYLHbFFVfs27cvuqu+vj72/3rqqaeyXgV7W/ajrBa4GMTj8e3bt8+ZMyf8ecWKFadPn965c2dflv3ggw9+9atf1dbWhpm4qKho5cqVR48ePXPmTFbn/v3733zzzenTpwdBkEgknnjiiccffzxcqqqqatmyZbt377YvQMyFfkulUvfcc8/3v//9dDrd3d19xx133H777SdOnIgaJk6cePr06fSHwhe8yLZt23Iu+xFXC1yEysrKRo0aNXbs2D69Il522bXXXvv888+HuTaVSjU0NJSXl2ed+k2lUg8//PD06dMnTZoUVq644orMXzFhwoSOjg4bH8Rc6LePcrYmCIJ58+blXPYjrha4CDU1NZ06daqioiKqHDhwoLi4OPyfzKpVq7L6//zP//ytt9767Gc/29zc/Pu///vt7e1btmzJ6jl27Fhra+u9994bVd577722tjZbG8RcuMD6dbam78t+lNUCF4NkMrl69epoEkIQBAsXLoz+IdPS0rJ69eqspFtUVHTkyJFRo0bdeuutb7755g9+8IOes3g3bNhQUVExc+bM8Obo0aOrqqoeeeSRzHPANj5ckjE3c/Ji1vTEaPJiTU1Nb4tnTnDMbOtvHSL9PVuTf9kLslrgUxdOQ7rmmmtWrFiRsyGcRBtNUYhedK688spw8tIPfvCDyZMnZ730JJPJZ599dsaMGVH8jcfjTz/99FtvvRWODwUFBaWlpbY/XHoxN3PyYjqd3rRp09e+9tlp7E8AACAASURBVLXwYzr19fVLlizZu3dvd3f3gQMHckbSqCedTp89ezZq661+8ODBnHX4KGdr8ix7QVYLXAwefPDBXbt2vfjii719qUIQBBMmTDhy5Mjp06fDm52dnbW1tU8++WQ4eWnhwoUtLS2NjY2Zn0bdunXr22+/vXTp0sz1FBUVvf7669EQMXnyZEkXLr2Ymzl5MQiCr3zlK6NGjWprawszQV1d3aRJk+Lx+JYtW7LGhSg3hD3hoBC2NTc356zv27dv586dOet2Gx/lbM05l+37aru7u+0FuAjV19dv2LBh165dPd/EZvrlL385bty44uLiqJL1YbKysrIRI0ZkDg4NDQ1Tp07Ns9qwZ8KECfYCXGIxN0tHR8epU6fCH7q6usKvVgnHheLi4qz5+Fk9UVtzc3POeltbW2dnZ8663cZ5n63py7J9X62YCxdnxl2yZElLS0v0TQhRAL377rujcyWtra3r16//9re/HT3Thw4dWlhYuGbNmmiRDRs2ZE5e2rNnz44dO+rq6vJk3DvvvLO9vf2WW26xI+ASjrmpVOqBBx4Ip+G3t7efPHkyuqu0tHTYsGFZ/Vk9UduxY8dy1oMgOH78eM46BB/hbE3+Zfu12vCb4YGLR/ifw66ursmTJ0cf7bjpppvOnDkTj8e//OUvR/Xq6uq9e/dmfjNgPB4/cuTIgQMHogVffvnl48ePh6NB+D1ilZWVWdd9SKVSM2fODPsLCgouv/zyn//85wYHuBjEz2MEGTdu3NGjR4MgmDhxYp5ryRw+fLgvKzx06FC/Fu/jaoMgyHxHHgrPPXOxOY/98uMf//hb3/rWjh07Pve5z2UunkqlFi5c+MADD9x0001BELzyyivr16+vr69///33o7ZXX311yZIlPZc9j9Umk8msi3/i6canfiDlfFkJB4G777777rvvzr/+rMUzR4/wy8UyK5l1B/9AHR+cYhtEMTecaB/+3NraWlxcvHLlyi996Us9O8ePH9+XFVZWVu7fvz/n4r/5zW/Oe7UMYMlkcs2aNV1dXbfddltUvOGGG376059eeeWVU6dOjeqFhYVNTU1hNo28/PLLOZeNxWIfZbUAwKUdczNFH8SZPXt25iT9aM5upqyJ/FHb6NGjc9aDIBg5cmTOeh9lTp/avHlze3u7N2QD441yONelt3vvu+++++67L8/iDz300EMPPZTzro+yWpz/wIGE3cpF5aNeHiL8MGlpaWlhYWFjY2NYbGpq6urqqq6uzuzM6ona5s+fn7NeXV09fPjwnHW7DQCACxlzE4lEeXn5iRMnopu1tbUzZsy4+uqrZ8+evXbt2hMnToTfO9jzu0iLioqinmjZ2tra8vLynPWSkpLrr78+Z91uAwAgv/5NWqioqFi1alXmXILoa7TXrVsXfDjNYOXKlTm/OT+zJ7Ott/q0adMWL17csw4AAPnF0un0YHic4dzcPF92eBG67raFg+QofK2pfpA80r954XAwaNz3Rz4tanwwPhgijA98mi6zCQAAEHMBAEDMBQAAMRcAAMRcAAAQcwEAEHMBAODSFbcJALho/X8LHhs8D3b+XVPtcbiAnM0FAGAAcjaXT9/gOVvjVA0AfGKczQUAQMwFAAAxFwAAxFwAABBzAQBAzAUAQMwFAAAxFwAALumYm0wmx4wZE4vFYrHYFVdcsW/fvuiu+vr6sF5TU9Pb4lFPVlt/6wAAcMFibiqVuueee77//e+n0+nu7u477rjj9ttvP3HiRJhHlyxZsnfv3u7u7gMHDuSMpFFPOp0+e/Zs1NZb/eDBgznrAABwIWNuPB7fvn37nDlzwp9XrFhx+vTpnTt3JpPJ1atX19XVTZo0KR6Pb9mypbGxMfNEbxAEmT1BEBQVFYVtzc3NOev79u3buXNnzrrdBgDAhYy5WcrKykaNGjV27NiOjo6urq7p06dH9eLi4ra2tszmrJ6orbm5OWe9ra2ts7MzZ91uAwDgY4y5TU1Np06dqqioaG9vP3nyZFQvLS0dNmxYVnNWT9R27NixnPUgCI4fP56zDgAA+cXPe8lwEkJtbW1JScmRI0d6Nhw+fLgv6zl06FDOem+L93G1QRCsWbMmq3Lq1Cm7HD4Znm7AwBgfnGK7dJ3n2dzws2jXXHPNihUreusZP358X1ZVWVnZr8X7uFoAAAaz8zyb++CDD+7atSuRSAwZMiQIgrKyshEjRkT3dnR09HyjltUTtY0ePTpnPQiCkSNH5qz3UV1dXfTz5s2b29vbvSGDT4ynG2B84NN1Pmdz6+vrN2zYsGvXrpKSkrBSWlpaWFjY2NgY3mxqaurq6qqurs5cKqsnaps/f37OenV19fDhw3PW7TYAAC5wzA2/47alpSX8nq9QUVHR7Nmz165de+LEic7Oztra2nDObuaCmT1BECQSibCtvLw8Z72kpOT666/PWbfbAADIr3+TFsKPnXV1dU2ePDkqTpw4saWlZd26dcGH0wxWrly5atWqnotn9mS29VafNm3a4sWLe9YBACC/WDqdHgyPM5ybmzlb9+J33W0LB8lROOJf3ThIHun8u6YOnsHlvj/yaVHjg/HBEGF84NN0mU0AAICYCwAAYi4AAIi5AAAg5gIAgJgLAICYCwAAYi4AAIi5AAAg5gIAgJgLAICYCwAAYi4AAIi5AAAg5gIAgJgLAABiLgAAYi4AAAy2mJtIJEaMGFFTU5NZrK+vj8VisVgsq56zJ6utv3UAALjAMbe+vn7s2LHvvPNOVnHJkiV79+7t7u4+cOBAzkga9aTT6bNnz0ZtvdUPHjyYsw4AABc45ra2ti5atOjJJ59ctmxZVEwmk6tXr66rq5s0aVI8Ht+yZUtjY+O+ffsyF8zsCYKgqKgobGtubs5Z37dv386dO3PW7TYAAC5wzK2qqkqn03PmzMksdnR0dHV1TZ8+PbxZVlZWXFzc1taWpydqa25uzllva2vr7OzMWbfbAAC4wDE3p/b29pMnT0Y3S0tLhw0blr8najt27FjOehAEx48fz1kHAID84h/fqg8fPtyXtkOHDvVr8T6uNgiCNWvWZFVOnTpll8Mnw9MNGBjjg1Nsl66P8QvFxo8f35e2ysrKfi3ex9UCADCYXZizuWVlZSNGjIhudnR09HyjltUTtY0ePTpnPQiCkSNH5qz3UV1dXfTz5s2b29vbvSGDT4ynG2B84NN1Yc7mlpaWFhYWNjY2hjebmpq6urqqq6vz9ERt8+fPz1mvrq4ePnx4zrrdBgDAJxFzi4qKZs+evXbt2hMnTnR2dtbW1tbW1paUlPTWEwRBIpEI28rLy3PWS0pKrr/++px1uw0AgPz6PWmhtbV1ypQp0c1YLFZcXJxIJNatWxd8OM1g5cqVq1at6rlsZk9mW2/1adOmLV68uGcdAADyi6XT6cHwOMO5uZmzdS9+1922cJAchSP+1Y2D5JHOv2vq4Blc7vsjnxY1PhgfDBHGBz5Nl9kEAACIuQAAIOYCAICYCwAAYi4AAIi5AACIuQAAIOYCAICYCwAAYi4AAIi5AACIuQAAIOYCAICYCwAAYi4AAIi5AAAg5gIAIOYCAICYCwAAYi4AAIi5AAAg5gIAIOYCAMBAE0un0wP1sa1Zs8YOBgA+irq6OhvhEnUJnM2tr6+PfaimpsY+AwA+Mc6aXboG8tncTJs3b25vb/eGDOjtNcz4ABgfBhhzcwEAEHMBAEDMBQCAT8VgmZsLAMCg4mwuAABiLgAAiLkAACDmAgCAmAsAAGIuAABiLgAAiLkAACDmAgCAmAt9kkwmx4wZE4vFYrHYFVdcsW/fvuiu+vr62Ie2bdt2zv5Qa2trLBYbOnToiRMnbF4Y8OPD5z73uXP2Z9ZjsdhTTz1l24KYCx+vVCp1zz33fP/730+n093d3Xfcccftt98extP6+volS5bs3bs3nU6fPXv2v/23/5a/P3oxmzdv3he+8AXbFgbJ+LBo0aKampo8/Zn1dDq9adOmr33taz3fIQMXizQMRC0tLUEQPPnkk2fPni0vL1+5cmV017//9/8+fEnL2R9Vli1bNmvWrE2bNhUXFx8/ftwmhQE/Prz++uuFhYV9GR9C4eI968BFwtlcBqaysrJRo0aNHTu2o6Ojq6tr+vTp0V1XX311W1tbb/3hzUQisXXr1rq6OlsSBs/4cNVVVxUXF59zfIh0dHScOnXK9oSLlpjLwNTU1HTq1KmKior29vaTJ09m3nX11Vfn6Q+CIJVKPfDAA4sXL540aZItCYNnfBg6dOiwYcPyjw+RcKCoqKiYOXOmTQpiLnxCksnk6tWra2trS0pKcjYcPnw4T/+ePXt27dq1dOlSWxKMD1n90UfQCgoK2tvbW1pahgwZYquCmAufhPAzItdcc82KFSt66xk/fnxv/eEnzx5//PHeXgKBQTs+BEFQVFT0+uuvh9P+Hn300eLi4lWrVtmwIObCJ+HBBx/ctWvXiy++GJ5iKSsrGzFiRGbD22+/nad///79R48enTt3bvhtQYsWLTp9+vTIkSO9ksGAHx/efffdrLm2Wf1Zqqqqli1b9vzzz585c8a2BTEXPl719fUbNmzYtWtXdC62tLS0sLCwsbEx6vn1r39dXV3dW39VVVXmhzSjb1oQc2HAjw+JRKKrqyvP+NDThAkTbFgQc+GTeA1bsmRJS0tL5kfHioqKZs+evXbt2vA7MhOJxLvvvhu+aOXsBwbt+PD0009Hc3Bz9icSifLy8ugLthOJRG1t7YwZM0zPhYuU71RjYAi/wDLr8J44ceLp06fDL8GNik1NTefs73k21xaGAT8+fPGLXzxn/6ZNmzKLvjQXLmaxdDot6wMAMMCYtAAAgJgLAABiLgAAiLkAACDmAgCAmAsAgJgLAABiLgAAiLkAACDmAgCAmAsAgJhrEwAAIOYCAICYCwAAYi4AAIi5AAAg5gIAIOYCAICYCwAAYi4AAIi5AAAg5gIAIOYCAICYCwAAYi4AAIi59G758uU1NTX+MDvdw9yyZcuqVatsNy7gMeCYATGXT0IikRgxYsTQoUNPnDhhawwkra2tsR6eeuqpT/JvSKVSM2fO/Lhfzj/u3/LP//zPK1asuCR2+iezwS9a9fX1N91005kzZ6KbV1xxxb59+2xD4JMRtwk+AdfdtjBn/euzJq94YHFWsampadKkSf/8z/+8c+fOOXPmnDM5VVdXt7S0TJo06ZLOf5f0o/j/FjzW2117nvjT6Oeqqqp0Op2ZAJYsWTJ27FhPkH5JJpOpVGrIkCEX6vg5evTotddee6k/iT5Jf/PC4d7uuu+Pxud5mi9atOjJJ5/8iNv5Yh4uLv6/ra2traysbMC8doCYe4lJpVINDQ1/8id/8rOf/Wzbtm3njLlcullt9erVdXV1n/BrTDwe3759+yX9W4qKiv7yL//ykhlhP5ENfkkc8PPmzZs1a9Z5jGnnvQ3Pnj175513/uQnP8l8UwQMKiYtXFyOHTv2j//4j9XV1TU1NS+99FJv8xaWL18+dOjQNWvWTJkypaura/LkyXfffffy5csz/z+YTCbHjBlzyy23ZM5/yOqJpqOFzeG/0f/6r/865y+tr6+P/tXe8x+I0b2Z6//Od76zfPnyqD/nGurr66NHkflP/J7N9fX1fXks4W+MxWIX88SP7373u2+//fbSpUujyqxZs/q1bXvbmEOHDg178myfqD+cIZO18szi7/3e7505cybz8Mha56pVq6INnvmXZ/6WaPHMZXsTHtsnTpzIXHnmA+zj8dNzhb1ttPvvvz9r8d4OoZ5/UliJVvvXf/3XPf/CzE2RZ4ud9wF/8R/zqVTqnnvuueaaa7Zs2RIV165d29sR1fOAjx5szt2dc1VBEDQ1Nf2n//SfembcPENZ+DTs7SDveRzmORQPHTqU50maf7dmFdeuXZt1YOc5kHIeD9Hf9i//5b986qmn+j7qgpjLhdTU1FRSUlJcXHzzzTdfffXVO3fuzJkDNm7cmEgk6urqWlpaCgsL9+7d+8wzz9TU1Bw6dOjQoUNh2/79+99+++3169cPGzYskUiEaePZZ5+NesKb9957byqV+upXv/rMM8+k0+nu7u6XXnopZ8a9//77jx8/nk6nz549e+DAgcxBsKGh4fnnnw/veuutt+bNmxfWX3755WHDhqXT6eeee663NSxcuDB6FOl0OjzZ07N527Ztt9122zkfy/Lly9va2tLpdDqdXrx48R/8wR+cM1d98lpbW9evX//444+XlJREm7eysrLv27a3jRluonfeeae37ZMVPlasWPHiiy+G+72srCxceUVFxcmTJ8M1T5o0qbCwMPPwiNpCq1evDndxW1vb7t27e34yLDq63n///axl8xzb4ZaJVv7cc89lPuru7u78x0/OFfa20f77f//vmYvnP4Sy/qSwEu6gtra2b3/729HPu3fvzjnxOucWO+8DPnyMF/kxv2LFil27dr344otR4kylUvF4vLcjKudgEuq5u3OuKtw+06dP7/nfkjxDWUNDw9y5c3v+3t6Ow/xDWXd3d54naf7dmjWY//rXv66uru7LgdTb8RD9bW+88cacOXP6OOpKuoi5XOBzHg0NDTNmzBgyZEg8Hr/hhhu2bdvWc4zOzAGZbr755lGjRjU2NoY3n3vuualTp950003/9t/+27DY0dFRUVHxhS98oa2tLbzZ1dU1duzYeDz+zDPPhK8H8Xj88ssvz3qZDP/DHsWyoqKiLVu2NDY2Rh8lmTVrVvgCEN4VnYcuLS0NPyp0zjWc89e9/PLLo0ePzv9Y0un01q1b6+rqwvV84xvf+M1vfhO9VFw8e/nhhx/O/O9t+HjDm33ZtkePHu1tY4ab6Fe/+lVv+zrzL8na79dee+3Ro0czd/3WrVunTp2av23WrFnh62tFRcWCBQteffXVrMcbLX7ZZZf1/BX5j+2JEydGHzXLPCri8Xie4yfnCvt4BCYSifyHUOaflLWDKioq5syZE/28YMGCns/fnFvsvA/4sWPHnvMP/tQdOHBg48aNU6dOzRyy4vH4N7/5zd6OqJyDSW96rup3v/vdwoULq6qq+ji2RIfBrFmz7r333p6/t7fjMP9QtnPnzjxP0vy7NWsw7+rq6jng53zqnffx0K8hGi4h5uZeRH74wx82NjaOGjVq9erVQRBcdtllzz///JYtW6LzCocPH37rrbe+9rWvFRcX91y8qKjohz/84eLFi//kT/4kkUg8/vjjL730Ujwenzlz5mOPPbZixYqnn356ypQpN99883/5L//lD//wD3/wgx/cdtttN954YyqV+qu/+qvW1tYbb7wxCII33ngja809Q1JZWVlxcXFbW1vOqaXd3d1htvjMZz4Tnr/p1xpyNr/77rvnfCyjRo06ceLE448//nd/93fhgkuXLg0/b3HxZNxFixadOXPmRz/6Udbj/exnP9vHbfv3f//3eTbmzJkzf/GLX+zduzfnvs76YzL3+yuvvJJ577Zt2zZs2PDiiy/mb+vLQ44Wz7NszmO7vLw8Ov+XdVTk30o9V5jnCBw1alRUbG9vz38IZf5JF8p5H/A33njj3r17L/JjfuLEidu3b1++fPmXvvSlH/3oR+Hflkqlli1bdvXVV5/ziAoHk/wHWNaq4vH41q1bw5OafR/KehvE8h+HeQ7Fzs7Of/fv/l1vT9L8u7WgoCBzMM854Od0zgO4Xwdh/qcYiLn0QzKZ/N73vvfQQw9l/tt3+fLl69evr6mpCQfZ8ePHP/PMM3feeeeUKVNaWlqGDBlSVlY2YsSIqH/KlCnjx4//0z/901gs9q1vfSscnv74j//4e9/73rZt2zZt2vSTn/zk+uuv//a3v33w4MGGhoaf/OQnBQUFra2t3/3ud6OP3P7iF7/o+ee99957meNde3t7V1dXz/+jBUHw2muvFRQUVFRU9H0NWY8iZ/OYMWPO+VhKSkquuuqq22+//aL96N6DDz74P//n/+x5Mv6999575513wlejc27bsWPH5tmYf/zHf7x48eJXXnkl577OXNuePXsy9/vvfve7l19+ObyrtbV1/vz5LS0tI0eOzDo8Mtv6IvO35Fm257Gd/yDMf/z0XGGeI7CgoCBavKys7FM5hM7vgC8oKPi0/uB++exnP/uTn/zkzjvvHDduXHjw79mzp7u7e+XKlfmPqJyDSdbu7uOqzjkQ/exnPzvnINavoez999/P8yTNv1uzBvNly5b1cVPnOR6ytltfRt3eBiK4hJi0cLHYv3//m2++OX369Mxi1gyt8ETFo48+mkgkHn744cyxKbp31qxZL7zwwo4dO6JVFRUVzZ49+6WXXhozZkxlZWVRUdGMGTPq6uqGDRtWWVmZdT6jtbW158mV8J9iX//618P/4oUfms78L2RDQ0P0UbbVq1dn/YOyL2vIfBQ5mz//+c+f87GMHj26qqrqkUceCf8BmkwmJ0yYcPF8IieRSDzxxBOZU3IzH284j7Mv23by5Ml5NmZRUVFRUVFv+zrrZS9zv69fvz56xzVv3rzoWyB6a+v76264+NGjR/Mv2/PY7u0QSqVSeY6fnCvMfwRGi38qh9B5H/Cf1h98PidU4vGnn3766quv/g//4T9Ep6tzHlHnHEyydneeVfVxU0e/oqGhYdu2bXl+b7+Gsttuuy3PkzT/bs0azK+99to+buf8x0P4djrnZjzn4wIxl4/kueeeq6yszMoiWTO0ovFo+/btq1evfuqpp8Kxae7cuXfffXd471e+8pXy8vKsVdXU1Dz55JO33HJLeJKspqbmH/7hH8JJwOEK165dO3fu3Fgs9gd/8Ac5376vW7du8eLFI0eOjMViV1555YIFC6KP4ARBsHLlyrFjx4Z3TZw4MfOuvqwhehTRZ357Nkcfn8rzWOLx+P/6X/8rzFWxWOwzn/nME088cfEM001NTe+88074MLM+zrxu3bpdu3b1fdvm3x2pVKq3fZ11IGXu97/4i7+I3nGF039jsdgVV1wxdOjQnG19z3Dh4tdee+05l808tvMcQgUFBfmPn5wr7G2jDR8+PFr82Wef/VQOofM74MMwdDEf85nC6Z4NDQ3hwHXq1KmcR9SsWbPyDyZZuzvPqvq4qaNfsXLlykcffTTPINavoez3fu/38jxJ8+/WrMF85MiRfX870dvxEP5tn//858PnSF9G3TwbAS4Vsczvq2cASCaT48aNW7BgQf6roYLDhotNOKFWuvKshAvF2dyBJufkB8hv69at11xzzaVyBV0wmANi7qATfllVz8kPkN9111134MCB4uLinLMFAIM5XIpMWgAAYAByNhcAADEXAADEXAAAEHMBAEDMBQAAMRcAADEXAADEXAAAEHMBAEDMBQAAMRcAADHXJgAAQMwFAAAxFwAAxFwAABBzAQBAzAUAQMwFAAAxFwAAxFwAABBzAQBAzAUAQMwFAAAxFwAAxFwAABBzAQBAzAUAADEXAAAxFwAAxFwAABBzAQBAzAUAADEXAAAxFwAAxFwAABBzAQBAzAUAADEXAADEXAAAxFwAABBzAQBAzAUAADEXAADEXAAAxFwAABBzAQBAzAUAADEXAADEXAAAEHMBABBzAQBAzAUAADEXAADEXAAAEHMBABBzAQBAzAUAADEXAADEXAAAEHMBAEDMBQBAzAUAADEXAADEXAAAEHMBAEDMBQBAzAUAADEXAADEXAAAEHMBAEDMBQAAMRcAADEXAADEXAAAEHMBAEDMBQAAMRcAADEXAADEXAAAEHMBAEDMBQAAMRcAAMRcAADEXAAAEHMBAEDMBQAAMRcAAMRcAADEXAAAEHMBAEDMBQAAMRcAAMRcAAAQcwEAEHMBAEDMBQAAMRcAAMRcAAAQcwEAEHMBAEDMBQAAMRcAAMRcAAAQcwEAQMwFAEDMBQAAMRcAAMRcAAAQcwEAQMwFAEDMBQAAMRcAAMRcAAAQcwEAQMwFAAAxFwAAMRcAAMRcAAAQcwEAQMwFAAAxFwAAMRcAAMRcAAAQcwEAQMwFAAAxFwAAxFwAAMRcAAAQcwEAQMwFAAAxFwAAxFwAAMRcAAAQcwEAQMwFAAAxFwAAxFwAABBzAQAQcwEAQMwFAAAxFwAAxFwAABBzAQAQcwEAQMwFAAAxFwAAxFwAABBzAQBAzAUAQMwFAAAxFwAAxFwAABBzAQBAzAUAQMwFAAAxFwAAxFwAABBzAQBAzAUAADEXAAAxFwAAxFwAABBzAQBAzAUAADEXgP+/XTu4aSAGAigaS9vXpA7aoA4KoAHqyNzpabhFsMnBSQ5r7PdOyPJyGFnyV2QAmQsAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGSuEQAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyDc35oAAAC+tJREFUFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAcKytf2tmmhcAAAOKiOcz93Q6nd+/DBGA3y4fb24HHCEOVN+fd3+N9WgBAIAJyVwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmWsEAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAQOYCALCKVlWdWzPTvAAAGFBE7Fa2F78HYHGZ6XbAEeLwU3S76NECAAATkrkAAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAMtcIAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAGAVrao6t2ameQEAMKCI2K1sL34PwOIy0+2AI8Thp+h20aMFAAAmJHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZK4RAAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAMAqWlV1bs1M8wIAYEARsVvZXvwegMVlptsBR4jDT9HtokcLAABMSOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwjAABA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAIBVtKrq3JqZ5gUAwIAiYrfi11wAAKYKXJkLAMC0ZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzDUCAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAwvMy8u7499F8izkYJwN8L5uJ2wBHiUHW3dP2aCwDAhGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMw1AgAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAACBzAQBYRauqzq2ZaV4AAAwoIp7PXAAA+C88WgAAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuUYAAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAAA8Zrv+1VozjtVUlSEAAFNqQgcAgPl4tAAAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgc40AAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAECXZgQAAAyuqh795AdpG5RXfmSzLgAAAABJRU5ErkJggg=="/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">44</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h4 y47 ff3 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>analizowanym <span class="_ _0"></span>okresie <span class="_ _0"></span>odnotow<span class="_ _0"></span>ano <span class="_ _0"></span>spadek <span class="_ _9"></span>o <span class="_ _0"></span><span class="ls3">20</span>,<span class="ls3">19<span class="ls2">% <span class="_ _0"></span></span></span><span class="ff7">kapitału <span class="_ _0"></span>obrotow<span class="_ _0"></span>ego <span class="_ _0"></span>netto <span class="_ _0"></span>w <span class="_ _0"></span>Grupie <span class="_ _0"></span>Kapitał<span class="_ _0"></span>owej. <span class="_ _0"></span>Jego <span class="_ _0"></span>wartość <span class="_ _9"></span>na<span class="_ _1"></span> </span></div><div class="t m0 x1 h4 y8d ff7 fs0 fc0 sc0 ls0 ws0">dzień 31 grudnia <span class="ff3 ls3">202<span class="ls0">4 </span></span>roku wyniosła <span class="ff3">35.271 tys. PLN w </span>porównaniu z <span class="ff3 ls3">44<span class="ls0">.</span>194<span class="ls0"> tys. PLN na koniec 2023 roku. </span></span></div><div class="t m0 x1 h2 y49 ff1 fs0 fc0 sc0 ls0 ws0">Rysunek <span class="ls3">13</span><span class="ff2">. Kapitał obrotowy netto Grupy Kapitałowej TESAGS</span> </div><div class="t m0 x1 h7 y56f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xbc hd y570 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hd y571 ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff6"> </span></div><div class="t m0 x1 h4 y572 ff7 fs0 fc0 sc0 ls0 ws0">Podobnie jak w TESGAS, w Grupie Kapitałowej również występuje dodatni kapitał pracujący.<span class="ff3"> </span></div><div class="t m0 x1 hf y573 ff1 fs0 fc0 sc0 ls3 ws0">4.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Inwestycje rzeczowe i kapitałowe w Grupie Kapitałowej TESGAS <span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y574 ff3 fs0 fc0 sc0 ls8 ws0">W <span class="_ _5"> </span><span class="ls3">2024 <span class="_ _5"> </span><span class="ff7 ls0">roku <span class="_ _8"></span>Grupa <span class="_ _5"> </span>Kapitałowa <span class="_ _5"> </span>TE<span class="_ _0"></span>SGAS <span class="_ _8"></span>poczyniła <span class="_ _5"> </span>inwestycje <span class="_ _5"> </span>o <span class="_ _5"> </span>charakterze <span class="_ _5"> </span>rzeczowym <span class="_ _5"> </span>w <span class="_ _5"> </span>kwocie <span class="_ _5"> </span><span class="ff3">5.017 <span class="_ _5"> </span>tys. <span class="_ _5"> </span>PLN <span class="_ _5"> </span>celem </span></span></span></div><div class="t m0 x1 h4 y2ab ff3 fs0 fc0 sc0 ls0 ws0">rozbudowy hali produkcyjnej <span class="ls2">w </span>kwocie 2.715 tys. PLN oraz <span class="ff7">budowę farmy fotowoltaicznej w wysokości </span>2.302 tys. PLN  </div><div class="t m0 x1 hf y3e5 ff1 fs0 fc0 sc0 ls3 ws0">5.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Ocena możliwości realizacji zamierzeń inwestycyjnych, w tym inwestycji kapi<span class="_ _1"></span>tałowych<span class="_ _0"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y575 ff7 fs0 fc0 sc0 ls0 ws0">W okresie 12 miesięcy zako<span class="_ _0"></span>ńczonym 31 grudnia <span class="ff3 ls3">202<span class="ls0">4 <span class="_ _0"></span>roku </span></span>Grupa Kapitałowa <span class="_ _0"></span>poczyniła inwestycje o charakterze rzeczowym </div><div class="t m0 x1 h4 y576 ff3 fs0 fc0 sc0 ls0 ws0">w kwocie <span class="_ _0"></span>9.<span class="ls3">021</span> tys. <span class="_ _0"></span><span class="ff7 ls2">zł</span>. <span class="ff7">W <span class="_ _0"></span>kolejnych latach finansowanie dalszych <span class="_ _0"></span>inwestycji rzeczowyc<span class="_ _0"></span>h Grupa Kapitałowa TE<span class="_ _0"></span>SGAS zamierza </span></div><div class="t m0 x1 h4 y577 ff7 fs0 fc0 sc0 ls0 ws0">sfinansować <span class="_ _0"></span>z posiadanych środk<span class="_ _0"></span>ów wł<span class="_ _0"></span>asnych oraz <span class="_ _0"></span>podpisania nowych <span class="_ _0"></span>umów <span class="_ _0"></span>leasingowych. Planowane <span class="_ _0"></span>inwestycje mają <span class="_ _0"></span>na </div><div class="t m0 x1 h4 y578 ff7 fs0 fc0 sc0 ls0 ws0">celu zwięks<span class="_ _1"></span>zenie wartości <span class="_ _1"></span>przychodów ge<span class="_ _1"></span>nerowanych przez <span class="_ _1"></span>poszczególne<span class="_ _1"></span> spółki <span class="_ _1"></span>z Grup<span class="_ _1"></span>y Kapitałowej. <span class="_ _1"></span>Ewentualne <span class="_ _14"></span>inwe<span class="_ _0"></span>stycje </div><div class="t m0 x1 h4 y579 ff7 fs0 fc0 sc0 ls0 ws0">kapitałowe Emitent będzie realizował z własnych środków finansowych lub długiem.<span class="ff3">  </span></div><div class="t m0 x1 hf y57a ff1 fs0 fc0 sc0 ls3 ws0">6.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Przepływy środków pieniężnych <span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y57b ff1 fs0 fc0 sc0 ls0 ws0">Tabela <span class="ls3">21</span><span class="ff2">. Poziomy rachunku przepływów pieniężnych TESGAS S.A.</span> </div></div><div class="c x15 y57c w46 h5d"><div class="t m0 xc h2 y57d ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie (tys. zł)<span class="ff1"> </span></div></div><div class="c xce y57c w47 h5d"><div class="t m0 x41 h2 y57d ff1 fs0 fc1 sc0 ls0 ws0">rok <span class="ls3">202</span>4 </div></div><div class="c xcf y57c w47 h5d"><div class="t m0 x41 h2 y57d ff1 fs0 fc1 sc0 ls0 ws0">rok <span class="ls3">202</span>3 </div></div><div class="c x15 y235 w46 h5d"><div class="t m0 xc h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">Przepływy pieniężne nett<span class="_ _1"></span>o z działalności <span class="ff3">operacyjnej </span></div></div><div class="c xce y235 w47 h5d"><div class="t m0 x1 h4 y57d ff3 fs0 fc0 sc0 ls3 ws0">5 583<span class="ls0"> </span></div></div><div class="c xcf y235 w47 h5d"><div class="t m0 xb6 h4 y57d ff3 fs0 fc0 sc0 ls3 ws0">28 728<span class="ls0"> </span></div></div><div class="c x15 y57e w46 h5d"><div class="t m0 xc h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">Przepływy pieniężne nett<span class="_ _1"></span>o z działalności inwestycyjnej<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xce y57e w47 h5d"><div class="t m0 x80 h4 y57d ff3 fs0 fc0 sc0 ls0 ws0">(<span class="ls3">5 157</span>) </div></div><div class="c xcf y57e w47 h5d"><div class="t m0 x13 h4 y57d ff3 fs0 fc0 sc0 ls0 ws0">(<span class="ls3">288</span>) </div></div><div class="c x15 y57f w46 h5d"><div class="t m0 xc h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">Przepływy pieniężne nett<span class="_ _1"></span>o z działalności finansowej<span class="ff3"> </span></div></div><div class="c xce y57f w47 h5d"><div class="t m0 x80 h4 y229 ff3 fs0 fc0 sc0 ls0 ws0">(<span class="ls3">4 175</span>) </div></div><div class="c xcf y57f w47 h5d"><div class="t m0 x80 h4 y229 ff3 fs0 fc0 sc0 ls28 ws0">(1<span class="ls0"> <span class="ls3">356)</span> </span></div></div><div class="c x15 y580 w46 h5d"><div class="t m0 xc h2 y57d ff2 fs0 fc0 sc0 ls0 ws0">Razem przepływy pieniężne netto<span class="ff1"> </span></div></div><div class="c xce y580 w47 h5d"><div class="t m0 x80 h2 y229 ff1 fs0 fc0 sc0 ls0 ws0">(3 749) </div></div><div class="c xcf y580 w47 h5d"><div class="t m0 xb6 h2 y229 ff1 fs0 fc0 sc0 ls3 ws0">27 084<span class="ls0"> </span></div></div><div class="c x15 y31e w46 h5d"><div class="t m0 xc h2 y57d ff2 fs0 fc0 sc0 ls0 ws0">Środki pieniężne na koniec okresu<span class="ff1"> </span></div></div><div class="c xce y31e w47 h5d"><div class="t m0 xb6 h2 y229 ff1 fs0 fc0 sc0 ls3 ws0">25 055<span class="ls0"> </span></div></div><div class="c xcf y31e w47 h5d"><div class="t m0 xb6 h2 y229 ff1 fs0 fc0 sc0 ls3 ws0">28 804<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hd y581 ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff6"> </span></div><div class="t m0 x1 h4 y4c9 ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _14"></span>dzień <span class="_ _14"></span>31 <span class="_ _14"></span>grudnia <span class="_ _1"></span><span class="ff3 ls3">2024 <span class="_ _14"></span><span class="ff7 ls0">roku <span class="_ _14"></span>T<span class="_ _0"></span>ESGAS <span class="_ _14"></span>S.A. <span class="_ _14"></span>dysponowała <span class="_ _14"></span>środkami <span class="_ _1"></span>pieniężnymi <span class="_ _6"></span>w<span class="_ _0"></span> <span class="_ _14"></span>wysokości <span class="ff3">25.<span class="ls3">055</span> <span class="_ _14"></span><span class="ff7">tys. <span class="_ _14"></span>PLN, <span class="_ _14"></span>na <span class="_ _14"></span>któ<span class="_ _0"></span>re <span class="_ _14"></span>składały </span></span></span></span></div><div class="t m0 x1 h4 y582 ff7 fs0 fc0 sc0 ls0 ws0">się  g<span class="_ _1"></span>otówka  i <span class="_ _5"> </span>jej  ekwiwalenty  (środki <span class="_ _5"> </span>na  rachunkach  bankowych <span class="_ _5"> </span>oraz  lokaty <span class="_ _e"> </span>krótkoterminowe,  w <span class="_ _5"> </span>tym  <span class="ff3 ls3">2  092<span class="ls0">  </span></span>tys. <span class="_ _5"> </span>zł  o </div><div class="t m0 x1 h4 y583 ff7 fs0 fc0 sc0 ls0 ws0">ograniczonej możliwości dysponowania).<span class="ff3"> </span></div><div class="t m0 x1 h4 y584 ff7 fs0 fc0 sc0 ls0 ws0">Biorąc <span class="_ _9"></span>pod <span class="_ _0"></span>uwagę <span class="_ _0"></span>posiadane <span class="_ _0"></span>środki <span class="_ _0"></span>wł<span class="_ _0"></span>asne, <span class="_ _0"></span>prognozowane <span class="_ _0"></span>w<span class="_ _0"></span>pływy <span class="_ _0"></span>w <span class="_ _0"></span>najbliższych <span class="_ _9"></span>okresach <span class="_ _0"></span>oraz <span class="_ _0"></span>dostępne <span class="_ _0"></span>linie <span class="_ _0"></span>kredytowe </div><div class="t m0 x1 h4 y585 ff7 fs0 fc0 sc0 ls0 ws0">Spółka nie przewiduje <span class="_ _0"></span>wystąpienia problemów <span class="_ _0"></span>z płynnością fi<span class="_ _0"></span>nansową w <span class="_ _0"></span>związku z <span class="_ _0"></span>prowadzeniem bieżącej działalności oraz<span class="_ _0"></span> </div><div class="t m0 x1 h4 y586 ff7 fs0 fc0 sc0 ls0 ws0">realizacją  planów  inwestycyjnych.  W <span class="_ _3"> </span>trakcie  realizacji  zadań  o  dużej  w<span class="_ _0"></span>artości  jednostkowej  Emitent  zakłada <span class="_ _3"> </span>potrzebę </div><div class="t m0 x1 h4 y587 ff7 fs0 fc0 sc0 ls0 ws0">pozyskanie kolejnego <span class="_ _0"></span>finansowania <span class="_ _0"></span>obcego <span class="_ _0"></span>w <span class="_ _0"></span>celu <span class="_ _0"></span>sprawnego <span class="_ _0"></span>zrealizowania <span class="_ _0"></span>powyższych <span class="_ _0"></span>zadań. <span class="_ _0"></span>Emitent wraz <span class="_ _0"></span>ze <span class="_ _0"></span>spółkami <span class="_ _0"></span>z </div><div class="t m0 x1 h4 y588 ff7 fs0 fc0 sc0 ls0 ws0">Grupy Kap<span class="_ _0"></span>itałowej <span class="_ _0"></span>na <span class="_ _0"></span>bieżąco <span class="_ _0"></span>mo<span class="_ _0"></span>nitoruje prze<span class="_ _0"></span>pływy <span class="_ _0"></span>środków<span class="_ _0"></span> <span class="_ _0"></span>pieniężnych i <span class="_ _9"></span>podejmuje<span class="_ _1"></span> <span class="_ _0"></span>działania <span class="_ _0"></span>niezbędna <span class="_ _0"></span>do <span class="_ _9"></span>zapewnienia </div><div class="t m0 x1 h4 y589 ff7 fs0 fc0 sc0 ls0 ws0">płynności finansowej.<span class="ff3">  </span></div><div class="t m0 x1 h4 y58a ff7 fs0 fc0 sc0 ls0 ws0">Działalność operacyjna<span class="ff3"> </span></div><div class="t m0 x1 h4 y58b ff3 fs0 fc0 sc0 ls8 ws0">W <span class="ls3">202<span class="ls0">4 <span class="ff7">roku <span class="_ _0"></span>przepływy pieniężne <span class="_ _0"></span>netto z <span class="_ _0"></span>działalności operacyjnej <span class="_ _0"></span>były <span class="_ _0"></span></span>dodatnie <span class="_ _0"></span><span class="ff7">i kształtow<span class="_ _0"></span>ały się <span class="_ _0"></span>na poziomie <span class="_ _0"></span></span>5.</span>583<span class="ls0"> tys. <span class="_ _0"></span><span class="ff7 ls2">zł</span><span class="ls5">. </span></span></span></div><div class="t m0 x1 h4 y58c ff7 fs0 fc0 sc0 ls0 ws0">Osiągnięcie <span class="_ _14"></span><span class="ff3">dodatnich <span class="ff7">p<span class="_ _1"></span>rzepływów <span class="_ _1"></span>na <span class="_ _14"></span>działalności operacyjn<span class="_ _1"></span>ej <span class="_ _14"></span>wyn<span class="_ _0"></span>ika <span class="_ _14"></span>głó<span class="_ _0"></span>wnie <span class="_ _1"></span><span class="ff3 ls2">z <span class="_ _14"></span><span class="ff7 ls0">osiągnięcie d<span class="_ _1"></span>odatnich <span class="_ _14"></span>w<span class="_ _0"></span>yników <span class="_ _14"></span>finansowych<span class="_ _0"></span><span class="ff3">.  </span></span></span></span></span></div></div></div><div class="pi" ></div></div><div id="pf2d" class="pf w0 h0" ><div class="pc pc2d w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">45</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">Działalność inwestycyjna<span class="ff3"> </span></div><div class="t m0 x1 h4 y8d ff3 fs0 fc0 sc0 ls0 ws0">Ujemne <span class="ff7">przepływy pieniężne netto <span class="_ _0"></span>z działalności inwestycyjnej w okresie 12 miesięcy zakończ<span class="_ _0"></span>onym 31 grudnia <span class="_ _0"></span></span><span class="ls3">202</span>4 roku <span class="_ _0"></span>to </div><div class="t m0 x1 h4 yd7 ff7 fs0 fc0 sc0 ls0 ws0">głównie <span class="_ _8"></span>efekt<span class="ff3"> <span class="_ _5"> </span>poniesienia <span class="_ _8"></span></span>wydatków <span class="_ _5"> </span>na <span class="_ _5"> </span>nabycie <span class="_ _8"></span>rzeczowych <span class="_ _8"></span>aktywów <span class="_ _5"> </span>trwałych <span class="_ _8"></span>w <span class="_ _5"> </span>kwocie <span class="_ _5"> </span><span class="ff3">1 <span class="_ _8"></span>042 <span class="_ _5"> </span>tys. <span class="_ _8"></span></span><span class="ls2">zł</span><span class="ff3"> <span class="_ _8"></span>oraz<span class="_ _0"></span> <span class="_ _8"> </span>udzielonych </span></div><div class="t m0 x1 h4 yd8 ff7 fs0 fc0 sc0 ls0 ws0">pożyczek <span class="ff3">w kwocie 6.<span class="ls3">135</span> tys<span class="ls5">. </span></span><span class="ls2">zł.</span><span class="ff3">  </span></div><div class="t m0 x1 h4 y8f ff7 fs0 fc0 sc0 ls0 ws0">Działalność finansowa<span class="ff3"> </span></div><div class="t m0 x1 h4 y90 ff3 fs0 fc0 sc0 ls0 ws0">W <span class="_ _8"></span>roku <span class="_ _9"></span><span class="ls3">202</span>4 <span class="_ _8"></span><span class="ff7">roku <span class="_ _9"></span>przepływy <span class="_ _8"></span>pieniężne <span class="_ _9"></span>netto <span class="_ _8"></span>z <span class="_ _9"></span>działalności <span class="_ _8"></span>finansowej <span class="_ _9"></span>były <span class="_ _5"> </span></span>ujemne <span class="_ _9"></span><span class="ff7">i <span class="_ _9"></span>w<span class="_ _0"></span>ynikały <span class="_ _8"></span>głównie <span class="_ _9"></span>z</span>e <span class="_ _8"></span><span class="ff7">spłaconych <span class="_ _8"></span></span>rat </div><div class="t m0 x1 h4 y447 ff3 fs0 fc0 sc0 ls0 ws0">leasingowych w kwocie <span class="ff7">2.336 tys. zł</span> <span class="ff7">oraz odsetek w wysokości 1.681 tys. zł</span>.  </div><div class="t m0 x1 h2 y58d ff1 fs0 fc0 sc0 ls0 ws0">Tabela 22<span class="ff2">. Poziomy rachunku przepływów pieniężnych GK TESGAS </span> </div></div><div class="c x15 y21a w46 h5d"><div class="t m0 xc h2 y57d ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie (tys. zł)<span class="ff1"> </span></div></div><div class="c xce y21a w47 h5d"><div class="t m0 x41 h2 y57d ff1 fs0 fc1 sc0 ls0 ws0">rok <span class="ls3">202</span>4 </div></div><div class="c xcf y21a w47 h5d"><div class="t m0 x41 h2 y57d ff1 fs0 fc1 sc0 ls0 ws0">rok <span class="ls3">202</span>3 </div></div><div class="c x15 y58e w46 h5d"><div class="t m0 xc h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">Przepływy pieniężne nett<span class="_ _1"></span>o z działalności operacyjnej<span class="ff3"> </span></div></div><div class="c xce y58e w47 h5d"><div class="t m0 x1 h4 y57d ff3 fs0 fc0 sc0 ls3 ws0">7 795<span class="ls0">  </span></div></div><div class="c xcf y58e w47 h5d"><div class="t m0 xb6 h4 y57d ff3 fs0 fc0 sc0 ls3 ws0">31 746<span class="ls0"> </span></div></div><div class="c x15 y1d1 w46 h5d"><div class="t m0 xc h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">Przepływy pieniężne nett<span class="_ _1"></span>o z działalności inwestycyjnej<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xce y1d1 w47 h5d"><div class="t m0 x80 h4 y57d ff3 fs0 fc0 sc0 ls0 ws0">(7 6<span class="ls3">39</span>) </div></div><div class="c xcf y1d1 w47 h5d"><div class="t m0 x80 h4 y57d ff3 fs0 fc0 sc0 ls0 ws0">(2 <span class="ls3">383</span>) </div></div><div class="c x15 y14a w46 h5d"><div class="t m0 xc h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">Przepływy pieniężne nett<span class="_ _1"></span>o z działalności finansowej<span class="ff3"> </span></div></div><div class="c xce y14a w47 h5d"><div class="t m0 x80 h4 y57d ff3 fs0 fc0 sc0 ls0 ws0">(4 <span class="ls3">851</span>) </div></div><div class="c xcf y14a w47 h5d"><div class="t m0 x80 h4 y57d ff3 fs0 fc0 sc0 ls28 ws0">(2<span class="ls0"> <span class="ls3">388)</span> </span></div></div><div class="c x15 yaf w46 h5d"><div class="t m0 xc h2 y57d ff2 fs0 fc0 sc0 ls0 ws0">Razem przepływy pieniężne netto<span class="ff1"> </span></div></div><div class="c xce yaf w47 h5d"><div class="t m0 x80 h2 y57d ff1 fs0 fc0 sc0 ls0 ws0">(4 694) </div></div><div class="c xcf yaf w47 h5d"><div class="t m0 xb6 h2 y57d ff1 fs0 fc0 sc0 ls3 ws0">26 975<span class="ls0"> </span></div></div><div class="c x15 y58f w46 h5e"><div class="t m0 xc h2 y57d ff2 fs0 fc0 sc0 ls0 ws0">Środki pieniężne na koniec okresu<span class="ff1"> </span></div></div><div class="c xce y58f w47 h5e"><div class="t m0 xb6 h2 y57d ff1 fs0 fc0 sc0 ls3 ws0">27 319 <span class="ls0"> </span></div></div><div class="c xcf y58f w47 h5e"><div class="t m0 xb6 h5f y37e ff8 fs3 fc0 sc0 ls0 ws0">32 013  </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hd y590 ff5 fs0 fc0 sc0 ls0 ws0">Źródło: Emitent<span class="ff6"> </span></div><div class="t m0 x1 h4 y591 ff7 fs0 fc0 sc0 ls0 ws0">Na dzień 31 grudnia <span class="ff3 ls3">202<span class="ls0">4 roku <span class="_ _0"></span></span></span>Grupa Kapitałowa TESGAS dysponowała środkami pieniężnymi w wysoko<span class="_ _0"></span>ści <span class="ff3 ls3">27<span class="ls0">.</span>319<span class="ls0"> tys. </span></span><span class="ls2">zł</span><span class="ff3">, na<span class="_ _0"></span> </span></div><div class="t m0 x1 h4 y592 ff7 fs0 fc0 sc0 ls0 ws0">które <span class="_ _9"></span>składały <span class="_ _0"></span>się <span class="_ _9"></span>gotówka <span class="_ _9"></span>i <span class="_ _0"></span>jej <span class="_ _9"></span>ekwiwalenty <span class="_ _9"></span>(środki <span class="_ _0"></span>na <span class="_ _9"></span>rachunkach <span class="_ _9"></span>bankowych <span class="_ _9"></span>oraz <span class="_ _0"></span>lo<span class="_ _0"></span>katy <span class="_ _9"></span>krótkot<span class="_ _1"></span>erminowe, <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _9"></span>tym <span class="_ _9"></span><span class="ff3">2.217 </span></div><div class="t m0 x1 h4 y593 ff7 fs0 fc0 sc0 ls0 ws0">tys. zł o ograniczonej możliwości dysponowania).<span class="ff3"> </span></div><div class="t m0 x1 h4 y594 ff7 fs0 fc0 sc0 ls0 ws0">Biorąc <span class="_ _9"></span>pod <span class="_ _0"></span>uwagę <span class="_ _0"></span>posiadane <span class="_ _0"></span>środki <span class="_ _0"></span>wł<span class="_ _0"></span>asne, <span class="_ _0"></span>prognozowane <span class="_ _0"></span>w<span class="_ _0"></span>pływy <span class="_ _0"></span>w <span class="_ _0"></span>najbliższych <span class="_ _9"></span>okresach <span class="_ _0"></span>oraz <span class="_ _0"></span>dostępne <span class="_ _0"></span>linie <span class="_ _0"></span>kredytowe </div><div class="t m0 x1 h4 y595 ff7 fs0 fc0 sc0 ls0 ws0">Spółka nie przewiduje <span class="_ _0"></span>wystąpienia problemów <span class="_ _0"></span>z płynnością fi<span class="_ _0"></span>nansową w <span class="_ _0"></span>związku z <span class="_ _0"></span>prowadzeniem bieżącej działalności oraz<span class="_ _0"></span> </div><div class="t m0 x1 h4 y596 ff7 fs0 fc0 sc0 ls0 ws0">realizacją  planów  inw<span class="ff3">estycyjnych. <span class="_ _3"> </span></span>W  trakcie  realizacji  z<span class="_ _0"></span>adań  o  dużej  wartości  jednostkowej  Emitent  zakłada <span class="_ _3"> </span>potrzebę </div><div class="t m0 x1 h4 y597 ff7 fs0 fc0 sc0 ls0 ws0">pozyskanie kolejnego <span class="_ _0"></span>finansowania <span class="_ _0"></span>obcego <span class="_ _0"></span>w <span class="_ _0"></span>celu <span class="_ _0"></span>sprawnego <span class="_ _0"></span>zrealizowania <span class="_ _0"></span>powyższych <span class="_ _0"></span>zadań<span class="_ _0"></span>. <span class="_ _0"></span>Emitent <span class="_ _0"></span>wraz <span class="_ _0"></span>ze <span class="_ _0"></span>spółkami <span class="_ _0"></span>z </div><div class="t m0 x1 h4 y1b3 ff7 fs0 fc0 sc0 ls0 ws0">Grupy Kap<span class="_ _0"></span>itałowej <span class="_ _0"></span>na <span class="_ _0"></span>bieżąco <span class="_ _0"></span>mo<span class="_ _0"></span>nitoruje prze<span class="_ _0"></span>pływy <span class="_ _0"></span>środków <span class="_ _0"></span>pieniężnych <span class="_ _0"></span>i <span class="_ _0"></span>podejmuje <span class="_ _0"></span>działania <span class="_ _0"></span>ni<span class="_ _0"></span>ezbędna <span class="_ _0"></span>do <span class="_ _0"></span>zapewnienia </div><div class="t m0 x1 h4 y598 ff7 fs0 fc0 sc0 ls0 ws0">płynności finansowej. <span class="ff3"> </span></div><div class="t m0 x1 h4 y599 ff7 fs0 fc0 sc0 ls0 ws0">Działalność operacyjna<span class="ff3"> </span></div><div class="t m0 x1 h4 y59a ff3 fs0 fc0 sc0 ls0 ws0">W <span class="ls3">202</span>4 <span class="_ _0"></span><span class="ff7">roku przepływy <span class="_ _0"></span>pieniężne netto z <span class="_ _0"></span>działalności operacyjnej<span class="_ _0"></span> były <span class="_ _0"></span></span>dodatnie <span class="_ _0"></span><span class="ff7">i kształto<span class="_ _0"></span>wały się <span class="_ _0"></span>na poziomie <span class="_ _0"></span></span>7.7<span class="ls3">95</span> ty<span class="_ _0"></span>s. <span class="ff7 ls2">zł</span><span class="ls5">. </span></div><div class="t m0 x1 h4 y59b ff7 fs0 fc0 sc0 ls0 ws0">Osiągnięcie <span class="_ _9"></span><span class="ff3">dodatnich <span class="_ _8"></span></span>przepływów <span class="_ _8"></span>na <span class="_ _9"></span>działalności <span class="_ _8"></span>operacyjnej <span class="_ _9"></span>wynika <span class="_ _8"></span>głównie <span class="_ _9"></span>z <span class="_ _8"></span>osiągnięcia <span class="_ _8"></span><span class="ff3">dodatniej <span class="_ _8"></span>zmiany <span class="_ _9"></span>na <span class="_ _8"></span>kapitale </span></div><div class="t m0 x1 h4 y59c ff3 fs0 fc0 sc0 ls0 ws0">obrotowym <span class="ff7">oraz osiągnięcie dodatnich wyników finansowych</span>.  </div><div class="t m0 x1 h4 y15b ff7 fs0 fc0 sc0 ls0 ws0">Działalność inwestycyjna<span class="ff3"> </span></div><div class="t m0 x1 h4 y59d ff7 fs0 fc0 sc0 ls0 ws0">Ujemne przepływy pieniężne netto <span class="_ _0"></span>z działalności inwestycyjnej w okresie 12 miesięcy zakończ<span class="_ _0"></span>onym 31 grudnia <span class="_ _0"></span><span class="ff3 ls3">202<span class="ls0">4 roku <span class="_ _0"></span>to </span></span></div><div class="t m0 x1 h4 y2d0 ff7 fs0 fc0 sc0 ls0 ws0">głównie efekt<span class="ff3"> poniesienia </span>wydatków na nabycie rzeczowych aktywów trwałych w kwocie <span class="ff3">7.<span class="ls3">573</span> tys. </span><span class="ls2">zł</span><span class="ff3">. </span></div><div class="t m0 x1 h4 y59e ff7 fs0 fc0 sc0 ls0 ws0">Działalność finansowa<span class="ff3"> </span></div><div class="t m0 x1 h4 y59f ff3 fs0 fc0 sc0 ls0 ws0">W <span class="_ _8"></span>roku <span class="_ _8"></span><span class="ls3">202</span>4 <span class="_ _5"> </span><span class="ff7">roku <span class="_ _8"></span>przepływy <span class="_ _8"></span>pieniężne <span class="_ _8"></span>netto <span class="_ _8"></span>z <span class="_ _8"></span>działalności <span class="_ _8"></span>fina<span class="_ _0"></span>nsowej <span class="_ _8"></span>były <span class="_ _5"> </span></span>ujemne, <span class="_ _8"></span>co <span class="_ _5"> </span><span class="ff7">wynikało <span class="_ _8"></span>głównie <span class="_ _8"></span>ze <span class="_ _8"></span>spłaconych</span> </div><div class="t m0 x1 h4 y5a0 ff7 fs0 fc0 sc0 ls0 ws0">kredytów<span class="ff3"> </span>i pożyczek w wysokości 2.4<span class="ff3">0</span>9 tys. zł<span class="ff3">. Poza tym Grupa </span>dokonała spłat rat leasingowych w kwocie <span class="ff3">2.190 </span>tys. zł<span class="_ _0"></span>.<span class="ff3">   </span></div><div class="t m0 x1 hf y5a1 ff1 fs0 fc0 sc0 ls3 ws0">7.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Analiza wskaźnikowa wyników finansowych TESGAS S.A.<span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y5a2 ff7 fs0 fc0 sc0 ls0 ws0">Płynność finansowa<span class="ff3"> </span></div><div class="t m0 x1 h4 y5a3 ff7 fs0 fc0 sc0 ls0 ws0">Analiza <span class="_ _0"></span>płynności <span class="_ _9"></span>finansowej <span class="_ _0"></span>wskazuje, <span class="_ _9"></span>że <span class="_ _0"></span>w <span class="_ _9"></span>analizowanym <span class="_ _0"></span>okresie <span class="_ _9"></span>TESGAS <span class="_ _0"></span>S.A. <span class="_ _9"></span>posiadała <span class="_ _0"></span>pełną <span class="_ _0"></span>zd<span class="_ _0"></span>olność <span class="_ _0"></span>do <span class="_ _9"></span>terminowego </div><div class="t m0 x1 h4 y5a4 ff7 fs0 fc0 sc0 ls0 ws0">regulowania swoich zobowiązań bieżących, co<span class="ff3"> </span>zostało zaprezentowane poniżej:<span class="ff3"> </span></div></div><div class="c x15 y100 w48 h60"><div class="t m0 xc h2 y5a5 ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c xd0 y100 w49 h60"><div class="t m0 xd1 h2 y5a5 ff2 fs0 fc1 sc0 ls0 ws0">Formuła<span class="ff1"> </span></div></div><div class="c xd2 y100 w4a h60"><div class="t m0 xa0 h2 y5a5 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">4 </span></div></div><div class="c xd3 y100 w4b h60"><div class="t m0 xa0 h2 y5a5 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">3 </span></div></div><div class="c x15 y5a6 w48 h61"><div class="t m0 xc h4 y5a7 ff7 fs0 fc0 sc0 ls0 ws0">Wskaźnik płynności bieżącej<span class="ff3"> </span></div></div><div class="c xd0 y5a6 w49 h61"><div class="t m0 x9 h4 y5a8 ff3 fs0 fc0 sc0 ls0 ws0">(aktywa obrotowe <span class="ff7">–</span> <span class="ff7">krótkoterminowe rozliczenia </span></div><div class="t m0 x3a h4 y5a7 ff7 fs0 fc0 sc0 ls0 ws0">międzyokresowe) / zobowiązania </div><div class="t m0 xd4 h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">krótkoterminowe<span class="ff3"> </span></div></div><div class="c xd2 y5a6 w4a h61"><div class="t m0 xb0 h4 y5a7 ff3 fs0 fc0 sc0 ls3 ws0">2,84<span class="ls0"> </span></div></div><div class="c xd3 y5a6 w4b h61"><div class="t m0 xb0 h4 y5a7 ff3 fs0 fc0 sc0 ls3 ws0">2,86<span class="ls0"> </span></div></div><div class="c x15 y5a9 w48 h62"><div class="t m0 xc h4 y5a7 ff7 fs0 fc0 sc0 ls0 ws0">Wskaźnik płynności szybkiej<span class="ff3"> </span></div></div><div class="c xd0 y5a9 w49 h62"><div class="t m0 x9 h4 y5a8 ff7 fs0 fc0 sc0 ls0 ws0">(środki pieniężne i ich ekwiwalenty + należności z </div><div class="t m0 x9 h4 y5a7 ff7 fs0 fc0 sc0 ls0 ws0">tytułu dostaw i usług oraz pozostałe należności) / </div><div class="t m0 xc9 h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">zobowiązania krótkoterminowe<span class="ff3"> </span></div></div><div class="c xd2 y5a9 w4a h62"><div class="t m0 xb0 h4 y5a7 ff3 fs0 fc0 sc0 ls3 ws0">2,18<span class="ls0"> </span></div></div><div class="c xd3 y5a9 w4b h62"><div class="t m0 xb0 h4 y5a7 ff3 fs0 fc0 sc0 ls0 ws0">2,19 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x92 h4 y5aa ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y5ab ff7 fs0 fc0 sc0 ls0 ws0">Wartość <span class="_ _5"> </span>w<span class="_ _0"></span>skaźnika <span class="_ _5"> </span>płynności <span class="_ _5"> </span>bieżącej  <span class="ff3">spad</span><span class="ls2c">ła</span><span class="ff3"> <span class="_ _5"> </span><span class="ls2">w <span class="_ _5"> </span><span class="ls3">202</span></span>4 <span class="_ _5"> </span></span>ro<span class="_ _0"></span>ku <span class="_ _5"> </span>w <span class="_ _5"> </span>poró<span class="_ _0"></span>wnaniu <span class="_ _5"> </span>z <span class="_ _e"> </span>analogicznym <span class="_ _5"> </span>okresem <span class="_ _5"> </span>roku <span class="_ _e"> </span>poprzedniego. </div><div class="t m0 x1 h4 y5ac ff7 fs0 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _0"></span>płynności <span class="_ _9"></span>bieżącej <span class="_ _9"></span>kształtuje <span class="_ _9"></span>się <span class="_ _0"></span>na <span class="_ _9"></span>poziomie <span class="_ _8"></span><span class="ff3 ls3">2,65</span>, <span class="_ _9"></span>co <span class="_ _0"></span>oznacza, <span class="_ _9"></span>że <span class="_ _9"></span>Spółka <span class="_ _9"></span>aktywami <span class="_ _0"></span>bieżącymi <span class="_ _9"></span>mogłaby <span class="_ _9"></span>w <span class="_ _9"></span>całości </div><div class="t m0 x1 h4 y5ad ff7 fs0 fc0 sc0 ls0 ws0">pokryć  zobowią<span class="_ _1"></span>zania <span class="_ _e"> </span>krótkoterminowe <span class="_ _e"> </span>w  p<span class="_ _1"></span>rzypadku <span class="_ _5"> </span>ich  natychmiastowej  wymagalności. <span class="_ _5"> </span>Natomiast  wskaźnik <span class="_ _5"> </span>płynności </div><div class="t m0 x1 h4 y5ae ff3 fs0 fc0 sc0 ls0 ws0">szybkiej <span class="ff7">spadł o <span class="_ _0"></span></span>0,01 do <span class="_ _0"></span><span class="ff7">wartości </span>2,18<span class="ls8">, <span class="_ _0"></span></span>co jest efektem spadku <span class="ff7">war<span class="_ _0"></span>tości należności z <span class="_ _0"></span>tytułu dostaw i <span class="_ _0"></span>usług </span>oraz <span class="_ _0"></span>spadku stanu </div><div class="t m0 x1 h4 y5af ff7 fs0 fc0 sc0 ls0 ws0">środków pieniężnych<span class="ff3">. </span>Spółka może regulować zobowiązania.<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf2e" class="pf w0 h0" ><div class="pc pc2e w0 h0"><img class="bi xb y3f w4c h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">46</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">Rentowność<span class="ff3"> </span></div><div class="t m0 x1 h4 y48 ff7 fs0 fc0 sc0 ls0 ws0">Wskaźniki rentowności zostały przedstawione poniżej.<span class="ff3"> </span></div></div><div class="c x15 y5b0 w4d h46"><div class="t m0 xc h2 y5b1 ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c xd5 y5b0 w4e h46"><div class="t m0 xd1 h2 y5b1 ff2 fs0 fc1 sc0 ls0 ws0">Formuła<span class="ff1"> </span></div></div><div class="c xd6 y5b0 w4a h46"><div class="t m0 xa0 h2 y5b1 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">4 </span></div></div><div class="c xb3 y5b0 w4b h46"><div class="t m0 xa0 h2 y5b1 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">3 </span></div></div><div class="c x15 y5b2 w4d h63"><div class="t m0 xc h4 y5b3 ff7 fs0 fc0 sc0 ls0 ws0">Rentowność brutto ze </div><div class="t m0 xc h4 y37e ff7 fs0 fc0 sc0 ls0 ws0">sprzedaży<span class="ff3"> </span></div></div><div class="c xd5 y5b2 w4e h63"><div class="t m0 x20 h4 y5b3 ff7 fs0 fc0 sc0 ls0 ws0">Zysk brutto ze sprzedaży / przychody ze </div><div class="t m0 x11 h4 y37e ff7 fs0 fc0 sc0 ls0 ws0">sprzedaży<span class="ff3"> </span></div></div><div class="c xd6 y5b2 w4a h63"><div class="t m0 x20 h4 y5b4 ff3 fs0 fc0 sc0 ls0 ws0">20,6% </div></div><div class="c xb3 y5b2 w4b h63"><div class="t m0 x20 h4 y5b4 ff3 fs0 fc0 sc0 ls0 ws0">17,1% </div></div><div class="c x15 y5b5 w4d h64"><div class="t m0 xc h4 y5b6 ff7 fs0 fc0 sc0 ls0 ws0">Rentowność operacyjna<span class="ff3"> </span></div></div><div class="c xd5 y5b5 w4e h64"><div class="t m0 x40 h4 y5a7 ff7 fs0 fc0 sc0 ls0 ws0">Zysk z działalności operacyjnej / <span class="ff3">przychody ze </span></div><div class="t m0 x11 h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">sprzedaży<span class="ff3"> </span></div></div><div class="c xd6 y5b5 w4a h64"><div class="t m0 xb1 h4 y5b6 ff3 fs0 fc0 sc0 ls0 ws0">4,5% </div></div><div class="c xb3 y5b5 w4b h64"><div class="t m0 xb1 h4 y5b6 ff3 fs0 fc0 sc0 ls0 ws0">6,3% </div></div><div class="c x15 y5b7 w4d h5d"><div class="t m0 xc h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">Rentowność brutto<span class="ff3"> </span></div></div><div class="c xd5 y5b7 w4e h5d"><div class="t m0 x3e h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">Zysk brutto / przychody ze sprzedaży<span class="ff3"> </span></div></div><div class="c xd6 y5b7 w4a h5d"><div class="t m0 xb1 h4 y229 ff3 fs0 fc0 sc0 ls3 ws0">6,<span class="ls0">7% </span></div></div><div class="c xb3 y5b7 w4b h5d"><div class="t m0 xb1 h4 y229 ff3 fs0 fc0 sc0 ls0 ws0">6,8% </div></div><div class="c x15 y381 w4d h65"><div class="t m0 xc h4 y229 ff7 fs0 fc0 sc0 ls0 ws0">Rentowność netto <span class="ff3"> </span></div></div><div class="c xd5 y381 w4e h65"><div class="t m0 xd7 h4 y229 ff7 fs0 fc0 sc0 ls0 ws0">Zysk netto / przychody ze sprzedaży<span class="ff3"> </span></div></div><div class="c xd6 y381 w4a h65"><div class="t m0 xb1 h4 y229 ff3 fs0 fc0 sc0 ls3 ws0">5,<span class="ls0">3% </span></div></div><div class="c xb3 y381 w4b h65"><div class="t m0 xb1 h4 y229 ff3 fs0 fc0 sc0 ls3 ws0">5,2%<span class="ls0"> </span></div></div><div class="c x15 y5b8 w4d h66"><div class="t m0 xc h4 y5b9 ff7 fs0 fc0 sc0 ls0 ws0">Rentowność kapitału </div><div class="t m0 xc h4 y5ba ff7 fs0 fc0 sc0 ls0 ws0">własnego przypadającego </div><div class="t m0 xc h4 y5bb ff3 fs0 fc0 sc0 ls0 ws0">akcjonariuszom jednostki </div><div class="t m0 xc h4 y5b4 ff7 fs0 fc0 sc0 ls0 ws0">dominującej<span class="ff3"> </span></div></div><div class="c xd5 y5b8 w4e h66"><div class="t m0 x39 h4 y5bc ff3 fs0 fc0 sc0 ls0 ws0">Zysk <span class="ff7">netto przypadający akcjonariuszom </span></div><div class="t m0 x54 h4 y5bd ff7 fs0 fc0 sc0 ls0 ws0">jednostki dominującej/ (kapitał własny </div><div class="t m0 xc8 h4 y5a8 ff7 fs0 fc0 sc0 ls0 ws0">przypadający akcjonariuszom jednostki </div><div class="t m0 x54 h4 y5b3 ff7 fs0 fc0 sc0 ls0 ws0">dominującej –<span class="ff3"> </span>zysk netto przypadający </div><div class="t m0 xc8 h4 y37e ff7 fs0 fc0 sc0 ls0 ws0">akcjonariuszom jednostki dominującej)<span class="ff3"> </span></div></div><div class="c xd6 y5b8 w4a h66"><div class="t m0 xb1 h4 y5a8 ff3 fs0 fc0 sc0 ls3 ws0">3,6%<span class="ls0"> </span></div></div><div class="c xb3 y5b8 w4b h66"><div class="t m0 xb1 h4 y5a8 ff3 fs0 fc0 sc0 ls0 ws0">6,4% </div></div><div class="c x15 y5be w4d h67"><div class="t m0 xc h4 y5b6 ff7 fs0 fc0 sc0 ls0 ws0">Rentowność majątku<span class="ff3"> </span></div></div><div class="c xd5 y5be w4e h67"><div class="t m0 x39 h4 y5a7 ff7 fs0 fc0 sc0 ls0 ws0">Zysk netto przypadający <span class="ff3">akcjonariuszom </span></div><div class="t m0 x20 h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">jednostki dominującej / aktywa ogółem<span class="ff3"> </span></div></div><div class="c xd6 y5be w4a h67"><div class="t m0 xb1 h4 y5b6 ff3 fs0 fc0 sc0 ls0 ws0">2,7% </div></div><div class="c xb3 y5be w4b h67"><div class="t m0 xb1 h4 y5b6 ff3 fs0 fc0 sc0 ls0 ws0">4,4% </div></div><div class="c x15 y44b w4d h61"><div class="t m0 xc h4 y5bb ff7 fs0 fc0 sc0 ls0 ws0">Podstawowy zysk na jedną </div><div class="t m0 xc h4 y5b4 ff7 fs0 fc0 sc0 ls0 ws0">akcję (w zł)<span class="ff3"> </span></div></div><div class="c xd5 y44b w4e h61"><div class="t m0 x39 h4 y5a8 ff7 fs0 fc0 sc0 ls0 ws0">Zysk netto przypadający akcjonariuszom </div><div class="t m0 xa0 h4 y5a7 ff7 fs0 fc0 sc0 ls0 ws0">jednostki dominującej/ średnioważona liczba </div><div class="t m0 xd8 h4 y57d ff3 fs0 fc0 sc0 ls0 ws0">akcji </div></div><div class="c xd6 y44b w4a h61"><div class="t m0 xb0 h4 y5a7 ff3 fs0 fc0 sc0 ls3 ws0">0,26<span class="ls0"> </span></div></div><div class="c xb3 y44b w4b h61"><div class="t m0 xb0 h4 y5a7 ff3 fs0 fc0 sc0 ls3 ws0">0,43<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h4 y27a ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y27b ff7 fs0 fc0 sc0 ls0 ws0">W okresie objętym analizą <span class="_ _0"></span>wskaźnik rentowności brutto ze <span class="_ _0"></span>sprzedaży uległ <span class="_ _0"></span>zwiększeniu<span class="ff3"> (z <span class="_ _0"></span>17,1 %<span class="_ _0"></span> do <span class="ls3">20</span>,<span class="_ _0"></span>6</span>%) w porównaniu z </div><div class="t m0 x1 h4 y27c ff7 fs0 fc0 sc0 ls0 ws0">jego  wartością <span class="_ _3"> </span>w  analogicznym  okresie  poprzedniego  roku. <span class="_ _3"> </span><span class="ff3">Wzrost <span class="_ _3"> </span></span>rentowności  brutto  wynika  głó<span class="_ _0"></span>wnie  z  <span class="ff3">polepszenia </span></div><div class="t m0 x1 h4 y27d ff7 fs0 fc0 sc0 ls0 ws0">rentowności <span class="_ _0"></span>zleceń <span class="_ _0"></span>realizowanych <span class="_ _9"></span>w <span class="_ _0"></span>zakresie <span class="_ _0"></span>segmentu <span class="_ _0"></span>„Usługi <span class="_ _9"></span>dla <span class="_ _0"></span>gazow<span class="_ _0"></span>nictwa”<span class="ff3 ls2d">. <span class="_ _9"></span><span class="ls0">Przy <span class="_ _9"></span>spad<span class="_ _1"></span>ku <span class="_ _0"></span><span class="ff7">przyc<span class="_ _0"></span>hodów <span class="_ _0"></span>o <span class="_ _9"></span></span>41,3%, <span class="_ _0"></span>koszt </span></span></div><div class="t m0 x1 h4 y27e ff7 fs0 fc0 sc0 ls0 ws0">własny sprzedaży uległ <span class="ff3">spadkowi <span class="lsd">o </span>43,7</span>%, co spowodowało <span class="ff3">wzrost </span>rentowności brutto ze sprzedaży. Jednak już na poziomie </div><div class="t m0 x1 h4 y27f ff7 fs0 fc0 sc0 ls0 ws0">rentowności <span class="_ _0"></span>operacyjnej <span class="_ _0"></span>widocz<span class="_ _0"></span>ny <span class="_ _0"></span>jest <span class="_ _0"></span> <span class="_ _9"></span>spadek <span class="_ _0"></span>w<span class="_ _0"></span>artości <span class="_ _9"></span><span class="ff3">o <span class="_ _0"></span>1,8 <span class="_ _9"></span>p. <span class="_ _0"></span>p. <span class="_ _9"></span></span>Jest <span class="_ _0"></span>to <span class="_ _9"></span>związane <span class="_ _0"></span>z <span class="_ _9"></span>ujemną w<span class="_ _0"></span>artością <span class="_ _9"></span><span class="ff3">zmiany <span class="_ _0"></span>w <span class="_ _9"></span>kapitale </span></div><div class="t m0 x1 h4 y5bf ff3 fs0 fc0 sc0 ls0 ws0">obrotowym.   </div><div class="t m0 x1 h4 y5c0 ff7 fs0 fc0 sc0 ls0 ws0">Mimo, że rentowność kapitału i aktywów spada Spółka jest re<span class="_ _1"></span>ntowna i stabilna.<span class="ff3"> <span class="_ _0"></span> </span></div><div class="t m0 x1 h4 yba ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y40b ff7 fs0 fc0 sc0 ls0 ws0">Efektywność <span class="ff3"> </span></div><div class="t m0 x1 h4 y40c ff7 fs0 fc0 sc0 ls0 ws0">Efektywność <span class="_ _5"> </span>działania <span class="_ _5"> </span>to <span class="_ _e"> </span>umiejętność <span class="_ _5"> </span>sprawne<span class="_ _1"></span>go <span class="_ _5"> </span>wykorzystania <span class="_ _e"> </span>posiadanych <span class="_ _5"> </span>zasobów <span class="_ _5"> </span>w <span class="_ _5"> </span>istniejących <span class="_ _5"> </span>uwarunkowaniach </div><div class="t m0 x1 h4 y40d ff7 fs0 fc0 sc0 ls0 ws0">zewnętrznych.<span class="ff3"> </span></div><div class="t m0 x1 h4 y40e ff7 fs0 fc0 sc0 ls0 ws0">Wskaźniki efektywności przedstawiono poniżej.<span class="ff3"> </span></div></div><div class="c x15 y5c1 w4f h68"><div class="t m0 xd9 h2 y5c2 ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c x52 y5c1 w50 h68"><div class="t m0 x4b h2 y5c2 ff2 fs0 fc1 sc0 ls0 ws0">Formuła<span class="ff1"> </span></div></div><div class="c xda y5c1 w51 h68"><div class="t m0 xa0 h2 y5c2 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">4 </span></div></div><div class="c xdb y5c1 w4b h68"><div class="t m0 xa0 h2 y5c2 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">3 </span></div></div><div class="c x15 y5c3 w4f h69"><div class="t m0 xc h4 y5c4 ff7 fs0 fc0 sc0 ls0 ws0">Wskaźnik rotacji majątku<span class="ff3"> </span></div></div><div class="c x52 y5c3 w50 h69"><div class="t m0 x18 h4 y5c4 ff7 fs0 fc0 sc0 ls0 ws0">Przychody ze sprzedaży / aktywa ogółem<span class="ff3"> </span></div></div><div class="c xda y5c3 w51 h69"><div class="t m0 xb0 h4 y5c4 ff3 fs0 fc0 sc0 ls3 ws0">0,51<span class="ls0"> </span></div></div><div class="c xdb y5c3 w4b h69"><div class="t m0 xb0 h4 y5c4 ff3 fs0 fc0 sc0 ls3 ws0">0,85<span class="ls0"> </span></div></div><div class="c x15 y5c5 w4f h64"><div class="t m0 xc h4 y5a7 ff7 fs0 fc0 sc0 ls0 ws0">Wskaźnik obrotu rzeczowych </div><div class="t m0 xc h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">aktywów trwałych<span class="ff3"> </span></div></div><div class="c x52 y5c5 w50 h64"><div class="t m0 xc5 h4 y5a7 ff7 fs0 fc0 sc0 ls0 ws0">Przychody ze sprzedaży / rzeczowe aktywa </div><div class="t m0 xdc h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">trwałe<span class="ff3"> </span></div></div><div class="c xda y5c5 w51 h64"><div class="t m0 xb0 h4 y5b6 ff3 fs0 fc0 sc0 ls0 ws0">1,76 </div></div><div class="c xdb y5c5 w4b h64"><div class="t m0 xb0 h4 y5b6 ff3 fs0 fc0 sc0 ls3 ws0">2,85<span class="ls0"> </span></div></div><div class="c x15 y5c6 w4f h6a"><div class="t m0 xc h4 y5a8 ff7 fs0 fc0 sc0 ls0 ws0">Wskaźnik rotacji należności <span class="ff3"> </span></div><div class="t m0 xc h4 y5b3 ff3 fs0 fc0 sc0 ls0 ws0">w dniach </div></div><div class="c x52 y5c6 w50 h6a"><div class="t m0 x32 h4 y5c7 ff7 fs0 fc0 sc0 ls0 ws0">(Należności z tytułu dostaw i usług oraz </div><div class="t m0 x28 h4 y5a8 ff7 fs0 fc0 sc0 ls0 ws0">pozostałe należności + Należności z tytułu </div><div class="t m0 x1e h4 y5a7 ff7 fs0 fc0 sc0 ls0 ws0">umów o usługę budowlaną) *360 dni / </div><div class="t m0 x36 h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">przychody ze sprzedaży<span class="ff3"> </span></div></div><div class="c xda y5c6 w51 h6a"><div class="t m0 x39 h4 y5bb ff3 fs0 fc0 sc0 ls0 ws0">1<span class="ls3">28</span>,36 </div></div><div class="c xdb y5c6 w4b h6a"><div class="t m0 xc8 h4 y5bb ff3 fs0 fc0 sc0 ls3 ws0">76<span class="ls0">,85 </span></div></div><div class="c x15 y5c8 w4f h63"><div class="t m0 xc h4 y5b3 ff7 fs0 fc0 sc0 ls0 ws0">Wskaźnik rotacji zapasów <span class="ff3"> </span></div><div class="t m0 xc h4 y37e ff3 fs0 fc0 sc0 ls0 ws0">w dniach </div></div><div class="c x52 y5c8 w50 h63"><div class="t m0 x28 h4 y5b4 ff7 fs0 fc0 sc0 ls0 ws0">Zapasy *360 dni / koszt własny sprzedaży<span class="ff3"> </span></div></div><div class="c xda y5c8 w51 h63"><div class="t m0 xc8 h4 y5b4 ff3 fs0 fc0 sc0 ls0 ws0">50,55 </div></div><div class="c xdb y5c8 w4b h63"><div class="t m0 xc8 h4 y5b4 ff3 fs0 fc0 sc0 ls0 ws0">28,63 </div></div><div class="c x15 y5c9 w4f h6b"><div class="t m0 xc h4 y5a8 ff7 fs0 fc0 sc0 ls0 ws0">Wskaźnik rotacji zobowiązań <span class="ff3"> </span></div><div class="t m0 xc h4 y5a7 ff3 fs0 fc0 sc0 ls0 ws0">w dniach </div></div><div class="c x52 y5c9 w50 h6b"><div class="t m0 x40 h4 y5ca ff7 fs0 fc0 sc0 ls0 ws0">(Zobowiązania z tytułu dostaw i usług oraz </div><div class="t m0 x28 h4 y5cb ff7 fs0 fc0 sc0 ls0 ws0">pozostałe zobowiązania + Zobowiązania z </div><div class="t m0 x53 h4 y5a7 ff7 fs0 fc0 sc0 ls0 ws0">tytułu umów o usługę budowlaną) *360 dni / </div><div class="t m0 x36 h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">koszt własny sprzedaży<span class="ff3"> </span></div></div><div class="c xda y5c9 w51 h6b"><div class="t m0 xc8 h4 y5bb ff3 fs0 fc0 sc0 ls0 ws0">87,91 </div></div><div class="c xdb y5c9 w4b h6b"><div class="t m0 xc8 h4 y5bb ff3 fs0 fc0 sc0 ls0 ws0">51,30 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x92 h4 y5cc ff3 fs0 fc7 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yd1 ff3 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _9"></span>koniec <span class="_ _8"></span>grudnia <span class="_ _9"></span><span class="ls3">202</span>4 <span class="_ _9"></span><span class="ff7">roku<span class="_ _0"></span> <span class="_ _9"></span>zdo<span class="_ _0"></span>lność <span class="_ _9"></span>TESGAS <span class="_ _9"></span>S.A.<span class="_ _0"></span> <span class="_ _9"></span>do <span class="_ _9"></span>g<span class="_ _0"></span>enerowania <span class="_ _9"></span>przychodów <span class="_ _8"></span>ze <span class="_ _9"></span>sprzedaży <span class="_ _8"></span>mierzona <span class="_ _9"></span>obrotowością <span class="_ _8"></span>jej<span class="_ _1"></span> </span></div><div class="t m0 x1 h4 y5cd ff7 fs0 fc0 sc0 ls0 ws0">aktywów <span class="_ _0"></span>ukształtowała <span class="_ _0"></span>się <span class="_ _0"></span>na <span class="_ _0"></span>w<span class="_ _0"></span>yższym <span class="_ _0"></span>poziomie niż <span class="_ _9"></span>w <span class="ff3 ls3">202<span class="ls0">3 <span class="_ _9"></span></span></span>roku.<span class="_ _1"></span> <span class="_ _0"></span>Wartość <span class="_ _0"></span>wskaźnika <span class="_ _0"></span>rotacji <span class="_ _0"></span>majątku w<span class="_ _0"></span>yniosła <span class="_ _0"></span>w <span class="_ _0"></span>badanym </div><div class="t m0 x1 h4 yd3 ff3 fs0 fc0 sc0 ls0 ws0">okresie <span class="_ _14"></span>0,<span class="ls3">51</span> <span class="_ _14"></span><span class="ff7">co <span class="_ _1"></span>oznacza, <span class="_ _14"></span>ż<span class="_ _0"></span>e <span class="_ _14"></span>jedna <span class="_ _14"></span>zł<span class="_ _0"></span>otówka <span class="_ _14"></span>majątku <span class="_ _14"></span>Grupy <span class="_ _1"></span>generowała <span class="_ _14"></span>przychody <span class="_ _14"></span>ze <span class="_ _1"></span>sprzedaży <span class="_ _14"></span>na <span class="_ _1"></span>poziomie <span class="ff3 ls3">0,51<span class="ls0"> <span class="_ _14"></span><span class="ff7">PLN. <span class="_ _14"></span>Wartość </span></span></span></span></div><div class="t m0 x1 h4 y5ce ff7 fs0 fc0 sc0 ls0 ws0">wskaźnika <span class="_ _5"> </span>obrotu  rzeczowych <span class="_ _5"> </span>aktywów <span class="_ _5"> </span>trwałych <span class="_ _e"> </span>uległa <span class="_ _5"> </span>w <span class="_ _5"> </span>roku  <span class="ff3 ls3">202<span class="ls0">4 <span class="_ _5"> </span>roku  sp<span class="_ _1"></span>adkowi <span class="_ _5"> </span><span class="ff7">i <span class="_ _e"> </span>osiągnęła <span class="_ _5"> </span>wartość <span class="_ _e"> </span></span>1,<span class="ls3">76</span><span class="ff7">. <span class="_ _5"> </span>Wartość </span></span></span></div><div class="t m0 x1 h4 y1a2 ff7 fs0 fc0 sc0 ls0 ws0">wskaźnika <span class="_ _1"></span>rotacji zapas<span class="_ _1"></span>ów wskazu<span class="_ _1"></span>je, <span class="_ _1"></span>iż <span class="_ _1"></span>okres <span class="_ _1"></span>obrotu <span class="_ _1"></span>zapasami <span class="_ _1"></span>w <span class="_ _1"></span>Spółce uległ <span class="_ _1"></span>wydłużeniu <span class="_ _1"></span>w <span class="_ _1"></span>analizowanym okresie<span class="_ _1"></span> <span class="_ _1"></span>i <span class="_ _1"></span>kształtuje </div><div class="t m0 x1 h4 y5cf ff7 fs0 fc0 sc0 ls0 ws0">się <span class="_ _9"></span>na <span class="_ _8"></span>poziomie <span class="_ _9"></span>ok.<span class="_ _0"></span><span class="ff3"> <span class="_ _8"></span><span class="ls3">51</span> <span class="_ _9"></span></span>dni. <span class="_ _8"></span>Okres <span class="_ _9"></span>oczekiwania <span class="_ _8"></span>na <span class="_ _9"></span>zapłatę <span class="_ _8"></span>należności <span class="_ _8"></span>również <span class="_ _9"></span>uległ <span class="_ _8"></span>wydłużeniu <span class="_ _9"></span><span class="ff3">(o <span class="_ _8"></span>ok. <span class="_ _8"></span><span class="ls3">52</span> <span class="_ _9"></span>dni) <span class="_ _8"></span>w <span class="_ _9"></span>badanym </span></div></div></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi xb y3f w4c h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">47</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">okresie <span class="_ _0"></span>w <span class="_ _9"></span>odniesieniu <span class="_ _0"></span>do <span class="_ _9"></span>okresu <span class="_ _0"></span>poprzedniego. <span class="_ _9"></span>W <span class="_ _0"></span>okresie <span class="_ _9"></span>bieżącym <span class="_ _0"></span>T<span class="_ _0"></span>ESGAS <span class="_ _0"></span>S.A. <span class="_ _9"></span>oczekiwał <span class="_ _0"></span>na <span class="_ _9"></span>zapłatę <span class="_ _0"></span>ok. <span class="_ _8"></span><span class="ff3 ls3">129<span class="ls0"> <span class="_ _9"></span>dni. <span class="_ _0"></span>W <span class="_ _9"></span>roku </span></span></div><div class="t m0 x1 h4 y8d ff3 fs0 fc0 sc0 ls3 ws0">2024 <span class="_ _14"></span><span class="ls0">ro<span class="_ _0"></span>ku <span class="_ _14"></span>TESGAS <span class="_ _1"></span>S.A. <span class="_ _14"></span><span class="ff7">również wyd<span class="_ _1"></span>łużył <span class="_ _1"></span><span class="ff3">okres <span class="_ _14"></span>regulowania <span class="_ _1"></span>swoich <span class="_ _14"></span><span class="ff7">zobowiązań. <span class="_ _1"></span>W <span class="_ _14"></span>okresie <span class="_ _14"></span>o<span class="_ _0"></span>bjętym <span class="_ _14"></span>analizą S<span class="_ _1"></span>półka <span class="_ _14"></span>regulowała </span></span></span></span></div><div class="t m0 x1 h4 yd7 ff7 fs0 fc0 sc0 ls0 ws0">swoje z<span class="_ _0"></span>obowiązania <span class="_ _0"></span>co <span class="_ _0"></span>ok.<span class="ff3"> <span class="_ _0"></span><span class="ls3">88</span> <span class="_ _0"></span></span>dni w<span class="_ _0"></span> porów<span class="_ _0"></span>naniu do <span class="_ _0"></span><span class="ff3 ls3">52 <span class="_ _9"></span><span class="ls0">dni z <span class="_ _0"></span></span>202<span class="ls0">3<span class="_ _0"></span> </span></span>ro<span class="_ _0"></span>ku. Zmia<span class="_ _0"></span>na wartości <span class="_ _0"></span>tego <span class="_ _0"></span>wskaź<span class="_ _0"></span>nika wynika <span class="_ _9"></span>głównie <span class="ff3">ze </span></div><div class="t m0 x1 h4 yd8 ff3 fs0 fc0 sc0 ls0 ws0">spadku <span class="_ _1"></span><span class="ff7">zobowiązań z <span class="_ _14"></span>tytułu dostaw i <span class="_ _14"></span>usług<span class="ff3"> oraz <span class="_ _1"></span><span class="ff7">zobowiązań z <span class="_ _1"></span>tytułu <span class="_ _14"></span>realizacji umów <span class="_ _1"></span>o u<span class="_ _1"></span>sługę <span class="_ _1"></span>budowlan<span class="_ _0"></span>ą.  <span class="_ _14"></span>W okresie <span class="_ _1"></span>objętym </span></span></span></div><div class="t m0 x1 h4 y5 ff3 fs0 fc0 sc0 ls0 ws0">sprawozdaniem <span class="_ _9"></span><span class="ff7">wydłuże<span class="_ _0"></span>niu</span> <span class="_ _8"></span><span class="ff7">uległ <span class="_ _8"></span>cykl <span class="_ _9"></span>konwersji <span class="_ _8"></span>gotówki, <span class="_ _8"></span>który <span class="_ _9"></span>na <span class="_ _8"></span>dzień <span class="_ _8"></span>31.12.</span><span class="ls3">202</span>4 <span class="_ _8"></span><span class="ff7">wynosił <span class="_ _8"></span>+</span><span class="ls3">91 <span class="_ _8"></span></span><span class="ff7">dni, <span class="_ _8"></span>natomiast <span class="_ _9"></span>na <span class="_ _8"></span>dzień </span></div><div class="t m0 x1 h4 yd9 ff3 fs0 fc0 sc0 ls0 ws0">31.12.<span class="ls3">2023 </span><span class="ff7">kształtował się <span class="_ _1"></span>na p<span class="_ _1"></span>oziomie +<span class="ff3 ls3">55 </span>dni. Biorąc <span class="_ _1"></span>pod uwagę, iż cykl <span class="_ _14"></span>ko<span class="_ _0"></span>nwersji gotówki p<span class="_ _1"></span>okazuje czas (w <span class="_ _1"></span>dniach) na <span class="_ _1"></span>jaki </span></div><div class="t m0 x1 h4 yda ff7 fs0 fc0 sc0 ls0 ws0">„mrożona” jest gotówka w operacyjnych aktywach obrotowych, jego <span class="ff3">wzro<span class="_ _0"></span>st jest nie</span>p<span class="_ _1"></span>ożądany.<span class="ff3"> </span></div><div class="t m0 x1 h4 y417 ff7 fs0 fc0 sc0 ls0 ws0">Zadłużenie<span class="ff3"> </span></div><div class="t m0 x1 h4 y1ce ff7 fs0 fc0 sc0 ls0 ws0">Analiza zadłużenia sprawdza strukturę<span class="_ _1"></span> kapitałów (pasywów) pod kątem jego zdolności do regulowania zobowiązań.<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x15 y5d0 w52 h5b"><div class="t m0 xc h2 yf9 ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c xdd y5d0 w53 h5b"><div class="t m0 x12 h2 yf9 ff2 fs0 fc1 sc0 ls0 ws0">Formuła<span class="ff1"> </span></div></div><div class="c xde y5d0 w54 h5b"><div class="t m0 x1a h2 yf9 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">4 </span></div></div><div class="c xdf y5d0 w54 h5b"><div class="t m0 x1a h2 yf9 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">3 </span></div></div><div class="c x15 y5d1 w52 h5b"><div class="t m0 xc h4 yf9 ff7 fs0 fc0 sc0 ls0 ws0">Wskaźnik zadłużenia<span class="ff3"> </span></div></div><div class="c xdd y5d1 w53 h5b"><div class="t m0 xc2 h4 yf9 ff7 fs0 fc0 sc0 ls0 ws0">zobowiązania ogółem / aktywa ogółem<span class="ff3"> </span></div></div><div class="c xde y5d1 w54 h5b"><div class="t m0 xb0 h4 y138 ff3 fs0 fc0 sc0 ls3 ws0">22<span class="ls0">,3% </span></div></div><div class="c xdf y5d1 w54 h5b"><div class="t m0 xb0 h4 y138 ff3 fs0 fc0 sc0 ls0 ws0">26,4% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h4 y5d2 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y5d3 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _8"> </span>ro<span class="_ _0"></span>zpatrywanym <span class="_ _8"></span>okresie <span class="_ _8"> </span>w<span class="_ _0"></span>artość <span class="_ _5"> </span>wskaźnika <span class="_ _8"></span>ogólnego <span class="_ _5"> </span>zadłużenia <span class="_ _5"> </span>spadła<span class="ff3"> <span class="_ _5"> </span></span>i <span class="_ _8"></span>kształtow<span class="_ _0"></span>ała <span class="_ _8"> </span>się <span class="_ _5"> </span>na <span class="_ _5"> </span>poziomie <span class="_ _5"> </span><span class="ff3">22,3%. <span class="_ _8"></span>Spadek </span></div><div class="t m0 x1 h4 y4f6 ff7 fs0 fc0 sc0 ls0 ws0">wartości tego <span class="_ _1"></span>wskaźnika jest <span class="_ _1"></span><span class="ff3">bardzo bezpiecz<span class="ls15">ny</span><span class="ff7">, ponieważ świad<span class="_ _1"></span>czy to o <span class="ff3">mniejszym <span class="_ _1"></span>unie<span class="ff7">zależnieniu się<span class="_ _1"></span> od <span class="_ _1"></span>kapitałów obcych.<span class="_ _1"></span> </span></span></span></span></div><div class="t m0 x1 h4 y5d4 ff3 fs0 fc0 sc0 ls0 ws0">Taka <span class="_ _0"></span>sytuacja <span class="_ _0"></span>wynika <span class="_ _0"></span>przede <span class="_ _0"></span>w<span class="_ _0"></span>szystkim <span class="_ _0"></span>z <span class="_ _9"></span><span class="ff7">wyższej</span> <span class="_ _0"></span>dynamiki <span class="_ _0"></span>spadku <span class="_ _0"></span><span class="ff7">w<span class="_ _0"></span>artości <span class="_ _0"></span>zobowiązań <span class="_ _0"></span>(o<span class="_ _0"></span> <span class="_ _0"></span></span>2,8<span class="ff7">%) <span class="_ _9"></span>w poró<span class="_ _0"></span>wnaniu do <span class="_ _9"></span></span>spadku </div><div class="t m0 x1 h4 y5d5 ff7 fs0 fc0 sc0 ls0 ws0">wartości <span class="_ _1"></span>aktywów <span class="_ _14"></span>ogółem (o <span class="_ _14"></span><span class="ff3">1,0%). <span class="_ _1"></span><span class="ff7">Wielkość <span class="_ _14"></span>wskaźnika <span class="_ _1"></span>zadłużenia <span class="_ _14"></span>jest <span class="_ _1"></span>bezpieczn<span class="ff3">a</span>, <span class="_ _1"></span>ponieważ <span class="_ _14"></span>zo<span class="_ _0"></span>bowiązania <span class="_ _14"></span>ogółem stan<span class="_ _1"></span>owią </span></span></div><div class="t m0 x1 h4 y5d6 ff7 fs0 fc0 sc0 ls0 ws0">mniej niż </div><div class="t m0 x98 h30 y279 ff3 fs6 fc0 sc0 ls0 ws0">1</div><div class="t m0 xe0 h4 y5d6 ff3 fs0 fc0 sc0 ls0 ws0">/</div><div class="t m0 x7 h30 y5d7 ff3 fs6 fc0 sc0 ls0 ws0">4</div><div class="t m0 x66 h4 y5d6 ff3 fs0 fc0 sc0 ls0 ws0"> <span class="ff7">wartości aktywów ogółem</span><span class="ls5">. </span> </div><div class="t m0 x1 h4 y5d8 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y5d9 ff1 fs0 fc0 sc0 ls3 ws0">8.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Analiza wskaźnikowa wyników finanso<span class="_ _1"></span>wych Grupy Kapitałowej TESGAS<span class="_ _0"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y5da ff7 fs0 fc0 sc0 ls0 ws0">Płynność finansowa<span class="ff3"> </span></div><div class="t m0 x1 h4 y5db ff7 fs0 fc0 sc0 ls0 ws0">Analiza <span class="_ _0"></span>płynności <span class="_ _9"></span>finansowej <span class="_ _0"></span>wskazuje, <span class="_ _0"></span>ż<span class="_ _0"></span>e <span class="_ _0"></span>w <span class="_ _9"></span>analizowanym <span class="_ _0"></span>okresie <span class="_ _9"></span>Grupa <span class="_ _0"></span>Kapitałowa <span class="_ _9"></span>TESGAS<span class="_ _1"></span> <span class="_ _9"></span>posiadała <span class="_ _0"></span>pełną <span class="_ _0"></span>z<span class="_ _0"></span>dolność <span class="_ _0"></span>do </div><div class="t m0 x1 h4 y5dc ff7 fs0 fc0 sc0 ls0 ws0">terminowego regulowania swoich zobowiązań bieżących, co zostało zaprezentowane poniże<span class="_ _1"></span>j:<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x15 y5dd w48 h6c"><div class="t m0 xc h2 y5b4 ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c xd0 y5dd w49 h6c"><div class="t m0 xd1 h2 y5b4 ff2 fs0 fc1 sc0 ls0 ws0">Formuła<span class="ff1"> </span></div></div><div class="c xd2 y5dd w4a h6c"><div class="t m0 xa0 h2 y5b4 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">4 </span></div></div><div class="c xd3 y5dd w4b h6c"><div class="t m0 xa0 h2 y5b4 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">3 </span></div></div><div class="c x15 y5de w48 h61"><div class="t m0 xc h4 y5a7 ff7 fs0 fc0 sc0 ls0 ws0">Wskaźnik płynności bieżącej<span class="ff3"> </span></div></div><div class="c xd0 y5de w49 h61"><div class="t m0 x19 h4 y5a8 ff3 fs0 fc0 sc0 ls0 ws0">(aktywa obrotowe - <span class="ff7">krótkoterminowe rozliczenia </span></div><div class="t m0 xd9 h4 y5a7 ff7 fs0 fc0 sc0 ls0 ws0">międzyokresowe) / zobowiązania </div><div class="t m0 xd4 h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">krótkoterminowe<span class="ff3"> </span></div></div><div class="c xd2 y5de w4a h61"><div class="t m0 xb0 h4 y5a7 ff3 fs0 fc0 sc0 ls3 ws0">2,38<span class="ls0"> </span></div></div><div class="c xd3 y5de w4b h61"><div class="t m0 xb1 h4 y5a7 ff3 fs0 fc0 sc0 ls3 ws0">2,<span class="ls0"> </span>69<span class="ls0"> </span></div></div><div class="c x15 y5df w48 h62"><div class="t m0 xc h4 y5e0 ff7 fs0 fc0 sc0 ls0 ws0">Wskaźnik płynności szybkiej<span class="ff3"> </span></div></div><div class="c xd0 y5df w49 h62"><div class="t m0 x9 h4 y5e1 ff7 fs0 fc0 sc0 ls0 ws0">(środki pieniężne i ich ekwiwalenty + należności z </div><div class="t m0 x9 h4 y5e0 ff7 fs0 fc0 sc0 ls0 ws0">tytułu dostaw i usług oraz pozostałe należności) / </div><div class="t m0 xc9 h4 y37e ff7 fs0 fc0 sc0 ls0 ws0">zobowiązania krótkoterminowe<span class="ff3"> </span></div></div><div class="c xd2 y5df w4a h62"><div class="t m0 xb0 h4 y5e0 ff3 fs0 fc0 sc0 ls0 ws0">1,86 </div></div><div class="c xd3 y5df w4b h62"><div class="t m0 xb0 h4 y5e0 ff3 fs0 fc0 sc0 ls0 ws0">2,00 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x92 h4 y5e2 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y5e3 ff7 fs0 fc0 sc0 ls0 ws0">Wartość <span class="_ _5"> </span>w<span class="_ _0"></span>skaźnika <span class="_ _5"> </span>płynności <span class="_ _5"> </span>bieżącej  spadła <span class="_ _5"> </span><span class="ff3 ls2">w <span class="_ _5"> </span><span class="ls3">202<span class="ls0">4  </span></span></span>roku<span class="_ _1"></span> <span class="_ _5"> </span>w  p<span class="_ _1"></span>orównaniu <span class="_ _5"> </span>z  analogi<span class="_ _1"></span>cznym <span class="_ _5"> </span>okresem <span class="_ _5"> </span>roku  p<span class="_ _1"></span>oprzedniego. </div><div class="t m0 x1 h4 y5e4 ff7 fs0 fc0 sc0 ls0 ws0">Wskaźnik płynności <span class="_ _0"></span>bieżącej <span class="_ _0"></span>kształtuje <span class="_ _0"></span>się na <span class="_ _0"></span>poziomie <span class="_ _9"></span><span class="ff3 ls3">2,40</span>, co<span class="_ _0"></span> o<span class="_ _0"></span>znacza, że <span class="_ _0"></span>Grupa Kapi<span class="_ _0"></span>tałowa <span class="_ _0"></span>aktywami bieżącymi <span class="_ _0"></span>mogłaby </div><div class="t m0 x1 h7 y5e5 ff7 fs0 fc0 sc0 ls0 ws0">w <span class="_ _1"></span>całości <span class="_ _14"></span>pokryć <span class="_ _1"></span>zobowiązania <span class="_ _14"></span>krótkoterminowe <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _14"></span>przypadku <span class="_ _1"></span>ich <span class="_ _14"></span>natychmiastowej <span class="_ _1"></span>wymagalności.<span class="ff4"> <span class="_ _1"></span><span class="ff3">Mimo <span class="_ _14"></span>lekkiego <span class="_ _1"></span>spadku <span class="_ _14"></span>jest </span></span></div><div class="t m0 x1 h4 y523 ff3 fs0 fc0 sc0 ls0 ws0">to nadal bezpieczny poziom.<span class="_ _0"></span> W<span class="ff7">skaźnik płynności szybkiej spadł <span class="_ _0"></span>i wynosi</span> 1,<span class="ls3">86</span> <span class="_ _0"></span>czego <span class="ff7">główn</span>ym pow<span class="_ _0"></span>odem jest spadek <span class="ff7">wartości </span></div><div class="t m0 x1 h4 y548 ff7 fs0 fc0 sc0 ls0 ws0">środków pieniężnych<span class="ff3 ls5">. <span class="ls0"> </span></span></div><div class="t m0 x1 h4 y5e6 ff7 fs0 fc0 sc0 ls0 ws0">Rentowność<span class="ff3"> </span></div><div class="t m0 x1 h4 y5e7 ff7 fs0 fc0 sc0 ls0 ws0">Wskaźniki rentowności zostały przedstawione poniżej.<span class="ff3"> </span></div></div><div class="c x15 y5e8 w55 h46"><div class="t m0 xc h2 y5b1 ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c x5 y5e8 w56 h46"><div class="t m0 xe1 h2 y5b1 ff2 fs0 fc1 sc0 ls0 ws0">Formuła<span class="ff1"> </span></div></div><div class="c xda y5e8 w51 h46"><div class="t m0 xa0 h2 y5b1 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">4 </span></div></div><div class="c xdb y5e8 w4b h46"><div class="t m0 xa0 h2 y5b1 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">3 </span></div></div><div class="c x15 y5e9 w55 h63"><div class="t m0 xc h4 y5b3 ff7 fs0 fc0 sc0 ls0 ws0">Rentowność brutto ze </div><div class="t m0 xc h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">sprzedaży<span class="ff3"> </span></div></div><div class="c x5 y5e9 w56 h63"><div class="t m0 x19 h4 y5b4 ff7 fs0 fc0 sc0 ls0 ws0">Zysk brutto ze sprzedaży / przychody ze sprzedaży<span class="ff3"> </span></div></div><div class="c xda y5e9 w51 h63"><div class="t m0 x20 h4 y5b4 ff3 fs0 fc0 sc0 ls0 ws0">18,4% </div></div><div class="c xdb y5e9 w4b h63"><div class="t m0 x20 h4 y5b4 ff3 fs0 fc0 sc0 ls0 ws0">17,0% </div></div><div class="c x15 y3a4 w55 h64"><div class="t m0 xc h4 y5b6 ff7 fs0 fc0 sc0 ls0 ws0">Rentowność operacyjna<span class="ff3"> </span></div></div><div class="c x5 y3a4 w56 h64"><div class="t m0 x28 h4 y5a7 ff7 fs0 fc0 sc0 ls0 ws0">Zysk z działalności <span class="ff3">operacyjnej / przychody ze </span></div><div class="t m0 xd1 h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">sprzedaży<span class="ff3"> </span></div></div><div class="c xda y3a4 w51 h64"><div class="t m0 xc8 h4 y5b6 ff3 fs0 fc0 sc0 ls0 ws0">-0,2% </div></div><div class="c xdb y3a4 w4b h64"><div class="t m0 xb1 h4 y5b6 ff3 fs0 fc0 sc0 ls0 ws0">4,8% </div></div><div class="c x15 y5ea w55 h6d"><div class="t m0 xc h4 y5eb ff7 fs0 fc0 sc0 ls0 ws0">Rentowność brutto<span class="ff3"> </span></div></div><div class="c x5 y5ea w56 h6d"><div class="t m0 xc7 h4 y5eb ff7 fs0 fc0 sc0 ls0 ws0">Zysk brutto / przychody ze sprzedaży<span class="ff3"> </span></div></div><div class="c xda y5ea w51 h6d"><div class="t m0 xc8 h4 y5eb ff3 fs0 fc0 sc0 ls0 ws0">-0,1% </div></div><div class="c xdb y5ea w4b h6d"><div class="t m0 xb1 h4 y5eb ff3 fs0 fc0 sc0 ls0 ws0">4,4% </div></div><div class="c x15 y5ec w55 h64"><div class="t m0 xc h4 y5a7 ff7 fs0 fc0 sc0 ls0 ws0">Rentowność netto Grupy </div><div class="t m0 xc h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">Kapitałowej<span class="ff3"> </span></div></div><div class="c x5 y5ec w56 h64"><div class="t m0 xbe h4 y5b4 ff7 fs0 fc0 sc0 ls0 ws0">Zysk netto / przychody ze sprzedaży<span class="ff3"> </span></div></div><div class="c xda y5ec w51 h64"><div class="t m0 xc8 h4 y5b6 ff3 fs0 fc0 sc0 ls0 ws0">-0,4% </div></div><div class="c xdb y5ec w4b h64"><div class="t m0 xb1 h4 y5b6 ff3 fs0 fc0 sc0 ls0 ws0">3,1% </div></div><div class="c x15 y5ed w55 h63"><div class="t m0 xc h4 y5b3 ff7 fs0 fc0 sc0 ls0 ws0">Rentowność netto jednostki </div><div class="t m0 xc h4 y37e ff7 fs0 fc0 sc0 ls0 ws0">dominującej<span class="ff3"> </span></div></div><div class="c x5 y5ed w56 h63"><div class="t m0 xbf h4 y5b3 ff3 fs0 fc0 sc0 ls0 ws0">Zysk netto <span class="ff7">jednostki dominującej/ przychody ze </span></div><div class="t m0 xd1 h4 y37e ff7 fs0 fc0 sc0 ls0 ws0">sprzedaży<span class="ff3"> </span></div></div><div class="c xda y5ed w51 h63"><div class="t m0 xc8 h4 y5b4 ff3 fs0 fc0 sc0 ls0 ws0">-0,3% </div></div><div class="c xdb y5ed w4b h63"><div class="t m0 xb1 h4 y5b4 ff3 fs0 fc0 sc0 ls0 ws0">3,0% </div></div><div class="c x15 y5ee w55 h66"><div class="t m0 xc h4 y5ef ff7 fs0 fc0 sc0 ls0 ws0">Rentowność kapitału </div><div class="t m0 xc h4 y5f0 ff7 fs0 fc0 sc0 ls0 ws0">własnego przypadającego </div><div class="t m0 xc h4 y5bb ff3 fs0 fc0 sc0 ls0 ws0">akcjonariuszom jednostki </div><div class="t m0 xc h4 y5b4 ff7 fs0 fc0 sc0 ls0 ws0">dominującej<span class="ff3"> </span></div></div><div class="c x5 y5ee w56 h66"><div class="t m0 x19 h4 y5f1 ff7 fs0 fc0 sc0 ls0 ws0">Zysk netto przypadający akcjonariuszom jednostki </div><div class="t m0 x1e h4 y5f2 ff7 fs0 fc0 sc0 ls0 ws0">dominującej/ (kapitał własny przypadający </div><div class="t m0 x9 h4 y5a8 ff7 fs0 fc0 sc0 ls0 ws0">akcjonariuszom jednostki dominującej <span class="ff3">- zysk netto </span></div><div class="t m0 xb0 h4 y5a7 ff7 fs0 fc0 sc0 ls0 ws0">przypadający akcjonariuszom jednostki </div><div class="t m0 x51 h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">dominującej)<span class="ff3"> </span></div></div><div class="c xda y5ee w51 h66"><div class="t m0 xc8 h4 y5a8 ff3 fs0 fc0 sc0 ls0 ws0">-0,2% </div></div><div class="c xdb y5ee w4b h66"><div class="t m0 xb1 h4 y5a8 ff3 fs0 fc0 sc0 ls0 ws0">5,1% </div></div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi xb y3f w4c h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">48</span> <span class="ls2">z <span class="ls3">68</span></span> </div></div><div class="c x15 y5f3 w55 h6e"><div class="t m0 xc h4 y5b4 ff7 fs0 fc0 sc0 ls0 ws0">Rentowność majątku<span class="ff3"> </span></div></div><div class="c x5 y5f3 w56 h6e"><div class="t m0 x19 h4 y5b3 ff7 fs0 fc0 sc0 ls0 ws0">Zysk netto przypadający akcjonariuszom jednostki </div><div class="t m0 x34 h4 y37e ff7 fs0 fc0 sc0 ls0 ws0">dominującej / aktywa ogółem<span class="ff3"> </span></div></div><div class="c xda y5f3 w51 h6e"><div class="t m0 xc8 h4 y5b4 ff3 fs0 fc0 sc0 ls0 ws0">-0,2% </div></div><div class="c xdb y5f3 w4b h6e"><div class="t m0 xb1 h4 y5b4 ff3 fs0 fc0 sc0 ls0 ws0">3,4% </div></div><div class="c x15 y5f4 w55 h64"><div class="t m0 xc h4 y5a7 ff7 fs0 fc0 sc0 ls0 ws0">Podstawowy zysk na jedną </div><div class="t m0 xc h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">akcję (w zł)<span class="ff3"> </span></div></div><div class="c x5 y5f4 w56 h64"><div class="t m0 x19 h4 y5a7 ff7 fs0 fc0 sc0 ls0 ws0">Zysk netto przypadający akcjonariuszom jednostki </div><div class="t m0 xc8 h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">dominującej/ średnioważona liczba akcji<span class="ff3"> </span></div></div><div class="c xda y5f4 w51 h64"><div class="t m0 x54 h4 y5b6 ff3 fs0 fc0 sc0 ls0 ws0">-0,02 </div></div><div class="c xdb y5f4 w4b h64"><div class="t m0 xb0 h4 y5b6 ff3 fs0 fc0 sc0 ls3 ws0">0,38<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x92 h4 y5f5 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y5f6 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>okresie objętym <span class="_ _0"></span>analizą wskaźnik <span class="_ _0"></span>rentowności <span class="_ _0"></span>brutto ze <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>uległ <span class="_ _9"></span>zwiększeniu<span class="_ _1"></span> <span class="_ _0"></span><span class="ff3">(z <span class="_ _0"></span><span class="ls3">17</span>,0% <span class="_ _0"></span>do <span class="_ _0"></span>18,4</span>%) w<span class="_ _0"></span> porównaniu <span class="_ _0"></span>z </div><div class="t m0 x1 h4 y5f7 ff7 fs0 fc0 sc0 ls0 ws0">jego <span class="_ _5"> </span>wartością <span class="_ _8"></span>w <span class="_ _5"> </span>analogicznym <span class="_ _5"> </span>okresie <span class="_ _8"></span>poprzedniego <span class="_ _5"> </span>roku.  <span class="ff3">Wzr<span class="_ _1"></span>ost <span class="_ _5"> </span><span class="ff7">rentowności <span class="_ _8"></span>brutto</span> <span class="_ _5"> </span><span class="ff7">ze <span class="_ _5"> </span>sprzedaży</span> <span class="_ _5"> </span>wynika <span class="_ _5"> </span>z <span class="_ _8"></span>mniejszej </span></div><div class="t m0 x1 h4 y5f8 ff3 fs0 fc0 sc0 ls0 ws0">dynamiki <span class="ff7">spadku <span class="_ _0"></span>przychodów w <span class="_ _0"></span>stosunku do <span class="_ _0"></span></span>dynamiki s<span class="_ _0"></span>padku ko<span class="_ _0"></span>szt<span class="ff7">u własnego <span class="_ _0"></span>sprzedaży, c<span class="_ _0"></span>o ostatecznie skutkuje <span class="_ _0"></span>wyższym </span></div><div class="t m0 x1 h4 y5f9 ff7 fs0 fc0 sc0 ls0 ws0">wynikiem <span class="_ _14"></span>br<span class="_ _0"></span>utto <span class="_ _1"></span>generowanym <span class="_ _1"></span>przez Grup<span class="_ _1"></span>ę Kapi<span class="_ _1"></span>tałową<span class="ff3">.<span class="_ _0"></span> </span>Ws<span class="_ _1"></span>kaźnik <span class="_ _1"></span>ten <span class="_ _14"></span>i<span class="_ _0"></span>nformuje, <span class="_ _1"></span>że <span class="_ _1"></span>Spółki w <span class="_ _1"></span><span class="ff3">Grupie <span class="ff7">p<span class="_ _1"></span>otrafią <span class="ff3">d<span class="_ _1"></span>obrze <span class="ff7">wycen<span class="_ _1"></span>ić </span></span></span></span></div><div class="t m0 x1 h4 y5fa ff3 fs0 fc0 sc0 ls0 ws0">swoje <span class="ff7">usługi</span>. <span class="ff7">Rentowność netto spadła poniżej 0, co oznacza wykazaną stratę</span> netto<span class="ls5">. </span> </div><div class="t m0 x1 h4 y58e ff7 fs0 fc0 sc0 ls0 ws0">Efektywność <span class="ff3"> </span></div><div class="t m0 x1 h4 y5fb ff7 fs0 fc0 sc0 ls0 ws0">Efektywność <span class="_ _5"> </span>działania <span class="_ _5"> </span>to <span class="_ _e"> </span>umiejętność <span class="_ _5"> </span>sprawnego <span class="_ _5"> </span>wykorzystania <span class="_ _5"> </span>posiadanych <span class="_ _5"> </span>zasobów <span class="_ _5"> </span>w<span class="_ _0"></span> <span class="_ _5"> </span>istniejących <span class="_ _5"> </span>uwarunkowaniach </div><div class="t m0 x1 h4 y5fc ff7 fs0 fc0 sc0 ls0 ws0">zewnętrznych.<span class="ff3"> </span></div><div class="t m0 x1 h4 y5fd ff7 fs0 fc0 sc0 ls0 ws0">Wskaźniki efektywności przedstawiono poniżej.<span class="ff3"> </span></div></div><div class="c x15 y5fe w4f h6f"><div class="t m0 xd9 h2 y5ff ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c x52 y5fe w50 h6f"><div class="t m0 x4b h2 y5ff ff2 fs0 fc1 sc0 ls0 ws0">Formuła<span class="ff1"> </span></div></div><div class="c xda y5fe w51 h6f"><div class="t m0 xa0 h2 y5ff ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">4 </span></div></div><div class="c xdb y5fe w4b h6f"><div class="t m0 xa0 h2 y5ff ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">3 </span></div></div><div class="c x15 y538 w4f h70"><div class="t m0 xc h4 y5c4 ff7 fs0 fc0 sc0 ls0 ws0">Wskaźnik rotacji majątku<span class="ff3"> </span></div></div><div class="c x52 y538 w50 h70"><div class="t m0 x18 h4 y5c4 ff7 fs0 fc0 sc0 ls0 ws0">Przychody ze sprzedaży / aktywa ogółem<span class="ff3"> </span></div></div><div class="c xda y538 w51 h70"><div class="t m0 xb0 h4 y600 ff3 fs0 fc0 sc0 ls0 ws0">0,64 </div></div><div class="c xdb y538 w4b h70"><div class="t m0 xb0 h4 y600 ff3 fs0 fc0 sc0 ls0 ws0">1,12 </div></div><div class="c x15 y601 w4f h63"><div class="t m0 xc h4 y5b3 ff7 fs0 fc0 sc0 ls0 ws0">Wskaźnik obrotu rzeczowych </div><div class="t m0 xc h4 y37e ff7 fs0 fc0 sc0 ls0 ws0">aktywów trwałych<span class="ff3"> </span></div></div><div class="c x52 y601 w50 h63"><div class="t m0 xc5 h4 y5b3 ff7 fs0 fc0 sc0 ls0 ws0">Przychody ze sprzedaży / rzeczowe aktywa </div><div class="t m0 xdc h4 y37e ff7 fs0 fc0 sc0 ls0 ws0">trwałe<span class="ff3"> </span></div></div><div class="c xda y601 w51 h63"><div class="t m0 xb0 h4 y5b4 ff3 fs0 fc0 sc0 ls0 ws0">1,42 </div></div><div class="c xdb y601 w4b h63"><div class="t m0 xb0 h4 y5b4 ff3 fs0 fc0 sc0 ls3 ws0">2,97<span class="ls0"> </span></div></div><div class="c x15 y602 w4f h6a"><div class="t m0 xc h4 y5a8 ff7 fs0 fc0 sc0 ls0 ws0">Wskaźnik rotacji należności <span class="ff3"> </span></div><div class="t m0 xc h4 y5a7 ff3 fs0 fc0 sc0 ls0 ws0">w dniach </div></div><div class="c x52 y602 w50 h6a"><div class="t m0 x32 h4 y5c7 ff7 fs0 fc0 sc0 ls0 ws0">(Należności z tytułu dostaw i usług oraz </div><div class="t m0 x28 h4 y5cb ff7 fs0 fc0 sc0 ls0 ws0">pozostałe należności + Należności z tytułu </div><div class="t m0 x1e h4 y5a7 ff7 fs0 fc0 sc0 ls0 ws0">umów o usługę budowlaną) *360 dni / </div><div class="t m0 x36 h4 y57d ff7 fs0 fc0 sc0 ls0 ws0">przychody ze sprzedaży<span class="ff3"> </span></div></div><div class="c xda y602 w51 h6a"><div class="t m0 x39 h4 y5bb ff3 fs0 fc0 sc0 ls0 ws0">104,73 </div></div><div class="c xdb y602 w4b h6a"><div class="t m0 xc8 h4 y5bb ff3 fs0 fc0 sc0 ls0 ws0">67,44 </div></div><div class="c x15 y603 w4f h63"><div class="t m0 xc h4 y5b3 ff7 fs0 fc0 sc0 ls0 ws0">Wskaźnik rotacji zapasów <span class="ff3"> </span></div><div class="t m0 xc h4 y57d ff3 fs0 fc0 sc0 ls0 ws0">w dniach </div></div><div class="c x52 y603 w50 h63"><div class="t m0 x28 h4 y5b4 ff7 fs0 fc0 sc0 ls0 ws0">Zapasy *360 dni / koszt własny sprzedaży<span class="ff3"> </span></div></div><div class="c xda y603 w51 h63"><div class="t m0 xc8 h4 y5b4 ff3 fs0 fc0 sc0 ls0 ws0">54,38 </div></div><div class="c xdb y603 w4b h63"><div class="t m0 xc8 h4 y5b4 ff3 fs0 fc0 sc0 ls0 ws0">35,90 </div></div><div class="c x15 y503 w4f h71"><div class="t m0 xc h4 y5a8 ff7 fs0 fc0 sc0 ls0 ws0">wskaźnik rotacji zobowiązań <span class="ff3"> </span></div><div class="t m0 xc h4 y5b3 ff3 fs0 fc0 sc0 ls0 ws0">w dniach </div></div><div class="c x52 y503 w50 h71"><div class="t m0 x40 h4 y5bd ff7 fs0 fc0 sc0 ls0 ws0">(Zobowiązania z tytułu dostaw i usług oraz </div><div class="t m0 x28 h4 y5a8 ff7 fs0 fc0 sc0 ls0 ws0">pozostałe zobowiązania + Zobowiązania z </div><div class="t m0 x53 h4 y5b3 ff7 fs0 fc0 sc0 ls0 ws0">tytułu umów o usługę budowlaną) *360 dni / </div><div class="t m0 x36 h4 y37e ff7 fs0 fc0 sc0 ls0 ws0">koszt własny sprzedaży<span class="ff3"> </span></div></div><div class="c xda y503 w51 h71"><div class="t m0 xc8 h4 y5bb ff3 fs0 fc0 sc0 ls0 ws0">77,00 </div></div><div class="c xdb y503 w4b h71"><div class="t m0 xc8 h4 y5bb ff3 fs0 fc0 sc0 ls0 ws0">45,69 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x92 h4 y604 ff3 fs0 fc7 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y605 ff3 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _5"> </span>koniec <span class="_ _5"> </span>grudnia  <span class="ls3">202</span>4 <span class="_ _5"> </span><span class="ff7">roku <span class="_ _5"> </span>zdolność <span class="_ _5"> </span>Grupy <span class="_ _5"> </span>Ka<span class="_ _0"></span>pitałowej <span class="_ _5"> </span>TESGAS <span class="_ _5"> </span>do <span class="_ _e"> </span>generowania <span class="_ _5"> </span>przychodów <span class="_ _5"> </span>z<span class="_ _0"></span>e <span class="_ _5"> </span>sprzedaży <span class="_ _5"> </span>mierzona </span></div><div class="t m0 x1 h4 y606 ff7 fs0 fc0 sc0 ls0 ws0">obrotowością <span class="_ _5"> </span>jej  aktyw<span class="_ _1"></span>ów <span class="_ _e"> </span>ukształtowała <span class="_ _5"> </span>się <span class="_ _5"> </span>na  niższym <span class="_ _5"> </span><span class="ff3">poziomie <span class="_ _5"> </span></span>niż  <span class="ff3 ls2">w <span class="_ _5"> </span><span class="ls3">202<span class="ls0">3 <span class="_ _5"> </span></span></span></span>roku. <span class="_ _5"> </span>Wartość  w<span class="_ _1"></span>skaźnika <span class="_ _5"> </span>rotacji <span class="_ _e"> </span>majątku </div><div class="t m0 x1 h4 y607 ff7 fs0 fc0 sc0 ls0 ws0">wyniosła <span class="_ _8"></span>w <span class="_ _8"></span>badanym <span class="_ _8"></span>okresie <span class="_ _8"></span><span class="ff3">0,64 <span class="_ _5"> </span></span>co <span class="_ _8"></span>oznacza, <span class="_ _8"></span>że <span class="_ _8"></span>jedna <span class="_ _8"></span>złotówka <span class="_ _8"></span>majątku <span class="_ _8"></span>Grupy <span class="_ _8"></span>generowała <span class="_ _5"> </span>przychody <span class="_ _8"></span>ze <span class="_ _8"></span>sprzedaży <span class="_ _8"></span>na </div><div class="t m0 x1 h4 y608 ff3 fs0 fc0 sc0 ls0 ws0">poziomie 0,64 PLN. </div><div class="t m0 x1 h4 y609 ff7 fs0 fc0 sc0 ls0 ws0">Wartość wskaźnika obrotu rzeczowych aktywów trwałych uległa w roku <span class="ff3 ls3">202<span class="ls0">4 roku zwi</span></span><span class="ls4">ęk</span><span class="ff3">szeniu </span>i osiągnęła wartość <span class="ff3">1,<span class="ls3">42</span>. </span></div><div class="t m0 x1 h4 y5a0 ff7 fs0 fc0 sc0 ls0 ws0">Wartość <span class="_ _15"> </span>wskaźnika <span class="_ _12"> </span>rotacji <span class="_ _15"> </span>zapasów <span class="_ _15"> </span>wskazuje, <span class="_ _15"> </span>iż <span class="_ _15"> </span>okres <span class="_ _12"> </span>obrotu <span class="_ _12"> </span>z<span class="_ _0"></span>apasami <span class="_ _12"> </span>w <span class="_ _15"> </span>Grupie <span class="_ _15"> </span>Kapitałowej <span class="_ _15"> </span>uległ <span class="_ _1a"> </span>wydłużeniu <span class="_ _15"> </span><span class="ff3 ls2">w </span></div><div class="t m0 x1 h4 y60a ff7 fs0 fc0 sc0 ls0 ws0">analizowanym <span class="_ _0"></span>okresie <span class="_ _0"></span>i <span class="_ _9"></span>kształtuje <span class="_ _0"></span>się <span class="_ _0"></span>na <span class="_ _9"></span>poziomie <span class="_ _0"></span>ok. <span class="_ _9"></span><span class="ff3 ls3">55<span class="ls0"> <span class="_ _9"></span>dni. <span class="_ _0"></span>Wzrost <span class="_ _0"></span></span></span>ten <span class="_ _0"></span>jest <span class="_ _9"></span>głównie <span class="_ _0"></span>efektem <span class="_ _9"></span><span class="ff3">spadku <span class="_ _0"></span></span>wartości <span class="_ _9"></span>zapasów <span class="_ _0"></span>w </div><div class="t m0 x1 h4 y60b ff7 fs0 fc0 sc0 ls0 ws0">porównaniu <span class="_ _8"></span>z <span class="_ _8"></span>rokiem <span class="_ _8"></span>pop<span class="_ _0"></span>rzednim<span class="ff3 ls5">. <span class="_ _8"></span></span>Okres <span class="_ _8"></span>oc<span class="_ _0"></span>zekiwania <span class="_ _8"></span>na <span class="_ _8"></span>zapłatę <span class="_ _5"> </span>należności <span class="_ _8"></span>uległ <span class="_ _5"> </span>wydłużeniu <span class="_ _8"></span><span class="ff3">(o <span class="_ _8"> </span>o<span class="_ _0"></span>k. <span class="_ _8"></span><span class="ls3">37</span> <span class="_ _8"> </span>dni) <span class="_ _5"> </span>w <span class="_ _8"></span>badanym </span></div><div class="t m0 x1 h4 y60c ff3 fs0 fc0 sc0 ls0 ws0">okresie <span class="_ _5"> </span>w  odniesieniu <span class="_ _e"> </span>do  okresu <span class="_ _5"> </span>poprzedniego<span class="_ _0"></span><span class="ff7">,  co <span class="_ _e"> </span>oznacza  wol<span class="_ _1"></span>niejsze <span class="_ _e"> </span>odzyskiwanie  p<span class="_ _1"></span>ieniędzy  od <span class="_ _5"> </span>klientów<span class="_ _0"></span><span class="ff3">.  W <span class="_ _5"> </span>o<span class="_ _0"></span>kresie </span></span></div><div class="t m0 x1 h4 y60d ff7 fs0 fc0 sc0 ls0 ws0">porównywalnym Grupa Kapitałowa TESGAS oczekiwała na zapłatę ok. <span class="ff3 ls3">68<span class="ls0"> dni. </span></span></div><div class="t m0 x1 h4 y60e ff3 fs0 fc0 sc0 ls0 ws0">W <span class="_ _9"></span>roku <span class="_ _0"></span><span class="ls3">2024 <span class="_ _9"></span></span><span class="ff7">roku <span class="_ _9"></span>Grupa <span class="_ _9"></span>Kapitałowa <span class="_ _9"></span>TESGA<span class="_ _1"></span>S <span class="_ _9"></span><span class="ff3">wyd</span>łużyła <span class="_ _9"></span>okres <span class="_ _0"></span>r<span class="_ _0"></span>egulowania <span class="_ _9"></span>swoich <span class="_ _0"></span>z<span class="_ _0"></span>obowiązań. <span class="_ _9"></span>W <span class="_ _0"></span>okresie <span class="_ _9"></span>objętym <span class="_ _9"></span>analizą </span></div><div class="t m0 x1 h4 y60f ff7 fs0 fc0 sc0 ls0 ws0">Grupa regulowała swoje zobowiązania co ok. <span class="ff3 ls3">77<span class="ls0"> </span></span>dni w porównaniu do ok. <span class="ff3 ls3">46 <span class="ls0">dni z </span>2023 <span class="ls0">roku.  </span></span></div><div class="t m0 x1 h4 y610 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>okresie objętym <span class="_ _0"></span>sprawozdaniem <span class="_ _0"></span>zmianie uległ <span class="_ _0"></span>cykl <span class="_ _0"></span>konwersji <span class="_ _0"></span>gotówki, <span class="_ _0"></span>który <span class="_ _0"></span>na dzień <span class="_ _0"></span>31.12.<span class="_ _0"></span><span class="ff3 ls3">202<span class="_ _0"></span><span class="ls0">4 <span class="_ _0"></span></span></span>wynosił +<span class="ff3 ls3">83<span class="ls0"> <span class="_ _0"></span><span class="ls15">dni<span class="ls5">. <span class="_ _0"></span></span></span></span></span>B<span class="_ _0"></span>iorąc </div><div class="t m0 x1 h4 y581 ff7 fs0 fc0 sc0 ls0 ws0">pod <span class="_ _9"></span>uwagę, <span class="_ _9"></span>iż <span class="_ _8"></span>cykl <span class="_ _9"></span>konwersji <span class="_ _9"></span>gotówki <span class="_ _9"></span>pokazuje <span class="_ _9"></span>czas <span class="_ _9"></span>(w <span class="_ _8"></span>dniach) <span class="_ _9"></span>na <span class="_ _9"></span>jaki <span class="_ _9"></span>„mrożona” <span class="_ _9"></span>jest <span class="_ _9"></span>gotów<span class="_ _0"></span>ka <span class="_ _9"></span>w <span class="_ _9"></span>operacyjnych <span class="_ _9"></span>aktywach </div><div class="t m0 x1 h4 y611 ff3 fs0 fc0 sc0 ls0 ws0">obrotowych, jego wzrost jest nie<span class="ff7">pożądany.</span> </div><div class="t m0 x1 h4 y612 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y613 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y614 ff7 fs0 fc0 sc0 ls0 ws0">Zadłużenie<span class="ff3"> </span></div><div class="t m0 x1 h4 y615 ff7 fs0 fc0 sc0 ls0 ws0">Analiza zadłużenia sprawdza strukturę<span class="_ _1"></span> kapitałów (pasywów) pod <span class="_ _0"></span>kątem jego zdolności do regulowania zobowiązań.<span class="ff3"> </span></div></div><div class="c x15 y616 w52 h5b"><div class="t m0 xc h2 yf9 ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c xdd y616 w53 h5b"><div class="t m0 x12 h2 yf9 ff2 fs0 fc1 sc0 ls0 ws0">Formuła<span class="ff1"> </span></div></div><div class="c xde y616 w54 h5b"><div class="t m0 x1a h2 yf9 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">4 </span></div></div><div class="c xdf y616 w54 h5b"><div class="t m0 x1a h2 yf9 ff1 fs0 fc1 sc0 ls3 ws0">31.12.202<span class="ls0">3 </span></div></div><div class="c x15 y617 w52 h5c"><div class="t m0 xc h4 y138 ff7 fs0 fc0 sc0 ls0 ws0">Wskaźnik zadłużenia<span class="ff3"> </span></div></div><div class="c xdd y617 w53 h5c"><div class="t m0 xc2 h4 y138 ff7 fs0 fc0 sc0 ls0 ws0">zobowiązania ogółem / aktywa ogółem<span class="ff3"> </span></div></div><div class="c xde y617 w54 h5c"><div class="t m0 xb0 h4 y138 ff3 fs0 fc0 sc0 ls0 ws0">28,9% </div></div><div class="c xdf y617 w54 h5c"><div class="t m0 xb0 h4 y138 ff3 fs0 fc0 sc0 ls0 ws0">29,4% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h4 y26c ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y26d ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _8"> </span>ro<span class="_ _0"></span>zpatrywanym <span class="_ _8"></span>okresie <span class="_ _8"> </span>w<span class="_ _0"></span>artość <span class="_ _5"> </span>wskaźnika <span class="_ _8"></span>ogólnego <span class="_ _5"> </span>zadłużenia <span class="_ _5"> </span>spadła <span class="_ _5"> </span>i <span class="_ _8"></span>kształtow<span class="_ _0"></span>ała <span class="_ _8"> </span>się <span class="_ _5"> </span>na <span class="_ _5"> </span>poziomie <span class="_ _5"> </span><span class="ff3">28,9<span class="ls2">%.</span> <span class="_ _8"></span>Spadek </span></div><div class="t m0 x1 h4 y618 ff7 fs0 fc0 sc0 ls0 ws0">wartości <span class="_ _5"> </span>tego <span class="_ _5"> </span>wskaźnika <span class="_ _5"> </span>jest <span class="_ _5"> </span>pożądany, <span class="_ _5"> </span>ponieważ <span class="_ _5"> </span>świadczy <span class="_ _5"> </span>to <span class="_ _5"> </span>o  <span class="ff3">mnie<span class="_ _1"></span>jszym <span class="_ _5"> </span><span class="ff7">uzależnieniu <span class="_ _5"> </span>się <span class="_ _5"> </span>od <span class="_ _5"> </span>kapitałów <span class="_ _5"> </span>obcych. <span class="_ _5"> </span>Taka </span></span></div><div class="t m0 x1 h4 y26f ff3 fs0 fc0 sc0 ls0 ws0">sytuacja <span class="_ _8"></span>wynika <span class="_ _8"></span>przede <span class="_ _8"></span>wszystki<span class="_ _0"></span>m <span class="_ _8"></span>ze <span class="_ _5"> </span>spadku<span class="_ _1"></span> <span class="_ _8"></span><span class="ff7">wartości <span class="_ _8"></span>zo<span class="_ _0"></span>bowiązań <span class="_ _8"></span>(o</span> <span class="_ _5"> </span>2,8<span class="ff7">%) <span class="_ _8"></span>w <span class="_ _8"></span>porównaniu <span class="_ _8"></span>do <span class="_ _8"> </span></span>s<span class="_ _0"></span>padku <span class="_ _8"></span><span class="ff7">wartości <span class="_ _8"></span>aktywów </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 xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">49</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">ogółem (o <span class="ff3">1,0%). </span>Wartość w<span class="_ _0"></span>skaźnika zadłużen<span class="_ _1"></span>ia jest jednak bezpieczny, ponieważ zobow<span class="_ _0"></span>iązania ogółem stanowią <span class="_ _0"></span><span class="ff3">prawie </span></div><div class="t m0 xe2 h30 y2de ff3 fs6 fc0 sc0 ls0 ws0">1</div><div class="t m0 xe3 h4 y47 ff3 fs0 fc0 sc0 ls0 ws0">/</div><div class="t m0 xe4 h30 y619 ff3 fs6 fc0 sc0 ls0 ws0">3</div><div class="t m0 xe5 h4 y47 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y8d ff7 fs0 fc0 sc0 ls0 ws0">wartości aktywów obrotowych. <span class="ff3"> </span></div><div class="t m0 x1 hf y72 ff1 fs0 fc0 sc0 ls3 ws0">9.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Komentarz Zarządu do wyników finanso<span class="_ _1"></span>wych<span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y73 ff3 fs0 fc0 sc0 ls8 ws0">W <span class="_ _8"></span><span class="ls3">202<span class="ls0">4 <span class="_ _8"></span><span class="ff7">roku <span class="_ _8"></span>Grup<span class="_ _1"></span>a <span class="_ _8"></span>Kapitałowa <span class="_ _8"></span>osiągnęła <span class="_ _8"></span>niższe <span class="_ _8"></span>przychody <span class="_ _8"></span>aniżeli <span class="_ _8"></span>w <span class="_ _8"></span>roku <span class="_ _8"></span><span class="ff3 ls3">2023<span class="ls5">. <span class="_ _8"></span><span class="ls0">Spadek <span class="_ _8"></span></span></span></span>wyniósł <span class="_ _5"> </span><span class="ff3">ponad <span class="_ _9"></span>42,9 <span class="_ _8"></span>% <span class="_ _8"> </span></span>i <span class="_ _8"></span>wynikał </span></span></span></div><div class="t m0 x1 h4 y4b ff7 fs0 fc0 sc0 ls0 ws0">głównie <span class="_ _9"></span><span class="ff3 ls2">z <span class="_ _9"></span></span>niższych <span class="_ _9"></span>przychodów <span class="_ _9"></span>osiągniętych <span class="_ _9"></span><span class="ff3">we <span class="_ _8"></span>wszystkich <span class="_ _9"></span>segmentach<span class="ls5">. <span class="_ _9"></span></span>Spadek <span class="_ _9"></span></span>przychodów <span class="_ _8"></span><span class="ff3">jest <span class="_ _9"></span>efektem <span class="_ _9"></span></span>mniejszej <span class="_ _9"></span>ilości </div><div class="t m0 x1 h4 y61a ff3 fs0 fc0 sc0 ls0 ws0">prac <span class="_ _0"></span>realizowanych <span class="_ _0"></span>w <span class="_ _0"></span>2024 <span class="_ _0"></span>ro<span class="_ _0"></span>ku<span class="ls2e">. <span class="_ _0"></span></span>Obecnie <span class="_ _0"></span><span class="ff7">posiadany <span class="_ _0"></span>portfel <span class="_ _0"></span>zleceń <span class="_ _9"></span>nie <span class="_ _0"></span>zapewnia <span class="_ _0"></span>utrzymania <span class="_ _0"></span>przychodów<span class="_ _0"></span> <span class="_ _0"></span>na <span class="_ _0"></span>poziom<span class="_ _0"></span></span><span class="ls10">ie</span> <span class="_ _0"></span><span class="ls2">z <span class="_ _0"></span></span>lat </div><div class="t m0 x1 h4 ya8 ff7 fs0 fc0 sc0 ls0 ws0">poprzednich. Zarząd <span class="_ _0"></span>Spółki <span class="_ _0"></span>podejmuje <span class="_ _0"></span>działania, aby <span class="_ _0"></span>poz<span class="_ _0"></span>yskać now<span class="_ _0"></span>e zlecenia <span class="_ _0"></span>do r<span class="_ _0"></span>ealizacji w <span class="_ _0"></span>roku <span class="_ _8"></span><span class="ff3 ls3">2025 <span class="ls0">i <span class="_ _0"></span>w <span class="_ _0"></span>latach kolejnyc<span class="_ _0"></span>h<span class="ls8">, </span></span></span></div><div class="t m0 x1 h4 y92 ff7 fs0 fc0 sc0 ls0 ws0">które wypełnią moce przerobowe Spółki<span class="ff3">.  </span></div><div class="t m0 x1 h4 y93 ff3 fs0 fc0 sc0 ls0 ws0">Spadek <span class="_ _3"> </span><span class="ff7">przychodów<span class="_ _0"></span> <span class="_ _12"> </span>osiągnięt</span>y <span class="_ _3"> </span><span class="ff7">w <span class="_ _12"> </span>segmencie <span class="_ _3"> </span>ob<span class="_ _0"></span>róbki <span class="_ _3"> </span>metali</span> <span class="_ _12"> </span>je<span class="_ _0"></span>st <span class="_ _12"> </span>wynikie<span class="_ _1"></span>m <span class="_ _12"> </span><span class="ff7">mniejszej <span class="_ _3"> </span>ilości <span class="_ _12"> </span>zleceń</span> <span class="_ _12"> </span>realizowanych <span class="_ _12"> </span>dla </div><div class="t m0 x1 h4 yaa ff7 fs0 fc0 sc0 ls0 ws0">dotychczasowych <span class="_ _1"></span>klientów <span class="_ _14"></span>spółki <span class="_ _1"></span>Stal <span class="_ _14"></span>Warsztat.<span class="ff3"> </span>N<span class="_ _1"></span>iższe <span class="_ _14"></span>przychody osiągane <span class="_ _14"></span>z <span class="ff3">tego <span class="_ _14"></span><span class="ff7">segmentu <span class="_ _14"></span>o<span class="_ _0"></span>raz <span class="_ _1"></span>niższa <span class="_ _1"></span>marżowość <span class="_ _14"></span>sprzedaży </span></span></div><div class="t m0 x1 h4 yab ff7 fs0 fc0 sc0 ls0 ws0">przełożyła się na osiągniecie straty operacyjnej w kwocie <span class="ff3">1.520 </span>tys. zł.<span class="ff3"> </span></div><div class="t m0 x1 h4 yac ff3 fs0 fc0 sc0 ls0 ws0">Do <span class="_ _15"> </span>spadku <span class="_ _15"> </span><span class="ls2">w <span class="_ _15"> </span></span>segmencie <span class="_ _15"> </span>OZE <span class="_ _15"> </span>przyczyn<span class="ff7">iła <span class="_ _1a"> </span>się</span> <span class="_ _12"> </span><span class="ff7">duża <span class="_ _1a"> </span>konkurencja <span class="_ _15"> </span>występująca <span class="_ _15"> </span>na <span class="_ _15"> </span>rynku <span class="_ _15"> </span>oraz <span class="_ _15"> </span>wstrzymywanie <span class="_ _15"> </span>decyzji </span></div><div class="t m0 x1 h4 yad ff7 fs0 fc0 sc0 ls0 ws0">inwestycyjnych <span class="_ _12"> </span>klientów <span class="_ _1a"> </span>spowodowanych <span class="_ _15"> </span>ogólną <span class="_ _15"> </span>niepewnością <span class="_ _15"> </span>rynkową. <span class="_ _1a"> </span>Niska <span class="_ _12"> </span>sprzedaż <span class="_ _15"> </span>oraz <span class="_ _1a"> </span>drożejące <span class="_ _15"> </span>podzespoły </div><div class="t m0 x1 h4 yae ff7 fs0 fc0 sc0 ls0 ws0">spowodowały <span class="_ _8"></span>pogorszeni<span class="_ _1"></span>e <span class="_ _9"></span>wynik<span class="_ _0"></span>u <span class="_ _9"></span>operacyjnego <span class="_ _8"></span>segmentu <span class="_ _9"></span>i <span class="_ _8"></span>wypracowanie <span class="_ _8"></span>straty <span class="_ _9"></span>operacy<span class="_ _0"></span><span class="ff3">jnej <span class="_ _8"></span>na <span class="_ _8"></span>poziomie <span class="_ _9"></span><span class="ls3">892</span> <span class="_ _8"></span></span>tys. <span class="_ _8"></span>zł. <span class="_ _9"></span><span class="ff3 ls6">W </span></div><div class="t m0 x1 h4 yaf ff7 fs0 fc0 sc0 ls0 ws0">segmencie usług dla gazownictwa wynik <span class="ff3">operacyjny segmentu spad</span>ł<span class="ff3"> z kwoty 7.186 </span>tys. zł w 202<span class="ff3">3 roku do </span>wartości <span class="ff3">2.425 tys. </span></div><div class="t m0 x1 h4 yb0 ff7 fs0 fc0 sc0 ls0 ws0">zł. <span class="_ _5"> </span><span class="ff3">Spadek <span class="_ _5"> </span></span>zysku <span class="_ _5"> </span>wyniósł <span class="_ _5"> </span>ponad <span class="_ _5"> </span>50%  i<span class="_ _14"></span> <span class="_ _e"> </span>wynikał <span class="_ _5"> </span>z <span class="_ _e"> </span><span class="ff3">rozpoznania <span class="_ _5"> </span></span>niższych <span class="_ _5"> </span>marż <span class="_ _5"> </span>w <span class="_ _5"> </span>stosunku <span class="_ _5"> </span>do <span class="_ _5"> </span>okresów <span class="_ _5"> </span>poprzednich<span class="ff3">. <span class="_ _5"> </span>Zyski </span></div><div class="t m0 x1 h4 y61b ff7 fs0 fc0 sc0 ls0 ws0">osiągnięto <span class="_ _9"></span>z<span class="_ _0"></span> <span class="_ _8"></span>tytułu <span class="_ _8"></span>najmu <span class="_ _8"></span>nieruchomości <span class="_ _8"></span>inwestycyjnej <span class="_ _9"></span>o<span class="_ _0"></span>raz <span class="_ _8"></span>incydentalnej <span class="_ _9"></span>s<span class="_ _0"></span>przedaży <span class="_ _8"></span>materiałów. <span class="_ _8"></span><span class="ff3">Ostatecznie <span class="_ _8"></span>Grupa <span class="_ _8"></span>przy </span></div><div class="t m0 x1 h4 yb2 ff7 fs0 fc0 sc0 ls0 ws0">niższych <span class="_ _9"></span><span class="ff3">przy<span class="ls28">ch</span>odach <span class="_ _8"></span></span>wypracowała <span class="_ _8"></span>wynik <span class="_ _9"></span>operacyjnych <span class="_ _9"></span>segmentów <span class="_ _8"></span>w <span class="_ _9"></span>kwocie <span class="_ _8"></span><span class="ff3 ls3">626<span class="ls0"> <span class="_ _8"></span></span></span>tys. <span class="_ _9"></span>zł, <span class="_ _8"></span>podczas<span class="_ _1"></span> <span class="_ _9"></span>gdy <span class="_ _8"></span><span class="ff3">wynik <span class="_ _8"></span>za <span class="_ _8"></span>2023<span class="_ _1"></span> <span class="_ _8"></span>rok </span></div><div class="t m0 x1 h4 yb3 ff7 fs0 fc0 sc0 ls0 ws0">wyniósł <span class="_ _8"></span><span class="ff3">7.851 <span class="_ _5"> </span></span>tys. <span class="_ _8"></span>zł. <span class="_ _8"></span><span class="ff3">N<span class="lsa">a <span class="_ _8"> </span></span></span>poz<span class="_ _0"></span>ostałej <span class="_ _8"></span>działalności <span class="_ _8"></span>operacyjnej<span class="ff3"> <span class="_ _5"> </span></span>oraz <span class="_ _8"></span>działalności <span class="_ _8"></span>finansowej <span class="_ _8"></span>Grupa <span class="_ _5"> </span>osiągnęła <span class="_ _8"></span>ujemne <span class="_ _8"></span>wyniki </div><div class="t m0 x1 h4 y61c ff3 fs0 fc0 sc0 ls0 ws0">finansowe <span class="_ _8"></span>w <span class="_ _8"></span><span class="ff7">łącznej <span class="_ _9"></span>w<span class="_ _0"></span>artości <span class="_ _8"></span></span>698 <span class="_ _8"></span><span class="ff7">tys. <span class="_ _9"></span>z<span class="_ _0"></span>ł</span>. <span class="_ _8"></span>Finaln<span class="_ _1"></span>ie <span class="_ _8"></span>Grupa <span class="_ _8"></span><span class="ff7">wypracowała <span class="_ _8"></span>niższy <span class="_ _9"></span></span>wynik <span class="_ _8"></span>finansowy <span class="_ _8"></span>netto. <span class="_ _8"></span><span class="ff7">Celem <span class="_ _8"></span>na <span class="_ _8"></span>najbliższe </span></div><div class="t m0 x1 h4 y61d ff7 fs0 fc0 sc0 ls0 ws0">miesiące <span class="_ _8"></span>jest <span class="_ _8"></span>pozyskanie <span class="_ _8"></span>kolejnych <span class="_ _8"></span>zleceń <span class="_ _5"> </span><span class="ff3">w <span class="_ _8"></span>zakresie <span class="_ _8"></span></span>segmentu <span class="_ _8"></span>usług <span class="_ _8"></span>dla <span class="_ _8"></span><span class="ff3">gazownictwa <span class="_ _5"> </span></span>charakteryzujących <span class="_ _8"></span>się <span class="_ _8"></span>stabilnymi </div><div class="t m0 x1 h4 y61e ff7 fs0 fc0 sc0 ls0 ws0">marżami. <span class="_ _3"> </span>W <span class="_ _12"> </span>zakresie <span class="_ _3"> </span>segmentu <span class="_ _12"> </span>OZE <span class="_ _3"> </span><span class="ff3">Z</span>arząd <span class="_ _12"> </span>spółki <span class="_ _3"> </span>zależnej <span class="_ _3"> </span>p<span class="_ _0"></span>iTERN <span class="_ _12"> </span>podejmu<span class="_ _1"></span>je <span class="_ _3"> </span>działania <span class="_ _12"> </span>mające <span class="_ _3"> </span>na <span class="_ _12"> </span>celu <span class="_ _3"> </span>zwiększenie </div><div class="t m0 x1 h4 y7b ff7 fs0 fc0 sc0 ls0 ws0">przychodów na rynk<span class="_ _0"></span>u odnawialnych <span class="_ _0"></span>źródeł energii, poprzez <span class="_ _0"></span>oferowanie usług <span class="_ _0"></span>dla klientów <span class="_ _0"></span>biznesowych<span class="_ _9"></span><span class="ff3"> </span>oraz prosumentów.<span class="ff3"> </span></div><div class="t m0 x1 h4 y405 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>zakresie <span class="_ _14"></span>segmentu „<span class="_ _1"></span>Obróbki <span class="_ _14"></span>m<span class="_ _0"></span>etali” <span class="_ _1"></span><span class="ff3">planowane <span class="_ _14"></span>jest <span class="ff7">zwięks<span class="_ _1"></span>zenie <span class="_ _1"></span>współpracy <span class="_ _14"></span>z<span class="_ _0"></span> <span class="_ _14"></span>branżą automotive <span class="_ _14"></span>w <span class="_ _1"></span>zakresie <span class="_ _14"></span>wykonywania </span></span></div><div class="t m0 x1 h4 y406 ff7 fs0 fc0 sc0 ls0 ws0">dużych elemen<span class="_ _1"></span>tów konstrukcyjnych, których konku<span class="_ _1"></span>rencja jest <span class="_ _1"></span>mniejsza z powodu <span class="_ _1"></span>ograniczeń związanych z zakresem <span class="_ _1"></span>obróbki </div><div class="t m0 x1 h4 y407 ff7 fs0 fc0 sc0 ls0 ws0">maszyn. <span class="_ _5"> </span>Powinno <span class="_ _5"> </span>przełożyć<span class="_ _0"></span> <span class="_ _5"> </span>się <span class="_ _5"> </span>to <span class="_ _5"> </span>na <span class="_ _5"> </span>zw<span class="_ _0"></span>iększenie <span class="_ _5"> </span>marży <span class="_ _5"> </span>a <span class="_ _5"> </span>przez  to <span class="_ _8"> </span>poprawę <span class="_ _e"> </span>wyników <span class="_ _5"> </span>finansowych <span class="_ _5"> </span>spółki <span class="_ _e"> </span>zależnej <span class="_ _5"> </span>Stal </div><div class="t m0 x1 h4 y4b9 ff3 fs0 fc0 sc0 ls0 ws0">Warsztat.  </div><div class="t m0 x1 hf y41c ff1 fs0 fc0 sc0 ls3 ws0">10.<span class="ff8 ls0"> <span class="_ _22"> </span><span class="ff2">Opis zewnętrznych i wewnętrznych czynnikó<span class="_ _1"></span>w i zdarzeń, w szczególności o nietypowym charakterze, mogących </span></span></div><div class="t m0 x29 h2 y5d ff2 fs0 fc0 sc0 ls0 ws0">mieć znaczący wpływ na przyszłe wyniki finansowe Emitenta i<span class="_ _1"></span> Grupy Kapitałowej TESGAS<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x1 h4 y5e ff7 fs0 fc0 sc0 ls0 ws0">Do  czynni<span class="_ _1"></span>ków,  w <span class="_ _5"> </span>szc<span class="_ _0"></span>zególności <span class="_ _5"> </span>o<span class="_ _0"></span>  n<span class="_ _1"></span>ietypowym <span class="_ _e"> </span>charakterze,  kt<span class="_ _1"></span>óre <span class="_ _e"> </span>mogą  mie<span class="_ _1"></span>ć  wpływ <span class="_ _5"> </span>na  wyniki  osiągn<span class="_ _1"></span>ięte <span class="_ _e"> </span>przez  Grupę </div><div class="t m0 x1 h4 y3e6 ff7 fs0 fc0 sc0 ls0 ws0">Kapitałową TESGAS w perspektywie przynajmniej 12 miesięcy należą:<span class="ff3"> </span></div><div class="t m0 x29 h7 y284 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">pozyskanie <span class="_ _3"> </span><span class="ff7">nowych <span class="_ _12"> </span>kontraktów <span class="_ _3"> </span>w <span class="_ _12"> </span>segmencie <span class="_ _3"> </span>usług <span class="_ _12"> </span>dla <span class="_ _3"> </span>gazownictwa <span class="_ _12"> </span></span>w <span class="_ _3"> </span>celu <span class="_ _12"> </span><span class="ff7">utrzymania <span class="_ _3"> </span>przychodów <span class="_ _12"> </span></span>z <span class="_ _12"> </span>lat<span class="_ _1"></span> </span></span></div><div class="t m0 x4f h4 y285 ff3 fs0 fc0 sc0 ls0 ws0">poprzednich oraz <span class="ff7">wypracowania dodatnich wyników finansowych</span>,  </div><div class="t m0 x29 h7 y61f ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">poziom <span class="_ _9"></span>inwes<span class="_ _1"></span>tycji <span class="_ _0"></span>na <span class="_ _9"></span>rynku <span class="_ _0"></span>przesyłu<span class="_ _0"></span><span class="ff3"> <span class="_ _0"></span>i <span class="_ _9"></span>dystrybucji <span class="_ _0"></span>gazu <span class="_ _9"></span>w <span class="_ _0"></span>Polsce <span class="_ _9"></span>oraz <span class="_ _9"></span>czas <span class="_ _0"></span>ich <span class="_ _9"></span>reali<span class="_ _1"></span>zacji, <span class="_ _9"></span><span class="ff7">mający <span class="_ _9"></span>wpływ <span class="_ _0"></span>na <span class="_ _9"></span>wzrost </span></span></span></span></div><div class="t m0 x4f h4 y287 ff7 fs0 fc0 sc0 ls0 ws0">ilości prac realizowanych przez Emitenta,<span class="ff3">  </span></div><div class="t m0 x29 h7 y288 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">ilość <span class="_ _12"> </span>pozyskanych <span class="_ _15"> </span>kontraktów <span class="_ _15"> </span>w<span class="_ _0"></span> <span class="_ _12"> </span>segmencie <span class="_ _15"> </span>usług <span class="_ _15"> </span>dla <span class="_ _15"> </span>gazownictwa <span class="_ _15"> </span>o <span class="_ _15"> </span>niewysokiej <span class="_ _15"> </span>wartości <span class="_ _15"> </span>jednostkowej, </span></span></div><div class="t m0 x4f h4 y289 ff7 fs0 fc0 sc0 ls0 ws0">pozwalających na osiągnięcie progu rentowności, <span class="ff3"> </span></div><div class="t m0 x29 h7 y28a ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">możliwość pozyskania zleceń o dużej wartości w zakresie budowy części gazociągów wysokiego ciśnie<span class="_ _1"></span>nia, <span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x29 h7 y28b ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">wysokość cen po jakich będą rozstrzygane p<span class="_ _1"></span>ostępowania przetargowe, <span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x29 h7 y28c ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">pozyskanie <span class="_ _5"> </span>kolejnych <span class="_ _5"> </span>zleceń <span class="_ _5"> </span>w <span class="_ _5"> </span>zakresie <span class="_ _5"> </span>przeprowadzenia <span class="_ _e"> </span>prób <span class="_ _5"> </span>c<span class="_ _0"></span>iśnieniowych <span class="_ _5"> </span>gazociągów <span class="_ _5"> </span>wysokiego <span class="_ _5"> </span>ciśnienia </span></span></div><div class="t m0 x4f h4 y28d ff7 fs0 fc0 sc0 ls0 ws0">dużych średnic,<span class="ff3"> </span></div><div class="t m0 x29 h7 y28e ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">akceptacja <span class="_ _1c"> </span>p<span class="_ _1"></span>rzez <span class="_ _1c"> </span>zamawiają<span class="_ _1"></span>cego <span class="_ _1c"> </span>robót <span class="_ _1d"> </span>zamiennych <span class="_ _25"> </span>na <span class="_ _25"> </span>prowadzonych <span class="_ _25"> </span>budowach <span class="_ _25"> </span>powodujących <span class="_ _1d"> </span>z<span class="_ _0"></span>wrot </span></span></div><div class="t m0 x4f h4 y620 ff7 fs0 fc0 sc0 ls0 ws0">poniesionych, nieplanowanych <span class="_ _0"></span>pierwotnie <span class="_ _0"></span>wydatków <span class="_ _0"></span>obciążających <span class="_ _0"></span>budżety Emit<span class="_ _0"></span>enta, zmniejszającyc<span class="_ _0"></span>h marżę <span class="_ _0"></span>na </div><div class="t m0 x4f h4 y28f ff3 fs0 fc0 sc0 ls0 ws0">prowadzonych kontraktach,  </div><div class="t m0 x29 h7 y290 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">wielkość <span class="_ _5"> </span>osiąganych <span class="_ _e"> </span>marż <span class="_ _5"> </span>na  reali<span class="_ _1"></span>zowanych <span class="_ _5"> </span>z<span class="_ _0"></span>leceniach, <span class="_ _5"> </span>uzależniona <span class="_ _5"> </span>o<span class="_ _0"></span>d <span class="_ _5"> </span>sprawności <span class="_ _e"> </span>operacyjnej <span class="_ _5"> </span>w <span class="_ _e"> </span>trakcie <span class="_ _5"> </span>ich </span></span></div><div class="t m0 x4f h4 y291 ff3 fs0 fc0 sc0 ls0 ws0">wykonywania, </div><div class="t m0 x29 h7 y292 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">wojna <span class="_ _8"></span>w <span class="_ _8"></span>Ukrainie <span class="_ _9"></span>mająca <span class="_ _8"></span>wpływ <span class="_ _8"></span>na <span class="_ _8"></span>braki <span class="_ _9"></span>dostępności <span class="_ _8"></span>surowców, <span class="_ _8"></span>w <span class="_ _8"></span>szczególności <span class="_ _8"></span>materiałów <span class="_ _8"></span>sta<span class="_ _1"></span>lowych <span class="_ _8"></span>(rury, </span></span></div><div class="t m0 x4f h4 y621 ff3 fs0 fc0 sc0 ls0 ws0">blachy), </div><div class="t m0 x29 h7 y622 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">wzrost <span class="_ _9"></span>cen, <span class="_ _9"></span>niezbędnych<span class="_ _1"></span> <span class="_ _9"></span>materiałów, <span class="_ _9"></span>wywołanych <span class="_ _9"></span>wojną <span class="_ _9"></span>w <span class="_ _9"></span>Ukrain<span class="_ _1"></span>ie <span class="_ _9"></span>w <span class="_ _9"></span>wyniku <span class="_ _9"></span>przerwania <span class="_ _0"></span>ł<span class="_ _0"></span>ańcuch <span class="_ _9"></span>dostaw <span class="_ _9"></span>oraz </span></span></div><div class="t m0 x4f h4 y623 ff7 fs0 fc0 sc0 ls0 ws0">duża zmiennością kursów walut,<span class="ff3"> </span></div><div class="t m0 x29 h7 y624 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">ogólna niepewność powstała <span class="_ _0"></span>w <span class="_ _0"></span>wyniku wojny w <span class="_ _0"></span>Ukrainie sk<span class="_ _0"></span>utkująca ograniczeniem możliwości <span class="_ _0"></span>oferowania prac <span class="_ _0"></span>i </span></span></div><div class="t m0 x4f h4 y442 ff7 fs0 fc0 sc0 ls0 ws0">niepewności osiągnięcia zakładanych zysków,<span class="ff3"> </span></div><div class="t m0 x29 h7 y625 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">ograniczenia w <span class="_ _0"></span>dostępie do <span class="_ _0"></span>pracowników <span class="_ _0"></span>z <span class="_ _0"></span>Ukrainy, spowodowane mo<span class="_ _0"></span>bilizacją wojskową <span class="_ _0"></span>mężczyzn narodowo<span class="_ _0"></span>ści<span class="_ _1"></span> </span></span></div><div class="t m0 x4f h4 y626 ff7 fs0 fc0 sc0 ls0 ws0">ukraińskiej, <span class="ff3"> </span></div><div class="t m0 x29 h7 y511 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">pozyskanie nowej grupy klientów zwiększających przychody w segmen<span class="_ _1"></span>cie obróbki metali,<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x29 h7 y627 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">zakończenie <span class="_ _3"> </span>inwestycji <span class="_ _3"> </span>i <span class="_ _12"> </span>uruchomienie <span class="_ _3"> </span>maszyny <span class="_ _12"> </span>do <span class="_ _3"> </span>w<span class="_ _0"></span>ielkogabarytowej <span class="_ _3"> </span>obróbki <span class="_ _12"> </span>metali, <span class="_ _3"> </span>które <span class="_ _3"> </span>ma <span class="_ _12"> </span>zwiększyć </span></span></div><div class="t m0 x4f h4 y628 ff3 fs0 fc0 sc0 ls0 ws0">przychody <span class="ff7">i rentowność spółki zależnej Stal<span class="_ _1"></span> Warsztat, <span class="_ _0"></span><span class="ff3"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">50</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x29 h7 y47 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">koniunktura w branży budowlanej, <span class="ff3"> </span></span></span></div><div class="t m0 x29 h7 y8d ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">poziom  cen <span class="_ _3"> </span>materiałów  i  usług  wyko<span class="_ _0"></span>rzystywanych  przy  realizacji  kontraktów <span class="_ _3"> </span>oraz  ich  zmienność  w  okresie </span></span></div><div class="t m0 x4f h4 yd7 ff7 fs0 fc0 sc0 ls0 ws0">pomiędzy wyceną kontraktu a jego realizacją, skutkującą zmianą rentowności kontraktu, <span class="ff3"> </span></div><div class="t m0 x29 h7 yd8 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">wzmocnienie kontroli operacyjnej, finansowej i budżetowej w ramach reali<span class="_ _1"></span>zowanych kontraktów, <span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x29 h7 y5 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">warunki atmosferyczne na terenach prowadzonych budów, <span class="ff3"> </span></span></span></div><div class="t m0 x29 h7 yd9 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">opóźnienia w realizacji kontraktów skutku<span class="_ _1"></span>jące naliczeniem kar umownych, <span class="ff3"> </span></span></span></div><div class="t m0 x29 h7 yda ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">niepełne wykorzystanie posiadanych zdolności produ<span class="_ _1"></span>kcyjnych, <span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x29 h7 ydb ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">poziom wykorzystania wynajmowanych powierzchni b<span class="_ _1"></span>iurowych, <span class="_ _0"></span> </span></span></div><div class="t m0 x29 h7 ydc ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">presja płacowa pracowników skutkująca zwiększeniem funduszu płac,<span class="ff3"> </span></span></span></div><div class="t m0 x29 h7 y219 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">niedobór wykwalifikowanych pracowników w zakresie działalności Gru<span class="_ _1"></span>py, <span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x29 h7 y21a ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">wielkość <span class="_ _8"></span>i <span class="_ _8"></span>sprawność <span class="_ _8"></span>rozdysponowywania <span class="_ _8"></span>środków <span class="_ _8"></span>z <span class="_ _8"></span>nowej <span class="_ _8"></span>perspektywy <span class="_ _8"></span>budżetowej <span class="_ _8"></span>Unii <span class="_ _9"></span>E<span class="_ _0"></span>uropejskiej <span class="_ _8"></span>na <span class="_ _8"></span>lata </span></span></div><div class="t m0 x4f h4 y21b ff3 fs0 fc0 sc0 ls3 ws0">2021<span class="ls0">-2027 przeznaczonych na projekty infrastrukturalne oraz projekty z zakresu OZE,  </span></div><div class="t m0 x29 h7 y21c ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">uruchomienie <span class="_ _14"></span>programów <span class="_ _14"></span>promującyc<span class="_ _0"></span>h <span class="_ _14"></span>rozwój <span class="_ _14"></span>o<span class="_ _0"></span>dnawialnych <span class="_ _14"></span>źródeł <span class="_ _14"></span>energii,<span class="ff3"> <span class="_ _1"></span><span class="ff7">pozwalających <span class="_ _14"></span>pozyskać <span class="_ _1"></span>odpowiednią </span></span></span></span></div><div class="t m0 x4f h4 y21d ff7 fs0 fc0 sc0 ls0 ws0">ilość zleceń gwarantujących osiągnięcie dodatnich wyników finansowych spółki zależnej PITERN,<span class="ff3"> </span></div><div class="t m0 x29 h7 y21e ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">dynamika <span class="_ _8"></span>wzrostu <span class="_ _5"> </span>cen <span class="_ _8"></span>energii <span class="_ _8"></span>elektrycznej <span class="_ _5"> </span>zwiększająca <span class="_ _8"> </span>efektywność <span class="_ _5"> </span>instalacji <span class="_ _8"></span>OZE <span class="_ _5"> </span>oferowanych <span class="_ _8"></span>przez <span class="_ _5"> </span>Spółkę<span class="_ _1"></span> </span></span></div><div class="t m0 x4f h4 y249 ff7 fs0 fc0 sc0 ls0 ws0">zależną piTERN zarówno klientom detalicznym jak i biznesowym,<span class="ff3"> </span></div><div class="t m0 x29 h7 y24a ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">konkurencja na rynku budowy mikroinstalacji dla prosumentów,<span class="ff3">  </span></span></span></div><div class="t m0 x29 h7 y629 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">dostępność materiałów i surowców niezbęd<span class="_ _1"></span>nych do realizacji prac.<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x1 hf y62a ff1 fs0 fc0 sc0 ls3 ws0">11.<span class="ff8 ls0"> <span class="_ _22"> </span><span class="ff2">Objaśnienie <span class="_ _14"></span>r<span class="_ _0"></span>óżnic <span class="_ _1"></span>pomiędzy <span class="_ _14"></span>wy<span class="_ _0"></span>nikami <span class="_ _14"></span>f<span class="_ _0"></span>inansowymi <span class="_ _1"></span>wykazywanymi <span class="_ _1"></span>w <span class="_ _1"></span>raporcie <span class="_ _1"></span>rocznym <span class="_ _1"></span>a <span class="_ _1"></span>wcześniej <span class="_ _14"></span>publikowanymi </span></span></div><div class="t m0 x29 h2 y10e ff2 fs0 fc0 sc0 ls0 ws0">prognozami wyników za <span class="ff1 ls3">202<span class="ls0">4 rok </span></span></div><div class="t m0 x1 h4 y2a8 ff7 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _0"></span>spółki <span class="_ _9"></span>TESGAS S.A. <span class="_ _9"></span>nie <span class="_ _0"></span>publikował <span class="_ _9"></span>prognozy <span class="_ _0"></span>wyników <span class="_ _0"></span>finansowych <span class="_ _9"></span>na <span class="_ _9"></span><span class="ff3 ls3">202<span class="ls0">4 <span class="_ _0"></span></span></span>rok <span class="_ _9"></span>zarówno <span class="_ _0"></span>dotyczących <span class="_ _0"></span>spółki <span class="_ _9"></span>TESGAS </div><div class="t m0 x1 h4 y2a9 ff7 fs0 fc0 sc0 ls0 ws0">jaki i Grupy Kapitałowej TESGAS.<span class="ff3"> </span></div><div class="t m0 x1 hf y27c ff1 fs0 fc0 sc0 ls3 ws0">12.<span class="ff8 ls0"> <span class="_ _22"> </span><span class="ff2">Ocena zarządzania zasobami finansowymi i zdolno<span class="_ _1"></span>ści wywiązywania się ze zobowiązań Emitenta i Grupy </span></span></div><div class="t m0 x29 h2 y27d ff2 fs0 fc0 sc0 ls0 ws0">Kapitałowej TESGAS <span class="ff1"> </span></div><div class="t m0 x1 h4 y62b ff7 fs0 fc0 sc0 ls0 ws0">Na dzień 31 <span class="_ _0"></span>grudnia <span class="ff3 ls3">202<span class="ls0">4 </span></span>roku <span class="_ _0"></span>Grupa Kapitałow<span class="_ _0"></span>a TESGAS posiadała <span class="_ _0"></span>dobrą płynność finansową <span class="_ _0"></span>i na <span class="_ _0"></span>bieżąco <span class="_ _0"></span>wywiązywała się </div><div class="t m0 x1 h4 y30f ff7 fs0 fc0 sc0 ls0 ws0">z zaciągniętych zobowiązań.<span class="ff3"> </span></div><div class="t m0 x1 h4 y408 ff7 fs0 fc0 sc0 ls0 ws0">Wartości wskaźników finansowych dotyczących płynności wskazują na stabilną sytuację finansową Grupy.<span class="ff3"> </span></div><div class="t m0 x1 h4 y409 ff7 fs0 fc0 sc0 ls0 ws0">Zarządzanie zasobami finansowymi w Grupie należy uznać za prawidłowe, kreujące wartość dodan<span class="_ _1"></span>ą dla akcjonariuszy.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y40a ff7 fs0 fc0 sc0 ls0 ws0">Łączne <span class="_ _9"></span>wolne <span class="_ _9"></span>limity <span class="_ _9"></span>gwarancyjne <span class="_ _9"></span>dla <span class="_ _9"></span>Grupy <span class="_ _9"></span>na <span class="_ _9"></span>31 <span class="_ _9"></span>grudnia <span class="_ _8"></span><span class="ff3 ls3">202<span class="ls0">4 <span class="_ _9"></span></span></span>roku <span class="_ _9"></span>wynosiły <span class="_ _9"></span><span class="ff3">43 <span class="_ _9"></span>mln <span class="_ _9"></span>PLN <span class="_ _9"></span>oraz <span class="_ _9"></span>limit <span class="_ _9"></span>kredytowy <span class="_ _9"></span>w <span class="_ _9"></span>kwocie </span></div><div class="t m0 x1 h4 y40b ff3 fs0 fc0 sc0 ls0 ws0">4.000 <span class="ff7">tys. zł</span>. </div><div class="t m0 x1 h4 y40c ff7 fs0 fc0 sc0 ls0 ws0">Zagrożenia związane z zasobami finans<span class="_ _1"></span>owymi:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xe6 h7 y40d ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _12"> </span><span class="ff7">ryzyko zmian kursów walut,<span class="ff3"> </span></span></span></div><div class="t m0 xe6 h7 y40e ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _12"> </span><span class="ff7">ryzyko zmian stóp procentowych,<span class="ff3"> </span></span></span></div><div class="t m0 xe6 h7 ybf ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _12"> </span><span class="ff7">zmiana cen zakupu materiałów<span class="ff3"> </span></span></span></div><div class="t m0 xe6 h7 yc0 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="ff3"> <span class="ff7">wz<span class="_ _0"></span>rost <span class="_ _9"></span>warto<span class="_ _0"></span>ści <span class="_ _9"></span>przeterminowanych <span class="_ _8"></span>należn<span class="_ _1"></span>ości, <span class="_ _8"></span>głównie <span class="_ _9"></span>związanych <span class="_ _8"></span>z <span class="_ _8"></span>finans<span class="_ _1"></span>owaniem <span class="_ _8"></span>budowy <span class="_ _8"></span>instal<span class="_ _1"></span>acji </span></span></span></div><div class="t m0 x91 h4 yc1 ff3 fs0 fc0 sc0 ls0 ws0">OZE w oparciu o systemy dotacyjne. </div><div class="t m0 x1 h4 y4bb ff3 fs0 fc0 sc0 ls0 ws0">Obecnie <span class="_ _9"></span><span class="ff7">dostępne <span class="_ _9"></span></span>dla <span class="_ _9"></span>Grupy <span class="_ _9"></span><span class="ff7">limity <span class="_ _9"></span>bankowe <span class="_ _9"></span>i <span class="_ _9"></span>ub<span class="_ _0"></span>ezpieczeniowe <span class="_ _9"></span>są <span class="_ _9"></span>wystarczające. <span class="_ _9"></span>Pozyskanie <span class="_ _9"></span></span>ko<span class="_ _0"></span>lejnego <span class="_ _9"></span><span class="ff7">kontraktu <span class="_ _9"></span>o <span class="_ _9"></span>dużej </span></div><div class="t m0 x1 h4 yc2 ff7 fs0 fc0 sc0 ls0 ws0">wartości  jednostkowej  może  wymagać  od  Emiten<span class="_ _1"></span>ta  zaciągnięcia  <span class="ff3">kolejnego  kredytu  na  jeg<span class="_ _1"></span>o  finansowanie.  Emitent  ma </span></div><div class="t m0 x1 h4 y62c ff7 fs0 fc0 sc0 ls0 ws0">świadomość, że <span class="_ _14"></span><span class="ff3">o<span class="_ _0"></span>becna <span class="_ _14"></span>sytuacja spowodowana spowolnieniem <span class="_ _1"></span>gospodarczym, <span class="ff7">wojną <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _1"></span>Ukrainie i<span class="_ _1"></span> wywołana <span class="_ _14"></span>tym niestabilna </span></span></div><div class="t m0 x1 h4 yc4 ff7 fs0 fc0 sc0 ls0 ws0">sytuacja <span class="_ _9"></span>gospodarcza <span class="_ _9"></span>mo<span class="_ _0"></span>że <span class="_ _9"></span>ograniczyć <span class="_ _9"></span>chęć <span class="_ _9"></span>instytucji <span class="_ _9"></span>fi<span class="_ _0"></span>nansowych <span class="_ _9"></span>do <span class="_ _9"></span>finansowania <span class="_ _9"></span>p<span class="_ _0"></span>rzedsiębiorstw.<span class="_ _0"></span><span class="ff3"> <span class="_ _9"></span>E<span class="_ _0"></span>mitent <span class="_ _9"></span>w <span class="_ _9"></span>kolejnych </span></div><div class="t m0 x1 h4 y50d ff7 fs0 fc0 sc0 ls0 ws0">latach będzie <span class="_ _0"></span>czynił starania <span class="_ _0"></span>do <span class="_ _0"></span>poprawy w<span class="_ _0"></span>yników finansowych <span class="_ _0"></span>w celu zwiększeni<span class="_ _0"></span>a <span class="_ _0"></span>wiarygodności kredytowej<span class="ff3"> <span class="_ _0"></span>oraz <span class="_ _0"></span>poziomu </span></div><div class="t m0 x1 h4 yc6 ff7 fs0 fc0 sc0 ls0 ws0">gotówki operacyjnej<span class="ff3">. </span></div><div class="t m0 x1 h4 yc7 ff7 fs0 fc0 sc0 ls0 ws0">Działania minimalizujące zagrożenia:<span class="ff3"> </span></div><div class="t m0 xe6 h7 yc8 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _12"> </span><span class="ff7">dywersyfikacja <span class="_ _26"> </span>produktów <span class="_ _26"> </span>finansowych <span class="_ _26"> </span>pomiędzy <span class="_ _26"> </span>bankami <span class="_ _27"> </span>kredytującymi <span class="_ _26"> </span>oraz <span class="_ _26"> </span>towarzystwami </span></span></div><div class="t m0 xe7 h4 yc9 ff7 fs0 fc0 sc0 ls0 ws0">ubezpieczeniowymi przydzielającymi limity gwarancyjne<span class="_ _1"></span>,<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xe6 h7 y62d ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _12"> </span><span class="ff7">stały monitoring wykorzystania zasobów finansowych Grupy Kapitałowej,<span class="ff3"> </span></span></span></div><div class="t m0 xe6 h7 ycb ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _12"> </span><span class="ff7">prowadzenie <span class="_ _4"> </span>wzmożonych <span class="_ _19"> </span>cz<span class="_ _0"></span>ynności <span class="_ _19"> </span>windykacyjnych <span class="_ _4"> </span>w <span class="_ _4"> </span>celu <span class="_ _4"> </span>minimali<span class="_ _1"></span>zowania <span class="_ _4"> </span>przeterminowanych </span></span></div><div class="t m0 xe7 h4 y62e ff7 fs0 fc0 sc0 ls0 ws0">należności, <span class="ff3"> </span></div><div class="t m0 xe6 h7 ycd ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _12"> </span><span class="ff7">żądanie <span class="_ _5"> </span>od <span class="_ _5"> </span>zleceniodawców <span class="_ _5"> </span>dodatkowych <span class="_ _8"> </span>z<span class="_ _0"></span>abezpieczeń <span class="_ _8"></span>płatności <span class="_ _5"> </span>za <span class="_ _5"> </span>wykonanie <span class="_ _5"> </span>prace <span class="_ _8"></span>w  szczególności </span></span></div><div class="t m0 xe7 h4 y62f ff7 fs0 fc0 sc0 ls0 ws0">poprzez występowanie <span class="_ _0"></span>o <span class="_ _0"></span>przedstawienie gwarancji <span class="_ _0"></span>płatności <span class="_ _0"></span>oraz <span class="_ _0"></span>potwierdzenie uzna<span class="_ _0"></span>nia przez <span class="_ _0"></span>inwestora </div><div class="t m0 xe7 h4 ycf ff7 fs0 fc0 sc0 ls0 ws0">spółek z Grupy Kapitałowej jako kwalifikowanych podwykonawców.<span class="ff3"> </span></div><div class="t m0 x1 h4 y5cc ff3 fs0 fc0 sc0 ls0 ws0">Dodatkowe <span class="_ _3"> </span>informacja  na <span class="_ _3"> </span>temat <span class="_ _3"> </span><span class="ff7">instrumentów  finansowych <span class="_ _3"> </span>w <span class="_ _3"> </span>szczególności  ryzyk <span class="_ _3"> </span></span><span class="lse">z <span class="_ _3"> </span></span><span class="ff7">nimi <span class="_ _3"> </span>związanych  </span>oraz <span class="_ _3"> </span>metodach </div><div class="t m0 x1 he yd1 ff7 fs0 fc0 sc0 ls0 ws0">zarządzania <span class="ff3">ryzykiem finansowym przedstawia nota 27 skonsolidowanego sprawozdania finansowego. <span class="fs4"> </span></span></div><div class="t m0 x1 hf y626 ff1 fs0 fc0 sc0 ls3 ws0">13.<span class="ff8 ls0"> <span class="_ _22"> </span><span class="ff2">Opis czynników i zdarzeń, w szczególności<span class="_ _1"></span> o nietypowym charakterze, mających znaczący wpływ na wynik z </span></span></div><div class="t m0 x29 h2 y630 ff2 fs0 fc0 sc0 ls0 ws0">działalności za rok <span class="ff1">obrotowy  </span></div><div class="t m0 x1 h4 y3f0 ff3 fs0 fc0 sc0 ls0 ws0">W okresie od 01.01.<span class="ls3">202</span>4 r. do 31.12.<span class="ls3">202</span>4 <span class="ff7">r. w opin<span class="_ _1"></span>ii Zarządu Spółki dominującej wystąpiły nas<span class="_ _1"></span>tępujące wydarzenia, w tym o </span></div><div class="t m0 x1 h4 y4be ff7 fs0 fc0 sc0 ls0 ws0">nietypowym charakterze, mające znaczący wpływ na osiągnięte przez Grup<span class="_ _1"></span>ę Kapitałową TESGAS wyniki finansowe:<span class="_ _0"></span><span class="ff3"> </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 xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">51</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x14 h7 y47 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">spadek <span class="_ _3"> </span>przychodów <span class="_ _3"> </span>ze <span class="_ _3"> </span>sprzedaży <span class="_ _3"> </span>w <span class="_ _3"> </span>segmencie <span class="_ _3"> </span>„usługi <span class="_ _3"> </span>dla <span class="_ _3"> </span>gazo<span class="_ _0"></span>wnictwa” <span class="_ _3"> </span>jest <span class="_ _3"> </span>efektem  mniejszej <span class="_ _3"> </span>ilości <span class="_ _3"> </span>prac </span></span></div><div class="t m0 x24 h4 y8d ff7 fs0 fc0 sc0 ls0 ws0">realizowanych <span class="_ _5"> </span>od <span class="_ _5"> </span>początku <span class="_ _8"></span>2024 <span class="_ _5"> </span>roku. <span class="_ _5"> </span>Wysokie <span class="_ _5"> </span>przychody <span class="_ _5"> </span>osiągnięte <span class="_ _5"> </span>w <span class="_ _5"> </span>roku <span class="_ _8"></span>poprze<span class="_ _0"></span>dnim <span class="_ _5"> </span>były <span class="_ _5"> </span>możliwe <span class="_ _5"> </span>dzięki </div><div class="t m0 x24 h4 yd7 ff7 fs0 fc0 sc0 ls0 ws0">realizacji zleceń budowy gazociągu, które cechowa<span class="_ _0"></span>ły się w<span class="_ _0"></span>yższą wartością. W 2024 roku przychody realizowano na </div><div class="t m0 x24 h4 yd8 ff7 fs0 fc0 sc0 ls0 ws0">mniejszych <span class="_ _0"></span>budowach, <span class="_ _0"></span>które <span class="_ _0"></span>nie <span class="_ _9"></span>wypracowały <span class="_ _0"></span>równie <span class="_ _0"></span>wysokich <span class="_ _0"></span>przychodów <span class="_ _9"></span>jak w<span class="_ _0"></span> <span class="_ _0"></span>roku <span class="_ _0"></span>poprzednim. <span class="_ _0"></span>Emitent <span class="_ _0"></span>w <span class="_ _0"></span>II<span class="_ _0"></span> </div><div class="t m0 x24 h4 y5 ff7 fs0 fc0 sc0 ls0 ws0">kwartale rozpoczął <span class="_ _0"></span>realizację nowych budów, <span class="_ _0"></span>jednak ich <span class="_ _0"></span>wpływ na <span class="_ _0"></span>przychody i <span class="_ _0"></span>wyniki finan<span class="_ _9"></span><span class="ff3">sowe spodziewany jes<span class="_ _0"></span>t </span></div><div class="t m0 x24 h4 yd9 ff7 fs0 fc0 sc0 ls0 ws0">w <span class="_ _8"></span>kolejnych <span class="_ _9"></span>kwartałach. <span class="_ _8"></span>Zdaniem <span class="_ _8"></span><span class="ff3">Z</span>arządu <span class="_ _9"></span>Emite<span class="_ _0"></span>nta <span class="_ _8"></span>posiadany <span class="_ _8"></span>portfel <span class="_ _9"></span>zamówień <span class="_ _8"></span>nie <span class="_ _8"></span>pozwalał<span class="ff3"> <span class="_ _8"></span>na <span class="_ _8"></span>utrzymanie <span class="_ _9"></span>w </span></div><div class="t m0 x24 h4 yda ff7 fs0 fc0 sc0 ls0 ws0">2024 roku przychodów na podobnym poziomie jak w roku 2023.<span class="ff3"> </span></div><div class="t m0 x14 h7 ydb ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">spadek <span class="_ _19"> </span>przychodów <span class="_ _19"> </span>ze <span class="_ _19"> </span>s<span class="_ _0"></span>przedaży <span class="_ _19"> </span>w <span class="_ _4"> </span>segme<span class="_ _1"></span>ncie <span class="_ _19"> </span>„Obróbka <span class="_ _4"> </span>metali” <span class="_ _19"> </span>jest <span class="_ _19"> </span>wynikiem <span class="_ _19"> </span>mni<span class="_ _0"></span>ejszej <span class="_ _19"> </span>ilości <span class="_ _19"> </span>zleceń </span></span></div><div class="t m0 x24 h4 ydc ff7 fs0 fc0 sc0 ls0 ws0">realizowanych dla <span class="_ _0"></span>dotychczasowych <span class="_ _0"></span>klientów spółki <span class="_ _0"></span>Stal Warsztat<span class="_ _0"></span>. Niższe <span class="_ _0"></span>przychody <span class="_ _0"></span>osiągane z <span class="_ _0"></span>segmentu obróbki </div><div class="t m0 x24 h4 y219 ff7 fs0 fc0 sc0 ls0 ws0">metali oraz niższa <span class="_ _0"></span>marżowość sprzedaży przełożył<span class="_ _0"></span>a się na <span class="_ _0"></span>osiągniecie straty operacyjnej segmentu <span class="_ _0"></span>w kwocie <span class="_ _0"></span><span class="ff3">1.520 </span></div><div class="t m0 x24 h4 y21a ff7 fs0 fc0 sc0 ls0 ws0">tys. zł<span class="_ _0"></span>. Spółka <span class="_ _0"></span>zależna <span class="_ _0"></span>Stal Warsztat <span class="_ _0"></span>realizuje <span class="_ _0"></span>proces inwestycyjny <span class="_ _0"></span>mający <span class="_ _0"></span>na <span class="_ _0"></span>celu z<span class="_ _0"></span>większenie potencjału <span class="_ _0"></span>spółki <span class="_ _0"></span>co </div><div class="t m0 x24 h4 y21b ff7 fs0 fc0 sc0 ls0 ws0">w <span class="_ _9"></span>konsekwencji <span class="_ _0"></span>ma <span class="_ _9"></span>się <span class="_ _9"></span>przełożyć<span class="ff3"> <span class="_ _9"></span></span>na <span class="_ _9"></span>wzrost <span class="_ _0"></span>przychodów<span class="_ _0"></span> <span class="_ _9"></span>oraz <span class="_ _0"></span>poprawę <span class="_ _9"></span>wyników <span class="_ _9"></span>fi<span class="ff3">nansowych <span class="_ _9"></span>Stal <span class="_ _9"></span>Warsztat <span class="_ _9"></span>Sp. <span class="_ _0"></span>z </span></div><div class="t m0 x24 h4 y21c ff7 fs0 fc0 sc0 ls0 ws0">o.o. <span class="_ _9"></span>Ukończenie <span class="_ _9"></span>prac <span class="_ _9"></span>przewidziane <span class="_ _9"></span>jest <span class="_ _9"></span>na<span class="ff3"> <span class="_ _9"></span></span>przeło<span class="_ _0"></span>mie <span class="_ _9"></span>roku. <span class="_ _9"></span>Pierwsze <span class="_ _9"></span>przychody <span class="_ _9"></span>powinny <span class="_ _9"></span>być <span class="_ _9"></span>rozpoznane <span class="_ _9"></span>w <span class="_ _9"></span>roku </div><div class="t m0 x24 h4 y21d ff3 fs0 fc0 sc0 ls3 ws0">2025<span class="ls0">, </span></div><div class="t m0 x14 h7 y21e ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">spadek <span class="_ _5"> </span>przychodów  ze <span class="_ _5"> </span>sprzedaży <span class="_ _5"> </span>w  z<span class="_ _1"></span>akresie <span class="_ _5"> </span>segmentu <span class="_ _5"> </span>OZE  spowodowany <span class="_ _5"> </span>jest <span class="_ _e"> </span>zmniejszenie<span class="_ _1"></span>m <span class="_ _5"> </span>przychodów  w<span class="_ _1"></span> </span></span></div><div class="t m0 x24 h4 y249 ff3 fs0 fc0 sc0 ls0 ws0">wyniku <span class="_ _4"> </span><span class="ff7">licznej <span class="_ _4"> </span>konkurencji <span class="_ _1d"> </span>występującej <span class="_ _4"> </span>na <span class="_ _4"> </span>rynku <span class="_ _1d"> </span>oraz <span class="_ _4"> </span>wstrzymywanie <span class="_ _1d"> </span>decyzji <span class="_ _4"> </span>inwestycyjnych <span class="_ _4"> </span>klientów </span></div><div class="t m0 x24 h4 y24a ff3 fs0 fc0 sc0 ls0 ws0">spowodowanych <span class="_ _9"></span><span class="ff7">niepewnością <span class="_ _9"></span>co <span class="_ _9"></span>do <span class="_ _9"></span>kontynuacji <span class="_ _9"></span>wsparcia <span class="_ _9"></span>budowy <span class="_ _9"></span>instalacji <span class="_ _9"></span>fotowo<span class="_ _0"></span>ltaicznych <span class="_ _9"></span>z <span class="_ _9"></span>programu <span class="_ _9"></span>„Mój </span></div><div class="t m0 x24 h4 y24b ff7 fs0 fc0 sc0 ls0 ws0">Prąd”. Spadek przychodów<span class="ff3"> </span>spowodował osiągnięcie straty operacyjnej segmentu w kwocie 64 tys. zł.,<span class="ff3"> </span></div><div class="t m0 x14 h7 y24c ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">łączny <span class="_ _8"></span>spadek <span class="_ _9"></span>przychodów <span class="_ _8"></span>w <span class="_ _9"></span>Grupie <span class="_ _9"></span>o <span class="_ _8"></span>ponad <span class="_ _9"></span>43% <span class="_ _8"></span>miał <span class="_ _8"></span>wpływ <span class="_ _9"></span>na <span class="_ _8"></span>wypracowanie <span class="_ _9"></span>niższej <span class="_ _8"></span>marży <span class="_ _8"></span>n<span class="_ _1"></span>a <span class="_ _9"></span>sprzedaży <span class="_ _8"></span>co </span></span></div><div class="t m0 x24 h4 y24d ff7 fs0 fc0 sc0 ls0 ws0">przełożyła<span class="ff3"> </span>się na osiągnięcie gorszych wyników finansowych na każdym poziomie rachunku wyników,<span class="ff3"> </span></div><div class="t m0 x1 hf y41a ff1 fs0 fc0 sc0 ls3 ws0">14.<span class="ff8 ls0"> <span class="_ _22"> </span><span class="ff2">Wskazanie  postępowań  toczących  się  przed  sądem,  organem  właściwym  dla  postępowania <span class="_ _3"> </span>arbitrażoweg<span class="_ _0"></span>o  lub </span></span></div><div class="t m0 x29 h2 y7a ff1 fs0 fc0 sc0 ls0 ws0">organem administracji publicznej </div><div class="t m0 x1 h4 y7b ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _5"> </span>dzień <span class="_ _5"> </span>31 <span class="_ _5"> </span>grudnia <span class="_ _5"> </span><span class="ff3 ls3">202<span class="ls0">4 <span class="_ _5"> </span></span></span>roku <span class="_ _e"> </span>w <span class="_ _5"> </span>stosunku <span class="_ _5"> </span>do <span class="_ _5"> </span>Spółki <span class="_ _5"> </span>TESGAS <span class="_ _5"> </span>nie <span class="_ _5"> </span>toczyły <span class="_ _5"> </span>się <span class="_ _5"> </span>jakiekolwiek <span class="_ _5"> </span>postępowania <span class="_ _5"> </span>przed <span class="_ _5"> </span>sądami, </div><div class="t m0 x1 h4 y405 ff7 fs0 fc0 sc0 ls0 ws0">organami <span class="_ _8"></span>właściwymi <span class="_ _8"></span>dla <span class="_ _8"> </span>post<span class="_ _0"></span>ępowania <span class="_ _8"></span>arbitrażowego <span class="_ _8"> </span>lu<span class="_ _0"></span>b <span class="_ _8"></span>organami <span class="_ _8"></span>administracji <span class="_ _5"> </span>publicznej <span class="_ _5"> </span>(rządowej <span class="_ _8"></span>i <span class="_ _8"></span>samorządow<span class="_ _0"></span>ej) </div><div class="t m0 x1 h4 y406 ff7 fs0 fc0 sc0 ls0 ws0">przekraczające wartość stanowiącą co najmniej 5% przychodów TESG<span class="_ _1"></span>AS S.A. z czterech ostatnich kwartałów.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y407 ff7 fs0 fc0 sc0 ls0 ws0">Emitent <span class="_ _14"></span>złożył <span class="_ _14"></span>pozew <span class="_ _1"></span>na <span class="_ _14"></span>łączną <span class="_ _14"></span>kwotę <span class="_ _14"></span>1.193 <span class="_ _14"></span>tys. <span class="_ _1"></span>PLN <span class="_ _14"></span>przeciwko <span class="_ _14"></span>zamawiającemu <span class="_ _14"></span>z <span class="_ _1"></span>tytułu <span class="_ _14"></span>braku <span class="_ _14"></span>zapłaty <span class="_ _14"></span>należności <span class="_ _14"></span>za <span class="_ _14"></span>w<span class="_ _0"></span>ykonane </div><div class="t m0 x1 h4 y4b9 ff7 fs0 fc0 sc0 ls0 ws0">prace <span class="_ _5"> </span>budowlane. <span class="_ _e"> </span>Zamawiający <span class="_ _e"> </span>odmówił  zapł<span class="_ _1"></span>aty <span class="_ _5"> </span>w  wyniku<span class="_ _1"></span> <span class="_ _5"> </span>potrącenia <span class="_ _e"> </span>kar <span class="_ _5"> </span>umownych,  które <span class="_ _5"> </span>według <span class="_ _5"> </span>Emitenta  nie <span class="_ _5"> </span>były </div><div class="t m0 x1 h4 y631 ff3 fs0 fc0 sc0 ls0 ws0">zasadne. <span class="_ _0"></span><span class="ff7">Na <span class="_ _0"></span>kw<span class="_ _0"></span>otę <span class="_ _0"></span>roszczenia <span class="_ _9"></span>Emitent <span class="_ _0"></span>dokonał <span class="_ _0"></span>o<span class="_ _0"></span>pisu <span class="_ _0"></span>aktualizującego <span class="_ _9"></span>wartość <span class="_ _0"></span>należności <span class="_ _0"></span>nieotrzymanej <span class="_ _9"></span>a <span class="_ _0"></span>potrąconej <span class="_ _0"></span>przez<span class="_ _0"></span> </span></div><div class="t m0 x1 h4 y159 ff7 fs0 fc0 sc0 ls0 ws0">zamawiającego.<span class="ff3"> </span></div><div class="t m0 x1 h4 yba ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _8"></span>czerwcu <span class="_ _8"></span>2024 <span class="_ _8"></span>roku <span class="_ _8"></span>Emitent <span class="_ _9"></span>otrzymał<span class="_ _0"></span> <span class="_ _8"></span>nakaz <span class="_ _8"></span>zapłaty <span class="_ _8"></span>w <span class="_ _8"></span>postepowaniu <span class="_ _9"></span>upominawczym <span class="_ _8"></span>w <span class="_ _8"></span>zw<span class="_ _0"></span>iązku <span class="_ _9"></span>z<span class="_ _0"></span> <span class="_ _8"></span>realizacją <span class="_ _8"></span>jednego <span class="_ _9"></span>z </div><div class="t m0 x1 h4 y632 ff7 fs0 fc0 sc0 ls0 ws0">kontraktów <span class="_ _9"></span>na <span class="_ _0"></span>budowę <span class="_ _9"></span>infrastruktury <span class="_ _0"></span>gazowej. <span class="_ _9"></span>Nakaz <span class="_ _9"></span>zapłaty <span class="_ _0"></span>związany <span class="_ _9"></span>jest <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _9"></span>obciążeniem <span class="_ _0"></span>Emitenta <span class="_ _9"></span>karą <span class="_ _0"></span>umowną <span class="_ _9"></span>z <span class="_ _9"></span>tytułu<span class="_ _1"></span> </div><div class="t m0 x1 h4 ybc ff7 fs0 fc0 sc0 ls0 ws0">opóźnienia <span class="_ _9"></span>w <span class="_ _9"></span>realizacji <span class="_ _8"></span>jednego <span class="_ _9"></span>z <span class="_ _9"></span>kontraktów <span class="_ _9"></span>na <span class="_ _8"></span>kwotę <span class="_ _9"></span>792 <span class="_ _9"></span>tys. <span class="_ _9"></span>zł. <span class="_ _9"></span>Emitent <span class="_ _9"></span>w <span class="_ _8"></span>całości <span class="_ _9"></span>neguje <span class="_ _9"></span>zasadność <span class="_ _9"></span>roszczenia <span class="_ _9"></span>i <span class="_ _9"></span>złoż<span class="_ _0"></span>ył </div><div class="t m0 x1 h4 y633 ff7 fs0 fc0 sc0 ls0 ws0">sprzeciw <span class="_ _1"></span>od <span class="_ _1"></span>nakazu <span class="_ _1"></span>zapłaty. Z <span class="_ _14"></span>ostro<span class="_ _0"></span>żności <span class="_ _1"></span>na <span class="_ _1"></span>wartość kary <span class="_ _14"></span>Emitent utworzył <span class="_ _1"></span>rezerwę <span class="_ _1"></span>w <span class="_ _1"></span>roku <span class="_ _1"></span>2023. <span class="_ _1"></span>Na dzie<span class="_ _1"></span>ń bil<span class="_ _1"></span>ansowy powód </div><div class="t m0 x1 h4 ybe ff7 fs0 fc0 sc0 ls0 ws0">potrącił część s<span class="_ _1"></span>pornej kwoty <span class="_ _14"></span>w wysokości<span class="ff3"> </span>566 tys. <span class="_ _1"></span>zł. Emiten<span class="_ _1"></span>t neg<span class="_ _1"></span>uje skute<span class="_ _1"></span>czność dokonanego <span class="_ _1"></span>potrącenia<span class="ff3">.  W przedmiotowej<span class="_ _1"></span> </span></div><div class="t m0 x1 h4 y634 ff7 fs0 fc0 sc0 ls0 ws0">sprawie <span class="_ _0"></span>toczy <span class="_ _9"></span>się <span class="_ _0"></span>postępowanie <span class="_ _9"></span>sądowe <span class="_ _0"></span>na <span class="_ _9"></span>wniosek <span class="_ _0"></span>kontrahenta.<span class="_ _0"></span><span class="ff3"> <span class="_ _9"></span></span>W <span class="_ _0"></span>wyniku <span class="_ _0"></span>wn<span class="_ _0"></span>iesienia <span class="_ _0"></span>sprzeciwu <span class="_ _9"></span>do <span class="_ _0"></span>nakazu <span class="_ _9"></span>zapłaty <span class="_ _0"></span>przez<span class="_ _0"></span> </div><div class="t m0 x1 h4 y635 ff7 fs0 fc0 sc0 ls0 ws0">Emitenta, utracił on moc, a sprawa została przekazana do rozpoznan<span class="_ _1"></span>ia w postępowaniu zwykłym.<span class="ff3"> </span></div><div class="t m0 x1 h4 y636 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>czerwcu 2024 <span class="_ _0"></span>roku <span class="_ _0"></span>Emitent <span class="_ _0"></span>złożył <span class="_ _0"></span>w <span class="_ _0"></span>sądzie <span class="_ _0"></span>przeciwko z<span class="_ _0"></span>amawiającemu pozew <span class="_ _0"></span>o <span class="_ _0"></span>zapłatę <span class="_ _0"></span>w <span class="_ _0"></span>postepowaniu upominawcz<span class="_ _0"></span>ym </div><div class="t m0 x1 h4 y637 ff7 fs0 fc0 sc0 ls0 ws0">na <span class="_ _0"></span>łącz<span class="_ _0"></span>ną <span class="_ _0"></span>kwotę <span class="_ _9"></span>6.187 <span class="_ _0"></span>tys. <span class="_ _0"></span>z<span class="_ _0"></span>ł. <span class="_ _0"></span>R<span class="_ _0"></span>oszczenie <span class="_ _0"></span>dotyczy <span class="_ _0"></span>w<span class="_ _0"></span>ynagrodzenia <span class="_ _0"></span>z <span class="_ _9"></span>tytułu <span class="_ _0"></span>wykonania <span class="_ _0"></span>p<span class="_ _0"></span>rac <span class="_ _0"></span>zamiennych <span class="_ _9"></span>oraz <span class="_ _8"></span><span class="ff3">wynagrodzeni<span class="_ _1"></span>a </span></div><div class="t m0 x1 h4 y638 ff7 fs0 fc0 sc0 ls0 ws0">dodatkowego za wydłużenie czasu wykonania zadania. Sąd w lipcu 2024 wydał nakaz zapłaty, od którego zamawiający złożył </div><div class="t m0 x1 h4 y639 ff7 fs0 fc0 sc0 ls0 ws0">sprzeciw. <span class="_ _0"></span>Spółka <span class="_ _0"></span>nie <span class="_ _9"></span>traktu<span class="_ _1"></span>je <span class="_ _0"></span>rosz<span class="_ _0"></span>czenia/aktywa <span class="_ _0"></span>jako <span class="_ _0"></span>warunkowe, <span class="_ _0"></span>któ<span class="_ _0"></span>rego <span class="_ _0"></span>istnienie <span class="_ _0"></span>może <span class="_ _0"></span>zo<span class="_ _0"></span>stać <span class="_ _0"></span>potwierdzone <span class="_ _0"></span>zdarzeniami </div><div class="t m0 x1 h4 y63a ff3 fs0 fc0 sc0 ls0 ws0">w <span class="_ _5"> </span>pr<span class="ff7">zyszł<span class="_ _0"></span>ości, <span class="_ _5"> </span>ponieważ <span class="_ _e"> </span>obecnie <span class="_ _5"> </span>Emitent <span class="_ _5"> </span>szacuje <span class="_ _e"> </span>niskie <span class="_ _5"> </span>prawdopodobieństwo  wpływu <span class="_ _5"> </span>w <span class="_ _e"> </span>najbliższej <span class="_ _5"> </span>przyszłości <span class="_ _5"> </span>korzyści </span></div><div class="t m0 x1 h4 y63b ff3 fs0 fc0 sc0 ls0 ws0">ekonomicznych.  </div><div class="t m0 x1 hf y2bc ff1 fs0 fc0 sc0 ls3 ws0">15.<span class="ff8 ls0"> <span class="_ _22"> </span><span class="ff2">Informacja dotycząca wypłaconej lub<span class="_ _1"></span> zdeklarowanej dywidendy<span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y28f ff7 fs0 fc0 sc0 ls0 ws0">W okresie 12 miesięcy zakończonym 31 grud<span class="_ _1"></span>nia 2024 r. TESGAS S.A. nie zdeklarował<span class="_ _0"></span><span class="ff3"> </span>ani nie wypłacił dywidend<span class="_ _1"></span>y za 2023 </div><div class="t m0 x1 h72 y63c ff3 fs0 fc0 sc0 ls0 ws0">rok. <span class="ff11 fs4"> </span></div><div class="t m0 x1 h2 y63d ff2 fs0 fc0 sc0 ls0 ws0">Rozdział VIII: Oświadczenie o stosowaniu zasad ładu korporacyjnego<span class="ff1"> </span></div><div class="t m0 x1 hf y63e ff1 fs0 fc0 sc0 ls3 ws0">1.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff1">Wprowadzenie </span></span></div><div class="t m0 x1 h4 yd0 ff7 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _9"></span>TESGAS <span class="_ _0"></span>S.A. <span class="_ _9"></span>(„Spółka”, <span class="_ _9"></span>„Spółka <span class="_ _9"></span>dominująca”, <span class="_ _0"></span>„Emitent”) <span class="_ _9"></span>przekazuje <span class="_ _9"></span>na <span class="_ _9"></span>podstawie <span class="_ _9"></span>§ <span class="_ _9"></span><span class="ff3 ls3">70<span class="_ _0"></span><span class="ls0"> <span class="_ _9"></span>ust. <span class="_ _9"></span>6 <span class="_ _0"></span>pkt <span class="_ _9"></span>5 <span class="_ _9"></span></span></span>Rozporządzenia </div><div class="t m0 x1 h4 y63f ff7 fs0 fc0 sc0 ls0 ws0">Ministra <span class="_ _1"></span>Finansów <span class="_ _1"></span>z d<span class="_ _1"></span>nia 29 <span class="_ _14"></span>marca 2018 <span class="_ _1"></span>roku <span class="_ _1"></span>w s<span class="_ _1"></span>prawie i<span class="_ _1"></span>nformacji b<span class="_ _1"></span>ieżących <span class="_ _1"></span>i <span class="_ _1"></span>okresowych p<span class="_ _1"></span>rzekazywanych przez <span class="_ _14"></span>emitentów </div><div class="t m0 x1 h4 yd2 ff7 fs0 fc0 sc0 ls0 ws0">papierów <span class="_ _8"></span>wartościowyc<span class="_ _0"></span>h <span class="_ _8"></span>oraz <span class="_ _5"> </span>warunków <span class="_ _8"></span>uznawania <span class="_ _8"></span>za <span class="_ _5"> </span>równoważne <span class="_ _8"> </span>informac<span class="_ _0"></span>ji <span class="_ _8"></span>wymaganych <span class="_ _5"> </span>przepisami <span class="_ _8"></span>prawa <span class="_ _8"></span>państwa </div></div></div><div class="pi" ></div></div><div id="pf34" class="pf w0 h0" ><div class="pc pc34 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">52</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">niebędącego państwem czł<span class="_ _0"></span>onkowskim (Dz. U. <span class="_ _0"></span>2018 poz. <span class="_ _0"></span>757), z<span class="_ _0"></span>wane dalej „Roz<span class="_ _0"></span>porządzeniem” <span class="_ _0"></span><span class="ff3">- </span>o<span class="_ _0"></span>świadczenie o <span class="_ _0"></span>stosowaniu </div><div class="t m0 x1 h4 y8d ff7 fs0 fc0 sc0 ls0 ws0">zasad ładu korporacyjnego.<span class="ff3"> </span></div><div class="t m0 x1 h4 yd7 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yd8 ff7 fs0 fc0 sc0 ls0 ws0">Na  podstawie  Ro<span class="_ _0"></span>zporządzenia  Spółka <span class="_ _3"> </span>zobligowana  jest  do <span class="_ _3"> </span>publikacji  roc<span class="_ _0"></span>znego  oświadczenia  o <span class="_ _3"> </span>stosowaniu  zasad <span class="_ _3"> </span>ładu </div><div class="t m0 x1 h4 y5 ff3 fs0 fc0 sc0 ls0 ws0">korporacyjnego <span class="ff7">jako wyodrębnionej części Sprawozdania Zarządu z działalności.</span> </div><div class="t m0 x1 h4 yd9 ff7 fs0 fc0 sc0 ls0 ws0">TESGAS <span class="_ _9"></span>S.A. <span class="_ _0"></span>dokł<span class="_ _0"></span>ada <span class="_ _9"></span>wszelkich <span class="_ _0"></span>starań, <span class="_ _9"></span>aby <span class="_ _9"></span>jej <span class="_ _9"></span>działania <span class="_ _9"></span>były <span class="_ _0"></span>jak <span class="_ _9"></span>n<span class="_ _0"></span>ajbardziej <span class="_ _0"></span>t<span class="_ _0"></span>ransparentne, <span class="_ _9"></span>komunikacja <span class="_ _9"></span>z <span class="_ _0"></span>interesariuszami </div><div class="t m0 x1 h4 yda ff7 fs0 fc0 sc0 ls0 ws0">była należytej jakości, a także, by możliwie najlepie<span class="_ _1"></span>j chronić praw akcjonariuszy.<span class="ff3"> </span></div><div class="t m0 x1 hf y58d ff1 fs0 fc0 sc0 ls3 ws0">2.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Wskazanie zbioru zasad ładu korporacyjnego przyjętego przez TESGAS<span class="_ _1"></span> S.A. <span class="_ _0"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y93 ff7 fs0 fc0 sc0 ls0 ws0">Zarząd TESGAS S.A. oświadcza, iż od 01.0<span class="_ _0"></span><span class="ff3">7.202</span>1 roku Spółka podlegała zasadom ładu korporacyjnego obowiązującego spółki </div><div class="t m0 x1 h4 yaa ff7 fs0 fc0 sc0 ls0 ws0">notowane  na  Giełdzie  Papierów  Wartościowych  w  Warszawie  S.A<span class="_ _1"></span>.  i  określone  w  dokumencie  „Dobre  Praktyki  Spółek </div><div class="t m0 x1 h4 yab ff3 fs0 fc0 sc0 ls0 ws0">Notowanych <span class="_ _0"></span>na <span class="_ _9"></span>GPW <span class="_ _0"></span><span class="ls3">2021</span><span class="ff7">”<span class="_ _0"></span> <span class="_ _0"></span>sta<span class="_ _0"></span>nowiącym <span class="_ _9"></span>załącznik <span class="_ _0"></span>do <span class="_ _0"></span>Uchw<span class="_ _0"></span>ały <span class="_ _0"></span>Nr<span class="_ _0"></span></span> <span class="_ _0"></span><span class="ls3">13<span class="ls9">/1</span>834<span class="ls9">/20</span>21</span> <span class="_ _9"></span><span class="ff7">Rady <span class="_ _9"></span>Giełd<span class="_ _1"></span>y <span class="_ _0"></span>Pa<span class="_ _0"></span>pierów <span class="_ _9"></span>Wartościowych <span class="_ _0"></span>w </span></div><div class="t m0 x1 h4 yac ff3 fs0 fc0 sc0 ls0 ws0">Warszawie S.A. z dnia 29 marca 2021 <span class="ff7">roku (zwane dalej „Dobre Praktyki”). </span> </div><div class="t m0 x1 h4 yad ff7 fs0 fc0 sc0 ls0 ws0">Zbiór <span class="_ _17"> </span>zasad <span class="_ _28"> </span>został <span class="_ _17"> </span>opublikowany <span class="_ _28"> </span>na <span class="_ _17"> </span>stronie <span class="_ _28"> </span>internetowej <span class="_ _17"> </span>Giełdy <span class="_ _28"> </span>Papierów <span class="_ _17"> </span>Wartościowych <span class="_ _28"> </span>w <span class="_ _17"> </span>Warszawie: </div><div class="t m0 x1 h4 yae ff3 fs0 fc0 sc0 ls0 ws0">https://www.gpw.pl/dobre-praktyki. <span class="ff7">Emitent dobrowo<span class="_ _0"></span>lnie zdecydował się na stosow<span class="_ _0"></span>anie zasad, o <span class="_ _0"></span>których mowa powyż<span class="_ _0"></span>ej, a<span class="_ _1"></span> </span></div><div class="t m0 x1 h4 yaf ff7 fs0 fc0 sc0 ls0 ws0">zbiór <span class="_ _9"></span>zasad, <span class="_ _9"></span>którym <span class="_ _9"></span>Spółka <span class="_ _9"></span>podleg<span class="_ _1"></span>a <span class="_ _9"></span>został <span class="_ _9"></span>opublikowany <span class="_ _9"></span>na <span class="_ _9"></span>stronie <span class="_ _9"></span>Emitenta: <span class="_ _0"></span>ww<span class="_ _0"></span>w.tesgas.pl. <span class="_ _8"></span>Emitent <span class="_ _0"></span>stos<span class="_ _0"></span>uje <span class="_ _9"></span>zasady <span class="_ _9"></span>ładu </div><div class="t m0 x1 hf yb0 ff3 fs0 fc0 sc0 ls0 ws0">korporacyjnego przewidziane prawem krajowym. <span class="ff8"> </span></div><div class="t m0 x1 hf y3b9 ff1 fs0 fc0 sc0 ls3 ws0">3.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Odstąpienie od postano<span class="_ _1"></span>wień zbioru zasad ładu korporacyjnego <span class="_ _0"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y10e ff7 fs0 fc0 sc0 ls0 ws0">TESGAS <span class="_ _0"></span>S.A. <span class="_ _0"></span>przyjęła <span class="_ _0"></span>do <span class="_ _9"></span>stosowania <span class="_ _0"></span>obowiązujące <span class="_ _0"></span>zasady <span class="_ _0"></span>ł<span class="_ _0"></span>adu <span class="_ _0"></span>korporacyj<span class="_ _0"></span>nego z<span class="_ _0"></span>awarte <span class="_ _0"></span>w <span class="_ _0"></span>dokume<span class="_ _0"></span>ncie <span class="_ _0"></span>Dobre <span class="_ _0"></span>Praktyki <span class="_ _0"></span>poz<span class="_ _0"></span>a </div><div class="t m0 x1 h4 y30a ff7 fs0 fc0 sc0 ls0 ws0">następującymi rekomendacjami i z<span class="_ _0"></span>asadami w odniesieniu do <span class="_ _0"></span>dokumentu Dobre Praktyki Spółek Not<span class="_ _0"></span>owanych na GPW <span class="_ _0"></span>20<span class="_ _0"></span><span class="ff3">2</span>1” </div><div class="t m0 x1 h4 y640 ff7 fs0 fc0 sc0 ls0 ws0">stanowiącym <span class="_ _1"></span>załącznik <span class="_ _14"></span>do Uch<span class="_ _1"></span>wały <span class="_ _14"></span>Nr <span class="ff3 ls3">13<span class="ls9">/1</span>834<span class="ls9">/20</span>21<span class="ls0"> <span class="_ _14"></span><span class="ff7">Rady <span class="_ _1"></span>Giełdy <span class="_ _14"></span>Papierów Wartościowych <span class="_ _14"></span>w <span class="_ _1"></span>Warszawie <span class="_ _14"></span>S.A. <span class="_ _14"></span>z<span class="_ _0"></span> <span class="_ _14"></span>dnia <span class="ff3">29 <span class="_ _14"></span>marca </span></span></span></span></div><div class="t m0 x1 h4 y641 ff3 fs0 fc0 sc0 ls3 ws0">2021 <span class="ls0">roku: </span></div><div class="t m0 x29 h7 y3e1 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff1">Zasada <span class="_ _12"> </span><span class="ls3">1.3.1</span><span class="ff3"> <span class="_ _12"> </span>- <span class="_ _15"> </span><span class="ff7">zagadnienia <span class="_ _12"> </span>śro<span class="_ _0"></span>dowiskowe, <span class="_ _12"> </span>zaw<span class="_ _0"></span>ierające <span class="_ _12"> </span>mierniki <span class="_ _12"> </span>i <span class="_ _12"> </span>ryzyka <span class="_ _12"> </span>zw<span class="_ _0"></span>iązane <span class="_ _12"> </span>ze <span class="_ _12"> </span>zmianami <span class="_ _15"> </span>klimatu <span class="_ _12"> </span>i </span></span></span></span></div><div class="t m0 x4f h4 y3f4 ff7 fs0 fc0 sc0 ls0 ws0">zagadnienia  zrów<span class="_ _0"></span>noważonego  rozwoju. <span class="_ _12"> </span>Zasad<span class="_ _1"></span>a <span class="_ _3"> </span>nie  jest  s<span class="_ _0"></span>tosowana, <span class="_ _3"> </span>ponieważ <span class="_ _3"> </span>Spółka <span class="_ _3"> </span>opracowuje  dokument </div><div class="t m0 x4f h4 y3f5 ff7 fs0 fc0 sc0 ls0 ws0">związany z tematyką <span class="_ _1"></span>ESG. Jak tylko on <span class="_ _1"></span>powstanie zostanie<span class="_ _1"></span> on umieszczony na s<span class="_ _1"></span>tronie internetowej Spółki. <span class="_ _1"></span>TESGAS </div><div class="t m0 x4f h4 y3f6 ff7 fs0 fc0 sc0 ls0 ws0">S.A. posiada od<span class="_ _0"></span> 2007 r. <span class="_ _0"></span>wdrożony <span class="_ _0"></span>System Zarządzania <span class="_ _0"></span>Środowiskowego zgodny z <span class="_ _0"></span>wymaganiami nor<span class="_ _0"></span>my PN<span class="_ _9"></span><span class="ff3">-EN ISO </span></div><div class="t m0 x4f h4 y3f7 ff3 fs0 fc0 sc0 ls3 ws0">14001:2005. <span class="_ _12"> </span>W <span class="_ _15"> </span><span class="ff7 ls0">2018 <span class="_ _12"> </span>r. <span class="_ _12"> </span>wdrożono <span class="_ _12"> </span>now<span class="_ _0"></span>e <span class="_ _12"> </span>wydanie <span class="_ _12"> </span>normy <span class="_ _12"> </span>PN<span class="ff3">-</span>EN <span class="_ _12"> </span>ISO <span class="_ _15"> </span>14001:2015. <span class="_ _12"> </span>Spółka <span class="_ _12"> </span>jest <span class="_ _12"> </span>poddawana </span></div><div class="t m0 x4f h4 y3f8 ff3 fs0 fc0 sc0 ls2b ws0">re<span class="ff7 ls0">gularnym <span class="_ _5"> </span>audytom <span class="_ _5"> </span>przeprowadzanym <span class="_ _5"> </span>przez <span class="_ _5"> </span>jednostkę <span class="_ _5"> </span>c<span class="_ _0"></span>ertyfikującą <span class="_ _5"> </span>UDT<span class="_ _0"></span><span class="ff3">-CERT. <span class="_ _5"> </span>Zakres <span class="_ _5"> </span>certyfikacji <span class="_ _e"> </span>obejmuje </span></span></div><div class="t m0 x4f h4 y3f9 ff7 fs0 fc0 sc0 ls0 ws0">wszystkie <span class="_ _1"></span>procesy <span class="_ _14"></span>realizowane przez <span class="_ _1"></span>Spółkę. <span class="_ _1"></span>System <span class="_ _14"></span>Zarządzania Środowiskowego g<span class="_ _1"></span>warantuje <span class="_ _14"></span>z<span class="_ _0"></span>godność <span class="_ _1"></span>procesów </div><div class="t m0 x4f h4 y3fa ff7 fs0 fc0 sc0 ls0 ws0">produkcyjnych, <span class="_ _9"></span>usług <span class="_ _9"></span>i <span class="_ _9"></span>wszelkich <span class="_ _9"></span>podejmowanych <span class="_ _9"></span>działań <span class="_ _9"></span>z <span class="_ _9"></span>usta<span class="_ _0"></span>wodawstwem, <span class="_ _9"></span>ułatwia <span class="_ _9"></span>zapobieganie <span class="_ _9"></span>sytuacjom, </div><div class="t m0 x4f h4 y5e ff7 fs0 fc0 sc0 ls0 ws0">które mogłyby <span class="_ _1"></span>wywrzeć niekorzystny <span class="_ _1"></span>wpływ na środowisko <span class="_ _1"></span>naturalne oraz na środ<span class="_ _1"></span>owisko pracy. Ponadto pozwala </div><div class="t m0 x4f h4 y3e6 ff7 fs0 fc0 sc0 ls0 ws0">na ograniczenie <span class="_ _0"></span>ilości <span class="_ _0"></span>zużytych materiałów<span class="_ _0"></span>, surowców, <span class="_ _0"></span>energii po<span class="_ _0"></span>przez zw<span class="_ _0"></span>iększenie<span class="_ _1"></span> świa<span class="_ _0"></span>domoś<span class="_ _0"></span>ci <span class="_ _0"></span>pracowników <span class="_ _0"></span>w </div><div class="t m0 x4f h4 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">kwestii ochrony środowiska. Wspomniany system pomaga <span class="_ _0"></span>również w <span class="_ _0"></span>usprawnien<span class="_ _1"></span>iu działań o<span class="_ _0"></span>rganizacji w <span class="_ _0"></span>zakresie </div><div class="t m0 x4f h4 y2b2 ff7 fs0 fc0 sc0 ls0 ws0">środowiska. <span class="_ _8"></span>Zgodnie <span class="_ _8"></span>z <span class="_ _8"></span>wymaganiami <span class="_ _8"></span>normy <span class="_ _8"></span>TESGAS <span class="_ _8"></span>S.A. <span class="_ _8"></span>posiada <span class="_ _8"></span>udokumentowaną <span class="_ _8"></span>Politykę <span class="_ _8"></span>Środowiskową <span class="_ _8"></span>(w </div><div class="t m0 x4f h4 y2b3 ff3 fs0 fc0 sc0 ls0 ws0">ramach  Polityki  Zintegrowanego <span class="_ _3"> </span>S<span class="ff7">ystemu  Zarządzania). <span class="_ _3"> </span>Pracownikom <span class="_ _3"> </span>Spółki  jest  ona <span class="_ _3"> </span>komunikowana  już <span class="_ _3"> </span>od </span></div><div class="t m0 x4f h4 y2b4 ff7 fs0 fc0 sc0 ls0 ws0">pierwszych  dni  zatrudn<span class="_ _1"></span>ienia  podczas  obowiązkowych  szkoleń.  Polityka  Zintegrowane<span class="_ _1"></span>go  Systemu  Zarządzania </div><div class="t m0 x4f h4 y2b5 ff7 fs0 fc0 sc0 ls0 ws0">TESGAS <span class="_ _5"> </span>S.A. <span class="_ _8"> </span>je<span class="_ _0"></span>st <span class="_ _5"> </span>również <span class="_ _5"> </span>dostępna <span class="_ _5"> </span>w <span class="_ _5"> </span>wersji <span class="_ _5"> </span>elektronicznej <span class="_ _8"> </span>na <span class="_ _e"> </span>firmowym <span class="_ _5"> </span>serwerze <span class="_ _5"> </span>oraz <span class="_ _e"> </span><span class="ff3">powieszona <span class="_ _5"> </span>w <span class="_ _5"> </span>wersji </span></div><div class="t m0 x4f h4 y2b6 ff7 fs0 fc0 sc0 ls0 ws0">drukowanej w widocznym <span class="_ _0"></span>miejscu w siedzibie <span class="_ _0"></span>Spółki. Dokument został <span class="_ _0"></span>też opublikowany do <span class="_ _0"></span>szerszego wglądu na </div><div class="t m0 x4f h4 y2b7 ff7 fs0 fc0 sc0 ls0 ws0">stronie <span class="_ _5"> </span>korporacyjnej  TESGAS <span class="_ _5"> </span>S.<span class="_ _0"></span>A. <span class="_ _e"> </span>(www.tesgas.pl). <span class="_ _e"> </span>Polityka  je<span class="_ _1"></span>st  reg<span class="_ _1"></span>ularnie <span class="_ _5"> </span>w<span class="_ _0"></span>eryfikowana  i <span class="_ _5"> </span>w  miarę <span class="_ _5"> </span>potrzeb </div><div class="t m0 x4f h4 y2b8 ff3 fs0 fc0 sc0 ls0 ws0">aktualizowana.  TESGAS<span class="_ _1"></span>  <span class="ff7">S.A.  deklaruje  stosowanie  się  d<span class="_ _1"></span>o  wszystkich  przepisów <span class="_ _e"> </span>prawa  związanych  z <span class="_ _e"> </span>ochroną </span></div><div class="t m0 x4f h4 y2b9 ff7 fs0 fc0 sc0 ls0 ws0">środowiska naturalnego. TESGAS S.A. posiada udokumentowane procedury dotyczące: <span class="ff3"> </span></div><div class="t m0 x4f h4 y2ba ff3 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">identyfikacji i oceny aspektów środowiskowych,</span> </div><div class="t m0 x4f h4 y2bb ff3 fs0 fc0 sc0 ls0 ws0"> - <span class="ff7">sterowania operacyjnego aspektami środowiskowymi,</span> </div><div class="t m0 x4f h4 y2bc ff3 fs0 fc0 sc0 ls0 ws0"> - monitorowan<span class="ff7">ia działalności środowiskowej. </span> </div><div class="t m0 x4f h4 y2bd ff7 fs0 fc0 sc0 ls0 ws0">Działalność <span class="_ _8"></span>środowiskowa <span class="_ _8"></span>Spółki <span class="_ _8"></span>oraz <span class="_ _8"></span>zaplanowane <span class="_ _8"></span>efekty <span class="_ _8"></span>tej <span class="_ _8"></span>działalności <span class="_ _8"></span>są <span class="_ _8"> </span>mo<span class="_ _0"></span>nitorowane. <span class="_ _8"></span>Monitorowaniem </div><div class="t m0 x4f h4 y2be ff7 fs0 fc0 sc0 ls0 ws0">objęte są:<span class="ff3"> </span></div><div class="t m0 x4f h4 y2bf ff3 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">postępowanie z odpadami, </span> </div><div class="t m0 x4f h4 y2c0 ff3 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">postępowanie z substancjami i preparatami<span class="_ _1"></span> niebezpiecznymi dla środowiska, <span class="_ _0"></span><span class="ff3"> </span></span></div><div class="t m0 x4f h4 y2c1 ff3 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">działalność powodująca uwalnianie zanieczyszczeń do środowiska, </span> </div><div class="t m0 x4f h4 y2c2 ff3 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">działalność powodująca uszczuplanie zasobów naturalnych, </span> </div><div class="t m0 x4f h4 y2c3 ff3 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">zgodność działań z wymaganiami prawnymi. </span> </div><div class="t m0 x4f h4 y19e ff7 fs0 fc0 sc0 ls0 ws0">Wynikiem <span class="_ _5"> </span>monitorowania <span class="_ _5"> </span>działalności <span class="_ _5"> </span>środowiskowej <span class="_ _5"> </span>jest <span class="_ _5"> </span>stała  poprawa <span class="_ _5"> </span>stanu <span class="_ _8"> </span>o<span class="_ _0"></span>chrony <span class="_ _5"> </span>środowiska <span class="_ _5"> </span>w <span class="_ _e"> </span>Spółce </div><div class="t m0 x4f h4 y2c4 ff7 fs0 fc0 sc0 ls0 ws0">poprzez <span class="_ _8"></span>ograniczanie <span class="_ _9"></span>zużyc<span class="_ _0"></span>ia <span class="_ _8"></span>zasobów <span class="_ _8"></span>naturalnych <span class="_ _8"></span>oraz <span class="_ _8"></span>odpowiednią <span class="_ _8"></span>gospodarkę <span class="_ _8"></span>odpadami. <span class="_ _8"></span>Spółka <span class="_ _8"></span>określając </div><div class="t m0 x4f h4 y2c5 ff7 fs0 fc0 sc0 ls0 ws0">działania  doskonalące <span class="_ _3"> </span>zarządzanie <span class="_ _3"> </span>środowiskiem  bierze <span class="_ _3"> </span>pod <span class="_ _3"> </span>uwagę <span class="_ _3"> </span>czynniki  zewnętrzne <span class="_ _3"> </span>i  w<span class="_ _0"></span>ewnętrzne  oraz </div><div class="t m0 x4f h4 y2c6 ff7 fs0 fc0 sc0 ls0 ws0">wymagania stron <span class="_ _0"></span>zainteresowanych. <span class="_ _0"></span>Ponadto <span class="_ _0"></span>określone są <span class="_ _0"></span>ryzyka <span class="_ _0"></span>i <span class="_ _0"></span>szanse, k<span class="_ _0"></span>tóre pod<span class="_ _0"></span>dawane są <span class="_ _0"></span>an<span class="_ _0"></span>alizie i <span class="_ _0"></span>ocenie. </div><div class="t m0 x4f h4 y2c7 ff7 fs0 fc0 sc0 ls0 ws0">Idee  proekologiczne  s<span class="_ _1"></span>ą  popularyzowane  wśród  pracowników,  dostawców<span class="_ _0"></span><span class="ff3">  </span>i  odbiorców  poprzez  odpowiednie<span class="_ _1"></span> </div><div class="t m0 x4f h4 y2c8 ff7 fs0 fc0 sc0 ls0 ws0">działania informacyjne.<span class="ff3"> </span></div><div class="t m0 x29 h7 y4eb ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff1">Zasada 1.<span class="ls3">3.2</span><span class="ff3"> - <span class="_ _0"></span><span class="ff7">sprawy społeczne i <span class="_ _0"></span>pracownicze, dotyczące m.in. podejmowanych i <span class="_ _0"></span>planowanych działań mających </span></span></span></span></div><div class="t m0 x4f h4 y359 ff7 fs0 fc0 sc0 ls0 ws0">na <span class="_ _5"> </span>celu  zapewnienie <span class="_ _5"> </span>równouprawnienia <span class="_ _5"> </span>płc<span class="_ _0"></span>i, <span class="_ _5"> </span>należytych  warun<span class="_ _1"></span>ków  pracy, <span class="_ _5"> </span>poszanowania <span class="_ _5"> </span>praw  pracowników, </div><div class="t m0 x4f h4 y642 ff7 fs0 fc0 sc0 ls0 ws0">dialogu <span class="_ _12"> </span>ze <span class="_ _12"> </span>społecznościami <span class="_ _15"> </span><span class="ff3">lokalnymi, <span class="_ _12"> </span>relacji <span class="_ _12"> </span>z <span class="_ _15"> </span>klientami. <span class="_ _12"> </span></span>Spółka <span class="_ _15"> </span>nie <span class="_ _12"> </span>stosuje <span class="_ _12"> </span>tej <span class="_ _15"> </span>zasady<span class="ff3">. <span class="_ _12"> </span></span>Spó<span class="_ _0"></span>łka <span class="_ _12"> </span><span class="ff3">zatrudnia </span></div></div></div><div class="pi" ></div></div><div id="pf35" class="pf w0 h0" ><div class="pc pc35 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">53</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x4f h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">pracowników <span class="_ _8"></span>w <span class="_ _9"></span>różnym <span class="_ _8"></span>wieku<span class="ff3">, <span class="_ _9"></span></span>dąży <span class="_ _8"></span>do <span class="_ _8"></span>zachowania <span class="_ _9"></span>równowagi <span class="_ _8"></span>w <span class="_ _9"></span>proporcjach <span class="_ _8"></span>zatrudnieni<span class="_ _1"></span>a <span class="_ _8"></span>kobiet <span class="_ _9"></span>i <span class="_ _8"></span>mężczyzn. </div><div class="t m0 x4f h4 y8d ff7 fs0 fc0 sc0 ls0 ws0">Spółka nie<span class="_ _1"></span> toleruje <span class="_ _14"></span>ż<span class="_ _0"></span>adnych przejawów dys<span class="_ _1"></span>kryminacji. Traktuje<span class="_ _1"></span> w jed<span class="_ _1"></span>nakowy sposób <span class="_ _1"></span>wszystkich p<span class="_ _1"></span>racowników, bez<span class="_ _1"></span> </div><div class="t m0 x4f h4 yd7 ff7 fs0 fc0 sc0 ls0 ws0">względu <span class="_ _0"></span>m.in. <span class="_ _9"></span>na <span class="_ _9"></span>ich <span class="_ _0"></span>rasę, <span class="_ _9"></span>narodowość, <span class="_ _9"></span>wyznawaną <span class="_ _0"></span>religię, <span class="_ _0"></span>płeć, <span class="_ _9"></span>wiek, <span class="_ _9"></span>o<span class="_ _0"></span>rientację <span class="_ _0"></span>seksualną, <span class="_ _9"></span>stopień <span class="_ _0"></span>sprawności </div><div class="t m0 x4f h4 yd8 ff7 fs0 fc0 sc0 ls0 ws0">czy <span class="_ _e"> </span>poglądy <span class="_ _5"> </span>polityczne. <span class="_ _5"> </span>Decyzje  dotyczące <span class="_ _5"> </span>pracowników <span class="_ _5"> </span>podejmowane  są <span class="_ _5"> </span>w <span class="_ _5"> </span>sposób  obi<span class="_ _1"></span>ektywny, <span class="_ _5"> </span>kierując <span class="_ _5"> </span>się </div><div class="t m0 x4f h4 y5 ff7 fs0 fc0 sc0 ls0 ws0">wiedzą <span class="_ _e"> </span>o  ich <span class="_ _5"> </span>osiągnięciach, <span class="_ _e"> </span>kompetencjach <span class="_ _5"> </span>i  postawach. <span class="_ _5"> </span>Zarzą<span class="_ _0"></span>d <span class="_ _e"> </span>Spółki <span class="_ _5"> </span>w<span class="_ _0"></span>  zakre<span class="_ _1"></span>sie <span class="_ _5"> </span>co<span class="_ _0"></span>dziennej  jej <span class="_ _e"> </span>działalności </div><div class="t m0 x4f h4 yd9 ff7 fs0 fc0 sc0 ls0 ws0">deklaruje postępowanie zgodne z Europejską Konwencją o Ochronie Praw Człow<span class="_ _0"></span>ieka i Podstawowych Wolności w </div><div class="t m0 x4f h4 yda ff7 fs0 fc0 sc0 ls0 ws0">całej <span class="_ _3"> </span>Grupie  Kapitałowej <span class="_ _3"> </span>TESGAS.  Szcz<span class="_ _0"></span>ególne  znaczenie  w <span class="_ _3"> </span>codziennej <span class="_ _3"> </span>działalności <span class="_ _3"> </span>biznesowej  mają <span class="_ _3"> </span>artykuły </div><div class="t m0 x4f h4 ydb ff7 fs0 fc0 sc0 ls0 ws0">Konwencji <span class="_ _1"></span>dotyczące p<span class="_ _1"></span>rawa do <span class="_ _1"></span>poszanowania <span class="_ _1"></span>życia <span class="_ _1"></span>prywatnego <span class="_ _14"></span>i rodzinnego, <span class="_ _14"></span>w<span class="_ _0"></span>olności <span class="_ _1"></span>myśli, <span class="_ _1"></span>sumienia <span class="_ _1"></span>i <span class="_ _1"></span>wyznania, </div><div class="t m0 x4f h4 ydc ff7 fs0 fc0 sc0 ls0 ws0">wyrażania <span class="_ _0"></span>opinii, <span class="_ _9"></span>gromadzeni<span class="_ _1"></span>a <span class="_ _0"></span>i <span class="_ _9"></span>stowarzyszania <span class="_ _9"></span>się<span class="_ _1"></span> <span class="_ _0"></span>oraz <span class="_ _9"></span>zakazu <span class="_ _0"></span>dyskryminacji. <span class="_ _0"></span>Zarząd <span class="_ _9"></span>dokłada <span class="_ _0"></span>należytych <span class="_ _9"></span>starań, </div><div class="t m0 x4f h4 y219 ff7 fs0 fc0 sc0 ls0 ws0">by <span class="_ _12"> </span>miejsce <span class="_ _12"> </span>pracy <span class="_ _12"> </span>umożliwiało <span class="_ _12"> </span>pracownikom <span class="_ _12"> </span>rozwój <span class="_ _12"> </span>zawodowy. <span class="_ _12"> </span>Duża <span class="_ _12"> </span>uwaga <span class="_ _12"> </span>jest <span class="_ _12"> </span>także <span class="_ _12"> </span>przyw<span class="_ _0"></span>iązywana <span class="_ _12"> </span>do </div><div class="t m0 x4f h4 y21a ff7 fs0 fc0 sc0 ls0 ws0">bezpieczeństwa <span class="_ _12"> </span>pracowników. <span class="_ _12"> </span>Nie <span class="_ _12"> </span>jest <span class="_ _12"> </span>akceptowane <span class="_ _12"> </span>stosow<span class="_ _0"></span>anie <span class="_ _12"> </span>obraźliwego <span class="_ _12"> </span>słownictwa, <span class="_ _15"> </span>które <span class="_ _12"> </span>piętnuje <span class="_ _12"> </span>i </div><div class="t m0 x4f h4 y21b ff7 fs0 fc0 sc0 ls0 ws0">dyskryminuje. Wszyscy pracownicy o<span class="_ _0"></span>raz osoby współpracujące są zobowiązane do <span class="_ _0"></span>reagowania, jeśli są świadkami </div><div class="t m0 x4f h4 y21c ff3 fs0 fc0 sc0 ls0 ws0">towarzys<span class="ff7">kiego <span class="_ _12"> </span>w<span class="_ _0"></span>ykluczenia <span class="_ _12"> </span>lub <span class="_ _15"> </span>piętnowania <span class="_ _15"> </span>współpracowników. <span class="_ _15"> </span>Kadra <span class="_ _15"> </span>kierownicza, <span class="_ _15"> </span>podejmując <span class="_ _15"> </span>decyzje <span class="_ _12"> </span>o </span></div><div class="t m0 x4f h4 y21d ff7 fs0 fc0 sc0 ls0 ws0">przyznaniu aw<span class="_ _0"></span>ansu <span class="_ _0"></span>lub <span class="_ _0"></span>nagrody <span class="_ _9"></span>dla podwładnych, <span class="_ _0"></span>ki<span class="_ _0"></span>eruje <span class="_ _0"></span>się <span class="_ _0"></span>przesłankami <span class="_ _0"></span>merytorycznymi. <span class="_ _0"></span>W <span class="_ _9"></span>Spółce <span class="_ _0"></span>wdrożone </div><div class="t m0 x4f h4 y21e ff7 fs0 fc0 sc0 ls0 ws0">są <span class="_ _14"></span>procedury be<span class="_ _1"></span>zpieczeństwa; <span class="_ _1"></span>obejmują <span class="_ _14"></span>m.in.: ochronę <span class="_ _14"></span>danych<span class="_ _0"></span> <span class="_ _14"></span>o<span class="_ _0"></span>sobowych <span class="_ _1"></span>pracowników, <span class="_ _1"></span>współpracowników <span class="_ _14"></span>oraz </div><div class="t m0 x4f h4 y249 ff7 fs0 fc0 sc0 ls0 ws0">klientów. <span class="_ _19"> </span>Wszelkie<span class="_ _1"></span> <span class="_ _19"> </span>naruszenia <span class="_ _19"> </span>zasad <span class="_ _19"> </span>bezpie<span class="_ _1"></span>czeństwa <span class="_ _19"> </span>należy <span class="_ _19"> </span>zgłaszać <span class="_ _19"> </span>swojemu <span class="_ _1a"> </span>przełożonemu. <span class="_ _19"> </span>Zgodnie <span class="_ _1a"> </span>z<span class="_ _0"></span> </div><div class="t m0 x4f h4 y24a ff7 fs0 fc0 sc0 ls0 ws0">obowiązującą procedurą anonimowego zgłaszania naru<span class="_ _1"></span>szeń prawa, procedur i standard<span class="_ _1"></span>ów etycznych TESGAS S.A. </div><div class="t m0 x4f h4 y24b ff7 fs0 fc0 sc0 ls0 ws0">każda osoba w Spółce może zgłosić ww. naruszenia.<span class="ff3"> </span></div><div class="t m0 x29 h7 y24c ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff1">Zasada <span class="_ _14"></span>1.4<span class="ff3"> - <span class="_ _14"></span><span class="ff7">W cel<span class="_ _1"></span>u <span class="_ _14"></span>zapewnienia należytej <span class="_ _14"></span>komunikacji z <span class="_ _14"></span>interesariuszami, <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _14"></span>z<span class="_ _0"></span>akresie <span class="_ _14"></span>przyjętej <span class="_ _1"></span>strategii <span class="_ _1"></span>biznesowej </span></span></span></span></div><div class="t m0 x4f h4 y24d ff7 fs0 fc0 sc0 ls0 ws0">spółka <span class="_ _0"></span>zamieszcza <span class="_ _9"></span>na <span class="_ _0"></span>swojej <span class="_ _9"></span>stronie <span class="_ _0"></span>internetowej <span class="_ _9"></span>informacje <span class="_ _0"></span>na<span class="_ _0"></span> <span class="_ _0"></span>t<span class="_ _0"></span>emat <span class="_ _0"></span>zało<span class="_ _0"></span>żeń <span class="_ _0"></span>posiadanej <span class="_ _0"></span>s<span class="_ _0"></span>trategii, <span class="_ _9"></span>mierzaln<span class="_ _1"></span>ych </div><div class="t m0 x4f h4 y1d5 ff7 fs0 fc0 sc0 ls0 ws0">celów, <span class="_ _1"></span>w <span class="_ _14"></span>tym zw<span class="_ _1"></span>łaszcza <span class="_ _14"></span>c<span class="_ _0"></span>elów <span class="_ _14"></span>długoterminowych, pl<span class="_ _1"></span>anowanych <span class="_ _14"></span>działań oraz <span class="_ _14"></span>postępów w<span class="_ _1"></span> <span class="_ _14"></span>jej reali<span class="_ _1"></span>zacji, <span class="_ _1"></span>określonych </div><div class="t m0 x4f h4 y24e ff7 fs0 fc0 sc0 ls0 ws0">za pomocą mierników, finansowych i niefinans<span class="_ _1"></span>owych. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x4f h4 y57 ff7 fs0 fc0 sc0 ls0 ws0">Spółka nie <span class="_ _1"></span>stosuje powyższej zasady<span class="ff3">, </span>gdyż opracowuje <span class="_ _1"></span>dokument związany z te<span class="_ _1"></span>matyką ESG. <span class="_ _1"></span>Po jego zatwierdzen<span class="_ _1"></span>iu </div><div class="t m0 x4f h4 y24f ff7 fs0 fc0 sc0 ls0 ws0">zostanie on umieszczony na stronie internetowej Spółki.<span class="ff3"> </span></div><div class="t m0 x29 h7 y250 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff1">Zasada 1.<span class="ls3">4.1</span><span class="ff3"> <span class="_ _0"></span>- <span class="_ _0"></span><span class="ff7">objaśniać, w<span class="_ _0"></span> jaki <span class="_ _0"></span>sposób w <span class="_ _0"></span>procesach <span class="_ _0"></span>decyzyjnych w <span class="_ _0"></span>spółce i <span class="_ _0"></span>podmiotach z <span class="_ _0"></span>jej <span class="_ _0"></span>grupy uwzględniane </span></span></span></span></div><div class="t m0 x4f h4 y251 ff7 fs0 fc0 sc0 ls0 ws0">są kwestie związane ze zmianą klimatu, wskazując na wynikające z tego ryzyka<span class="ff3">. </span></div><div class="t m0 x4f h4 y252 ff7 fs0 fc0 sc0 ls0 ws0">Spółka nie <span class="_ _1"></span>stosuje powyższej zasady<span class="ff3">, </span>gdyż opracowuje <span class="_ _1"></span>dokument związany z te<span class="_ _1"></span>matyką ESG. <span class="_ _1"></span>Po jego zatwierdzen<span class="_ _1"></span>iu </div><div class="t m0 x4f he y253 ff7 fs0 fc0 sc0 ls0 ws0">zostanie on umieszczony na stronie internetowej Spółki.<span class="ff3 fs4"> </span></div><div class="t m0 x29 h7 y254 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff1">Zasada <span class="_ _e"> </span>1.4.2<span class="ff3">  - <span class="_ _5"> </span><span class="ff7">Spółka  przedstawia <span class="_ _5"> </span>w<span class="_ _0"></span>artość <span class="_ _5"> </span>wskaźnika  równości <span class="_ _5"> </span>wynagrodzeń  wypłacanych <span class="_ _5"> </span>jej  pracownikom, </span></span></span></span></div><div class="t m0 x4f h4 y255 ff7 fs0 fc0 sc0 ls0 ws0">obliczanego <span class="_ _1"></span>jako p<span class="_ _1"></span>rocentowa r<span class="_ _1"></span>óżnica <span class="_ _14"></span>pomiędzy średnim <span class="_ _14"></span>miesięcznym wynagrodzeniem <span class="_ _14"></span>(z<span class="_ _0"></span> <span class="_ _1"></span>uwzględnienie<span class="_ _1"></span>m p<span class="_ _1"></span>remii, </div><div class="t m0 x4f h4 y256 ff7 fs0 fc0 sc0 ls0 ws0">nagród i innych dodatków) kobiet i mężczyzn<span class="_ _1"></span> za ostatni rok, oraz przedstawiać informacje o działaniach podję<span class="_ _1"></span>tych </div><div class="t m0 x4f h4 y257 ff7 fs0 fc0 sc0 ls0 ws0">w <span class="_ _5"> </span>celu <span class="_ _5"> </span>likwidacji <span class="_ _8"> </span>ewe<span class="_ _0"></span>ntualnych <span class="_ _5"> </span>nierówności <span class="_ _5"> </span>w <span class="_ _5"> </span>tym <span class="_ _8"></span>z<span class="_ _0"></span>akresie, <span class="_ _5"> </span>wraz <span class="_ _5"> </span>z <span class="_ _5"> </span>prezentacją <span class="_ _8"> </span>ryzy<span class="_ _0"></span>k <span class="_ _5"> </span>z <span class="_ _5"> </span>tym <span class="_ _5"> </span>związanych <span class="_ _5"> </span>oraz </div><div class="t m0 x4f h4 y258 ff7 fs0 fc0 sc0 ls0 ws0">horyzontem czasowym, w którym planowane jest doprowadzenie do równości.<span class="ff3"> </span></div><div class="t m0 x4f h4 y259 ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _19"> </span>nie <span class="_ _4"> </span>prowadzi <span class="_ _19"> </span>tego <span class="_ _4"> </span>typu <span class="_ _19"> </span>statystyk. <span class="_ _4"> </span>W <span class="_ _4"> </span>zakresie<span class="_ _1"></span> <span class="_ _19"> </span>wyna<span class="_ _0"></span>grodzeń <span class="_ _19"> </span>Spółka <span class="_ _4"> </span>stosuje <span class="_ _19"> </span>zasady <span class="_ _4"> </span>rynkowe, <span class="_ _19"> </span>z<span class="_ _0"></span> </div><div class="t m0 x4f h4 y2cd ff7 fs0 fc0 sc0 ls0 ws0">uwzględnieniem wiedzy, doświadczenia i merytoryczneg<span class="_ _1"></span>o wkładu w rozwój Spółki.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x29 h7 y2ce ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff1">Zasada 1.5<span class="ff3"> - <span class="ff7">Co najmniej raz w<span class="_ _1"></span> roku spółka ujawnia wydatki p<span class="_ _1"></span>onoszone przez nią i jej grup<span class="_ _1"></span>ę na wspieranie kultu<span class="_ _1"></span>ry, </span></span></span></span></div><div class="t m0 x4f h4 y2cf ff7 fs0 fc0 sc0 ls0 ws0">sportu, <span class="_ _5"> </span>instytucji <span class="_ _5"> </span>charytatywnych, <span class="_ _5"> </span>mediów, <span class="_ _5"> </span>o<span class="_ _0"></span>rganizacji <span class="_ _5"> </span>społecznych, <span class="_ _5"> </span>związków <span class="_ _5"> </span>zawodowych <span class="_ _5"> </span>itp. <span class="_ _5"> </span>Jeżeli <span class="_ _5"> </span>w <span class="_ _e"> </span>roku </div><div class="t m0 x4f h4 y2d1 ff7 fs0 fc0 sc0 ls0 ws0">objętym <span class="_ _12"> </span>sprawozdaniem <span class="_ _12"> </span>spółka <span class="_ _15"> </span>lub <span class="_ _12"> </span>jej <span class="_ _12"> </span>grupa <span class="_ _15"> </span>ponosiły <span class="_ _15"> </span>wydatki <span class="_ _12"> </span>na <span class="_ _15"> </span>tego <span class="_ _12"> </span>ro<span class="_ _0"></span>dzaju <span class="_ _12"> </span>cele, <span class="_ _12"> </span>informacja <span class="_ _15"> </span>zawiera </div><div class="t m0 x4f h4 y2d2 ff7 fs0 fc0 sc0 ls0 ws0">zestawienie tych wydatków<span class="ff3">. </span></div><div class="t m0 x4f h4 y2d3 ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _9"></span>nie <span class="_ _9"></span>stos<span class="_ _0"></span>uje <span class="_ _9"></span>powyż<span class="_ _0"></span>szej <span class="_ _9"></span>zasady. <span class="_ _9"></span>S<span class="_ _0"></span>półka <span class="_ _9"></span>nie <span class="_ _8"></span>prowadzi <span class="_ _9"></span>istotnej <span class="_ _9"></span>działalności <span class="_ _8"></span>sponsoringowej <span class="_ _9"></span>i <span class="_ _9"></span>c<span class="_ _0"></span>harytatywnej. </div><div class="t m0 x4f h4 y2d4 ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _12"> </span>nie<span class="_ _1"></span> <span class="_ _12"> </span>ujawnia <span class="_ _3"> </span>wydatków <span class="_ _12"> </span>ponoszonych <span class="_ _12"> </span>przez <span class="_ _3"> </span>nią <span class="_ _12"> </span>i <span class="_ _3"> </span>jej <span class="_ _12"> </span>grupę <span class="_ _12"> </span>na <span class="_ _3"> </span>wspieranie <span class="_ _12"> </span>kultury, <span class="_ _3"> </span>s<span class="_ _0"></span>portu, <span class="_ _3"> </span>instytucji </div><div class="t m0 x4f h4 y2d5 ff7 fs0 fc0 sc0 ls0 ws0">charytatywnych, <span class="_ _0"></span>mediów, <span class="_ _0"></span>organizacji <span class="_ _9"></span>społecznych, <span class="_ _0"></span>związków <span class="_ _9"></span>zaw<span class="_ _1"></span>odowych <span class="_ _0"></span>itp., <span class="_ _9"></span>bowiem <span class="_ _0"></span>skala <span class="_ _0"></span>ww. <span class="_ _0"></span>wydatków <span class="_ _9"></span>nie </div><div class="t m0 x4f h4 y2d6 ff7 fs0 fc0 sc0 ls0 ws0">jest <span class="_ _0"></span>znaczna <span class="_ _9"></span>z <span class="_ _0"></span>punktu <span class="_ _0"></span>widzenia <span class="_ _0"></span>sytuacji <span class="_ _9"></span>finansowej <span class="_ _0"></span>Spółki <span class="_ _0"></span>oraz <span class="_ _9"></span>w stosunku <span class="_ _9"></span>do <span class="_ _0"></span>pozostałych <span class="_ _9"></span>kosztów <span class="_ _0"></span>ponoszonych </div><div class="t m0 x4f h4 y643 ff7 fs0 fc0 sc0 ls0 ws0">przez Spółkę<span class="ff3"> </span></div><div class="t m0 x29 h7 y644 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff1">Zasada <span class="_ _5"> </span>2.1<span class="ff3">  - <span class="_ _5"> </span><span class="ff7">Spółka  p<span class="_ _1"></span>owinna <span class="_ _e"> </span>posiadać <span class="_ _e"> </span>politykę <span class="_ _5"> </span>różnoro<span class="_ _0"></span>dności <span class="_ _5"> </span>w<span class="_ _0"></span>obec <span class="_ _5"> </span>zarządu  oraz <span class="_ _5"> </span>rady <span class="_ _5"> </span>na<span class="_ _0"></span>dzorczej, <span class="_ _5"> </span>przyjętą </span></span></span></span></div><div class="t m0 x4f h4 y3c8 ff7 fs0 fc0 sc0 ls0 ws0">odpowiednio <span class="_ _3"> </span>przez <span class="_ _3"> </span>radę <span class="_ _3"> </span>nadzorczą <span class="_ _12"> </span>lub<span class="_ _1"></span> <span class="_ _3"> </span>walne <span class="_ _3"> </span>zgromadzenie. <span class="_ _3"> </span>Po<span class="_ _0"></span>lityka <span class="_ _3"> </span>różnorodności <span class="_ _3"> </span>określa <span class="_ _3"> </span>cele <span class="_ _3"> </span>i <span class="_ _3"> </span>kryteria </div><div class="t m0 x4f h4 y645 ff7 fs0 fc0 sc0 ls0 ws0">różnorodności  m.in.  w<span class="_ _0"></span>  takich  o<span class="_ _0"></span>bszarach  jak  płeć, <span class="_ _3"> </span>kierunek  wy<span class="_ _0"></span>kształ<span class="_ _0"></span>cenia,  specjalistyczna  wiedza, <span class="_ _3"> </span>wiek  oraz </div><div class="t m0 x4f h4 y646 ff7 fs0 fc0 sc0 ls0 ws0">doświadczenie <span class="_ _8"></span>zawodowe, <span class="_ _5"> </span>a <span class="_ _5"> </span>także <span class="_ _8"></span>wskazuje <span class="_ _5"> </span>termin <span class="_ _5"> </span>i <span class="_ _8"></span>sposób <span class="_ _5"> </span>monitorowania <span class="_ _5"> </span>realizacji <span class="_ _8"></span>tych <span class="_ _5"> </span>celów. <span class="_ _5"> </span>W <span class="_ _8"></span>zakresie </div><div class="t m0 x4f h4 y647 ff7 fs0 fc0 sc0 ls0 ws0">zróżnicowania <span class="_ _1"></span>pod <span class="_ _1"></span>względem <span class="_ _1"></span>płci warunki<span class="_ _1"></span>em <span class="_ _1"></span>zapewnienia różnorodności <span class="_ _14"></span>organów spółki <span class="_ _1"></span>jest <span class="_ _1"></span>udz<span class="_ _0"></span>iał mniejszości <span class="_ _14"></span>w </div><div class="t m0 x4f h4 y648 ff7 fs0 fc0 sc0 ls0 ws0">danym organie na poziomie nie niższym niż 30%.<span class="ff3"> </span></div><div class="t m0 x4f h4 y649 ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _8"></span>nie <span class="_ _8"></span>stosuje <span class="_ _8"></span>powyższej <span class="_ _5"> </span>zasady. <span class="_ _8"></span>Zgodnie <span class="_ _8"></span>z <span class="_ _8"></span>przepisami <span class="_ _8"></span>zaw<span class="_ _0"></span>artymi <span class="_ _8"></span>w <span class="_ _8"></span>Ro<span class="_ _0"></span>zporządzeniu <span class="_ _8"></span>Ministra <span class="_ _8"></span>Finansów <span class="_ _8"></span>w </div><div class="t m0 x4f h4 y64a ff7 fs0 fc0 sc0 ls0 ws0">sprawie  informacji <span class="_ _3"> </span>bieżących  i <span class="_ _3"> </span>okresowych <span class="_ _3"> </span>przekazywanych <span class="_ _3"> </span>przez  emitentów <span class="_ _3"> </span>papierów  wartościowych <span class="_ _3"> </span>oraz </div><div class="t m0 x4f h4 y64b ff7 fs0 fc0 sc0 ls0 ws0">warunków u<span class="_ _1"></span>znawania <span class="_ _1"></span>za równow<span class="_ _1"></span>ażne <span class="_ _1"></span>informacji <span class="_ _1"></span>wymaganych przep<span class="_ _1"></span>isami p<span class="_ _1"></span>rawa p<span class="_ _1"></span>aństwa <span class="_ _1"></span>niebędącego <span class="_ _1"></span>państwem </div><div class="t m0 x4f h4 y64c ff7 fs0 fc0 sc0 ls0 ws0">członkowskim <span class="_ _12"> </span>par. <span class="_ _15"> </span>70 <span class="_ _15"> </span>ust.<span class="_ _0"></span> <span class="_ _12"> </span>6 <span class="_ _1a"> </span>pkt. <span class="_ _12"> </span>5 <span class="_ _15"> </span>m) <span class="_ _15"> </span>Spółka <span class="_ _15"> </span>nie <span class="_ _15"> </span>posiada<span class="_ _0"></span> <span class="_ _12"> </span>o<span class="_ _0"></span>drębnego <span class="_ _12"> </span>dokumentu <span class="_ _15"> </span>pod <span class="_ _15"> </span>n<span class="_ _0"></span>azwą <span class="_ _15"> </span>„Polityka </div><div class="t m0 x4f h4 y64d ff7 fs0 fc0 sc0 ls0 ws0">Różnorodności”, <span class="_ _14"></span>w odnie<span class="_ _1"></span>sieniu <span class="_ _14"></span>do władz <span class="_ _14"></span>spółki <span class="_ _14"></span>oraz <span class="_ _1"></span>jej <span class="_ _14"></span>kluczowych men<span class="_ _1"></span>edżerów <span class="_ _14"></span>chociaż<span class="_ _0"></span> <span class="_ _14"></span>w p<span class="_ _1"></span>raktyce <span class="_ _14"></span>stosuje <span class="_ _14"></span>zasa<span class="_ _9"></span><span class="ls15">dę </span></div><div class="t m0 x4f h4 y26a ff7 fs0 fc0 sc0 ls0 ws0">równego <span class="_ _3"> </span>traktowania <span class="_ _12"> </span>wszystkich <span class="_ _3"> </span>pracowników, <span class="_ _12"> </span>nie<span class="_ _1"></span>zależnie <span class="_ _3"> </span>od <span class="_ _12"> </span>płci <span class="_ _3"> </span>wieku, <span class="_ _3"> </span>niepełnosprawności, <span class="_ _12"> </span>rasy, <span class="_ _3"> </span>religii, </div><div class="t m0 x4f h4 y26b ff7 fs0 fc0 sc0 ls0 ws0">narodowości, przek<span class="_ _1"></span>onań <span class="_ _1"></span>politycznych, <span class="_ _1"></span>wyznania, <span class="_ _1"></span>czy <span class="_ _1"></span>orientacji <span class="_ _14"></span>seksualnej. Spółka <span class="_ _1"></span>rozważy <span class="_ _1"></span>możliwość <span class="_ _1"></span>wdrożenia <span class="_ _14"></span>w </div><div class="t m0 x4f h4 y26c ff7 fs0 fc0 sc0 ls0 ws0">przyszłości <span class="_ _5"> </span>stosow<span class="_ _0"></span>nej <span class="_ _5"> </span>polityki <span class="_ _5"> </span>różno<span class="_ _0"></span>rodności, <span class="_ _5"> </span>o <span class="_ _e"> </span>ile <span class="_ _5"> </span>okaże  si<span class="_ _1"></span>ę <span class="_ _5"> </span>ona <span class="_ _5"> </span>niezbędna <span class="_ _e"> </span>dla <span class="_ _5"> </span>zachowania  róż<span class="_ _1"></span>norodności <span class="_ _5"> </span>w </div><div class="t m0 x4f h4 y26d ff7 fs0 fc0 sc0 ls0 ws0">odniesieniu do władz spółki oraz jej kluczowych mened<span class="_ _1"></span>żerów.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x29 h2 y618 ff9 fs9 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _29"> </span><span class="ff1 fs0">Zasada <span class="_ _0"></span><span class="ls3">2.2</span><span class="ff3"> <span class="_ _0"></span><span class="ff7">Osoby <span class="_ _0"></span>podejmujące <span class="_ _0"></span>decyzje <span class="_ _9"></span>w <span class="_ _0"></span>sprawie wyboru <span class="_ _0"></span>c<span class="_ _0"></span>złonków <span class="_ _0"></span>zarządu <span class="_ _0"></span>lub <span class="_ _0"></span>rady <span class="_ _0"></span>na<span class="_ _0"></span>dzorczej <span class="_ _0"></span>spółki <span class="_ _0"></span>powinny </span></span></span></span></div><div class="t m0 x4f h4 y26f ff7 fs0 fc0 sc0 ls0 ws0">zapewnić  wszechstronność  tych <span class="_ _3"> </span>organów  poprzez <span class="_ _3"> </span>wybór  do  ich <span class="_ _3"> </span>składu  osób <span class="_ _3"> </span>zapewniających  różnoro<span class="_ _0"></span>dność, </div><div class="t m0 x4f h4 y64e ff7 fs0 fc0 sc0 ls0 ws0">umożliwiając <span class="_ _0"></span>m.in. osiągnięcie <span class="_ _0"></span>docelowego <span class="_ _0"></span>wskaźnika minimalne<span class="_ _0"></span>go <span class="_ _0"></span>udziału mniejszości <span class="_ _0"></span>określonego <span class="_ _0"></span>na <span class="_ _0"></span>poziomie </div></div></div><div class="pi" ></div></div><div id="pf36" class="pf w0 h0" ><div class="pc pc36 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">54</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x4f h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">nie niższym <span class="_ _9"></span>niż 30%, <span class="_ _9"></span>zgodnie z <span class="_ _0"></span>c<span class="_ _0"></span>elami określonymi <span class="_ _0"></span>w <span class="_ _0"></span>przyjętej <span class="_ _0"></span>polityce <span class="_ _0"></span>różnorodności, <span class="_ _0"></span>o <span class="_ _9"></span>której mowa <span class="_ _0"></span>w <span class="_ _0"></span>zasadzie </div><div class="t m0 x4f h4 y8d ff7 fs0 fc0 sc0 ls0 ws0">2.1. Spółka nie stosuje zasady z przyczyn podanych w punkcie 2.1.<span class="ff6 fs9"> </span></div><div class="t m0 x29 h7 yd7 ff9 fs9 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _29"> </span><span class="ff1 fs0">Zasada  2.9<span class="ff4 ls2f">.  </span><span class="ff3">informacj<span class="_ _0"></span>a <span class="_ _3"> </span><span class="ff7">na  temat <span class="_ _3"> </span>stopnia  realizac<span class="_ _0"></span>ji  polityki <span class="_ _3"> </span>różnorodności <span class="_ _3"> </span>w <span class="_ _3"> </span>odniesieniu<span class="_ _1"></span> <span class="_ _3"> </span>do <span class="_ _3"> </span>zarządu  i <span class="_ _3"> </span>rady </span></span></span></span></div><div class="t m0 x4f h4 yd8 ff7 fs0 fc0 sc0 ls0 ws0">nadzorczej, w tym realizacji celów, o których mowa w zasadzie 2.1. <span class="ff6 fs9"> </span></div><div class="t m0 x4f h4 y5 ff7 fs0 fc0 sc0 ls0 ws0">Spółka nie stosuje powyższej zasady<span class="ff3">, patrz </span>wyjaśnienie do pkt. 2.1.<span class="ff6 fs9"> </span></div><div class="t m0 x29 h2 yd9 ff9 fs9 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _29"> </span><span class="ff1 fs0">Zasada 2.11.5<span class="ff3"> ocena <span class="ff7">zasadności wydatków, o których mowa w zasadzie 1.5; </span></span></span><span class="ff6"> </span></span></div><div class="t m0 x4f h4 yda ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _9"></span>nie <span class="_ _8"></span>stosuje <span class="_ _8"></span>powyższej <span class="_ _9"></span>z<span class="_ _0"></span>asady. <span class="_ _9"></span>Informacje <span class="_ _8"></span>z <span class="_ _8"></span>pkt <span class="_ _9"></span>2.11.5 <span class="_ _8"></span>nie <span class="_ _8"></span>będą <span class="_ _9"></span>publikowane <span class="_ _8"></span>w <span class="_ _8"></span>związku <span class="_ _9"></span>oświadczeniem </div><div class="t m0 x4f h4 ydb ff7 fs0 fc0 sc0 ls0 ws0">Zarządu co do zasady 1.5<span class="ff6 fs9"> </span></div><div class="t m0 xe8 h7 ydc ff1 fs0 fc0 sc0 ls0 ws0">Zasada <span class="_ _5"> </span>2.11.6<span class="ff3"> <span class="_ _5"> </span><span class="ff4">i</span>nformac<span class="_ _0"></span>ja <span class="_ _5"> </span><span class="ff7">na <span class="_ _5"> </span>temat <span class="_ _5"> </span>stopnia <span class="_ _5"> </span>realizacji <span class="_ _e"> </span>polityki <span class="_ _5"> </span>różnorodności <span class="_ _5"> </span>w <span class="_ _e"> </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> </span></span></div><div class="t m0 xe8 h4 y219 ff7 fs0 fc0 sc0 ls0 ws0">nadzorczej, w tym realizacji celów, o których mowa w zasadzie 2.1. <span class="ff3"> </span></div><div class="t m0 xe8 h2 y21a ff7 fs0 fc0 sc0 ls0 ws0">Spółka nie stosuje powyższej zasady<span class="ff3">, patrz </span>wyjaśnienie do pkt. 2.1.<span class="ff1"> </span></div><div class="t m0 x29 h7 y21b ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff1">Zasada <span class="_ _14"></span>3<span class="ls3">.4 </span><span class="ff3">w<span class="ff7">ynagrodzeni<span class="_ _1"></span>e <span class="_ _14"></span>osób odpowiedzialn<span class="_ _1"></span>ych <span class="_ _14"></span>za zarządzanie <span class="_ _14"></span>ryzykiem <span class="_ _1"></span>i <span class="_ _14"></span>compliance <span class="_ _1"></span>oraz <span class="_ _1"></span>kierującego <span class="_ _14"></span>audytem </span></span></span></span></div><div class="t m0 x4f h4 y21c ff7 fs0 fc0 sc0 ls0 ws0">wewnętrznym powinno być <span class="_ _0"></span>uzależnione od r<span class="_ _0"></span>ealizacji wyznaczonych zadań, <span class="_ _0"></span>a nie o<span class="_ _0"></span>d krótkoterminow<span class="_ _0"></span>ych wyników </div><div class="t m0 x4f h4 y21d ff7 fs0 fc0 sc0 ls0 ws0">spółki. <span class="ff3"> </span></div><div class="t m0 x4f h4 y21e ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _15"> </span>nie <span class="_ _1a"> </span>stosuje <span class="_ _15"> </span>powyższej<span class="ff3"> <span class="_ _1a"> </span>zasady</span>, <span class="_ _1a"> </span>z <span class="_ _15"> </span>uwagi <span class="_ _1a"> </span>na <span class="_ _15"> </span>to, <span class="_ _1a"> </span>że <span class="_ _15"> </span>w <span class="_ _15"> </span>strukturze <span class="_ _1a"> </span>Spółki <span class="_ _15"> </span>nie <span class="_ _15"> </span>utwo<span class="_ _0"></span>rzono <span class="_ _1a"> </span>stanowiska<span class="_ _1"></span> </div><div class="t m0 x4f h4 y249 ff7 fs0 fc0 sc0 ls0 ws0">odpowiedzialnego za zarządzanie ryzykiem, audyt wewnętr<span class="_ _1"></span>zny oraz co<span class="_ _0"></span>mpliance.<span class="ff3"> </span></div><div class="t m0 x29 h7 y24a ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff1">Zasada <span class="_ _9"></span>3.5<span class="ff3"> <span class="_ _8"></span><span class="ff7">osoby <span class="_ _8"></span>odpowiedzialne <span class="_ _9"></span>za <span class="_ _8"></span>zarządzanie <span class="_ _8"></span>ryzykiem <span class="_ _9"></span>i <span class="_ _8"></span>compli<span class="_ _1"></span>ance <span class="_ _8"></span>podlegają <span class="_ _9"></span>bezpośrednio <span class="_ _8"></span>prezesowi <span class="_ _9"></span>lub </span></span></span></span></div><div class="t m0 x4f h4 y24b ff7 fs0 fc0 sc0 ls0 ws0">innemu członkowi zarządu. <span class="ff3"> </span></div><div class="t m0 x4f h4 y24c ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _15"> </span>nie <span class="_ _1a"> </span>stosuje <span class="_ _15"> </span>powyż<span class="_ _0"></span>szej <span class="_ _15"> </span>zasady, <span class="_ _1a"> </span>z <span class="_ _1a"> </span>uwagi <span class="_ _15"> </span>na <span class="_ _1a"> </span>to, <span class="_ _15"> </span>że <span class="_ _1a"> </span>w <span class="_ _15"> </span>strukturze <span class="_ _15"> </span>Spółki <span class="_ _1a"> </span>nie <span class="_ _15"> </span>utworzo<span class="_ _0"></span>no <span class="_ _15"> </span>stanowiska </div><div class="t m0 x4f h4 y24d ff7 fs0 fc0 sc0 ls0 ws0">odpowiedzialnego za zarządzanie ryzykiem, audyt wewnętr<span class="_ _1"></span>zny oraz co<span class="_ _0"></span>mpliance.<span class="ff3"> </span></div><div class="t m0 x29 h7 y1d5 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff1">Zasada <span class="_ _1a"> </span>3.6<span class="ff3"> <span class="_ _1a"> </span><span class="ff7">Kierujący <span class="_ _19"> </span>audytem <span class="_ _1a"> </span>wewnętrznym <span class="_ _19"> </span>podlega <span class="_ _1a"> </span>organizacyjnie <span class="_ _1a"> </span>prezesowi <span class="_ _1a"> </span>zarz<span class="_ _0"></span>ądu, <span class="_ _1a"> </span>a <span class="_ _1a"> </span>funkcjonalnie </span></span></span></span></div><div class="t m0 x4f h4 y24e ff7 fs0 fc0 sc0 ls0 ws0">przewodniczącemu <span class="_ _8"></span>komitetu <span class="_ _8"> </span>au<span class="_ _0"></span>dytu <span class="_ _8"></span>lub <span class="_ _8"> </span>p<span class="_ _0"></span>rzewodniczącemu <span class="_ _8"></span>rady <span class="_ _5"> </span>nadzorczej, <span class="_ _8"></span>jeśli <span class="_ _8"> </span>rada <span class="_ _5"> </span>pełni <span class="_ _8"></span>funkcję <span class="_ _5"> </span>komitetu </div><div class="t m0 x4f h4 y57 ff3 fs0 fc0 sc0 ls0 ws0">audytu.  </div><div class="t m0 x4f h4 y24f ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _15"> </span>nie <span class="_ _1a"> </span>stosuje <span class="_ _15"> </span>powyższej <span class="_ _1a"> </span>zasady, <span class="_ _15"> </span>z <span class="_ _1a"> </span>uwagi <span class="_ _15"> </span>na <span class="_ _1a"> </span>to, <span class="_ _15"> </span>ż<span class="_ _0"></span>e <span class="_ _15"> </span>w <span class="_ _1a"> </span>strukturze <span class="_ _15"> </span>Spółki <span class="_ _15"> </span>nie <span class="_ _1a"> </span>utworzono <span class="_ _1a"> </span>stanowiska </div><div class="t m0 x4f h4 y250 ff7 fs0 fc0 sc0 ls0 ws0">odpowiedzialnego za zarządzanie ryzykiem, audyt wewnętr<span class="_ _1"></span>zny oraz co<span class="_ _0"></span>mpliance.<span class="ff3"> </span></div><div class="t m0 x29 h7 y251 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff1">Zasada <span class="_ _3"> </span>4.7<span class="ff3"> <span class="_ _12"> </span><span class="ff7">Rada <span class="_ _3"> </span>nadzorcza <span class="_ _12"> </span>opiniuje<span class="_ _1"></span> <span class="_ _12"> </span>projekty <span class="_ _3"> </span>uchwał <span class="_ _3"> </span>wnoszone <span class="_ _12"> </span>przez <span class="_ _3"> </span>zarząd <span class="_ _12"> </span>do <span class="_ _3"> </span>porządku <span class="_ _3"> </span>obrad <span class="_ _3"> </span>w<span class="_ _0"></span>alnego </span></span></span></span></div><div class="t m0 x4f h4 y252 ff3 fs0 fc0 sc0 ls0 ws0">zgromadzenia.  </div><div class="t m0 x4f h4 y253 ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _0"></span>nie <span class="_ _0"></span>stosuje pow<span class="_ _0"></span>yższej <span class="_ _0"></span>zasady. <span class="_ _0"></span>W <span class="_ _0"></span>opinii <span class="_ _0"></span>zarządu <span class="_ _0"></span>w <span class="_ _0"></span>oparciu <span class="_ _0"></span>o <span class="_ _0"></span>bieżące <span class="_ _0"></span>przepisy <span class="_ _0"></span>wynikające <span class="_ _0"></span>z <span class="_ _0"></span>kodeksu spółek<span class="_ _0"></span> </div><div class="t m0 x4f h4 y254 ff7 fs0 fc0 sc0 ls0 ws0">handlowych <span class="_ _1"></span>oraz s<span class="_ _1"></span>tatutu <span class="_ _14"></span>spółki rada nadzorcza <span class="_ _1"></span>ma <span class="_ _14"></span>o<span class="_ _0"></span>bowiązek <span class="_ _1"></span>opiniowania <span class="_ _1"></span>istotnych <span class="_ _14"></span>uchwał, w tym<span class="_ _1"></span> <span class="_ _1"></span>tych <span class="_ _1"></span>mających </div><div class="t m0 x4f h4 y255 ff7 fs0 fc0 sc0 ls0 ws0">znaczny wpływ na działalność spółki.<span class="ff3"> </span></div><div class="t m0 x29 h7 y256 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff1">Zasada  4.8  <span class="ff7">Pro<span class="_ _0"></span>jekty  uchwał  walnego  zgromadzenie <span class="_ _3"> </span>do  spraw  wprowadzo<span class="_ _0"></span>nych  do  porządku  obrad  walnego </span></span></span></div><div class="t m0 x4f h4 y257 ff7 fs0 fc0 sc0 ls0 ws0">zgromadzenia <span class="_ _0"></span>pow<span class="_ _0"></span>inny <span class="_ _0"></span>zo<span class="_ _0"></span>stać <span class="_ _9"></span>zgłoszone <span class="_ _0"></span>przez <span class="_ _9"></span>akcjonariuszy <span class="_ _9"></span>najpóźniej <span class="_ _0"></span>na <span class="_ _9"></span>3 <span class="_ _9"></span>dn<span class="_ _1"></span>i <span class="_ _9"></span>przed <span class="_ _0"></span>walnym <span class="_ _9"></span>zgromadzeniem. </div><div class="t m0 x4f h4 y258 ff7 fs0 fc0 sc0 ls0 ws0">Spółka  nie <span class="_ _e"> </span>stosuje  powyższej  zasady. <span class="_ _5"> </span>Po<span class="_ _0"></span>zostawienie  uprawnienia  do  zgłaszania  przez <span class="_ _5"> </span>akcjo<span class="_ _0"></span>n<span class="ff3">ariusza  projektu </span></div><div class="t m0 x4f h4 y259 ff3 fs0 fc0 sc0 ls15 ws0">uc<span class="ls0">h<span class="ff7">wały <span class="_ _14"></span>do s<span class="_ _1"></span>praw <span class="_ _14"></span>wprowadzonych <span class="_ _14"></span>do <span class="_ _1"></span>porządku <span class="_ _14"></span>obrad <span class="_ _14"></span>walnego <span class="_ _14"></span>zgr<span class="_ _0"></span>omadzenia <span class="_ _14"></span>nawet <span class="_ _14"></span>w <span class="_ _1"></span>trakcie <span class="_ _14"></span>obrad <span class="_ _14"></span>te<span class="_ _0"></span><span class="ff3">go <span class="_ _1"></span>walnego </span></span></span></div><div class="t m0 x4f h4 y2cd ff7 fs0 fc0 sc0 ls0 ws0">zgromadzenia, <span class="_ _1a"> </span>może <span class="_ _1a"> </span>w <span class="_ _15"> </span>o<span class="_ _0"></span>cenie <span class="_ _15"> </span>zarządu <span class="_ _1a"> </span>przyczynić <span class="_ _1a"> </span>się <span class="_ _1a"> </span>do <span class="_ _1a"> </span>sprawnego <span class="_ _15"> </span>przep<span class="_ _0"></span><span class="ff3">rowadzenia <span class="_ _1a"> </span>obrad <span class="_ _1a"> </span>w <span class="_ _1a"> </span>tym <span class="_ _1a"> </span>do </span></div><div class="t m0 x4f h4 y2ce ff3 fs0 fc0 sc0 ls0 ws0">wypracowania <span class="_ _0"></span>kompro<span class="ff7">misu co <span class="_ _0"></span>do spraw <span class="_ _0"></span>spornych <span class="_ _0"></span>między akcj<span class="_ _0"></span></span>onariuszami<span class="ff7">. Stąd zarz<span class="_ _0"></span>ąd Spółki <span class="_ _0"></span>ni</span>e <span class="_ _0"></span>widzi podstaw, </div><div class="t m0 x4f h4 y2cf ff7 fs0 fc0 sc0 ls0 ws0">aby <span class="_ _1c"> </span>rekomendować <span class="_ _1c"> </span>walne<span class="ff3 lsa">mu<span class="ls0"> <span class="_ _1c"> </span>z<span class="_ _0"></span></span></span>gromadzeniu <span class="_ _25"> </span>zmianę<span class="_ _0"></span> <span class="_ _1c"> </span>dokum<span class="ff3">e<span class="ls15">nt</span></span>ó<span class="ff3">w <span class="_ _20"> </span>korporacyjnych <span class="_ _1c"> </span>i <span class="_ _1c"> </span>ograniczy</span>ć <span class="_ _1c"> </span>prawa </div><div class="t m0 x4f h4 y2d1 ff7 fs0 fc0 sc0 ls0 ws0">akcjonariuszy <span class="_ _e"> </span>w  tym <span class="_ _5"> </span>zakresie. <span class="_ _5"> </span>W  przypadku <span class="_ _5"> </span>zgłoszenia  takieg<span class="_ _1"></span>o  projektu <span class="_ _5"> </span>uchwały  zarząd <span class="_ _5"> </span>informuje  o <span class="_ _5"> </span>tym  na </div><div class="t m0 x4f h4 y2d2 ff7 fs0 fc0 sc0 ls0 ws0">zasadach <span class="_ _9"></span>określonych <span class="_ _9"></span>w <span class="_ _9"></span>przepisach. <span class="_ _9"></span>Jednocześnie <span class="_ _9"></span>dotychczasowa <span class="_ _9"></span>praktyka <span class="_ _9"></span>akcjonariuszy <span class="_ _9"></span>pokaz<span class="_ _0"></span>uje, <span class="_ _9"></span>że <span class="_ _9"></span>prawa <span class="_ _9"></span>te </div><div class="t m0 x4f h4 y2d3 ff7 fs0 fc0 sc0 ls0 ws0">nie <span class="_ _5"> </span>są  przez  akcjonariu<span class="_ _1"></span>szy  nadużywane<span class="ff3">  </span>i<span class="_ _1"></span>  b<span class="_ _1"></span>ardzo  rzad<span class="_ _1"></span>ko  zdarzają <span class="_ _5"> </span>się  sytuacje, <span class="_ _5"> </span>w  których  p<span class="_ _1"></span>rojekty  uch<span class="_ _1"></span>wał  są </div><div class="t m0 x4f h4 y2d4 ff3 fs0 fc0 sc0 ls0 ws0">z<span class="ff7">głaszane później niż na 3 dni przed dniem obrad. </span> </div><div class="t m0 x29 h7 y2d5 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff1">Zasada 4.9.1<span class="ff3"> <span class="ff7">kandydatury na cz<span class="_ _0"></span>łonków rady powinny zostać zgłoszone w <span class="_ _0"></span>terminie umożliwiającym podjęcie przez </span></span></span></span></div><div class="t m0 x4f h4 y2d6 ff7 fs0 fc0 sc0 ls0 ws0">akcjonariuszy <span class="_ _9"></span>obecnych <span class="_ _0"></span>na <span class="_ _9"></span>walnym <span class="_ _0"></span>zgromadzeniu <span class="_ _9"></span>decyzji <span class="_ _0"></span>z <span class="_ _9"></span>należytym <span class="_ _9"></span>rozeznaniem, <span class="_ _0"></span>lecz <span class="_ _9"></span>nie <span class="_ _0"></span>później <span class="_ _9"></span>niż <span class="_ _0"></span>na <span class="_ _9"></span>3 <span class="_ _9"></span>dni<span class="_ _14"></span> </div><div class="t m0 x4f h4 y643 ff3 fs0 fc0 sc0 ls0 ws0">przed <span class="_ _5"> </span>walnym <span class="_ _5"> </span>zgromadzeniem; <span class="_ _5"> </span>kandydatury, <span class="_ _5"> </span>wraz <span class="_ _e"> </span>z <span class="_ _5"> </span>komp<span class="ff7">letem <span class="_ _5"> </span>materiałów<span class="_ _0"></span> <span class="_ _5"> </span>ich <span class="_ _5"> </span>dotyczących, <span class="_ _5"> </span>powinny <span class="_ _5"> </span>zostać </span></div><div class="t m0 x4f h4 y644 ff7 fs0 fc0 sc0 ls0 ws0">niezwłocznie opublikowane na stronie in<span class="_ _1"></span>ternetowej spółki; <span class="ff3"> </span></div><div class="t m0 x4f h4 y3c8 ff7 fs0 fc0 sc0 ls0 ws0">Spółka  nie<span class="_ _1"></span>  stosuje  p<span class="_ _1"></span>owyższej  zasady. <span class="_ _5"> </span>Po<span class="_ _0"></span>zostawienie  up<span class="_ _1"></span>rawnienia  do  zgłoszenia <span class="_ _5"> </span>przez  akcjonariusza  p<span class="_ _1"></span>rojektu </div><div class="t m0 x4f h4 y645 ff7 fs0 fc0 sc0 ls0 ws0">uchwały <span class="_ _14"></span>do <span class="_ _1"></span>spraw <span class="_ _14"></span>wprowadzonych <span class="_ _14"></span>do <span class="_ _14"></span>porządku <span class="_ _14"></span>obrad <span class="_ _1"></span>walnego <span class="_ _14"></span>zgromadzenia <span class="_ _14"></span>nawet <span class="_ _1"></span>w <span class="_ _14"></span>trakcie <span class="_ _14"></span>obrad <span class="_ _1"></span>tego <span class="_ _14"></span>walnego </div><div class="t m0 x4f h4 y646 ff7 fs0 fc0 sc0 ls0 ws0">zgromadzenia, <span class="_ _1a"> </span>może <span class="_ _1a"> </span>w <span class="_ _15"> </span>o<span class="_ _0"></span>cenie <span class="_ _15"> </span>zarządu <span class="_ _1a"> </span>przyczyni<span class="_ _0"></span>ć <span class="_ _1a"> </span>się <span class="_ _1a"> </span>do <span class="_ _1a"> </span>sprawneg<span class="_ _1"></span>o <span class="_ _1a"> </span>przeprowadzenia <span class="_ _15"> </span>o<span class="_ _0"></span>brad <span class="_ _1a"> </span>w <span class="_ _1a"> </span>tym <span class="_ _1a"> </span>do </div><div class="t m0 x4f h4 y647 ff7 fs0 fc0 sc0 ls0 ws0">wypracowania <span class="_ _0"></span>kompromisu co <span class="_ _0"></span>do <span class="_ _0"></span>spraw spornych <span class="_ _0"></span>między <span class="_ _0"></span>akcjonariuszami. Stąd <span class="_ _0"></span>zarząd <span class="_ _0"></span>spółki <span class="_ _0"></span>nie w<span class="_ _0"></span>idzi podstaw, </div><div class="t m0 x4f h4 y648 ff7 fs0 fc0 sc0 ls0 ws0">aby <span class="_ _1c"> </span>rekomendować <span class="_ _1c"> </span>walnemu <span class="_ _1c"> </span>zgromadzeniu <span class="_ _1c"> </span>zmianę <span class="_ _1c"> </span>doku<span class="_ _0"></span>mentów <span class="_ _1c"> </span>korporacyjnych <span class="_ _1c"> </span>i <span class="_ _1c"> </span>ograniczyć <span class="_ _1c"> </span>prawa </div><div class="t m0 x4f h4 y649 ff3 fs0 fc0 sc0 ls0 ws0">akcjonari<span class="ff7">uszy <span class="_ _e"> </span>w  tym <span class="_ _5"> </span>zakresie. <span class="_ _5"> </span>W  przypadku <span class="_ _5"> </span>zgłoszenia  takieg<span class="_ _1"></span>o  projektu <span class="_ _5"> </span>uchwały  zarząd <span class="_ _e"> </span>informuje <span class="_ _5"> </span>o  tym <span class="_ _5"> </span>na </span></div><div class="t m0 x4f h4 y64a ff7 fs0 fc0 sc0 ls0 ws0">zasadach <span class="_ _9"></span>określonych <span class="_ _9"></span>w <span class="_ _9"></span>przepisach. <span class="_ _9"></span>Jednocześnie <span class="_ _9"></span>dotychczasowa <span class="_ _9"></span>praktyka <span class="_ _9"></span>akcjonariuszy <span class="_ _9"></span>pokaz<span class="_ _0"></span>uje, <span class="_ _9"></span>że <span class="_ _9"></span>prawa <span class="_ _9"></span>te </div><div class="t m0 x4f h4 y64b ff7 fs0 fc0 sc0 ls0 ws0">nie <span class="_ _5"> </span>są  przez  akcjonariu<span class="_ _1"></span>szy  nadużywane <span class="_ _5"> </span>i  bardzo <span class="_ _5"> </span>rza<span class="_ _0"></span>dko  zdarzają <span class="_ _e"> </span>się <span class="_ _5"> </span>syt<span class="_ _0"></span>uacje, <span class="_ _e"> </span>w  których <span class="_ _5"> </span>projekty  uchwał <span class="_ _e"> </span>są </div><div class="t m0 x4f h4 y64c ff7 fs0 fc0 sc0 ls0 ws0">zgłaszane później niż na 3 dni przez dniem obrad.<span class="ff3">  </span></div><div class="t m0 x29 h7 y64d ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff1">Zasada  6.1<span class="ff3">  w<span class="_ _0"></span><span class="ff7">ynagrodzenie  członków  zarz<span class="_ _0"></span>ądu  i  rady  nadzorczej <span class="_ _3"> </span>oraz  kluczow<span class="_ _0"></span>ych  menedżerów  powinno  być </span></span></span></span></div><div class="t m0 x4f h4 y26a ff7 fs0 fc0 sc0 ls0 ws0">wystarczające <span class="_ _12"> </span>dla <span class="_ _3"> </span>pozyskania, <span class="_ _12"> </span>utrzymani<span class="_ _1"></span>a <span class="_ _12"> </span>i <span class="_ _3"> </span>motywac<span class="_ _0"></span>ji <span class="_ _3"> </span>osób <span class="_ _12"> </span>o <span class="_ _12"> </span>kompete<span class="_ _1"></span>ncjach <span class="_ _12"> </span>nie<span class="_ _1"></span>zbędnych <span class="_ _3"> </span>d<span class="_ _0"></span>la <span class="_ _12"> </span>właściweg<span class="_ _1"></span>o </div><div class="t m0 x4f h4 y26b ff7 fs0 fc0 sc0 ls0 ws0">kierowania spół<span class="_ _0"></span>ką i <span class="_ _0"></span>sprawow<span class="_ _0"></span>ania nad <span class="_ _0"></span>nią <span class="_ _0"></span>nadzoru. <span class="_ _0"></span>Wysokość <span class="_ _0"></span>wynagrodze<span class="_ _0"></span>nia <span class="_ _0"></span>powinna <span class="_ _0"></span>być <span class="_ _0"></span>adekwatna <span class="_ _0"></span>do z<span class="_ _0"></span>adań <span class="_ _0"></span>i </div><div class="t m0 x4f h4 y26c ff7 fs0 fc0 sc0 ls0 ws0">obowiązków wykonywanych przez poszczególne osoby i związanej <span class="_ _1"></span>z tym odpowiedzialności.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x4f h4 y26d ff7 fs0 fc0 sc0 ls0 ws0">Spółka nie<span class="_ _1"></span> stosuje <span class="_ _1"></span>powyższej zasady. <span class="_ _1"></span>Spółka posiad<span class="_ _1"></span>a Politykę <span class="_ _1"></span>wynagrodzeń <span class="_ _1"></span>dotycząca członków Zarz<span class="_ _1"></span>ądu oraz <span class="_ _1"></span>Rady<span class="_ _1"></span> </div><div class="t m0 x4f h4 y618 ff7 fs0 fc0 sc0 ls0 ws0">Nadzorczej. Spółka nie posiada odrębnej polityki dot. kluczowych mened<span class="_ _1"></span>żerów.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y26f ff3 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf37" class="pf w0 h0" ><div class="pc pc37 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">55</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h7 y47 ff3 fs0 fc0 sc0 ls3 ws0">4.<span class="ff4 ls0"> <span class="_ _11"> </span><span class="ff2">Opis głównych cech stosowanych w spółce systemów kontroli wewnętrznej i zarządzania ryzykiem w odniesieniu </span></span></div><div class="t m0 x29 h2 y48 ff2 fs0 fc0 sc0 ls0 ws0">do procesu sporządzania sprawozdań finansowych<span class="_ _1"></span> i skonsolidowanych sprawozdań finansowych<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y49 ff7 fs0 fc0 sc0 ls0 ws0">Zarząd Spółki <span class="_ _0"></span>odpowiedzialny <span class="_ _0"></span>jest <span class="_ _0"></span>za <span class="_ _0"></span>system <span class="_ _0"></span>kontroli w<span class="_ _0"></span>ewnętrznej <span class="_ _0"></span>w T<span class="_ _0"></span>ESGAS jak <span class="_ _0"></span>i <span class="_ _0"></span>Grupie <span class="_ _0"></span>Kapitałowej <span class="_ _0"></span>TESGAS <span class="_ _0"></span>(dalej <span class="_ _0"></span>„Grupa </div><div class="t m0 x1 h4 y8e ff7 fs0 fc0 sc0 ls0 ws0">Kapitałowa”, <span class="_ _1a"> </span>„Grup<span class="_ _1"></span>a”) <span class="_ _1a"> </span>i <span class="_ _15"> </span>j<span class="_ _0"></span>ego <span class="_ _15"> </span>skuteczność <span class="_ _1a"> </span>w <span class="_ _1a"> </span>procesie <span class="_ _15"> </span>sporządzania <span class="_ _1a"> </span>jednostkowych <span class="_ _1a"> </span>i <span class="_ _15"> </span>skonsolidowanych <span class="_ _1a"> </span>sprawozdań </div><div class="t m0 x1 h4 y8f ff7 fs0 fc0 sc0 ls0 ws0">finansowych <span class="_ _25"> </span>i <span class="_ _25"> </span>raportów<span class="_ _0"></span> <span class="_ _25"> </span>okresowych <span class="_ _1c"> </span>przygotowywanych <span class="_ _25"> </span>i <span class="_ _25"> </span>przekazywanych <span class="_ _25"> </span>przez <span class="_ _1c"> </span>Spółkę <span class="_ _25"> </span>dominującą <span class="_ _1c"> </span>zgodnie <span class="_ _1d"> </span>z </div><div class="t m0 x1 h4 y90 ff7 fs0 fc0 sc0 ls0 ws0">Rozporządzeniem <span class="_ _14"></span>Ministra <span class="_ _14"></span>Finansów z <span class="_ _14"></span>dnia <span class="_ _14"></span>29 <span class="_ _14"></span>marca <span class="_ _14"></span>2018 <span class="_ _1"></span>roku <span class="_ _14"></span>w <span class="_ _14"></span>s<span class="_ _0"></span>prawie <span class="_ _14"></span>informacji <span class="_ _14"></span>bieżących <span class="_ _1"></span>i <span class="_ _14"></span>okresowych <span class="_ _1"></span>przekazywanych </div><div class="t m0 x1 h4 y447 ff7 fs0 fc0 sc0 ls0 ws0">przez <span class="_ _9"></span>emitentów <span class="_ _9"></span>papierów <span class="_ _9"></span>wartościow<span class="_ _0"></span>ych <span class="_ _9"></span>oraz <span class="_ _9"></span>warunków <span class="_ _9"></span>uznawania<span class="_ _0"></span><span class="ff3"> <span class="_ _9"></span></span>za <span class="_ _8"></span>równoważne<span class="_ _1"></span> <span class="_ _9"></span>informacji <span class="_ _8"></span><span class="ff3">wymaganych <span class="_ _9"></span>przepisami </span></div><div class="t m0 x1 h4 y417 ff7 fs0 fc0 sc0 ls0 ws0">prawa państwa niebędącego państwem członkowskim (Dz. U. 2018, poz. 757).<span class="ff3"> </span></div><div class="t m0 x1 h4 y1ce ff7 fs0 fc0 sc0 ls0 ws0">Proces <span class="_ _9"></span>sporządzania <span class="_ _0"></span>sprawozdań <span class="_ _9"></span>finansowych <span class="_ _9"></span>jest <span class="_ _0"></span>realizowany <span class="_ _9"></span>przez <span class="_ _9"></span>Pion <span class="_ _9"></span>Finansowy <span class="_ _0"></span>T<span class="_ _0"></span>ESGAS <span class="_ _0"></span>S.A. <span class="_ _9"></span>oraz <span class="_ _9"></span>komórki <span class="_ _9"></span>finansowe </div><div class="t m0 x1 h4 y29d ff7 fs0 fc0 sc0 ls0 ws0">poszczególnych spółek <span class="_ _0"></span>z <span class="_ _0"></span>Grupy K<span class="_ _0"></span>apitałowej, któ<span class="_ _0"></span>ry jest <span class="_ _9"></span>kierowany przez Dyrektora <span class="_ _0"></span>ds. <span class="_ _0"></span>Finansowych, <span class="_ _0"></span>we <span class="_ _0"></span>współpracy <span class="_ _0"></span>z innymi </div><div class="t m0 x1 h4 y29e ff7 fs0 fc0 sc0 ls0 ws0">komórkami <span class="_ _1a"> </span>organizacyjnymi <span class="_ _1a"> </span>Grupy, <span class="_ _1a"> </span>które <span class="_ _15"> </span>me<span class="_ _0"></span>rytorycznie <span class="_ _1a"> </span>odpowiadają <span class="_ _1a"> </span>za <span class="_ _1a"> </span>dane <span class="_ _1a"> </span>niewynikające <span class="_ _1a"> </span>bezpośrednio <span class="_ _1a"> </span>z <span class="_ _1a"> </span>ksiąg </div><div class="t m0 x1 h4 y29f ff7 fs0 fc0 sc0 ls0 ws0">rachunkowych, a <span class="_ _1"></span>stanowią część sprawozdania <span class="_ _1"></span>finansowego. Ze <span class="_ _1"></span>względu na spe<span class="_ _1"></span>cyfikę prowadzo<span class="_ _0"></span>nej przez G<span class="_ _1"></span>rupę działalności, </div><div class="t m0 x1 h2 y2a0 ff7 fs0 fc0 sc0 ls0 ws0">istotną rolę przy sporządzaniu sprawozdania finansowego odgrywa Dział Finansowy.<span class="ff1"> </span></div><div class="t m0 x1 h7 y64f ff12 fs0 fc0 sc0 ls0 ws0">−<span class="ff4"> <span class="_ _d"> </span><span class="ff7">Grupa  Kapitałowa, <span class="_ _3"> </span>zgodnie  z <span class="_ _3"> </span>MSSF  15 <span class="_ _3"> </span>„Przychody <span class="_ _3"> </span>z  umów <span class="_ _3"> </span>z <span class="_ _3"> </span>klien<span class="_ _1"></span>tami”, <span class="_ _3"> </span>zobowiązana  jest <span class="_ _3"> </span>do  odpowiedniego </span></span></div><div class="t m0 xe9 h4 y650 ff7 fs0 fc0 sc0 ls0 ws0">przypisania <span class="_ _1"></span>przychodów <span class="_ _1"></span>i <span class="_ _1"></span>kosztów <span class="_ _14"></span>związanych z <span class="_ _14"></span>umow<span class="_ _0"></span>ą <span class="_ _14"></span>do poszczeg<span class="_ _1"></span>ólnych <span class="_ _1"></span>okresów, w <span class="_ _14"></span>których wyk<span class="_ _1"></span>onywane <span class="_ _1"></span>są <span class="_ _1"></span>prace </div><div class="t m0 xe9 h4 y651 ff7 fs0 fc0 sc0 ls0 ws0">budowlane. Dlatego <span class="_ _0"></span>też <span class="_ _0"></span>znaczącym <span class="_ _0"></span>czynnikiem <span class="_ _0"></span>z<span class="_ _0"></span>mniejszającym ry<span class="_ _0"></span>zyko <span class="_ _0"></span>jest prawi<span class="_ _0"></span>dłowa <span class="_ _0"></span>i rzetelna <span class="_ _0"></span>ocena <span class="_ _0"></span>oraz <span class="_ _0"></span>analiza </div><div class="t m0 xe9 h4 y652 ff7 fs0 fc0 sc0 ls0 ws0">realizowanych <span class="_ _9"></span>kontraktów <span class="_ _9"></span>długoterminowych, <span class="_ _8"></span>w <span class="_ _9"></span>szczególności <span class="_ _9"></span>ich <span class="_ _9"></span>budżetów. <span class="_ _8"></span>Budżety <span class="_ _9"></span>poszczególnych <span class="_ _9"></span>kontraktów </div><div class="t m0 xe9 h4 y653 ff7 fs0 fc0 sc0 ls0 ws0">sporządzane <span class="_ _5"> </span>są <span class="_ _5"> </span>zgodnie <span class="_ _5"> </span>z<span class="_ _0"></span> <span class="_ _5"> </span>najlepszą <span class="_ _5"> </span>w<span class="_ _0"></span>iedzą <span class="_ _5"> </span>i <span class="_ _5"> </span>doświadczeniem <span class="_ _5"> </span>k<span class="_ _0"></span>oordynatorów <span class="_ _5"> </span>zadań. <span class="_ _5"> </span>W<span class="_ _0"></span>  <span class="ff3">trakcie <span class="_ _5"> </span>przygotowania <span class="_ _5"> </span>i </span></div><div class="t m0 xe9 h4 y654 ff7 fs0 fc0 sc0 ls0 ws0">realizacji projektów, poszczególne bud<span class="_ _1"></span>żety są analizowane i aktualizowane przez osoby za nie odpowiedzialne<span class="_ _0"></span><span class="ff3">,  </span></div><div class="t m0 x1 h7 y224 ff12 fs0 fc0 sc0 ls0 ws0">−<span class="ff4"> <span class="_ _d"> </span><span class="ff3">d<span class="ff7">ane <span class="_ _0"></span>finansow<span class="_ _0"></span>e <span class="_ _9"></span>będące <span class="_ _0"></span>podstawą <span class="_ _9"></span>sprawozdań <span class="_ _9"></span>finansowych <span class="_ _0"></span>i <span class="_ _9"></span>rap<span class="_ _0"></span>ortów <span class="_ _9"></span>okresowych <span class="_ _9"></span>pochodzą <span class="_ _0"></span>ze <span class="_ _9"></span>stosowanej <span class="_ _9"></span>przez </span></span></span></div><div class="t m0 xe9 h4 y3dd ff7 fs0 fc0 sc0 ls0 ws0">Grupę <span class="_ _9"></span>miesięcznej <span class="_ _9"></span>sprawozdawczości <span class="_ _9"></span>finansowej <span class="_ _9"></span>i <span class="_ _9"></span>zarządczej. <span class="_ _9"></span>Pion <span class="_ _9"></span>F<span class="_ _0"></span>inansowy <span class="_ _9"></span>pod <span class="_ _9"></span>przewodnictwem <span class="_ _9"></span>Dyrektora <span class="_ _9"></span>ds. </div><div class="t m0 xe9 h4 y655 ff7 fs0 fc0 sc0 ls0 ws0">Finansowych <span class="_ _14"></span>po zamknięciu<span class="_ _1"></span> <span class="_ _14"></span>księgow<span class="_ _0"></span>ym <span class="_ _14"></span>każdego mies<span class="_ _1"></span>iąca <span class="_ _1"></span>kalendarzowego <span class="_ _14"></span>analizuje <span class="_ _1"></span>wspólne <span class="_ _14"></span>wyniki <span class="_ _14"></span>finansowe Grupy </div><div class="t m0 xe9 h4 y3df ff7 fs0 fc0 sc0 ls0 ws0">w <span class="_ _14"></span>porównaniu <span class="_ _14"></span>do <span class="_ _1"></span>założeń <span class="_ _14"></span>budżeto<span class="_ _0"></span>wych. <span class="_ _14"></span>Zidentyfikowane <span class="_ _14"></span>błędy <span class="_ _1"></span>korygowane <span class="_ _14"></span>są <span class="_ _1"></span>na <span class="_ _14"></span>bieżąco <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _14"></span>księgach <span class="_ _14"></span>poszczególnych </div><div class="t m0 xe9 h4 y656 ff3 fs0 fc0 sc0 ls0 ws0">s<span class="ff7">półek Grupy zgodnie z przyjętą polityką rachunkowości. Proces ten podl<span class="_ _1"></span>ega nadzo<span class="_ _0"></span>rowi ze strony Zarządu<span class="ff3">, </span></span></div><div class="t m0 x1 h7 y657 ff12 fs0 fc0 sc0 ls0 ws0">−<span class="ff4"> <span class="_ _d"> </span><span class="ff3">p<span class="ff7">rzy <span class="_ _8"></span>prezentacji <span class="_ _8"></span>danych <span class="_ _8"></span>finansowych <span class="_ _8"></span>Spółka <span class="_ _5"> </span>stosuje <span class="_ _8"></span>spójne<span class="_ _1"></span>, <span class="_ _8"></span>określone <span class="_ _8"></span>zasady <span class="_ _8"></span>rachunkowo<span class="_ _0"></span>ści <span class="_ _8"></span>zgodnie <span class="_ _8"></span>z <span class="_ _8"></span>zasadami </span></span></span></div><div class="t m0 xe9 h4 y658 ff7 fs0 fc0 sc0 ls0 ws0">wyceny i prezentacji stosowanymi w Grupie Kapitałowej TESGAS<span class="ff3 ls8">, <span class="ls0"> </span></span></div><div class="t m0 x1 h7 y659 ff12 fs0 fc0 sc0 ls0 ws0">−<span class="ff4"> <span class="_ _d"> </span><span class="ff3">o<span class="ff7">sobą <span class="_ _4"> </span>podpisującą <span class="_ _19"> </span>s<span class="_ _0"></span>prawozdanie</span> <span class="_ _4"> </span>finansowe <span class="_ _4"> </span><span class="ff7">jako <span class="_ _4"> </span>osoba <span class="_ _4"> </span>odpowiedzialna <span class="_ _19"> </span>za <span class="_ _4"> </span>s<span class="_ _0"></span>porządzenie <span class="_ _19"> </span>j<span class="_ _0"></span>ednostkowego <span class="_ _4"> </span>i </span></span></span></div><div class="t m0 xe9 h2 y65a ff3 fs0 fc0 sc0 ls0 ws0">skonsolidowanego sprawozdania finansowego, jest Dyrektor Finansowy TESGAS<span class="ls8">, </span><span class="ff1"> </span></div><div class="t m0 x1 h7 y65b ff12 fs0 fc0 sc0 ls0 ws0">−<span class="ff4"> <span class="_ _d"> </span><span class="ff3">o<span class="ff7">soby sporządzające sprawozdania finansowe, <span class="_ _0"></span>odpowiedzialne za <span class="_ _0"></span>kontrolę i koordynację p<span class="_ _0"></span>rocesu sprawozdawcz<span class="_ _0"></span>ego </span></span></span></div><div class="t m0 xe9 h4 y65c ff7 fs0 fc0 sc0 ls0 ws0">są specjalistami, którzy dysponują odpowiednią wie<span class="_ _1"></span>dzą i doświadczeniem w tym zakresie<span class="ff3 ls8">, <span class="ls0"> </span></span></div><div class="t m0 x1 h7 y65d ff12 fs0 fc0 sc0 ls0 ws0">−<span class="ff4"> <span class="_ _d"> </span><span class="ff3">w <span class="_ _5"> </span><span class="ff7">procesie <span class="_ _5"> </span>sporządzania <span class="_ _5"> </span>sprawozdań <span class="_ _8"></span>finansowyc<span class="_ _0"></span>h <span class="_ _5"> </span>jednym <span class="_ _8"> </span>z<span class="_ _0"></span> <span class="_ _5"> </span>podstawowych <span class="_ _5"> </span>elementów <span class="_ _5"> </span>kontroli <span class="_ _5"> </span>jest <span class="_ _5"> </span>weryfikacja </span></span></span></div><div class="t m0 xe9 h4 y65e ff7 fs0 fc0 sc0 ls0 ws0">sprawozdania  finansowego  przez<span class="_ _0"></span>  niezależnego  biegłego <span class="_ _3"> </span>rewidenta.  Do <span class="_ _3"> </span>zadań  audytora <span class="_ _3"> </span>należy  w<span class="_ _0"></span>  szczególności </div><div class="t m0 xe9 h4 y65f ff7 fs0 fc0 sc0 ls0 ws0">przegląd półrocznych sprawozdań finansowych oraz badanie rocznych sprawozdań finansowych<span class="ff3">, </span></div><div class="t m0 x1 h7 y660 ff12 fs0 fc0 sc0 ls0 ws0">−<span class="ff4"> <span class="_ _d"> </span><span class="ff7">Rada <span class="_ _0"></span>Nadzorcza <span class="_ _0"></span>Spółki <span class="_ _0"></span>dokonuje <span class="_ _0"></span>wyboru <span class="_ _0"></span>biegłego <span class="_ _0"></span>rewidenta <span class="_ _0"></span>spośród <span class="_ _9"></span>najkorzystni<span class="_ _1"></span>ejszych <span class="_ _0"></span>ofert <span class="_ _0"></span>renomo<span class="_ _0"></span>wanych <span class="_ _0"></span>firm </span></span></div><div class="t m0 xe9 h4 y661 ff7 fs0 fc0 sc0 ls0 ws0">audytorskich,  gwarantu<span class="_ _1"></span>jących  niezależność  oraz  wysokie <span class="_ _5"> </span>standardy  świadczonych  usług  i <span class="_ _e"> </span>spełnienie  stawianych </div><div class="t m0 xe9 h4 y662 ff7 fs0 fc0 sc0 ls0 ws0">wymagań. <span class="_ _9"></span>Obecna <span class="_ _9"></span>umowa <span class="_ _8"></span>na <span class="_ _9"></span>przeprowadzenie <span class="_ _9"></span>przeglądu <span class="_ _9"></span>oraz <span class="_ _8"></span>badan<span class="_ _1"></span>ia <span class="_ _9"></span>sprawozdania <span class="_ _9"></span>finansowego <span class="_ _8"></span>przez <span class="_ _9"></span>biegłego </div><div class="t m0 xe9 h4 y663 ff7 fs0 fc0 sc0 ls0 ws0">rewidenta została zawarta w dniu <span class="ff3">17 lipca <span class="ls3">202</span>4 roku i dotyczy: </span></div><div class="t m0 xe9 h7 y664 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">przeglądu jednostkowego sprawozdania finansowego TESGAS S.A. za I półrocze <span class="_ _0"></span><span class="ff3 ls3">202<span class="ls0">4 i 2025 roku, </span></span></span></span></div><div class="t m0 xe9 h7 y319 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">przeglądu <span class="_ _9"></span>skonsolidowanego <span class="_ _9"></span>sprawozdania <span class="_ _9"></span>finansowego <span class="_ _9"></span>Grupy <span class="_ _0"></span>Kapitałowej <span class="_ _9"></span>TESGAS <span class="_ _9"></span>za <span class="_ _9"></span>I <span class="_ _9"></span>półrocze <span class="_ _9"></span><span class="ff3 ls3">202<span class="ls0">4 <span class="_ _9"></span><span class="ls10">i <span class="_ _8"></span></span></span>202<span class="ls0">5 </span></span></span></span></div><div class="t m0 xea h4 y31a ff3 fs0 fc0 sc0 ls0 ws0">roku,   </div><div class="t m0 xe9 h7 y665 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff3">badania jednostkowego sprawozdania fin<span class="_ _1"></span>ansowego TESGAS S.A. za rok <span class="_ _0"></span><span class="ls3">202</span>4 <span class="ls10">i <span class="ls3">202</span></span>5 oraz  </span></span></div><div class="t m0 xe9 h7 y666 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">badania skonsolidowanego sprawozdania finansowego Grupy Kapitałowej TESGAS za rok <span class="ff3 ls3">202<span class="ls0">4 <span class="ls10">i </span></span>202<span class="ls0">5. </span></span></span></span></div><div class="t m0 x1 h4 y667 ff7 fs0 fc0 sc0 ls0 ws0">Publikowane  roczne/półrocz<span class="_ _0"></span>ne  sprawozdania <span class="_ _3"> </span>finansowe  oraz <span class="_ _3"> </span>dane <span class="_ _3"> </span>finansowe  będące <span class="_ _3"> </span>podstawą <span class="_ _3"> </span>tej  sprawozdawc<span class="_ _0"></span>zości </div><div class="t m0 x1 h4 y357 ff7 fs0 fc0 sc0 ls0 ws0">poddawane <span class="_ _9"></span>są <span class="_ _8"></span>badaniu/przegląd<span class="_ _0"></span>owi <span class="_ _8"></span>audytora <span class="_ _8"></span>Spółki. <span class="_ _8"></span>Badaniu/p<span class="_ _1"></span>rzeglądowi <span class="_ _8"></span>podlega <span class="_ _9"></span>w<span class="_ _0"></span> <span class="_ _8"></span>szczególności <span class="_ _8"></span>adekwatność <span class="_ _9"></span>danych </div><div class="t m0 x1 h4 y668 ff3 fs0 fc0 sc0 ls0 ws0">finansowych oraz z<span class="_ _0"></span>akres koniecznyc<span class="ff7">h ujawnień. Wyniki badania r<span class="_ _0"></span>ocznego lub przeglądu półro<span class="_ _0"></span>cznego prezentowane są przez </span></div><div class="t m0 x1 h4 y669 ff7 fs0 fc0 sc0 ls0 ws0">audytora <span class="_ _14"></span>Zarządowi <span class="_ _14"></span>Spółki <span class="_ _1"></span>oraz <span class="_ _14"></span><span class="ff3">Radzie <span class="_ _14"></span>Nadzorczej<span class="ff7">. S<span class="_ _1"></span>prawozdania <span class="_ _14"></span>finansowe <span class="_ _14"></span>i <span class="_ _1"></span>raporty <span class="_ _14"></span>okresowe <span class="_ _14"></span>po zakończeniu<span class="_ _1"></span> <span class="_ _14"></span>badania <span class="_ _14"></span>przez<span class="_ _0"></span> </span></span></div><div class="t m0 x1 h4 y66a ff7 fs0 fc0 sc0 ls0 ws0">audytora przes<span class="_ _1"></span>yłane są do <span class="_ _1"></span>Członków <span class="ff3">Rady Nadzorczej </span>Spółki. <span class="_ _1"></span>Ponadto Dyr<span class="_ _1"></span>ektor ds. F<span class="_ _1"></span>inansowych przed <span class="_ _1"></span>zatwierdzeniem <span class="_ _1"></span>przez </div><div class="t m0 x1 h4 y614 ff7 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _9"></span>okresowej <span class="_ _9"></span>sprawozdawczości <span class="_ _9"></span>finans<span class="_ _1"></span>owej <span class="_ _9"></span>do <span class="_ _9"></span>publikacji <span class="_ _9"></span>przeds<span class="_ _1"></span>tawia <span class="_ _9"></span><span class="ff3">R<span class="_ _0"></span>adzie <span class="_ _9"></span>Nadzorczej <span class="_ _9"></span>istotne <span class="_ _9"></span>aspekty <span class="_ _0"></span>kwartalnego, </span></div><div class="t m0 x1 h4 y66b ff7 fs0 fc0 sc0 ls0 ws0">półrocznego <span class="_ _8"></span>lub <span class="_ _9"></span>rocznego <span class="_ _8"></span>sprawozdania <span class="_ _9"></span>finansowego <span class="_ _8"></span>–<span class="ff3"> <span class="_ _8"></span></span>w <span class="_ _9"></span>szcz<span class="_ _0"></span>ególności <span class="_ _9"></span>ewentualne <span class="_ _9"></span>z<span class="_ _0"></span>miany <span class="_ _9"></span>zasa<span class="_ _0"></span>d <span class="_ _9"></span>rachunkowości, <span class="_ _8"></span>ważne </div><div class="t m0 x1 h4 y66c ff7 fs0 fc0 sc0 ls0 ws0">oszacowania i osądy księgowe, istotne ujawnienia i tr<span class="_ _1"></span>ansakcje gospodarcze. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y616 ff7 fs0 fc0 sc0 ls0 ws0">Zarządzanie <span class="_ _0"></span>ryzykiem <span class="_ _0"></span>Grupy <span class="_ _9"></span>Kapitałowej <span class="_ _0"></span>TESGAS <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>odniesieniu <span class="_ _0"></span>d<span class="_ _0"></span>o <span class="_ _9"></span>procesu<span class="_ _1"></span> <span class="_ _0"></span>sporządzania <span class="_ _9"></span>sprawozdań <span class="_ _0"></span>finansowych <span class="_ _0"></span>o<span class="_ _0"></span>dbywa<span class="_ _1"></span> </div><div class="t m0 x1 h4 y378 ff7 fs0 fc0 sc0 ls0 ws0">się  poprzez <span class="_ _3"> </span>identyfikację  i <span class="_ _3"> </span>ocenę <span class="_ _3"> </span>obszarów <span class="_ _3"> </span>ryzyka  w<span class="_ _0"></span>raz  z <span class="_ _3"> </span>jednoczesnym  definiowaniem <span class="_ _3"> </span>działań  niezbędnych <span class="_ _3"> </span>do  jego </div><div class="t m0 x1 h4 y66d ff3 fs0 fc0 sc0 ls0 ws0">ograniczenia lub wyeliminowani<span class="lsa">a.</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 xb y3f w4 h9" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA6IAAAXuCAIAAAD+0AL9AAAACXBIWXMAABYlAAAWJQFJUiTwAAAax0lEQVR42uzawW3bShSGUfJhlkwbauO6jrSROtJG6tAtQA2oATfA/X2LBAYhGw+kAz2PRuesJGDsxT8y8kXgXFXTNE3TlJkTAAAMoW3fRIRF4IFkpj9bAPjwn8h/rAAAwHhkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMNQEAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAgOHMVfX7VWaaAwCAMbTtm4iwCDyQzPRni08mPj/w4QfJQwsAAAxI5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXBMAACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AADQv7mqfr/KTHMAADCGtn0TERaBB5KZ/mwB4MN/Ij20AADAgGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMw1AQAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQCA4cxV9efVPJsDAIDRMhcAAIbhoQUAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmWsCAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHNNAACAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAA9K3tP5qZ9gIA4KtExF0yd5qmlx+/7Pve+ed3y+CT4Fpxd7hc7n3vh857aAEAgAHJXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZawIAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAADoxVxVO49mpr0AAPgqEbH/cLvfr34emWkZfBJcK+4Ol8u97/3QeQ8tAAAwIJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHNNAACAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAADuZq6qnUcz014AAHyViNh/uN3vVz+PzLQMPgmuFXeHy+Xe937ovIcWAAAYkMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkmAABA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAgF60Q6fXdTWZZfBJcK24O1wu/fNtLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMNQEAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAuJu5qqwAAMBgDnybm5n2sgw+Ca4Vd4fL5SHu3UMLAAAMSOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwTAAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAQC/aodPruprMMvgkuFbcHS6X/vk2FwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmmgAAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAA3E07dHpZFpNZBp8E14q7w+XSP9/mAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcEwAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAAPvNVbXzaGbaCwCArxIR+w+3g7/6xb4AAPz/Ms+HzntoAQCAAclcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJlrAgAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAOC5tUOnM88mAwCgf3NVWQEAgMF4aAEAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5poAAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAPyVtv9oZtoLAIBuRcRnMneappcfv8z3EM4/v7ss94sNTWpP3Oyzzbt966EFAAAGJHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZK4JAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAADYZ66qnUcz014AAHQrIt5et0//JJ1b19UIo1qWxf3a0KT2xM1y43K5bN96aAEAgAHJXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZawIAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAAAyFwCAZ9BMMKplWYzgfrGhSe2Jm5W5jOZ6vRphVKfTyf3a0KT2xM3y3zy0AACAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzTQAAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCAIDMBQDgKcxVtfNoZkaEyQAA6NBNrDaLDPx/GBOMq9yvDU1qT9ws75y3bzy0AADAgGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMw1AQAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAODJzVW182hm2gsAgG5FxNvr9umfpHPruhphVMuyuF8bmtSeuFluXC6X7VsPLQAAMCCZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzTQAAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwDAc2gmGNWyfDPCuMr92tCk9sTN8s55+8a3uQAADEjmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcEwAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAACe3FxVO49mpr0AAOhWRLy9bp/+STp3vV6NMKrT6eR+bWhSe+JmufH6+rp966EFAAAGJHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZK4JAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQCgZ3NV7TyamRFhMgAAOnQTq80iA/8fxgTjKvdrQ5PaEzfLO+ftGw8tAAAwIJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHNNAACAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAcMRcVTuPZqa9HkhEGAEAkLkAADAODy0AACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwTAAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFz4t906NAIAgEEgdt1/aDoDV1OReAzqAQBkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQCAo3EBAADPJWknC917blyFwRHgAAAAAElFTkSuQmCC"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">56</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 hf y47 ff1 fs0 fc0 sc0 ls3 ws0">5.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Wskazanie akcjonariuszy posiadających bezpo<span class="_ _1"></span>średnio lub pośrednio znaczne pakiety akcji wraz ze wskazaniem </span></span></div><div class="t m0 x29 h2 y8d ff2 fs0 fc0 sc0 ls0 ws0">liczby posiadanych przez te podmioty akcji, i<span class="_ _1"></span>ch procentowego udziału w kapitale zakładowym, liczby głosów z nich </div><div class="t m0 x29 h2 yd7 ff2 fs0 fc0 sc0 ls0 ws0">wynikających i ich procentowego udzi<span class="_ _1"></span>ału w ogólnej liczbie głosów na walnym zgromadzeniu<span class="ff1"> </span></div><div class="t m0 x1 h4 y8e ff7 fs0 fc0 sc0 ls0 ws0">Kapitał <span class="_ _0"></span>akcyjny <span class="_ _9"></span>Spółki <span class="_ _0"></span>wynosi <span class="_ _0"></span>na <span class="_ _9"></span>dzień <span class="_ _0"></span>31.12.<span class="_ _0"></span><span class="ff3 ls3">202<span class="ls0">4 <span class="_ _0"></span></span></span>oraz<span class="_ _0"></span> <span class="_ _0"></span>na <span class="_ _9"></span>dzień <span class="_ _0"></span>sporządzenia <span class="_ _9"></span>raportu <span class="_ _0"></span>okresowego <span class="_ _0"></span>za <span class="_ _8"></span><span class="ff3 ls3">202<span class="ls0">4 <span class="_ _0"></span>rok <span class="_ _9"></span>11.350 <span class="_ _0"></span>tys. </span></span></div><div class="t m0 x1 h4 y8f ff7 fs0 fc0 sc0 ls0 ws0">PLN i dzieli się na:<span class="ff3"> </span></div><div class="t m0 x14 h7 y66e ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff3">3 <span class="ls3">675</span> <span class="ff7">tys. akcji imiennych o wartości nominalnej 1 PLN każda, uprzywilejowanych co do głosu, </span> </span></span></div><div class="t m0 x14 h7 y91 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff3">7 <span class="ls3">675</span> <span class="ff7">tys. akcji zwykłych na okaziciela o wartości nominalnej 1 PLN każda.</span> </span></span></div><div class="t m0 x1 h4 y4f2 ff7 fs0 fc0 sc0 ls0 ws0">Jedna akcja uprzywilejowana uprawnia do dwóch głosów na Walnym Zgromadzeniu Akcjonariu<span class="_ _1"></span>szy.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y93 ff7 fs0 fc0 sc0 ls0 ws0">Akcje uprzywilejowane co do głosu, w liczbie <span class="ff3">3 <span class="ls3">675</span> </span>tys. znajdują się w posiadaniu<span class="ff3"> Prezesa </span>Zarządu Włodzimierz<span class="ff3">a Kocik<span class="lsa">a.</span> </span></div><div class="t m0 x1 h2 yaa ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y66f ff2 fs0 fc0 sc0 ls0 ws0">Tabela 23. Kapitał akcyjny TESGAS S.A. na dzień 31 grudnia <span class="ff1 ls3">202<span class="ls0">4 </span></span>roku oraz na dzień przekazania raportu rocznego za </div><div class="t m0 x1 h2 y670 ff2 fs0 fc0 sc0 ls0 ws0">okres 12 miesięcy zakończony 31 grudnia <span class="ff1 ls3">202<span class="ls0">4 roku </span></span></div></div><div class="c x15 y671 w57 h73"><div class="t m0 xc h2 yf8 ff1 fs0 fc1 sc0 ls0 ws0">Seria </div><div class="t m0 xc h2 y41 ff1 fs0 fc1 sc0 ls0 ws0">akcji </div></div><div class="c x70 y671 w58 h73"><div class="t m0 xc h2 y672 ff1 fs0 fc1 sc0 ls0 ws0">Rodzaj akcji </div></div><div class="c xeb y671 w59 h73"><div class="t m0 xc h2 y672 ff1 fs0 fc1 sc0 ls0 ws0">Liczba akcji  </div></div><div class="c xec y671 w5a h73"><div class="t m0 xa h2 yf8 ff2 fs0 fc1 sc0 ls0 ws0">Wartość </div><div class="t m0 xa h2 y41 ff1 fs0 fc1 sc0 ls0 ws0">nominalna akcji </div></div><div class="c x56 y671 w5b h73"><div class="t m0 xc h2 yf8 ff2 fs0 fc1 sc0 ls0 ws0">Liczba głosów na </div><div class="t m0 xc h2 y41 ff1 fs0 fc1 sc0 ls0 ws0">WZA </div></div><div class="c x6b y671 w5c h73"><div class="t m0 xc h2 yf8 ff2 fs0 fc1 sc0 ls0 ws0">Sposób pokrycia </div><div class="t m0 xc h2 y41 ff2 fs0 fc1 sc0 ls0 ws0">kapitału<span class="ff1"> </span></div></div><div class="c x15 y673 w57 h74"><div class="t m0 x1e h2 yf4 ff1 fs0 fc0 sc0 ls0 ws0">A </div></div><div class="c x70 y673 w58 h74"><div class="t m0 x19 h4 y674 ff3 fs0 fc0 sc0 ls0 ws0">uprzywilejowane co </div><div class="t m0 x35 h4 y675 ff7 fs0 fc0 sc0 ls0 ws0">do głosu<span class="ff3"> </span></div></div><div class="c xeb y673 w59 h74"><div class="t m0 x27 h4 yf4 ff3 fs0 fc0 sc0 ls0 ws0">3.<span class="ls3">675</span>.000 </div></div><div class="c xec y673 w5a h74"><div class="t m0 x28 h4 yf4 ff3 fs0 fc0 sc0 ls0 ws0">3.675.000 PLN </div></div><div class="c x56 y673 w5b h74"><div class="t m0 x27 h4 yf4 ff3 fs0 fc0 sc0 ls0 ws0">7.<span class="ls3">35</span>0.000 </div></div><div class="c x6b y673 w5c h74"><div class="t m0 xc5 h4 y674 ff7 fs0 fc0 sc0 ls0 ws0">zamiana udziałów </div><div class="t m0 x45 h4 y675 ff3 fs0 fc0 sc0 ls0 ws0">na akcje  </div></div><div class="c x15 y592 w57 h75"><div class="t m0 x1e h2 yf4 ff1 fs0 fc0 sc0 ls0 ws0">A </div></div><div class="c x70 y592 w58 h75"><div class="t m0 x9 h4 yf4 ff7 fs0 fc0 sc0 ls0 ws0">zwykłe na okaziciela<span class="ff3"> </span></div></div><div class="c xeb y592 w59 h75"><div class="t m0 x27 h4 yf4 ff3 fs0 fc0 sc0 ls0 ws0">1.325.000 </div></div><div class="c xec y592 w5a h75"><div class="t m0 x28 h4 yf4 ff3 fs0 fc0 sc0 ls0 ws0">1.325.000 PLN </div></div><div class="c x56 y592 w5b h75"><div class="t m0 x27 h4 yf4 ff3 fs0 fc0 sc0 ls0 ws0">1.325.000 </div></div><div class="c x6b y592 w5c h75"><div class="t m0 xc5 h4 y674 ff7 fs0 fc0 sc0 ls0 ws0">zamiana udziałów </div><div class="t m0 x36 h4 y676 ff3 fs0 fc0 sc0 ls0 ws0">na akcje </div></div><div class="c x15 y677 w57 h73"><div class="t m0 x1e h2 y672 ff1 fs0 fc0 sc0 ls0 ws0">B </div></div><div class="c x70 y677 w58 h73"><div class="t m0 x9 h4 y672 ff7 fs0 fc0 sc0 ls0 ws0">zwykłe na okaziciela<span class="ff3"> </span></div></div><div class="c xeb y677 w59 h73"><div class="t m0 x34 h4 y672 ff3 fs0 fc0 sc0 ls0 ws0">750.000 </div></div><div class="c xec y677 w5a h73"><div class="t m0 x39 h4 y672 ff3 fs0 fc0 sc0 ls0 ws0">750.000 PLN </div></div><div class="c x56 y677 w5b h73"><div class="t m0 x34 h4 y672 ff3 fs0 fc0 sc0 ls0 ws0">750.000 </div></div><div class="c x6b y677 w5c h73"><div class="t m0 x45 h4 y672 ff7 fs0 fc0 sc0 ls0 ws0">gotówka<span class="ff3"> </span></div></div><div class="c x15 y678 w57 h73"><div class="t m0 x1e h2 y672 ff1 fs0 fc0 sc0 ls0 ws0">C </div></div><div class="c x70 y678 w58 h73"><div class="t m0 x9 h4 y672 ff7 fs0 fc0 sc0 ls0 ws0">zwykłe na okaziciela<span class="ff3"> </span></div></div><div class="c xeb y678 w59 h73"><div class="t m0 x34 h4 y672 ff3 fs0 fc0 sc0 ls0 ws0">300.000 </div></div><div class="c xec y678 w5a h73"><div class="t m0 x39 h4 y672 ff3 fs0 fc0 sc0 ls0 ws0">300.000 PLN </div></div><div class="c x56 y678 w5b h73"><div class="t m0 x34 h4 y672 ff3 fs0 fc0 sc0 ls0 ws0">300.000 </div></div><div class="c x6b y678 w5c h73"><div class="t m0 x45 h4 y672 ff7 fs0 fc0 sc0 ls0 ws0">gotówka<span class="ff3"> </span></div></div><div class="c x15 y679 w57 h75"><div class="t m0 xed h2 yf4 ff1 fs0 fc0 sc0 ls0 ws0">D </div></div><div class="c x70 y679 w58 h75"><div class="t m0 x9 h4 yf4 ff7 fs0 fc0 sc0 ls0 ws0">zwykłe na okaziciela<span class="ff3"> </span></div></div><div class="c xeb y679 w59 h75"><div class="t m0 x27 h4 yf4 ff3 fs0 fc0 sc0 ls0 ws0">1.300.000 </div></div><div class="c xec y679 w5a h75"><div class="t m0 x28 h4 yf4 ff3 fs0 fc0 sc0 ls0 ws0">1.300.000 PLN </div></div><div class="c x56 y679 w5b h75"><div class="t m0 x27 h4 yf4 ff3 fs0 fc0 sc0 ls0 ws0">1.300.000 </div></div><div class="c x6b y679 w5c h75"><div class="t m0 x45 h4 yf4 ff7 fs0 fc0 sc0 ls0 ws0">gotówka<span class="ff3"> </span></div></div><div class="c x15 y67a w57 h73"><div class="t m0 x1e h2 y672 ff1 fs0 fc0 sc0 ls0 ws0">E </div></div><div class="c x70 y67a w58 h73"><div class="t m0 x9 h4 y672 ff7 fs0 fc0 sc0 ls0 ws0">zwykłe na okaziciela<span class="ff3"> </span></div></div><div class="c xeb y67a w59 h73"><div class="t m0 x27 h4 y672 ff3 fs0 fc0 sc0 ls0 ws0">4.000.000 </div></div><div class="c xec y67a w5a h73"><div class="t m0 x28 h4 y672 ff3 fs0 fc0 sc0 ls0 ws0">4.000.000 PLN </div></div><div class="c x56 y67a w5b h73"><div class="t m0 x27 h4 y672 ff3 fs0 fc0 sc0 ls0 ws0">4.000.000 </div></div><div class="c x6b y67a w5c h73"><div class="t m0 x45 h4 y672 ff7 fs0 fc0 sc0 ls0 ws0">gotówka<span class="ff3"> </span></div></div><div class="c x15 y67b w5d h76"><div class="t m0 xc h2 y67c ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x70 y67b w5e h76"><div class="t m0 xc6 h2 y67c ff1 fs0 fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c xeb y67b w5b h76"><div class="t m0 xee h2 y67c ff1 fs0 fc0 sc0 ls3 ws0">11.350.000<span class="ls0"> </span></div></div><div class="c xec y67b w5f h76"><div class="t m0 x43 h2 y67c ff1 fs0 fc0 sc0 ls3 ws0">11.350.000 PLN<span class="ls0"> </span></div></div><div class="c xef y67b w60 h76"><div class="t m0 xee h2 y67c ff1 fs0 fc0 sc0 ls0 ws0">15.<span class="ls3">025.000</span> </div></div><div class="c x6b y67b w61 h76"><div class="t m0 x5a h2 y67c ff1 fs0 fc0 sc0 ls9 ws0">----------<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hb y15b ff5 fs3 fc0 sc0 ls0 ws0">Źródło: Emiten<span class="_ _1"></span>t<span class="ff6"> </span></div><div class="t m0 x1 h4 y67d ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y67e ff1 fs0 fc0 sc0 ls0 ws0">Tabela 24<span class="ff2">. Wykaz akcjonariuszy Spółki dominującej posiadających znaczne pakiety akcji<span class="_ _1"></span> (powyżej 5%) na dzień 31 grudnia </span></div><div class="t m0 x1 h2 y661 ff1 fs0 fc0 sc0 ls3 ws0">202<span class="ls0">4 <span class="ff2">roku oraz na dzień przekazania raportu rocznego za okres 12 miesięcy zakońc<span class="_ _1"></span>zony 31 grudnia <span class="_ _0"></span><span class="ff1 ls3">202<span class="ls0">4 roku<span class="ff3"> </span></span></span></span></span></div></div><div class="c x15 y197 w62 h77"><div class="t m0 xc h2 y67f ff2 fs0 fc1 sc0 ls0 ws0">Imię i nazwisko </div><div class="t m0 xc h2 y462 ff1 fs0 fc1 sc0 ls0 ws0">akcjonariusza </div><div class="t m0 xc h2 y680 ff1 fs0 fc1 sc0 ls0 ws0">(nazwa, firma) </div></div><div class="c xf0 y197 w60 h77"><div class="t m0 xc h2 y462 ff1 fs0 fc1 sc0 ls0 ws0">Rodzaj akcji </div></div><div class="c xf1 y197 w3c h77"><div class="t m0 x9 h2 y462 ff1 fs0 fc1 sc0 ls0 ws0">Liczba akcji </div></div><div class="c xf2 y197 w63 h77"><div class="t m0 x1b h2 y67f ff2 fs0 fc1 sc0 ls0 ws0">Wartość </div><div class="t m0 xbf h2 y462 ff1 fs0 fc1 sc0 ls0 ws0">nominalna </div><div class="t m0 x38 h2 y680 ff1 fs0 fc1 sc0 ls0 ws0">akcji </div></div><div class="c x76 y197 w64 h77"><div class="t m0 x35 h2 y67f ff1 fs0 fc1 sc0 ls0 ws0">Liczba </div><div class="t m0 xa6 h2 y462 ff2 fs0 fc1 sc0 ls0 ws0">głosów na </div><div class="t m0 xee h2 y680 ff1 fs0 fc1 sc0 ls0 ws0">WZA </div></div><div class="c xf3 y197 w65 h77"><div class="t m0 xf4 h2 y67f ff2 fs0 fc1 sc0 ls0 ws0">% udział w </div><div class="t m0 xf5 h2 y462 ff1 fs0 fc1 sc0 ls0 ws0">kapitale </div><div class="t m0 xb1 h2 y680 ff2 fs0 fc1 sc0 ls0 ws0">zakładowym<span class="ff1"> </span></div></div><div class="c x79 y197 w66 h77"><div class="t m0 x40 h2 y681 ff2 fs0 fc1 sc0 ls0 ws0">% udział w </div><div class="t m0 xc6 h2 y682 ff1 fs0 fc1 sc0 ls0 ws0">liczbie </div><div class="t m0 x28 h2 y683 ff2 fs0 fc1 sc0 ls0 ws0">głosów na </div><div class="t m0 xd9 h2 y190 ff1 fs0 fc1 sc0 ls0 ws0">WZA </div></div><div class="c x15 y684 w62 h61"><div class="t m0 xc h4 y5a8 ff7 fs0 fc0 sc0 ls0 ws0">Włodzimierz </div><div class="t m0 xc h4 y5a7 ff3 fs0 fc0 sc0 ls0 ws0">Kocik </div><div class="t m0 xc h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xf0 y684 w60 h61"><div class="t m0 xc h4 y5bb ff3 fs0 fc0 sc0 ls0 ws0">Imienne </div><div class="t m0 xc h4 y5b6 ff3 fs0 fc0 sc0 ls0 ws0">uprzywilejowane </div></div><div class="c xf1 y684 w3c h61"><div class="t m0 xa6 h4 y5a7 ff3 fs0 fc0 sc0 ls0 ws0">3.<span class="ls3">675</span>.000 </div></div><div class="c xf2 y684 w63 h61"><div class="t m0 xa5 h4 y5a7 ff3 fs0 fc0 sc0 ls0 ws0">1,00 PLN </div></div><div class="c x76 y684 w64 h61"><div class="t m0 xa0 h4 y5a7 ff3 fs0 fc0 sc0 ls0 ws0">7.<span class="ls3">350</span>.000 </div></div><div class="c xf3 y684 w65 h61"><div class="t m0 x45 h4 y5a7 ff3 fs0 fc0 sc0 ls3 ws0">32,<span class="ls0">38% </span></div></div><div class="c x79 y684 w66 h61"><div class="t m0 xb1 h4 y5a7 ff3 fs0 fc0 sc0 ls0 ws0">48<span class="ls8">,9</span>2% </div></div><div class="c x15 y611 w62 h78"><div class="t m0 xc h4 y685 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xf0 y611 w60 h78"><div class="t m0 xc h4 y686 ff7 fs0 fc0 sc0 ls0 ws0">Zwykłe na </div><div class="t m0 xc h4 y600 ff3 fs0 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c xf1 y611 w3c h78"><div class="t m0 xc2 h4 y450 ff3 fs0 fc0 sc0 ls0 ws0">57.143 </div></div><div class="c xf2 y611 w63 h78"><div class="t m0 xa5 h4 y450 ff3 fs0 fc0 sc0 ls0 ws0">1,00 PLN </div></div><div class="c x76 y611 w64 h78"><div class="t m0 x54 h4 y450 ff3 fs0 fc0 sc0 ls0 ws0">57.143 </div></div><div class="c xf3 y611 w65 h78"><div class="t m0 x37 h4 y450 ff3 fs0 fc0 sc0 ls0 ws0">0,50% </div></div><div class="c x79 y611 w66 h78"><div class="t m0 xd7 h4 y450 ff3 fs0 fc0 sc0 ls0 ws0">0,38% </div></div><div class="c x15 y687 w62 h28"><div class="t m0 xc h2 y14e ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xf0 y687 w60 h28"><div class="t m0 xc h2 y190 ff1 fs0 fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c xf1 y687 w3c h28"><div class="t m0 xbf h2 y190 ff1 fs0 fc0 sc0 ls0 ws0">3.<span class="ls3">732.143</span> </div></div><div class="c xf2 y687 w63 h28"><div class="t m0 xa5 h2 y190 ff1 fs0 fc0 sc0 ls0 ws0">1,00 PLN </div></div><div class="c x76 y687 w64 h28"><div class="t m0 x40 h2 y190 ff1 fs0 fc0 sc0 ls0 ws0">7.4<span class="ls3">07.143</span> </div></div><div class="c xf3 y687 w65 h28"><div class="t m0 x3d h2 y190 ff1 fs0 fc0 sc0 ls0 ws0">32,88% </div></div><div class="c x79 y687 w66 h28"><div class="t m0 x54 h2 y190 ff1 fs0 fc0 sc0 ls0 ws0">49,30% </div></div><div class="c x15 yce w62 h79"><div class="t m0 xc h4 y688 ff3 fs0 fc0 sc0 ls0 ws0">Marzenna Kocik </div><div class="t m0 xc h4 y689 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xf0 yce w60 h79"><div class="t m0 xc h4 y5b3 ff7 fs0 fc0 sc0 ls0 ws0">Zwykłe na </div><div class="t m0 xc h4 y37e ff3 fs0 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c xf1 yce w3c h79"><div class="t m0 xa5 h4 y5a5 ff3 fs0 fc0 sc0 ls0 ws0">877.788 </div></div><div class="c xf2 yce w63 h79"><div class="t m0 xa5 h4 y5a5 ff3 fs0 fc0 sc0 ls0 ws0">1,00 PLN </div></div><div class="c x76 yce w64 h79"><div class="t m0 xed h4 y5a5 ff3 fs0 fc0 sc0 ls0 ws0">877.788 </div></div><div class="c xf3 yce w65 h79"><div class="t m0 x37 h4 y5a5 ff3 fs0 fc0 sc0 ls3 ws0">7,73<span class="ls0">% </span></div></div><div class="c x79 yce w66 h79"><div class="t m0 x20 h4 y5a5 ff3 fs0 fc0 sc0 ls0 ws0">5,84%% </div></div><div class="c x15 y68a w62 h28"><div class="t m0 xc h2 y14e ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xf0 y68a w60 h28"><div class="t m0 xc h2 y190 ff1 fs0 fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c xf1 y68a w3c h28"><div class="t m0 xa5 h2 y190 ff1 fs0 fc0 sc0 ls3 ws0">877.788<span class="ls0"> </span></div></div><div class="c xf2 y68a w63 h28"><div class="t m0 xa5 h2 y190 ff1 fs0 fc0 sc0 ls0 ws0">1,00 PLN </div></div><div class="c x76 y68a w64 h28"><div class="t m0 xed h2 y190 ff1 fs0 fc0 sc0 ls3 ws0">877.788<span class="ls0"> </span></div></div><div class="c xf3 y68a w65 h28"><div class="t m0 x37 h2 y190 ff1 fs0 fc0 sc0 ls0 ws0">7,73% </div></div><div class="c x79 y68a w66 h28"><div class="t m0 xc0 h2 y190 ff1 fs0 fc0 sc0 ls0 ws0">5,84% </div></div><div class="c x15 y68b w62 h7a"><div class="t m0 xc h4 ye6 ff3 fs0 fc0 sc0 ls0 ws0">NATIONALE </div><div class="t m0 xc h4 ye4 ff3 fs0 fc0 sc0 ls0 ws0">NEDERLANDEN </div><div class="t m0 xc h4 ye7 ff3 fs0 fc0 sc0 ls0 ws0">otwarty fundusz </div><div class="t m0 xc h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">emerytalny </div></div><div class="c xf0 y68b w60 h7a"><div class="t m0 xc h4 y68c ff7 fs0 fc0 sc0 ls0 ws0">Zwykłe na </div><div class="t m0 xc h4 y18c ff3 fs0 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c xf1 y68b w3c h7a"><div class="t m0 xa6 h4 y68d ff3 fs0 fc0 sc0 ls0 ws0">1.250.000 </div></div><div class="c xf2 y68b w63 h7a"><div class="t m0 xa5 h4 y68d ff3 fs0 fc0 sc0 ls0 ws0">1,00 PLN </div></div><div class="c x76 y68b w64 h7a"><div class="t m0 xa0 h4 y68d ff3 fs0 fc0 sc0 ls0 ws0">1.250.000 </div></div><div class="c xf3 y68b w65 h7a"><div class="t m0 x45 h4 y68d ff3 fs0 fc0 sc0 ls0 ws0">11,01% </div></div><div class="c x79 y68b w66 h7a"><div class="t m0 xd7 h4 y68d ff3 fs0 fc0 sc0 ls0 ws0">8,32% </div></div><div class="c x15 y68e w62 h28"><div class="t m0 xc h2 y14e ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xf0 y68e w60 h28"><div class="t m0 xc h2 y190 ff1 fs0 fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c xf1 y68e w3c h28"><div class="t m0 xbf h2 y190 ff1 fs0 fc0 sc0 ls3 ws0">1.250.000<span class="ls0"> </span></div></div><div class="c xf2 y68e w63 h28"><div class="t m0 xa5 h2 y190 ff1 fs0 fc0 sc0 ls0 ws0">1,00 PLN </div></div><div class="c x76 y68e w64 h28"><div class="t m0 x40 h2 y190 ff1 fs0 fc0 sc0 ls3 ws0">1.250.000<span class="ls0"> </span></div></div><div class="c xf3 y68e w65 h28"><div class="t m0 x3d h2 y190 ff1 fs0 fc0 sc0 ls0 ws0">11,01% </div></div><div class="c x79 y68e w66 h28"><div class="t m0 xc0 h2 y190 ff1 fs0 fc0 sc0 ls0 ws0">8,32% </div></div></div><div class="pi" ></div></div><div id="pf39" class="pf w0 h0" ><div class="pc pc39 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">57</span> <span class="ls2">z <span class="ls3">68</span></span> </div></div><div class="c x15 y68f w62 h7b"><div class="t m0 xc h2 y690 ff2 fs0 fc1 sc0 ls0 ws0">Imię i nazwisko </div><div class="t m0 xc h2 y44f ff1 fs0 fc1 sc0 ls0 ws0">akcjonariusza </div><div class="t m0 xc h2 yf7 ff1 fs0 fc1 sc0 ls0 ws0">(nazwa, firma) </div></div><div class="c xf0 y68f w60 h7b"><div class="t m0 xc h2 y44f ff1 fs0 fc1 sc0 ls0 ws0">Rodzaj akcji </div></div><div class="c xf1 y68f w3c h7b"><div class="t m0 x9 h2 y44f ff1 fs0 fc1 sc0 ls0 ws0">Liczba akcji </div></div><div class="c xf2 y68f w63 h7b"><div class="t m0 x1b h2 y690 ff2 fs0 fc1 sc0 ls0 ws0">Wartość </div><div class="t m0 xbf h2 y44f ff1 fs0 fc1 sc0 ls0 ws0">nominalna </div><div class="t m0 xf4 h2 yf7 ff1 fs0 fc1 sc0 ls0 ws0">akcji </div></div><div class="c x76 y68f w64 h7b"><div class="t m0 x35 h2 y690 ff1 fs0 fc1 sc0 ls0 ws0">Liczba </div><div class="t m0 xa6 h2 y44f ff2 fs0 fc1 sc0 ls0 ws0">głosów na </div><div class="t m0 xee h2 yf7 ff1 fs0 fc1 sc0 ls0 ws0">WZA </div></div><div class="c xf3 y68f w65 h7b"><div class="t m0 xf4 h2 y690 ff2 fs0 fc1 sc0 ls0 ws0">% udział w </div><div class="t m0 xf5 h2 y44f ff1 fs0 fc1 sc0 ls0 ws0">kapitale </div><div class="t m0 xb1 h2 yf7 ff2 fs0 fc1 sc0 ls0 ws0">zakładowym<span class="ff1"> </span></div></div><div class="c x79 y68f w66 h7b"><div class="t m0 x40 h2 y681 ff2 fs0 fc1 sc0 ls0 ws0">% udział w </div><div class="t m0 xc6 h2 y691 ff1 fs0 fc1 sc0 ls0 ws0">liczbie </div><div class="t m0 x28 h2 y692 ff2 fs0 fc1 sc0 ls0 ws0">głosów na </div><div class="t m0 xd9 h2 y370 ff1 fs0 fc1 sc0 ls0 ws0">WZA </div></div><div class="c x15 y693 w62 h7c"><div class="t m0 xc h2 y694 ff3 fs0 fc0 sc0 ls0 ws0">PKO PTE S.A.<span class="ff1"> </span></div></div><div class="c xf0 y693 w60 h7c"><div class="t m0 xc h4 y695 ff7 fs0 fc0 sc0 ls0 ws0">Zwykłe na </div><div class="t m0 xc h2 y67c ff3 fs0 fc0 sc0 ls0 ws0">okaziciela<span class="ff1"> </span></div></div><div class="c xf1 y693 w3c h7c"><div class="t m0 xa6 h2 y696 ff3 fs0 fc0 sc0 ls0 ws0">1.250.000<span class="ff1"> </span></div></div><div class="c xf2 y693 w63 h7c"><div class="t m0 xa5 h2 y696 ff3 fs0 fc0 sc0 ls0 ws0">1,00 PLN<span class="ff1"> </span></div></div><div class="c x76 y693 w64 h7c"><div class="t m0 xa0 h2 y696 ff3 fs0 fc0 sc0 ls0 ws0">1.250.000<span class="ff1"> </span></div></div><div class="c xf3 y693 w65 h7c"><div class="t m0 x45 h2 y696 ff3 fs0 fc0 sc0 ls0 ws0">11,01%<span class="ff1"> </span></div></div><div class="c x79 y693 w66 h7c"><div class="t m0 xd7 h2 y696 ff3 fs0 fc0 sc0 ls0 ws0">8,32%<span class="ff1"> </span></div></div><div class="c x15 y697 w62 h28"><div class="t m0 xc h2 y14e ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xf0 y697 w60 h28"><div class="t m0 xc h2 y190 ff1 fs0 fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c xf1 y697 w3c h28"><div class="t m0 xbf h2 y190 ff1 fs0 fc0 sc0 ls3 ws0">1.250.000<span class="ls0"> </span></div></div><div class="c xf2 y697 w63 h28"><div class="t m0 xa5 h2 y190 ff1 fs0 fc0 sc0 ls0 ws0">1,00 PLN </div></div><div class="c x76 y697 w64 h28"><div class="t m0 x40 h2 y190 ff1 fs0 fc0 sc0 ls3 ws0">1.250.000<span class="ls0"> </span></div></div><div class="c xf3 y697 w65 h28"><div class="t m0 x3d h2 y190 ff1 fs0 fc0 sc0 ls0 ws0">11,01% </div></div><div class="c x79 y697 w66 h28"><div class="t m0 xc0 h2 y190 ff1 fs0 fc0 sc0 ls0 ws0">8,32% </div></div><div class="c x15 y698 w62 h7d"><div class="t m0 xc h4 ye4 ff3 fs0 fc0 sc0 ls0 ws0">VALUE Fundusz </div><div class="t m0 xc h4 y16f ff3 fs0 fc0 sc0 ls0 ws0">Inwestycyjny </div><div class="t m0 xc h4 ye8 ff7 fs0 fc0 sc0 ls0 ws0">Zamknięty<span class="ff3"> </span></div></div><div class="c xf0 y698 w60 h7d"><div class="t m0 xc h4 y16f ff7 fs0 fc0 sc0 ls0 ws0">Zwykłe na </div><div class="t m0 xc h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c xf1 y698 w3c h7d"><div class="t m0 xa5 h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">860.000 </div></div><div class="c xf2 y698 w63 h7d"><div class="t m0 xa5 h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">1,00 PLN </div></div><div class="c x76 y698 w64 h7d"><div class="t m0 xed h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">860.000 </div></div><div class="c xf3 y698 w65 h7d"><div class="t m0 x37 h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">7,58% </div></div><div class="c x79 y698 w66 h7d"><div class="t m0 xd7 h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">5,72% </div></div><div class="c x15 y699 w62 h7e"><div class="t m0 xc h2 y133 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xf0 y699 w60 h7e"><div class="t m0 xc h2 ye8 ff1 fs0 fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c xf1 y699 w3c h7e"><div class="t m0 xa5 h2 ye8 ff1 fs0 fc0 sc0 ls3 ws0">86.0<span class="ls0">0</span>00<span class="ls0"> </span></div></div><div class="c xf2 y699 w63 h7e"><div class="t m0 xa5 h2 ye8 ff1 fs0 fc0 sc0 ls0 ws0">1,00 PLN </div></div><div class="c x76 y699 w64 h7e"><div class="t m0 xed h2 ye8 ff1 fs0 fc0 sc0 ls3 ws0">860.000<span class="ls0"> </span></div></div><div class="c xf3 y699 w65 h7e"><div class="t m0 x37 h2 ye8 ff1 fs0 fc0 sc0 ls0 ws0">7,58% </div></div><div class="c x79 y699 w66 h7e"><div class="t m0 xc0 h2 ye8 ff1 fs0 fc0 sc0 ls0 ws0">5,72% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 hb y69a ff5 fs3 fc0 sc0 ls0 ws0">Źródło: Emiten<span class="_ _1"></span>t<span class="ff6"> </span></div><div class="t m0 x1 h4 y55d ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y55e ff3 fs0 fc0 sc0 ls0 ws0">Struktura akcjonariatu <span class="_ _1"></span>uaktualniana jest <span class="_ _1"></span>na podstawie <span class="ff7">formalnych zawiadomień od <span class="_ _1"></span>akcjonariuszy posiadających, <span class="_ _1"></span>co najmniej </span></div><div class="t m0 x1 h4 y55f ff7 fs0 fc0 sc0 ls0 ws0">5% <span class="_ _8"></span>ogólnej <span class="_ _9"></span>liczby <span class="_ _8"></span>głosów <span class="_ _9"></span>na <span class="_ _9"></span>W<span class="_ _0"></span>alnym <span class="_ _9"></span>Zgromadzeniu <span class="_ _9"></span>Akcjonariuszy <span class="_ _8"></span>Spółki <span class="_ _8"></span>oraz <span class="_ _9"></span>aktualizowana <span class="_ _8"></span>jest <span class="_ _9"></span>na <span class="_ _9"></span>podstawie <span class="_ _8"></span>listy <span class="_ _9"></span>osób </div><div class="t m0 x1 h4 y4d2 ff7 fs0 fc0 sc0 ls0 ws0">uprawnionych <span class="_ _4"> </span>do <span class="_ _4"> </span>udziału <span class="_ _4"> </span>w <span class="_ _4"> </span>walnym <span class="_ _4"> </span>zgromadzeniu <span class="_ _4"> </span>TESGAS <span class="_ _1d"> </span>S.A. <span class="_ _4"> </span>sporządzonej <span class="_ _4"> </span>p<span class="_ _0"></span>rzez <span class="_ _4"> </span>Krajowy <span class="_ _4"> </span>Depozyt <span class="_ _4"> </span>Pa<span class="_ _0"></span>pierów </div><div class="t m0 x1 h4 y69b ff7 fs0 fc0 sc0 ls0 ws0">Wartościowych.<span class="ff3">  </span></div><div class="t m0 x1 hb y69c ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y150 ff1 fs0 fc0 sc0 ls0 ws0">Rysunek <span class="ls3">14</span><span class="ff2">. Wykres Akcjonariatu TESGAS S.A. posiad<span class="_ _1"></span>ających powyżej 5% głosów na WZA<span class="ff1"> </span>na dzie<span class="_ _0"></span>ń 31.12.<span class="ff1 ls3">202<span class="ls0">4 </span></span></span></div><div class="t m0 x1 h7 y69d ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5f h7 y343 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y69e ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y198 ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y69f ff5 fs3 fc0 sc0 ls0 ws0">Źródło: Emiten<span class="_ _1"></span>t<span class="ff6"> </span></div><div class="t m0 x1 h2 y6a0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y6a1 ff1 fs0 fc0 sc0 ls3 ws0">6.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Wskazanie posiadaczy wszelkich papierów wartościo<span class="_ _1"></span>wych, które dają specjalne <span class="_ _0"></span><span class="ff1">uprawnienia kontrolne wraz z </span></span></span></div><div class="t m0 x29 h2 y6a2 ff2 fs0 fc0 sc0 ls0 ws0">opisem tych uprawnień<span class="ff1"> </span></div><div class="t m0 x1 h4 y6a3 ff7 fs0 fc0 sc0 ls0 ws0">Nie <span class="_ _0"></span>istnieją <span class="_ _9"></span>papiery <span class="_ _0"></span>w<span class="_ _0"></span>artościowe, <span class="_ _9"></span>które <span class="_ _0"></span>dają <span class="_ _9"></span>specjalne <span class="_ _0"></span>uprawnien<span class="_ _0"></span>ia <span class="_ _9"></span>kontrolne<span class="_ _1"></span> <span class="_ _9"></span>w <span class="_ _0"></span>stosunku <span class="_ _9"></span>do <span class="_ _9"></span>Spółki <span class="_ _0"></span>poza <span class="_ _9"></span>akcjami <span class="_ _9"></span>serii <span class="_ _0"></span>A <span class="_ _9"></span>w </div><div class="t m0 x1 h4 y6a4 ff3 fs0 fc0 sc0 ls0 ws0">liczbie <span class="_ _0"></span>3.675 <span class="_ _9"></span><span class="ff7">tys. <span class="_ _0"></span>sztuk, <span class="_ _0"></span>które <span class="_ _9"></span>są <span class="_ _0"></span>uprzywilejowane <span class="_ _0"></span>co <span class="_ _9"></span>do <span class="_ _0"></span>głosu <span class="_ _0"></span>(jedna <span class="_ _9"></span>akcja <span class="_ _0"></span>uprzywilejowana <span class="_ _0"></span>upraw<span class="_ _0"></span>nia <span class="_ _0"></span>do <span class="_ _9"></span>dwóch <span class="_ _0"></span>głosów <span class="_ _9"></span>n<span class="_ _1"></span>a </span></div><div class="t m0 x1 h4 y6a5 ff3 fs0 fc0 sc0 ls0 ws0">Walnym Zgromadzeniu Akcjonariuszy). Informacji na temat posiadaczy akcji serii A p<span class="_ _1"></span>rzedstawiono w punkcie 5 <span class="ff7">powyż<span class="_ _0"></span>ej. </span> </div><div class="t m0 x1 hf y6a6 ff1 fs0 fc0 sc0 ls3 ws0">7.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Wskazanie wszelkich ograniczeń odno<span class="_ _1"></span>śnie wykonywania prawa głosu, takich jak ograniczenie wykonywania prawa </span></span></div><div class="t m0 x29 h2 y6a7 ff2 fs0 fc0 sc0 ls0 ws0">głosu przez posiadaczy określonej części lub liczby głosów, ograniczeni<span class="_ _1"></span>a czasowe dotyczące wykonywanie prawa </div><div class="t m0 x29 h2 y6a8 ff2 fs0 fc0 sc0 ls0 ws0">głosu lub zapisy, zgodnie z którymi, przy współpracy Spółki, prawa kapitałowe związane z papierami wartościowymi </div><div class="t m0 x29 h2 y6a9 ff2 fs0 fc0 sc0 ls0 ws0">są oddzielone od posiadania papierów wartości<span class="_ _1"></span>owych <span class="ff1"> </span></div><div class="t m0 x1 h4 y6aa ff7 fs0 fc0 sc0 ls0 ws0">W Statucie<span class="_ _1"></span> Emitenta brak <span class="_ _1"></span>jest postanowień d<span class="_ _1"></span>otyczących ograniczenia wykonywania <span class="_ _1"></span>prawa głosu <span class="_ _1"></span>przez posiadaczy okreś<span class="_ _1"></span>lonej </div><div class="t m0 x1 h4 y6ab ff7 fs0 fc0 sc0 ls0 ws0">części lub liczby głosów.<span class="ff3"> </span></div></div><div class="c xf6 y6ac w67 h7f"><div class="t m0 xf7 h4 y6ad ff3 fs0 fc8 sc0 ls0 ws0">49,30%</div><div class="t m0 xd0 h4 y6ae ff3 fs0 fc8 sc0 ls0 ws0">5,84%</div><div class="t m0 x3 h4 y6af ff3 fs0 fc8 sc0 ls30 ws0">8,32%</div><div class="t m0 x3 h4 y6b0 ff3 fs0 fc8 sc0 ls30 ws0">8,32%</div><div class="t m0 xf8 h4 y6b1 ff3 fs0 fc8 sc0 ls30 ws0">5,72%</div><div class="t m0 xf9 h4 y6b2 ff3 fs0 fc8 sc0 ls0 ws0">22,50%</div><div class="t m0 xd8 h4 y6b3 ff7 fs0 fc9 sc0 ls0 ws0">Włodzimierz Kocik</div><div class="t m0 xfa h4 y6b4 ff3 fs0 fc9 sc0 ls0 ws0">Marzenna Kocik</div><div class="t m0 x19 h4 y6b5 ff3 fs0 fc9 sc0 ls0 ws0">Nationale Nederlanden Otwarty fundusz</div><div class="t m0 xb8 h4 y6b6 ff3 fs0 fc9 sc0 ls0 ws0">emerytalny</div><div class="t m0 x9 h4 y6b7 ff3 fs0 fc9 sc0 ls0 ws0">PKO Bankowy Powszechne Towarzystwo</div><div class="t m0 x5a h4 y6b8 ff3 fs0 fc9 sc0 ls0 ws0">Emerytalne S.A.</div><div class="t m0 x53 h80 y6b9 ff7 fsb fc9 sc0 ls0 ws0">VALUE Fundusz Inwestycyjny Zamknięty</div><div class="t m0 xfb h4 y6ba ff3 fs0 fc9 sc0 ls0 ws0">Pozostali</div></div></div><div class="pi" ></div></div><div id="pf3a" class="pf w0 h0" ><div class="pc pc3a w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">58</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 hf y47 ff1 fs0 fc0 sc0 ls3 ws0">8.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Wskazanie wszelkich ograniczeń dotyczących p<span class="_ _1"></span>rzenoszenia prawa własności papierów wartościowych<span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y71 ff7 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _5"> </span>z  § <span class="_ _5"> </span>11  Statutu <span class="_ _5"> </span>Spółki  TESGAS<span class="_ _1"></span>  S<span class="_ _1"></span>.A.  zbycie <span class="_ _5"> </span>akcji  imien<span class="_ _1"></span>nych  se<span class="_ _1"></span>rii <span class="_ _5"> </span>A  wymaga <span class="_ _e"> </span>zgody  Zarzą<span class="_ _1"></span>du. <span class="_ _5"> </span>Ponadto  każdemu <span class="_ _5"> </span>z </div><div class="t m0 x1 h4 y49 ff7 fs0 fc0 sc0 ls0 ws0">akcjonariuszy założycieli tj. Panu Włodzimierzowi Kocik, Pani Marzenn<span class="_ _1"></span>ie Kocik oraz Panu Piotrowi Majewskiemu, przysługuje </div><div class="t m0 x1 h4 y8e ff3 fs0 fc0 sc0 ls0 ws0">prawo pierwokupu nabycia akcji serii A.  </div><div class="t m0 x1 hf y4b ff1 fs0 fc0 sc0 ls3 ws0">9.<span class="ff8 ls0"> <span class="_ _11"> </span><span class="ff2">Opis zasad dotyczących powoływania i odwoływania o<span class="_ _1"></span>sób zarządzających oraz ich uprawnień, w szczególności </span></span></div><div class="t m0 x29 h2 ya7 ff2 fs0 fc0 sc0 ls0 ws0">prawo podjęcia decyzji o emisji lub wykupie akc<span class="_ _1"></span>ji <span class="ff1"> </span></div><div class="t m0 x1 h2 y1a4 ff7 fs0 fc0 sc0 ls0 ws0">Na dzień składania oświadczenia, tj. <span class="ff3">25 kwietnia 2025 roku, zasady </span>stosowane przez Emitenta są następujące:<span class="ff1"> </span></div><div class="t m0 x1 h4 y6bb ff7 fs0 fc0 sc0 ls0 ws0">Zarząd Spółki działa na podstawie Kodeksu Spółek Handl<span class="_ _1"></span>owych, Statutu oraz Regulaminu Zarządu.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y107 ff7 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _9"></span>z <span class="_ _8"> </span>postanowie<span class="_ _0"></span>niami <span class="_ _8"></span>Statutu <span class="_ _9"></span>Spół<span class="_ _0"></span>ki, <span class="_ _8"></span>zarząd <span class="_ _8"></span>jest <span class="_ _9"></span>w<span class="_ _0"></span>ieloosobowy <span class="_ _8"></span>i <span class="_ _9"></span>składa <span class="_ _8"></span>się <span class="_ _8"></span>od <span class="_ _8"></span>dwóch <span class="_ _8"></span>do <span class="_ _8"></span>sześciu <span class="_ _8"></span>członków, <span class="_ _8"></span>w <span class="_ _8"></span>tym: </div><div class="t m0 x1 h4 y108 ff7 fs0 fc0 sc0 ls0 ws0">prezesa <span class="_ _8"></span>zarządu, <span class="_ _5"> </span>od <span class="_ _8"></span>jednego <span class="_ _5"> </span>do <span class="_ _8"></span>trzech <span class="_ _5"> </span>wiceprezes<span class="_ _1"></span>ów <span class="_ _5"> </span>zarządu <span class="_ _8"></span>i <span class="_ _5"> </span>maksymalnie <span class="_ _8"></span>dwóch <span class="_ _8"> </span>c<span class="_ _0"></span>złonków <span class="_ _8"></span>zarządu, <span class="_ _5"> </span>powoływanych <span class="_ _8"></span>i </div><div class="t m0 x1 h4 y109 ff7 fs0 fc0 sc0 ls0 ws0">odwoływanych <span class="_ _0"></span>przez <span class="_ _9"></span>Radę <span class="_ _0"></span>Nadzorczą. <span class="_ _0"></span>Zarząd <span class="_ _9"></span>Spółki <span class="_ _0"></span>powoływany <span class="_ _0"></span>jest <span class="_ _9"></span>w <span class="_ _0"></span>ten <span class="_ _0"></span>sposób, <span class="_ _9"></span>że <span class="_ _0"></span>Rada <span class="_ _0"></span>Nadzorcza <span class="_ _9"></span>powołuje najpierw </div><div class="t m0 x1 h4 y10a ff7 fs0 fc0 sc0 ls0 ws0">prezesa <span class="_ _14"></span>z<span class="_ _0"></span>arządu, <span class="_ _1"></span>a <span class="_ _1"></span>następnie <span class="_ _1"></span>na <span class="_ _1"></span>jego <span class="_ _1"></span>wniosek <span class="_ _14"></span>wiceprezesów oraz <span class="_ _1"></span>członków <span class="_ _1"></span>zarządu. <span class="_ _14"></span>Czło<span class="_ _0"></span>nkiem <span class="_ _14"></span>z<span class="_ _0"></span>arządu <span class="_ _14"></span>moż<span class="_ _0"></span>e <span class="_ _1"></span>być <span class="_ _1"></span>tylko <span class="_ _1"></span>osoba </div><div class="t m0 x1 h4 y10b ff7 fs0 fc0 sc0 ls0 ws0">fizyczna, posiadająca pełną zdolność do czynnośc<span class="ff3">i prawnych.  </span></div><div class="t m0 x1 h4 y6bc ff7 fs0 fc0 sc0 ls0 ws0">Pierwszy <span class="_ _8"></span>Zarząd <span class="_ _5"> </span>powoływany <span class="_ _5"> </span>został <span class="_ _8"></span>przez <span class="_ _5"> </span>założycieli <span class="_ _8"></span>Spółki. <span class="_ _8"></span>Czł<span class="_ _0"></span>onkowie <span class="_ _8"></span>pierwszego <span class="_ _5"> </span>Zarządu <span class="_ _8"></span>zo<span class="_ _0"></span>stali <span class="_ _8"></span>powo<span class="_ _0"></span>łani <span class="_ _8"></span>uchwałą <span class="_ _5"> </span>o </div><div class="t m0 x1 h4 y6bd ff7 fs0 fc0 sc0 ls0 ws0">przekształceniu Spółki, <span class="_ _0"></span>o <span class="_ _0"></span>której mowa <span class="_ _0"></span>w <span class="_ _0"></span>§1 Statutu <span class="_ _0"></span>Emitenta. Czło<span class="_ _0"></span>nkowie pierwszego <span class="_ _0"></span>Zarządu powoł<span class="_ _0"></span>ani zostali <span class="_ _0"></span>na dwa <span class="_ _0"></span>lata, </div><div class="t m0 x1 h4 y77 ff7 fs0 fc0 sc0 ls0 ws0">a  członkowie  n<span class="_ _1"></span>astępnych  zarządów  powoływani  są <span class="_ _5"> </span>na  okres  trzech  lat.  W  przyp<span class="_ _1"></span>adku,  gdy  powołanie  członka <span class="_ _e"> </span>zarządu </div><div class="t m0 x1 h4 y1d4 ff7 fs0 fc0 sc0 ls0 ws0">następuje <span class="_ _e"> </span>w  trakcie <span class="_ _5"> </span>kadencji  zarządu, <span class="_ _5"> </span>pow<span class="_ _0"></span>ołuje <span class="_ _e"> </span>się  go <span class="_ _5"> </span>na  okres  d<span class="_ _1"></span>o  końca <span class="_ _5"> </span>t<span class="_ _0"></span>ej <span class="_ _e"> </span>kadencji. <span class="_ _e"> </span>Członkow<span class="_ _0"></span>ie <span class="_ _5"> </span>z<span class="_ _0"></span>arządu <span class="_ _5"> </span>mo<span class="_ _0"></span>gą  b<span class="_ _1"></span>yć </div><div class="t m0 x1 h4 y6be ff7 fs0 fc0 sc0 ls0 ws0">powoływani <span class="_ _0"></span>ponownie <span class="_ _0"></span>w <span class="_ _0"></span>skład <span class="_ _0"></span>zarządu <span class="_ _0"></span>na <span class="_ _9"></span>następne k<span class="_ _0"></span>adencje. <span class="_ _0"></span>O<span class="_ _0"></span>dwołanie <span class="_ _0"></span>poszczególnych <span class="_ _0"></span>lub <span class="_ _0"></span>wszystkich <span class="_ _0"></span>członków<span class="_ _0"></span> <span class="_ _0"></span>zarządu </div><div class="t m0 x1 h4 y56 ff7 fs0 fc0 sc0 ls0 ws0">może nastąpić w każdej chwili uchwałą Rady Nadzorczej. <span class="ff3"> </span></div><div class="t m0 x1 h4 y6bf ff7 fs0 fc0 sc0 ls0 ws0">Mandat członka zarządu wygasa:<span class="ff3"> </span></div><div class="t m0 x24 h7 y9c ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">z chwilą odwołania ze składu zarządu,<span class="ff3"> </span></span></span></div><div class="t m0 x24 h7 y6c0 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff3">z  dn<span class="_ _1"></span>iem  odb<span class="_ _1"></span>ycia  Walnego <span class="_ _5"> </span>Zgromadzenia  <span class="ff7">zatwierdzającego  sprawozdanie <span class="_ _5"> </span>finansow<span class="_ _0"></span>e <span class="_ _e"> </span>za  ostatn<span class="_ _1"></span>i  pełny <span class="_ _5"> </span>rok </span></span></span></div><div class="t m0 xe6 h4 y6c1 ff7 fs0 fc0 sc0 ls0 ws0">obrotowy pełnienia funkcji członka zarządu,<span class="ff3"> </span></div><div class="t m0 x24 h7 y6c2 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">z chwilą śmierci,<span class="ff3"> </span></span></span></div><div class="t m0 x24 h7 y6c3 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">z <span class="_ _0"></span>c<span class="_ _0"></span>hwilą <span class="_ _0"></span>złożenia <span class="_ _0"></span>rezygnacji; <span class="_ _9"></span>w <span class="_ _0"></span>przypadku <span class="_ _0"></span>rezygnacji <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>pełnienia <span class="_ _9"></span>funkcji <span class="_ _0"></span>czło<span class="_ _0"></span>nka <span class="_ _0"></span>zarządu, <span class="_ _0"></span>rezygnacja <span class="_ _9"></span>powinna </span></span></div><div class="t m0 xe6 h4 ye3 ff7 fs0 fc0 sc0 ls0 ws0">być doręczona Radzie Nadzorczej z kopią skierowaną do Zarządu.<span class="ff3"> </span></div><div class="t m0 x1 h4 y6c4 ff7 fs0 fc0 sc0 ls0 ws0">Uprawnienia osób zarządzających<span class="ff3"> </span></div><div class="t m0 x1 h4 y41c ff7 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _14"></span>Spółki TESGA<span class="_ _1"></span>S <span class="_ _14"></span>S.A. d<span class="_ _1"></span>ziała <span class="_ _1"></span>na <span class="_ _14"></span>podstawie <span class="_ _1"></span>Regulaminu <span class="_ _14"></span>Zarządu, zgodn<span class="_ _1"></span>ie <span class="_ _14"></span>z którym <span class="_ _14"></span>Zarząd <span class="_ _14"></span>reprezentuje <span class="_ _1"></span>Spółkę <span class="_ _14"></span>na zewnątrz<span class="_ _1"></span> </div><div class="t m0 x1 h4 y6c5 ff7 fs0 fc0 sc0 ls0 ws0">oraz składa w jej imieniu oświadczenia. <span class="ff3"> </span></div><div class="t m0 x1 h4 y6c6 ff7 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _14"></span>kieruje działaln<span class="_ _1"></span>ością <span class="_ _1"></span>Spółki <span class="_ _14"></span>podejmując <span class="_ _1"></span>uchwały <span class="_ _14"></span>we wszystki<span class="_ _1"></span>ch <span class="_ _14"></span>sprawach <span class="_ _1"></span>niezastrzeżonych <span class="_ _14"></span>dla Waln<span class="_ _1"></span>ego <span class="_ _14"></span>Zgromadzenia </div><div class="t m0 x1 h4 y6c7 ff3 fs0 fc0 sc0 ls0 ws0">lub Rady Nadzorczej. </div><div class="t m0 x1 h4 y6c8 ff7 fs0 fc0 sc0 ls0 ws0">Zarząd podejmuje uchwały dotyczące następujących zagadnień (projektów):<span class="ff3"> </span></div><div class="t m0 x24 h7 y6c9 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff3">wymaganych przepisami prawa, </span></span></div><div class="t m0 x24 h7 y6ca ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">wymaganych statutem Spółki,<span class="ff3"> </span></span></span></div><div class="t m0 x24 h7 y6cb ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">założeń dotyczących strategii Spółki,<span class="ff3"> </span></span></span></div><div class="t m0 x24 h7 y6cc ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">określenie struktury organizacyjnej,<span class="ff3"> </span></span></span></div><div class="t m0 x24 h7 y6cd ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">podejmowanie decyzji dotyczących istotnych projektów inwestycyjnych i s<span class="_ _1"></span>posobów ich finansowania,<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x24 h7 y6ce ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">ustalanie założeń polityki kadrowo –<span class="ff3"> </span>płacowej,<span class="ff3"> </span></span></span></div><div class="t m0 x24 h7 y6cf ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">wewnętrznego podziału kompetencji w ramach zarządu,<span class="ff3"> </span></span></span></div><div class="t m0 x24 h7 y6d0 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">innych ważnych spraw dotyczących Spółki.<span class="ff3"> </span></span></span></div><div class="t m0 x1 h4 y3c7 ff7 fs0 fc0 sc0 ls0 ws0">Prawo organu zarządzającego do podjęcia decyzji o emisji lub wykupie akcji<span class="ff3"> </span></div><div class="t m0 x1 h4 y2bb ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _8"></span>odniesieniu <span class="_ _8"></span>do <span class="_ _8"></span>prawa <span class="_ _8"></span>osób <span class="_ _5"> </span>zarządzających <span class="_ _8"></span>do <span class="_ _8"></span>podjęcia <span class="_ _8"></span>decyzji <span class="_ _8"></span>w <span class="_ _8"></span>przedmiocie <span class="_ _8"></span>emisji <span class="_ _8"></span>lub <span class="_ _8"></span>wykupu <span class="_ _8"></span>akcji, <span class="_ _5"> </span>Spółka <span class="_ _8"></span>stosuje </div><div class="t m0 x1 h4 y2bc ff7 fs0 fc0 sc0 ls0 ws0">obowiązujące <span class="_ _8"></span>w <span class="_ _5"> </span>tym <span class="_ _8"></span>zakresie <span class="_ _8"></span>prz<span class="_ _0"></span>episy <span class="_ _8"></span>ustawy <span class="_ _8"> </span>Ko<span class="_ _0"></span>deks <span class="_ _8"></span>spółek <span class="_ _8"> </span>ha<span class="_ _0"></span>ndlowych <span class="_ _8"></span>oraz <span class="_ _5"> </span>inne <span class="_ _8"></span>powszechnie <span class="_ _8"></span>o<span class="_ _0"></span>bowiązujące <span class="_ _8"></span>przepisy </div><div class="t m0 x1 h4 y2bd ff7 fs0 fc0 sc0 ls0 ws0">prawa mające zastosowanie <span class="ff3">w tym przedmiocie.  </span></div><div class="t m0 x1 hf y6d1 ff1 fs0 fc0 sc0 ls3 ws0">10.<span class="ff8 ls0"> <span class="_ _22"> </span><span class="ff2">Opis zasad zmiany statutu lub umowy Spółki<span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y6d2 ff7 fs0 fc0 sc0 ls0 ws0">Zmiany <span class="_ _14"></span>statutu Spółki <span class="_ _14"></span>dokonywane s<span class="_ _1"></span>ą <span class="_ _1"></span>zgodnie <span class="_ _14"></span>z zasadami <span class="_ _1"></span>wynikającymi <span class="_ _1"></span>z <span class="_ _1"></span>ustawy <span class="_ _14"></span>Kodeks spółek <span class="_ _14"></span>handlowych, <span class="_ _1"></span>tj. <span class="_ _1"></span>na <span class="_ _14"></span>podstawie </div><div class="t m0 x1 h4 y6d3 ff7 fs0 fc0 sc0 ls0 ws0">uchwały  walne<span class="_ _1"></span>go <span class="_ _e"> </span>zgromadzenia <span class="_ _e"> </span>i <span class="_ _e"> </span>wpisu <span class="_ _5"> </span>do  rejestru <span class="_ _5"> </span>przedsiębio<span class="_ _0"></span>rców  Krajo<span class="_ _1"></span>wego <span class="_ _e"> </span>Rejestru <span class="_ _5"> </span>Sądow<span class="_ _0"></span>ego. <span class="_ _e"> </span>Zgłoszenie <span class="_ _5"> </span>zmiany </div><div class="t m0 x1 h4 y6d4 ff7 fs0 fc0 sc0 ls0 ws0">statutu <span class="_ _9"></span>Spółki <span class="_ _8"></span>dokonywane <span class="_ _9"></span>jest <span class="_ _8"></span>z <span class="_ _8"></span>zachowaniem <span class="_ _9"></span>terminu <span class="_ _9"></span>określonego <span class="_ _8"></span>przez <span class="_ _9"></span>przepisy<span class="ff3"> <span class="_ _8"></span></span>powszechnie <span class="_ _8"></span>obowiązującego <span class="_ _8"></span>prawa.<span class="_ _1"></span> </div><div class="t m0 x1 h4 y6d5 ff7 fs0 fc0 sc0 ls0 ws0">Zgłoszenie określone <span class="_ _0"></span>w <span class="_ _0"></span>zdaniu p<span class="_ _0"></span>oprzednim dokonywane <span class="_ _0"></span>jest <span class="_ _0"></span>przez <span class="_ _0"></span>Zarząd <span class="_ _0"></span>Spółki z <span class="_ _0"></span>zac<span class="_ _0"></span>howaniem zasad re<span class="_ _0"></span>prezentacji Spółki. </div><div class="t m0 x1 h4 y54c ff7 fs0 fc0 sc0 ls0 ws0">Uchwały Spółki w<span class="_ _0"></span> przedmiocie zmiany jej statutu podejmowane <span class="_ _0"></span>są wymaganą <span class="_ _0"></span>większością głosów akcjonarius<span class="_ _0"></span>zy Spółki, <span class="_ _0"></span>przy </div><div class="t m0 x1 h4 y6d6 ff7 fs0 fc0 sc0 ls0 ws0">zachowaniu  postanowień  statutu  Spółki. <span class="_ _3"> </span>W  przewidzianych  przez <span class="_ _3"> </span>Spółkę  sytuacjach  Spółka  ko<span class="_ _0"></span>rzysta  także  z <span class="_ _3"> </span>instytucji </div><div class="t m0 x1 h4 y6d7 ff7 fs0 fc0 sc0 ls0 ws0">przewidzianej <span class="_ _8"></span>w <span class="_ _5"> </span>art. <span class="_ _5"> </span>430 <span class="_ _5"> </span>§5 <span class="_ _5"> </span>Kodeksu <span class="_ _8"></span>spółek <span class="_ _5"> </span>handlowych <span class="_ _5"> </span>udzielając <span class="_ _5"> </span>upoważnienia <span class="_ _5"> </span>Radzie <span class="_ _8"></span>Nadzorczej <span class="_ _5"> </span>Spółki <span class="_ _5"> </span>do <span class="_ _5"> </span>podjęcia </div><div class="t m0 x1 h4 y6d8 ff7 fs0 fc0 sc0 ls0 ws0">uchwały mającej za przedmiot ustalenie tekstu jednolitego statutu Spółki.<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf3b" class="pf w0 h0" ><div class="pc pc3b w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">59</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 hf y47 ff1 fs0 fc0 sc0 ls3 ws0">11.<span class="ff8 ls0"> <span class="_ _22"> </span><span class="ff1"> <span class="ff2">Sposób działania Walnego Zgromadzenia i jego zasadn<span class="_ _1"></span>icze uprawnienia oraz opis praw akcjonariuszy i sposo<span class="_ _1"></span>bu ich </span></span></span></div><div class="t m0 x29 h2 y48 ff2 fs0 fc0 sc0 ls0 ws0">wykonywania, w szczególności zasady wynikające z regulaminu<span class="_ _1"></span> Walnego <span class="ff1">Zgr<span class="_ _0"></span>omadzenia  </span></div><div class="t m0 x1 hf y72 ff1 fs0 fc0 sc0 ls3 ws0">11.1.<span class="ff8 ls0"> <span class="_ _22"> </span><span class="ff1">S<span class="ff2">posób działania Walnego Zgromadzenia</span> </span></span></div><div class="t m0 x1 h4 y73 ff7 fs0 fc0 sc0 ls0 ws0">Walne <span class="_ _1"></span>Zgromadzenie <span class="_ _14"></span>Spółki działa <span class="_ _14"></span>na podstawie <span class="_ _14"></span>ustawy Kodeks <span class="_ _14"></span>spół<span class="_ _0"></span>ek <span class="_ _1"></span>handlowych, <span class="_ _14"></span>Statutu Sp<span class="_ _1"></span>ółki o<span class="_ _1"></span>raz Re<span class="_ _1"></span>gulaminu <span class="_ _14"></span>Walnego </div><div class="t m0 x1 h4 y4b ff7 fs0 fc0 sc0 ls0 ws0">Zgromadzenia Spółki. <span class="ff3"> </span></div><div class="t m0 x1 h4 y61a ff7 fs0 fc0 sc0 ls0 ws0">Regulamin <span class="_ _0"></span>Walnego <span class="_ _0"></span>Zgromadzenia <span class="_ _9"></span>Spółki <span class="_ _0"></span>został <span class="_ _9"></span>przyjęty <span class="_ _0"></span>na <span class="_ _0"></span>podstaw<span class="_ _0"></span>ie <span class="_ _0"></span>uchwały <span class="_ _9"></span>nr <span class="_ _9"></span><span class="ff3 ls3">28<span class="ls0"> <span class="_ _0"></span>Zwyczajnego <span class="_ _0"></span>W<span class="_ _0"></span>alnego <span class="_ _0"></span>Zgromadzenia </span></span></div><div class="t m0 x1 h4 ya8 ff7 fs0 fc0 sc0 ls0 ws0">Spółki z dnia <span class="ff3 ls3">26 <span class="ls0">czerwca 2019 r. </span></span></div><div class="t m0 x1 h4 y92 ff7 fs0 fc0 sc0 ls0 ws0">Walne Zgromadzenia <span class="_ _0"></span>zwoływane <span class="_ _0"></span>jest przez <span class="_ _0"></span>Zarząd <span class="_ _0"></span>jako <span class="_ _0"></span>zwyczajne albo <span class="_ _0"></span>nadzwyczajne. <span class="_ _0"></span>Walne Zgromadzenia <span class="_ _0"></span>odbywają <span class="_ _0"></span>się w </div><div class="t m0 x1 h4 y93 ff7 fs0 fc0 sc0 ls0 ws0">Dąbrowie albo Wysogotowie, chyba, że <span class="_ _0"></span>w ogłoszeniu o zwołaniu Walnego Zgromadzenia oznaczo<span class="_ _0"></span>ne zostanie inne miejsce w </div><div class="t m0 x1 h4 yaa ff3 fs0 fc0 sc0 ls0 ws0">Poznaniu <span class="_ _9"></span>lub<span class="_ _1"></span> <span class="_ _9"></span>w <span class="_ _0"></span>Warszaw<span class="_ _0"></span>ie. <span class="_ _9"></span><span class="ff7">Walne <span class="_ _0"></span>Zgromadzenie <span class="_ _9"></span>zwołuje <span class="_ _9"></span>się <span class="_ _0"></span>przez <span class="_ _9"></span>ogłoszenie <span class="_ _0"></span>doko<span class="_ _0"></span>nywane <span class="_ _0"></span>na <span class="_ _9"></span>stronie <span class="_ _0"></span>internetow<span class="_ _0"></span>ej <span class="_ _0"></span>Spółki </span></div><div class="t m0 x1 h4 yab ff7 fs0 fc0 sc0 ls0 ws0">oraz  w <span class="_ _3"> </span>sposób  określony  dla  p<span class="_ _0"></span>rzekazywania  informacji  bieżących, <span class="_ _3"> </span>zgodnie  z  przepisami  ustaw<span class="_ _0"></span>y  o <span class="_ _3"> </span>ofercie  publicznej  i </div><div class="t m0 x1 h4 yac ff7 fs0 fc0 sc0 ls0 ws0">warunkach <span class="_ _8"></span>wprowadzania <span class="_ _8"></span>instrumentów <span class="_ _8"></span>finansowych <span class="_ _8"></span>do<span class="_ _0"></span><span class="ff3"> <span class="_ _8"></span></span>zorganizowanego <span class="_ _8"></span>systemu <span class="_ _8"></span>obrotu <span class="_ _8"></span>oraz <span class="_ _8"></span>o <span class="_ _8"> </span>spółkach <span class="_ _5"> </span>publicznych. </div><div class="t m0 x1 h4 yad ff7 fs0 fc0 sc0 ls0 ws0">Ogłoszenie <span class="_ _8"></span>powinno <span class="_ _8"></span>być <span class="_ _8"></span>dokona<span class="_ _0"></span>ne <span class="_ _8"></span>co <span class="_ _8"></span>najmniej <span class="_ _8"> </span>na <span class="_ _5"> </span>dwadzieścia <span class="_ _8"></span>sześć <span class="_ _8"></span>dni <span class="_ _5"> </span>przed <span class="_ _8"></span>terminem <span class="_ _8"></span>Walnego <span class="_ _8"></span>Zgromadzenia. <span class="_ _8"></span>Treść<span class="_ _0"></span> </div><div class="t m0 x1 h4 yae ff7 fs0 fc0 sc0 ls0 ws0">ogłoszenia formułowana jest zgodnie z postanowieniami art. 402</div><div class="t m0 x95 h30 y5fd ff3 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 x8d h4 yae ff3 fs0 fc0 sc0 ls0 ws0"> <span class="ff7">Kodeksu spółek handlowych.</span> </div><div class="t m0 x1 h4 yaf ff7 fs0 fc0 sc0 ls0 ws0">Walne Zgromadzenie <span class="_ _0"></span>może <span class="_ _0"></span>podejmować <span class="_ _0"></span>uchwały <span class="_ _0"></span>bez względu <span class="_ _0"></span>na <span class="_ _0"></span>liczbę <span class="_ _0"></span>reprezentowanych na <span class="_ _0"></span>nim <span class="_ _0"></span>akcji, <span class="_ _0"></span>jeżeli <span class="_ _0"></span>Statut S<span class="_ _0"></span>półki </div><div class="t m0 x1 h4 yb0 ff7 fs0 fc0 sc0 ls0 ws0">lub <span class="_ _5"> </span>prze<span class="_ _0"></span>pisy <span class="_ _5"> </span>Kodeksu  spółek <span class="_ _5"> </span>handlowych  nie<span class="_ _1"></span>  stanowią <span class="_ _5"> </span>inaczej.  Uchwały  Waln<span class="_ _1"></span>ego <span class="_ _e"> </span>Zgromadzenia <span class="_ _5"> </span>zapadają  bezwzględną </div><div class="t m0 x1 h4 y61b ff7 fs0 fc0 sc0 ls0 ws0">większością głosów oddanych, chyba, że bezwzględ<span class="_ _1"></span>nie obowiązujący przepis prawa lub Statu<span class="_ _1"></span>t wymagają dla powzięcia danej </div><div class="t m0 x1 h4 yb2 ff7 fs0 fc0 sc0 ls0 ws0">uchwały <span class="_ _9"></span>większości <span class="_ _0"></span>kwalifikowanej. <span class="_ _9"></span> <span class="_ _9"></span>W <span class="_ _0"></span>s<span class="_ _0"></span>prawach <span class="_ _9"></span>nieobjętych <span class="_ _0"></span>por<span class="_ _0"></span>ządkiem<span class="_ _0"></span><span class="ff3"> <span class="_ _9"></span></span>obrad <span class="_ _0"></span>ni<span class="_ _0"></span>e <span class="_ _9"></span>można <span class="_ _0"></span>podją<span class="_ _0"></span>ć <span class="_ _9"></span>uchwały, <span class="_ _9"></span>chyba <span class="_ _0"></span>że <span class="_ _9"></span>cały </div><div class="t m0 x1 h4 yb3 ff7 fs0 fc0 sc0 ls0 ws0">kapitał <span class="_ _5"> </span>zakładowy <span class="_ _5"> </span>jest <span class="_ _5"> </span>reprezento<span class="_ _0"></span>wany <span class="_ _5"> </span>na <span class="_ _5"> </span>Walnym <span class="_ _5"> </span>Zgromadzeniu, <span class="_ _5"> </span>a <span class="_ _e"> </span>nikt <span class="_ _5"> </span>z <span class="_ _5"> </span>o<span class="_ _0"></span>becnych <span class="_ _5"> </span>nie <span class="_ _5"> </span>zgłosił <span class="_ _e"> </span>sprzeciwu <span class="_ _5"> </span>dotyczącego </div><div class="t m0 x1 h4 y61c ff7 fs0 fc0 sc0 ls0 ws0">powzięcia uchwały.<span class="ff3"> </span></div><div class="t m0 x24 h7 ye2 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">Zwołanie Zwyczajnego Walnego Zgromadzen<span class="_ _1"></span>ia<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x1 h4 y6c0 ff7 fs0 fc0 sc0 ls0 ws0">Zwyczajne Walne <span class="_ _1"></span>Zgromadzenie odbywa s<span class="_ _1"></span>ię w <span class="_ _1"></span>ciągu sześciu <span class="_ _1"></span>miesięcy po u<span class="_ _1"></span>pływie każdeg<span class="_ _1"></span>o roku <span class="_ _1"></span>obrotowego. Jeżeli Zarząd <span class="_ _1"></span>nie </div><div class="t m0 x1 h4 y6c1 ff7 fs0 fc0 sc0 ls0 ws0">podejmie  uchwały <span class="_ _3"> </span>zwo<span class="_ _0"></span>łującej  Zw<span class="_ _0"></span>yczajne  Walne <span class="_ _3"> </span>Zgromadzenie <span class="_ _3"> </span>przed <span class="_ _3"> </span>upływem <span class="_ _3"> </span>piątego <span class="_ _3"> </span>miesiąca <span class="_ _3"> </span>od <span class="_ _3"> </span>zakończenia  roku </div><div class="t m0 x1 h4 y6c2 ff7 fs0 fc0 sc0 ls0 ws0">obrotowego <span class="_ _9"></span>albo <span class="_ _9"></span>zwoła <span class="_ _9"></span>je <span class="_ _9"></span>na <span class="_ _9"></span>dzień <span class="_ _9"></span>nie <span class="_ _9"></span>mieszcząc<span class="_ _0"></span>y <span class="_ _9"></span>się <span class="_ _9"></span>w <span class="_ _9"></span>terminie <span class="_ _9"></span>sześciu <span class="_ _9"></span>miesięcy <span class="_ _9"></span>po <span class="_ _9"></span>upływie <span class="_ _9"></span>każdego <span class="_ _9"></span>roku <span class="_ _9"></span>obrotowego, </div><div class="t m0 x1 h4 y6c3 ff7 fs0 fc0 sc0 ls0 ws0">prawo do zwołania Zwyczajnego Walnego Zgromadzenia przysługuje także Radzie<span class="_ _1"></span> Nadzorczej.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 ye3 ff7 fs0 fc0 sc0 ls0 ws0">Jeżeli stosownie <span class="_ _0"></span>do <span class="_ _0"></span>postanowień <span class="_ _0"></span>akapitu <span class="_ _0"></span>pierwszego <span class="_ _0"></span>powyżej z<span class="_ _0"></span>wołane <span class="_ _0"></span>zostaną dwa <span class="_ _0"></span>Zwyczajne <span class="_ _0"></span>Walne <span class="_ _0"></span>Zgromadzenia (je<span class="_ _0"></span>dno </div><div class="t m0 x1 h4 y30f ff7 fs0 fc0 sc0 ls0 ws0">przez <span class="_ _3"> </span>Zarząd <span class="_ _3"> </span>a <span class="_ _3"> </span>drugie <span class="_ _3"> </span>przez <span class="_ _3"> </span>Radę <span class="_ _3"> </span>Nadzorczą) <span class="_ _3"> </span>jako<span class="_ _0"></span> <span class="_ _3"> </span>Zwyczajne <span class="_ _3"> </span>Walne <span class="_ _3"> </span>Zgromadzenie <span class="_ _3"> </span>winno <span class="_ _3"> </span>się <span class="_ _3"> </span>odbyć <span class="_ _3"> </span>tylko <span class="_ _12"> </span>to  Walne </div><div class="t m0 x1 h4 y408 ff7 fs0 fc0 sc0 ls0 ws0">Zgromadzenie, <span class="_ _8"></span>które <span class="_ _5"> </span>zwołane <span class="_ _8"> </span>z<span class="_ _0"></span>ostało <span class="_ _5"> </span>na <span class="_ _8"></span>dzień <span class="_ _5"> </span>wcześniejszy <span class="_ _8"></span>i <span class="_ _5"> </span>tylko <span class="_ _5"> </span>to <span class="_ _8"> </span>Zgromadzenie <span class="_ _5"> </span>uprawnione <span class="_ _5"> </span>jest <span class="_ _8"></span>do <span class="_ _5"> </span>podejmowania </div><div class="t m0 x1 h4 y409 ff7 fs0 fc0 sc0 ls0 ws0">uchwał <span class="_ _9"></span>zastrzeżonych <span class="_ _9"></span>do <span class="_ _9"></span>kompetencji <span class="_ _9"></span><span class="ff3">Zwyczajnych <span class="_ _9"></span>Walnych <span class="_ _9"></span>Z</span>gro<span class="_ _0"></span>madzeń. <span class="_ _9"></span>Walne <span class="_ _9"></span>Zgromadzenie, <span class="_ _0"></span>k<span class="_ _0"></span>tóre <span class="_ _9"></span>zostało <span class="_ _9"></span>zwołane <span class="_ _9"></span>na </div><div class="t m0 x1 h4 y40a ff7 fs0 fc0 sc0 ls0 ws0">dzień <span class="_ _8"></span>późniejszy <span class="_ _8"></span>winno <span class="_ _5"> </span>się <span class="_ _8"></span>odbyć <span class="_ _8"></span>(jako<span class="_ _0"></span> <span class="_ _8"></span>Nadzwyczajne <span class="_ _8"></span>Walne <span class="_ _8"></span>Z<span class="_ _0"></span>gr<span class="_ _0"></span>omadzenie) <span class="_ _8"></span>tylko <span class="_ _8"></span>wó<span class="_ _0"></span>wczas, <span class="_ _8"></span>jeżeli <span class="_ _8"></span>porządek <span class="_ _5"> </span>obrad <span class="_ _8"></span>tegoż </div><div class="t m0 x1 h4 y40b ff7 fs0 fc0 sc0 ls0 ws0">Walnego <span class="_ _5"> </span>Zgromadzenia,  określony <span class="_ _5"> </span>przez  organ, <span class="_ _5"> </span>który  je <span class="_ _5"> </span>zwołał,  zawiera <span class="_ _5"> </span>punkty <span class="_ _5"> </span>nieobjęte  porządkiem <span class="_ _5"> </span>obrad  odbyteg<span class="_ _1"></span>o </div><div class="t m0 x1 h4 y40c ff3 fs0 fc0 sc0 ls0 ws0">Zwyczajnego Walnego Zgromadzenia.  </div><div class="t m0 x24 h7 y6c9 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">Zwołanie Nadzwyczajnego <span class="_ _0"></span>Walnego Zgromadzenia, <span class="_ _0"></span>w <span class="_ _0"></span>tym <span class="_ _0"></span>prawo akcj<span class="_ _0"></span>onariuszy do <span class="_ _0"></span>zwołania <span class="_ _0"></span>Nadzwyczajnego </span></span></div><div class="t m0 xe6 h4 y6ca ff7 fs0 fc0 sc0 ls0 ws0">Zgromadzenia, wystąpienia z żądaniem zwołania, umieszczenia określonych spraw w porządku obrad<span class="ff3"> </span></div><div class="t m0 x1 h4 y2b4 ff7 fs0 fc0 sc0 ls0 ws0">Nadzwyczajne <span class="_ _5"> </span>Walne <span class="_ _5"> </span>Zgromadzenie <span class="_ _5"> </span>zw<span class="_ _0"></span>ołuje <span class="_ _5"> </span>Zarząd <span class="_ _5"> </span>z <span class="_ _5"> </span>w<span class="_ _0"></span>łasnej <span class="_ _5"> </span>inicjatywy, <span class="_ _5"> </span>na <span class="_ _5"> </span>w<span class="_ _0"></span>niosek <span class="_ _5"> </span>Rady <span class="_ _5"> </span>Nadzorcz<span class="_ _0"></span>ej <span class="_ _5"> </span>albo <span class="_ _5"> </span>na <span class="_ _5"> </span>wniosek </div><div class="t m0 x1 h4 y2b5 ff7 fs0 fc0 sc0 ls0 ws0">akcjonariusza lub akcjonariuszy r<span class="_ _0"></span>eprezentujących co najmniej <span class="_ _0"></span>jedną dwudziestą ka<span class="_ _0"></span>pitału zakładowego Spółki. <span class="_ _0"></span>Nadzwyczajne </div><div class="t m0 x1 h4 y2b6 ff7 fs0 fc0 sc0 ls0 ws0">Walne <span class="_ _0"></span>Zgromadzenie <span class="_ _9"></span>może <span class="_ _9"></span>być <span class="_ _9"></span>zwołane <span class="_ _0"></span>przez <span class="_ _9"></span>Radę <span class="_ _0"></span>Nadzorczą, <span class="_ _9"></span>jeżeli<span class="_ _1"></span> <span class="_ _9"></span>uzna <span class="_ _0"></span>to <span class="_ _9"></span>za <span class="_ _9"></span>wskazane<span class="_ _1"></span> <span class="_ _9"></span>lub <span class="_ _0"></span>gdy <span class="_ _9"></span>Zarząd <span class="_ _9"></span>Sp<span class="_ _1"></span>ółki <span class="_ _9"></span>nie <span class="_ _0"></span>zwoła </div><div class="t m0 x1 h4 y2b7 ff7 fs0 fc0 sc0 ls0 ws0">Nadzwyczajnego <span class="_ _1"></span>Walnego <span class="_ _1"></span>Zgromadzenia <span class="_ _14"></span>w terminie d<span class="_ _1"></span>wóch tygodn<span class="_ _1"></span>i <span class="_ _1"></span>od <span class="_ _1"></span>dnia otrzymani<span class="_ _1"></span>a p<span class="_ _1"></span>isemnego wniosku<span class="_ _1"></span> <span class="_ _1"></span>Rady <span class="_ _1"></span>Nadzorczej </div><div class="t m0 x1 h4 y2b8 ff7 fs0 fc0 sc0 ls0 ws0">o <span class="_ _14"></span>jego <span class="_ _1"></span>zwołanie. <span class="_ _14"></span>Prawo <span class="_ _14"></span>zwoł<span class="_ _0"></span>ania <span class="_ _6"></span>Nadzwyc<span class="_ _0"></span>zajnego <span class="_ _14"></span>Wa<span class="_ _0"></span>lnego <span class="_ _14"></span>Zgromadzenia <span class="_ _14"></span>przysługuje <span class="_ _1"></span>także <span class="_ _14"></span>akcjonariuszom <span class="_ _14"></span>reprezentującym </div><div class="t m0 x1 h4 y2b9 ff7 fs0 fc0 sc0 ls0 ws0">co najmniej połowę kapitału zakładowego Spółki lub<span class="_ _1"></span> co najmniej połowę ogółu głosów w Spółce.  <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y2ba ff7 fs0 fc0 sc0 ls0 ws0">Akcjonariusz  lub  akcjonariusze  repre<span class="_ _1"></span>zentujący  co  najmniej  jedną  dwudziestą  kapitału  zakładoweg<span class="_ _1"></span>o  Spółki  mogą  żądać </div><div class="t m0 x1 h4 y2bb ff7 fs0 fc0 sc0 ls0 ws0">zwołania <span class="_ _14"></span>Nadzwycz<span class="_ _0"></span>ajnego <span class="_ _14"></span>Walnego <span class="_ _1"></span>Zgromadzenia <span class="_ _14"></span>i umies<span class="_ _1"></span>zczenia <span class="_ _14"></span>o<span class="_ _0"></span>kreślonych <span class="_ _1"></span>spraw <span class="_ _14"></span>w porządku<span class="_ _1"></span> <span class="_ _1"></span>obrad <span class="_ _14"></span>najbliższego Walneg<span class="_ _1"></span>o </div><div class="t m0 x1 h4 y2bc ff7 fs0 fc0 sc0 ls0 ws0">Zgromadzenia.  Żądanie <span class="_ _3"> </span>takie <span class="_ _3"> </span>należy <span class="_ _3"> </span>złożyć <span class="_ _3"> </span>Zarządowi  na <span class="_ _3"> </span>piśmie <span class="_ _3"> </span>lub  w <span class="_ _12"> </span><span class="ff3">formie  </span>elektronicznej. <span class="_ _3"> </span>Jeżeli  Zarząd <span class="_ _3"> </span>nie <span class="_ _3"> </span>zwoła </div><div class="t m0 x1 h4 y2bd ff7 fs0 fc0 sc0 ls0 ws0">Nadzwyczajnego <span class="_ _1"></span>Walnego <span class="_ _1"></span>Zgromadzenia <span class="_ _14"></span>w terminie <span class="_ _14"></span>dwó<span class="_ _0"></span>ch <span class="_ _1"></span>tygodni <span class="_ _14"></span>o<span class="_ _0"></span>d <span class="_ _1"></span>dnia <span class="_ _14"></span>przedstawienia żądania, <span class="_ _1"></span>sąd <span class="_ _14"></span>rejestrow<span class="_ _0"></span>y <span class="_ _1"></span>właściwy </div><div class="t m0 x1 h4 y2be ff7 fs0 fc0 sc0 ls0 ws0">dla <span class="_ _5"> </span>Spółki <span class="_ _e"> </span>może <span class="_ _5"> </span>upoważ<span class="_ _0"></span>nić <span class="_ _5"> </span>do  zwołania <span class="_ _5"> </span>Nadzwyczajnego  Walneg<span class="_ _1"></span>o <span class="_ _5"> </span>Zgromadzenia,  akcjonariuszy <span class="_ _5"> </span>występujących <span class="_ _5"> </span>z  taki<span class="_ _1"></span>m </div><div class="t m0 x1 h4 y2bf ff7 fs0 fc0 sc0 ls0 ws0">żądaniem.<span class="ff3"> </span></div><div class="t m0 x1 h4 y2c0 ff7 fs0 fc0 sc0 ls0 ws0">Akcjonariusz <span class="_ _5"> </span>l<span class="_ _0"></span>ub <span class="_ _5"> </span>akcj<span class="_ _0"></span>onariusze <span class="_ _e"> </span>reprezentujący <span class="_ _e"> </span>co  najmnie<span class="_ _1"></span>j  jedną <span class="_ _e"> </span>dwudziestą <span class="_ _5"> </span>kapi<span class="_ _0"></span>tału <span class="_ _e"> </span>zakładowego  S<span class="_ _1"></span>półki, <span class="_ _e"> </span>mogą  żądać </div><div class="t m0 x1 h4 y2c1 ff7 fs0 fc0 sc0 ls0 ws0">umieszczenia określonych spraw <span class="_ _0"></span>w porzą<span class="_ _0"></span>dku obrad najbliższego <span class="_ _0"></span>Walnego Zgromadzenia, <span class="_ _0"></span>zgłaszając takie żądanie <span class="_ _0"></span>Zarządowi </div><div class="t m0 x1 h4 y2c2 ff7 fs0 fc0 sc0 ls0 ws0">w <span class="_ _9"></span>terminie<span class="_ _1"></span> <span class="_ _9"></span>nie <span class="_ _0"></span>później <span class="_ _9"></span>niż <span class="_ _9"></span>na <span class="_ _9"></span>dwadzieś<span class="_ _1"></span>cia <span class="_ _9"></span>jeden <span class="_ _0"></span>dni <span class="_ _9"></span>przed <span class="_ _0"></span>w<span class="_ _0"></span>yznaczonym <span class="_ _9"></span>terminem <span class="_ _0"></span>Walnego <span class="_ _9"></span>Zgromadzenia. <span class="_ _9"></span>Żądanie <span class="_ _0"></span>może </div><div class="t m0 x1 h4 y2c3 ff7 fs0 fc0 sc0 ls0 ws0">zostać <span class="_ _5"> </span>złożone <span class="_ _8"></span>na <span class="_ _8"></span>p<span class="_ _0"></span>iśmie <span class="_ _8"></span>lub <span class="_ _5"> </span>drogą <span class="_ _5"> </span>elektron<span class="_ _1"></span>iczną. <span class="_ _8"> </span>Żą<span class="_ _0"></span>danie <span class="_ _8"> </span>umi<span class="_ _0"></span>eszczenia <span class="_ _8"> </span>o<span class="_ _0"></span>kreślonych <span class="_ _8"></span>spraw <span class="_ _5"> </span>w <span class="_ _8"></span>p<span class="_ _0"></span>orządku <span class="_ _8"></span>obrad <span class="_ _5"> </span>powinno </div><div class="t m0 x1 h4 y19e ff7 fs0 fc0 sc0 ls0 ws0">zawierać <span class="_ _5"> </span>uzasadnienie <span class="_ _8"></span>lub <span class="_ _5"> </span>proje<span class="_ _0"></span>kt <span class="_ _5"> </span>uchwały <span class="_ _5"> </span>dotyczącej <span class="_ _5"> </span>proponowanego <span class="_ _5"> </span>porządku <span class="_ _5"> </span>obrad. <span class="_ _5"> </span>Zarząd <span class="_ _5"> </span>jest <span class="_ _5"> </span>obowiązany <span class="_ _5"> </span>ogłosić<span class="_ _1"></span> </div><div class="t m0 x1 h4 y2c4 ff7 fs0 fc0 sc0 ls0 ws0">zmiany <span class="_ _1"></span>w porządku<span class="_ _1"></span> <span class="_ _1"></span>obrad, <span class="_ _1"></span>wprowadzone n<span class="_ _1"></span>a żądan<span class="_ _1"></span>ie <span class="_ _1"></span>akcjonariuszy <span class="_ _1"></span>w te<span class="_ _1"></span>rminie <span class="_ _14"></span>osi<span class="_ _0"></span>emnastu <span class="_ _1"></span>dni <span class="_ _1"></span>przed <span class="_ _1"></span>wyznaczonym termin<span class="_ _1"></span>em </div><div class="t m0 x1 h4 y2c5 ff3 fs0 fc0 sc0 ls0 ws0">Walnego Zgromadzenia. </div><div class="t m0 x1 h4 y2c6 ff7 fs0 fc0 sc0 ls0 ws0">Akcjonariusz lub akcjonariusze Spółki reprezentujący co najmniej jedną dwudziestą kapitału zakładowego Spółki mogą przed </div><div class="t m0 x1 h4 y2c7 ff7 fs0 fc0 sc0 ls0 ws0">terminem <span class="_ _8"></span>Walnego <span class="_ _5"> </span>Zgromadzenia <span class="_ _8"></span>zgłaszać <span class="_ _5"> </span>Spółce <span class="_ _8"></span>na <span class="_ _5"> </span>piśmie<span class="_ _1"></span> <span class="_ _8"></span>lub <span class="_ _5"> </span>przy <span class="_ _8"></span>w<span class="_ _0"></span>ykorzystaniu<span class="_ _1"></span> <span class="_ _8"></span>środków <span class="_ _5"> </span>komunikacji <span class="_ _8"></span>elektronicznej </div><div class="t m0 x1 h4 y2c8 ff7 fs0 fc0 sc0 ls0 ws0">projekty uchwał <span class="_ _0"></span>dotycząc<span class="_ _0"></span>e spraw <span class="_ _0"></span>wprowadzo<span class="_ _0"></span>nych do <span class="_ _0"></span>porządku <span class="_ _0"></span>obrad <span class="_ _0"></span>Walnego <span class="_ _0"></span>Zgromadzenia lub <span class="_ _0"></span>spraw, <span class="_ _0"></span>które <span class="_ _0"></span>mają <span class="_ _0"></span>zostać </div><div class="t m0 x1 h4 y4eb ff7 fs0 fc0 sc0 ls0 ws0">wprowadzone <span class="_ _0"></span>do <span class="_ _0"></span>porządku <span class="_ _0"></span>obrad. <span class="_ _9"></span>Projekty uchwał <span class="_ _9"></span>zostaną n<span class="_ _0"></span>iezwłocznie <span class="_ _0"></span>ogłoszone <span class="_ _0"></span>na <span class="_ _0"></span>stronie <span class="_ _0"></span>i<span class="_ _0"></span>nternetowej <span class="_ _0"></span>Spółki. <span class="_ _0"></span>Każdy <span class="_ _0"></span>z </div><div class="t m0 x1 h4 y359 ff7 fs0 fc0 sc0 ls0 ws0">akcjonariuszy <span class="_ _9"></span>Spółki <span class="_ _9"></span>może <span class="_ _8"></span>podczas <span class="_ _9"></span>Walnego <span class="_ _9"></span>Zgromadzenia <span class="_ _9"></span>zgłaszać<span class="_ _0"></span> <span class="_ _9"></span>projekty <span class="_ _9"></span>uchwał <span class="_ _8"></span>dotyczące <span class="_ _9"></span>spraw <span class="_ _9"></span>wprowadzonych <span class="_ _9"></span>do </div><div class="t m0 x1 h4 y642 ff7 fs0 fc0 sc0 ls0 ws0">porządku obrad.<span class="ff3"> </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 xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">60</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 hf y47 ff1 fs0 fc0 sc0 ls3 ws0">11.2.<span class="ff8 ls0"> <span class="_ _22"> </span><span class="ff1">Zasadnicze uprawnienia Walnego Zgromadzenia </span></span></div><div class="t m0 x1 h4 y71 ff7 fs0 fc0 sc0 ls0 ws0">Uchwały  Walnego <span class="_ _e"> </span>Zgromadzenia  co<span class="_ _1"></span>  do  zb<span class="_ _1"></span>ycia  i <span class="_ _5"> </span>wydzierżawienia  przedsiębiorstwa <span class="_ _5"> </span>lub  jego  zorganizowanej <span class="_ _e"> </span>części  oraz<span class="_ _1"></span> </div><div class="t m0 x1 h4 y49 ff7 fs0 fc0 sc0 ls0 ws0">ustanowienia <span class="_ _8"></span>na <span class="_ _8"></span>nim <span class="_ _8"></span>użytkowania, <span class="_ _8"> </span>poł<span class="_ _0"></span>ączenia <span class="_ _8"></span>spółek, <span class="_ _8"></span>roz<span class="_ _0"></span>wiązania <span class="_ _8"></span>spółki, <span class="_ _8"></span>zmiany <span class="_ _8"></span>Statutu <span class="_ _8"></span>zapadają <span class="_ _8"> </span>w<span class="_ _0"></span>iększością <span class="_ _8"></span>¾ <span class="_ _8"></span>(trzech </div><div class="t m0 x1 h4 y8e ff7 fs0 fc0 sc0 ls0 ws0">czwartych) ważnie oddanych głosów.<span class="ff3"> </span></div><div class="t m0 x1 h4 y8f ff7 fs0 fc0 sc0 ls0 ws0">Uchwała <span class="_ _9"></span>o <span class="_ _9"></span>istotnej <span class="_ _9"></span>zmianie <span class="_ _9"></span>przedmiotu <span class="_ _9"></span>przedsiębiorstwa <span class="_ _9"></span>Spółki <span class="_ _9"></span>zapada <span class="_ _9"></span>większością </div><div class="t m0 xd2 h30 y6d9 ff3 fs6 fc0 sc0 ls0 ws0">2</div><div class="t m0 xfc h4 y8f ff3 fs0 fc0 sc0 ls0 ws0">/</div><div class="t m0 xfd h30 y73 ff3 fs6 fc0 sc0 ls0 ws0">3</div><div class="t m0 x26 h4 y8f ff3 fs0 fc0 sc0 ls0 ws0"> <span class="_ _9"></span><span class="ff7">(dwóch <span class="_ _9"></span>trzecich) <span class="_ _9"></span>ważnie <span class="_ _9"></span>oddanych </span></div><div class="t m0 x1 h4 y90 ff7 fs0 fc0 sc0 ls0 ws0">głosów <span class="_ _1"></span>przy <span class="_ _14"></span>o<span class="_ _0"></span>becności <span class="_ _14"></span>akcjonariuszy <span class="_ _1"></span>przedstawiających <span class="_ _14"></span>przynajmniej połowę <span class="_ _14"></span>kapitału <span class="_ _1"></span>zakładowego. <span class="_ _14"></span>Skuteczność <span class="_ _1"></span>uchwały <span class="_ _14"></span>ni<span class="_ _0"></span>e </div><div class="t m0 x1 h4 y447 ff7 fs0 fc0 sc0 ls0 ws0">zależy od wykupienia akcji tych Akcjonariuszy, którzy nie zgad<span class="_ _1"></span>zają się na zmianę.<span class="ff3"> </span></div><div class="t m0 x1 h4 y417 ff7 fs0 fc0 sc0 ls0 ws0">Uchwały mogące naruszyć prawa poszczególnych rodzajów akcji zap<span class="_ _1"></span>adają w drodze oddzielnego głosowania w każdej grupie </div><div class="t m0 x1 h4 y1ce ff7 fs0 fc0 sc0 ls0 ws0">(rodzaju) akcji. W każdej grupie uchwała winna zapaść większością ¾ (trzech czwartych) ważnie oddanych<span class="_ _1"></span> głosów. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y29d ff7 fs0 fc0 sc0 ls0 ws0">Uchwały Walnego Zgromadzenia wymagają w szczególności: <span class="ff3"> </span></div><div class="t m0 x24 h7 y29e ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">rozpatrzenie <span class="_ _14"></span>i <span class="_ _1"></span>zatwierdzenie <span class="_ _1"></span>rocznego <span class="_ _14"></span>sprawo<span class="_ _0"></span>zdania <span class="_ _14"></span>finansowego wraz <span class="_ _14"></span>ze s<span class="_ _1"></span>prawozdaniem <span class="_ _14"></span>z działalności <span class="_ _14"></span>Spółki </span></span></div><div class="t m0 xe6 h4 y29f ff7 fs0 fc0 sc0 ls0 ws0">za ubiegły rok obrotowy,<span class="ff3"> </span></div><div class="t m0 x24 h7 y2a0 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">udzielenie Członkom organów Spółki absolutorium z wykonania przez nich obowiązków,<span class="ff3"> </span></span></span></div><div class="t m0 x24 h7 y2a1 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">podział zysku lub określenie sposobu pokrycia strat,<span class="ff3"> </span></span></span></div><div class="t m0 x24 h7 y2a2 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">wszelkie <span class="_ _8"></span>postanowienia, <span class="_ _8"></span>dotyczące <span class="_ _8"></span>roszczeń <span class="_ _9"></span>o<span class="_ _0"></span> <span class="_ _8"></span>naprawienie <span class="_ _8"></span>szkody <span class="_ _8"></span>wyrządzonej <span class="_ _8"></span>przy <span class="_ _8"></span>zawiązaniu <span class="_ _8"></span>Spółki <span class="_ _8"></span>lub </span></span></div><div class="t m0 xe6 h4 y2a3 ff7 fs0 fc0 sc0 ls0 ws0">sprawowaniu zarządu albo nadzoru,<span class="ff3"> </span></div><div class="t m0 x24 h7 y2a4 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">zbycie <span class="_ _9"></span>i <span class="_ _9"></span>wydzierżawienie <span class="_ _8"></span>przedsiębiorstwa <span class="_ _9"></span>lub <span class="_ _9"></span>je<span class="_ _0"></span>go <span class="_ _9"></span>zorganizowanej <span class="_ _9"></span>c<span class="_ _0"></span>zęści <span class="_ _9"></span>oraz <span class="_ _8"></span>ustanowienie <span class="_ _9"></span>na <span class="_ _9"></span>nim <span class="_ _8"></span>prawa </span></span></div><div class="t m0 xe6 h4 y2a5 ff7 fs0 fc0 sc0 ls0 ws0">użytkowania,<span class="ff3"> </span></div><div class="t m0 x24 h7 y32e ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">emisja obligacji zamiennych na akcje lub z prawem pierwszeństwa,<span class="ff3"> </span></span></span></div><div class="t m0 x24 h7 y404 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">określenie zasad i wysokości wynagrodzenia Członków Rady Nadzorczej,<span class="ff3"> </span></span></span></div><div class="t m0 x24 h7 y79 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">powoływanie i odwoływanie Członków Rady Nadzorczej,<span class="ff3"> </span></span></span></div><div class="t m0 x24 h7 y6da ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff3">ustalanie dnia dywidendy, </span></span></div><div class="t m0 x24 h7 y6db ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">utworzenie, każdorazowe użycie i likwidacja kapitału reze<span class="_ _1"></span>rwowego.<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x1 hf y4b8 ff1 fs0 fc0 sc0 ls3 ws0">11.3.<span class="ff8 ls0"> <span class="_ _22"> </span><span class="ff1">Prawa akcjonariuszy wraz ze sposobem ich wykonywania </span></span></div><div class="t m0 x1 h4 y3e3 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _8"></span>Walnym <span class="_ _8"></span>Zgromadzeniu <span class="_ _8"></span>mają <span class="_ _8"> </span>prawo<span class="_ _0"></span> <span class="_ _8"></span>uczestniczyć <span class="_ _8"></span>osoby <span class="_ _8"></span>będące <span class="_ _8"></span>akcjonariuszami <span class="_ _8"></span>Spółki <span class="_ _8"> </span>na <span class="_ _5"> </span>16 <span class="_ _8"></span>dni <span class="_ _8"></span>przed <span class="_ _8"></span>datą <span class="_ _8"></span>Walnego </div><div class="t m0 x1 h4 y3e4 ff3 fs0 fc0 sc0 ls0 ws0">Zgromadzenia <span class="ff7">–<span class="_ _1"></span><span class="ff3"> <span class="ff7">tzw. Dzień<span class="_ _1"></span> rejes<span class="_ _1"></span>tracji uczestnictwa w <span class="_ _1"></span>Walnym Zg<span class="_ _1"></span>romadzeniu, kt<span class="_ _1"></span>óry jest <span class="_ _1"></span>jednolity <span class="_ _1"></span>dla uprawnionych <span class="_ _1"></span>z akcji n<span class="_ _1"></span>a </span></span></span></div><div class="t m0 x1 h4 y3e5 ff3 fs0 fc0 sc0 ls0 ws0">okaziciela i akcji imi<span class="ff7">ennych. Up<span class="_ _1"></span>rawnieni z akcji i świadectw tymc<span class="_ _1"></span>zasowych oraz zastawnicy i u<span class="_ _1"></span>żytkownicy, którym przysługuje </span></div><div class="t m0 x1 h4 y5c ff7 fs0 fc0 sc0 ls0 ws0">prawo <span class="_ _19"> </span>głosu, <span class="_ _19"> </span>mają <span class="_ _19"> </span>prawo <span class="_ _19"> </span>uczestniczenia <span class="_ _1a"> </span>w <span class="_ _19"> </span>Walnym <span class="_ _4"> </span>Zgromadzeniu<span class="_ _1"></span>, <span class="_ _19"> </span>j<span class="_ _0"></span>eżeli <span class="_ _19"> </span>zostali <span class="_ _19"> </span>wpisani <span class="_ _19"> </span>w <span class="_ _19"> </span>depozycie <span class="_ _19"> </span>papierów </div><div class="t m0 x1 h4 y6dc ff7 fs0 fc0 sc0 ls0 ws0">wartościowych <span class="_ _9"></span>prowadzonym <span class="_ _0"></span>prz<span class="_ _0"></span>ez <span class="_ _9"></span>Krajowy <span class="_ _9"></span>Dep<span class="_ _1"></span>ozyt <span class="_ _9"></span>Papierów <span class="_ _9"></span>Wartościowych <span class="_ _9"></span>w <span class="_ _9"></span><span class="ff3">Dniu <span class="_ _0"></span>rej<span class="_ _0"></span>estracji <span class="_ _9"></span>uczestnictwa <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _9"></span>Walnym </span></div><div class="t m0 x1 h4 y2af ff7 fs0 fc0 sc0 ls0 ws0">Zgromadzeniu. Akcjonariusze mogą <span class="_ _0"></span>uczestniczyć w Walnym <span class="_ _0"></span>Zgromadzeniu oraz wykonywać <span class="_ _0"></span>prawo głosu osobiście lub <span class="_ _0"></span>przez </div><div class="t m0 x1 h4 y6dd ff7 fs0 fc0 sc0 ls0 ws0">pełnomocnika.<span class="ff3"> </span></div><div class="t m0 x1 h4 y6de ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>gło<span class="_ _0"></span>sowaniu <span class="_ _0"></span>na <span class="_ _0"></span>W<span class="_ _0"></span>alnym <span class="_ _0"></span>Zgromadzeniu <span class="_ _0"></span>każda <span class="_ _9"></span>akcja <span class="_ _0"></span>daje <span class="_ _9"></span>prawo <span class="_ _0"></span>do <span class="_ _9"></span>jednego <span class="_ _0"></span>głosu, <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>wyjątkiem <span class="_ _9"></span>akcji <span class="_ _0"></span>imiennych <span class="_ _0"></span>serii <span class="_ _9"></span>A, <span class="_ _0"></span>na </div><div class="t m0 x1 h4 y6df ff7 fs0 fc0 sc0 ls0 ws0">które <span class="_ _9"></span>przypadają <span class="_ _9"></span>dwa <span class="_ _9"></span>głosy. <span class="_ _9"></span>Głosowanie <span class="_ _9"></span>jest <span class="_ _0"></span>jawne. <span class="_ _9"></span>Tajne <span class="_ _9"></span>głosowanie <span class="_ _9"></span>przeprowadza <span class="_ _9"></span>się <span class="_ _9"></span>w <span class="_ _9"></span>przypadkach <span class="_ _9"></span>przewidzian<span class="_ _1"></span>ych <span class="_ _9"></span>w </div><div class="t m0 x1 h4 y6e0 ff7 fs0 fc0 sc0 ls0 ws0">Kodeksie <span class="_ _8"></span>spółek <span class="_ _9"></span>ha<span class="_ _0"></span>ndlowych, <span class="_ _8"></span>przy <span class="_ _8"></span>czym <span class="_ _8"></span>Walne <span class="_ _8"></span>Zgromadzenie <span class="_ _8"></span>może <span class="_ _8"></span>powziąć <span class="_ _8"></span>uchwałę <span class="_ _8"></span>o <span class="_ _8"></span>uchyleniu <span class="_ _8"></span>tajności <span class="_ _8"></span>głosowania <span class="_ _8"></span>w </div><div class="t m0 x1 h4 y6e1 ff7 fs0 fc0 sc0 ls0 ws0">sprawach dotyczących wyboru komisji powoływanych przez Walne Zgromadzen<span class="_ _1"></span>ie.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y6e2 ff7 fs0 fc0 sc0 ls0 ws0">Akcjonariusz l<span class="_ _1"></span>ub akcjonariusze <span class="_ _1"></span>Spółki rep<span class="_ _1"></span>rezentujący co <span class="_ _1"></span>najmniej <span class="_ _1"></span>jedną <span class="_ _1"></span>dwudziestą kapi<span class="_ _1"></span>tału zakładowego Sp<span class="_ _1"></span>ółki, mogą <span class="_ _1"></span>żądać </div><div class="t m0 x1 h4 y636 ff7 fs0 fc0 sc0 ls0 ws0">umieszczenia określonych spraw <span class="_ _0"></span>w porzą<span class="_ _0"></span>dku obrad najbliższego <span class="_ _0"></span>Walnego Zgromadzenia, <span class="_ _0"></span>zgłaszając takie żądanie <span class="_ _0"></span>Zarządowi </div><div class="t m0 x1 h4 y637 ff7 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _0"></span>w <span class="_ _9"></span>terminie ni<span class="_ _0"></span>e <span class="_ _0"></span>później <span class="_ _9"></span>niż <span class="_ _0"></span>na <span class="_ _0"></span>dwadzieścia <span class="_ _0"></span>jeden <span class="_ _9"></span>dni <span class="_ _0"></span>przed <span class="_ _9"></span>wyznaczonym <span class="_ _0"></span>terminem <span class="_ _0"></span>Walnego <span class="_ _9"></span>Zgromadzenia. <span class="_ _0"></span>Żądanie </div><div class="t m0 x1 h4 y638 ff7 fs0 fc0 sc0 ls0 ws0">może zostać <span class="_ _14"></span>złożone na <span class="_ _14"></span>pi<span class="_ _0"></span>śmie l<span class="_ _1"></span>ub d<span class="_ _1"></span>rogą ele<span class="_ _1"></span>ktroniczną. Żądanie <span class="_ _14"></span>umieszczenia określonych <span class="_ _14"></span>s<span class="_ _0"></span>praw w <span class="_ _14"></span>porządku obrad <span class="_ _1"></span>powinno </div><div class="t m0 x1 h4 y639 ff7 fs0 fc0 sc0 ls0 ws0">zawierać <span class="_ _5"> </span>uzasadnienie <span class="_ _5"> </span>lub <span class="_ _5"> </span>projekt <span class="_ _5"> </span>uch<span class="_ _0"></span>wały <span class="_ _5"> </span>dotyczącej <span class="_ _e"> </span>proponowanego <span class="_ _5"> </span>porządku <span class="_ _5"> </span>obrad. <span class="_ _5"> </span>Zarząd <span class="_ _5"> </span>jest <span class="_ _5"> </span>obowiązany <span class="_ _e"> </span>zgłosić </div><div class="t m0 x1 h4 y63a ff7 fs0 fc0 sc0 ls0 ws0">zmiany <span class="_ _1"></span>w porządku<span class="_ _1"></span> <span class="_ _1"></span>obrad, <span class="_ _1"></span>wprowadzone n<span class="_ _1"></span>a żądan<span class="_ _1"></span>ie <span class="_ _1"></span>akcjonariuszy <span class="_ _1"></span>w te<span class="_ _1"></span>rminie <span class="_ _14"></span>osi<span class="_ _0"></span>emnastu <span class="_ _1"></span>dni <span class="_ _1"></span>przed <span class="_ _1"></span>wyznaczonym termin<span class="_ _1"></span>em </div><div class="t m0 x1 h4 y6e3 ff3 fs0 fc0 sc0 ls0 ws0">Walnego Zgromadzenia. </div><div class="t m0 x1 h4 y6e4 ff7 fs0 fc0 sc0 ls0 ws0">Ponadto <span class="_ _8"></span>akcjonariusz <span class="_ _8"></span>lub <span class="_ _8"></span>akcjonariusze <span class="_ _8"></span>Spółki <span class="_ _9"></span>re<span class="_ _0"></span>prezentujący <span class="_ _8"></span>co <span class="_ _8"></span>najmniej <span class="_ _8"></span>jedną <span class="_ _8"></span>dwudziestą <span class="_ _8"></span>kapitału <span class="_ _8"></span>zakładowego <span class="_ _8"></span>Spółki </div><div class="t m0 x1 h4 y6e5 ff7 fs0 fc0 sc0 ls0 ws0">mogą  p<span class="_ _1"></span>rzed <span class="_ _e"> </span>terminem  Waln<span class="_ _1"></span>ego  Zgromadzen<span class="_ _1"></span>ia <span class="_ _e"> </span>zgłaszać  Spółce <span class="_ _e"> </span>na <span class="_ _e"> </span>piśmie <span class="_ _e"> </span>lub  przy <span class="_ _5"> </span>wykorzystaniu  środków <span class="_ _5"> </span>komunikacji </div><div class="t m0 x1 h4 y526 ff3 fs0 fc0 sc0 ls0 ws0">elektronicznej <span class="_ _14"></span>projekty <span class="_ _1"></span>uchw<span class="ff7">ał <span class="_ _1"></span>dotyczące <span class="_ _1"></span>spraw <span class="_ _14"></span>wprowadzonych d<span class="_ _14"></span>o<span class="_ _0"></span> <span class="_ _14"></span>porzą<span class="_ _0"></span>dku <span class="_ _14"></span>obrad <span class="_ _1"></span>Walnego <span class="_ _14"></span>Zgromadzenia l<span class="_ _1"></span>ub <span class="_ _1"></span>spraw, <span class="_ _14"></span>któ<span class="_ _0"></span>re </span></div><div class="t m0 x1 h4 y6e6 ff7 fs0 fc0 sc0 ls0 ws0">mają <span class="_ _8"></span>zostać <span class="_ _5"> </span>wprowadzone <span class="_ _8"></span>do <span class="_ _8"></span>porządku <span class="_ _8"></span>obrad. <span class="_ _8"></span>Pro<span class="_ _0"></span>jekty <span class="_ _8"></span>uchwał <span class="_ _8"></span>zostaną <span class="_ _8"></span>niezwło<span class="_ _0"></span>cznie <span class="_ _8"></span>ogłoszone <span class="_ _8"></span>na <span class="_ _8"></span>stronie <span class="_ _8"></span>internetowej </div><div class="t m0 x1 h4 y569 ff7 fs0 fc0 sc0 ls0 ws0">Spółki.  Każdy  z <span class="_ _3"> </span>akcjonariuszy  Spółki <span class="_ _3"> </span>może  podczas <span class="_ _3"> </span>Walnego <span class="_ _3"> </span>Zgromadzenia  zgłaszać  projekty  uchwał<span class="_ _0"></span>  dotyczące <span class="_ _3"> </span>spraw </div><div class="t m0 x1 h4 y6e7 ff7 fs0 fc0 sc0 ls0 ws0">wprowadzonych do porządku obrad.<span class="ff3"> </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 xb y3f w4 h9" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA6IAAAXuCAIAAAD+0AL9AAAACXBIWXMAABYlAAAWJQFJUiTwAAAZZklEQVR42uzawYncQBCGUbXpjBRAOQ6n4TichuNwBdAx1R7GmDksZgVtvFN676QBoYWfGfZD9Kiq4ziO48jMAwAAWpjPHyLCIvBCMtPPFgDe/Rf5xQoAAPQjcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkrgkAAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AALQzqupxlZnmAACgh/n8ISIsAi8kM/1s8c3E9wfe/SI5tAAAQEMyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmmgAAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAIDPb1TV4yozzQEAQA/z+UNEWAReSGb62QLAu/8iHVoAAKAhmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgc00AAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAKCdUVW/r8YwBwAA3TIXAADacGgBAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAQOaaAAAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcEwAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AAPc0P35rZn79/tNkAABs9+vHt4jY+EBvcwEAaEjmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcEwAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAdDOqygoAADQzP35rZtoLAIB/JCL+T+Zu/9sAAPCw/Y2qs7kAADQkcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkrgkAAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAACumJfuzkyTAQDQLXPP8zQZAADbrbX2PtChBQAAGpK5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADLXBAAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAICbm5fuXmuZDACAbpkbESYDAGC7zNz7QIcWAABoSOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwTAAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAG5uXro7M00GAEC3zD3P02QAAGy31tr7QIcWAABoSOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwTAAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAG5uXrp7rWUyAAC6ZW5EmAwAgO0yc+8DHVoAAKAhmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgc00AAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAuLl56e7MNBkAAJ/fqCorAADQjEMLAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADLXBAAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBALix+edqjGEO+IuqMgIAvApvcwEAaGh4QQUAQD/e5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXBMAACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmWsCAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHNNAACAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLALy1W4c2AAAwCATT/YemM+Da5M5jUA/IXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAA8Nu4AACA45K0kwUuuWw8rij1dAAAAABJRU5ErkJggg=="/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">61</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 hf y47 ff1 fs0 fc0 sc0 ls3 ws0">12.<span class="ff8 ls0"> <span class="_ _22"> </span><span class="ff2">Skład osobowy i zmiany, które w nim zaszły w ciągu ostatni<span class="_ _1"></span>ego roku obrotowego oraz opis działania organów </span></span></div><div class="t m0 x29 h2 y48 ff2 fs0 fc0 sc0 ls0 ws0">zarządzających, nadzorujących lub administrując<span class="_ _1"></span>ych emitenta oraz ich komitetów <span class="ff1"> </span></div><div class="t m0 x1 hf y72 ff1 fs0 fc0 sc0 ls3 ws0">12.1.<span class="ff8 ls0"> <span class="_ _22"> </span><span class="ff2">Skład osobowy i zasady działania Rady Nadzorczej oraz jej komitetów<span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y73 ff7 fs0 fc0 sc0 ls0 ws0">Na dzień 31 grudnia <span class="ff3 ls3">202<span class="ls0">4 </span></span>roku skład Rady Nadzorczej TESGAS S.A. przedstawiał się następująco:<span class="ff3"> </span></div><div class="t m0 x14 h7 y4b ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">Piotr Stobiecki - <span class="ff7">Przewodniczący Rady Nadzorczej,</span> </span></span></div><div class="t m0 x14 h7 y61a ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">Tomasz Skoczyński<span class="ff3"> - </span>Wiceprzewodniczący Rady Nadzorczej,<span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 ya8 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">Elżbieta Kocik<span class="ff3"> - Sekretarz Rady Nadzorczej, </span></span></span></div><div class="t m0 x14 h7 y92 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">Mariusz Mirek - <span class="ff7">Członek Rady Nadzorczej,</span> </span></span></div><div class="t m0 x14 h7 y93 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">Łukasz Kalupa<span class="ff3"> </span>–<span class="ff3"> </span>Członek Rady Nadzorczej.<span class="ff3"> </span></span></span></div><div class="t m0 x1 h4 yaa ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y6e8 ff1 fs0 fc0 sc0 ls0 ws0">Tabela 25<span class="ff2">. Osoby wchodzące w skład Rady Nadzorczej Spółki TESGAS S<span class="_ _1"></span>.A.<span class="_ _0"></span><span class="ff1"> </span></span></div><div class="t m0 x1 h4 y96 ff3 fs0 fc0 sc0 ls0 ws0">S<span class="ff7">kład Rady Nad<span class="_ _1"></span>zorczej Spółki<span class="ff3"> <span class="lsd">od</span> dn<span class="_ _1"></span>ia 1 stycznia <span class="_ _1"></span>2024 do dnia 31 <span class="_ _1"></span>grudnia <span class="ls3">202</span>4 <span class="ff7">oraz <span class="_ _1"></span>na dzień publikacji raportu <span class="_ _14"></span>tj.<span class="_ _0"></span> <span class="ff3">25 kwietnia </span></span></span></span></div><div class="t m0 x1 h4 y3b7 ff3 fs0 fc0 sc0 ls3 ws0">202<span class="ls0">5 <span class="ff7">roku przedstawiał się następująco:</span> </span></div><div class="t m0 x1 h7 y6e9 ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x15 y6ea w68 h81"><div class="t m0 xc h2 y113 ff2 fs0 fc1 sc0 ls0 ws0">Imię Nazwisko<span class="ff1"> </span></div></div><div class="c x2a y6ea w69 h81"><div class="t m0 xc h2 y113 ff1 fs0 fc1 sc0 ls0 ws0">Funkcja </div></div><div class="c x26 y6ea w6a h81"><div class="t m0 xc h2 y113 ff2 fs0 fc1 sc0 ls0 ws0">Okres pełnienia funkcji<span class="ff1"> </span></div></div><div class="c x15 y6eb w68 h7e"><div class="t m0 xc h4 y370 ff3 fs0 fc0 sc0 ls0 ws0">Piotr Stobiecki </div></div><div class="c x2a y6eb w69 h7e"><div class="t m0 xc h4 y370 ff7 fs0 fc0 sc0 ls0 ws0">Przewodniczący Rady Nadzorczej<span class="ff3"> </span></div></div><div class="c x26 y6eb w6a h7e"><div class="t m0 xc h4 y370 ff3 fs0 fc0 sc0 ls0 ws0">od 01.01 do <span class="ls3">31</span>.<span class="ls3">12</span>.<span class="ls3">202</span>4 </div></div><div class="c x15 y6ec w68 h7e"><div class="t m0 xc h4 y370 ff7 fs0 fc0 sc0 ls0 ws0">Tomasz Skoczyński<span class="ff3"> </span></div></div><div class="c x2a y6ec w69 h7e"><div class="t m0 xc h4 y370 ff7 fs0 fc0 sc0 ls0 ws0">Wiceprzewodniczący Rady Nadzorczej<span class="ff3"> </span></div></div><div class="c x26 y6ec w6a h7e"><div class="t m0 xc h4 yec ff3 fs0 fc0 sc0 ls0 ws0">od 01.01 do 31.12.2024 </div></div><div class="c x15 y6ed w68 h82"><div class="t m0 xc h4 y370 ff7 fs0 fc0 sc0 ls0 ws0">Elżbieta Kocik<span class="ff3"> </span></div></div><div class="c x2a y6ed w69 h82"><div class="t m0 xc h4 y370 ff3 fs0 fc0 sc0 ls0 ws0">Sekretarz Rady Nadzorczej </div></div><div class="c x26 y6ed w6a h82"><div class="t m0 xc h4 yec ff3 fs0 fc0 sc0 ls0 ws0">od 01.01 do 31.12.2024 </div></div><div class="c x15 y6ee w68 h7e"><div class="t m0 xc h4 y370 ff7 fs0 fc0 sc0 ls0 ws0">Łukasz Kalupa<span class="ff3"> </span></div></div><div class="c x2a y6ee w69 h7e"><div class="t m0 xc h4 y370 ff7 fs0 fc0 sc0 ls0 ws0">Członek Rady Nadzorczej<span class="ff3"> </span></div></div><div class="c x26 y6ee w6a h7e"><div class="t m0 xc h4 y370 ff3 fs0 fc0 sc0 ls0 ws0">od 01.01 do 31.12.2024 </div></div><div class="c x15 y6ef w68 h82"><div class="t m0 xc h4 y370 ff3 fs0 fc0 sc0 ls0 ws0">Mariusz Mirek </div></div><div class="c x2a y6ef w69 h82"><div class="t m0 xc h4 y370 ff7 fs0 fc0 sc0 ls0 ws0">Członek Rady Nadzorczej<span class="ff3"> </span></div></div><div class="c x26 y6ef w6a h82"><div class="t m0 xc h4 y370 ff3 fs0 fc0 sc0 ls0 ws0">od 01.01 do 31.12.2024 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h1d y6f0 ff5 fs3 fc0 sc0 ls0 ws0">Źródło: Emiten<span class="_ _1"></span>t<span class="ffa fs4"> </span></div><div class="t m0 x1 h4 y6f1 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y6f2 ff7 fs0 fc0 sc0 ls0 ws0">Opis działania organu nadzorującego<span class="ff3"> </span></div><div class="t m0 x1 h4 y6f3 ff7 fs0 fc0 sc0 ls0 ws0">Rada <span class="_ _5"> </span>Nadzorcza  działa <span class="_ _5"> </span>na <span class="_ _e"> </span>podstawie <span class="_ _5"> </span>ustawy <span class="_ _5"> </span>Ko<span class="_ _0"></span>deks <span class="_ _5"> </span>spółek <span class="_ _e"> </span>handlowych, <span class="_ _5"> </span>statutu <span class="_ _e"> </span>Spółki, <span class="_ _e"> </span>przepisów <span class="_ _5"> </span>prawa  powszechn<span class="_ _1"></span>ie </div><div class="t m0 x1 h4 y6f4 ff7 fs0 fc0 sc0 ls0 ws0">obowiązującego oraz Regulaminu <span class="ff3">d</span>ziałania Rady Nadzorczej.<span class="ff3"> </span></div><div class="t m0 x1 h4 y542 ff7 fs0 fc0 sc0 ls0 ws0">Rada Nadzorcza jest organem nadzoru i kontroli Spółki reprezentującym intere<span class="_ _1"></span>sy akcjonariuszy.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y6f5 ff7 fs0 fc0 sc0 ls0 ws0">Posiedzenia Rady <span class="_ _9"></span>Nadzorczej <span class="_ _0"></span>odbywają <span class="_ _0"></span>się <span class="_ _0"></span>co <span class="_ _0"></span>najmniej <span class="_ _0"></span>raz <span class="_ _0"></span>na <span class="_ _0"></span>kwartał. <span class="_ _9"></span>Posiedzeni<span class="_ _1"></span>a <span class="_ _0"></span>Rady <span class="_ _0"></span>odbywają <span class="_ _0"></span>się <span class="_ _0"></span>w <span class="_ _9"></span>sied<span class="_ _1"></span>zibie <span class="_ _0"></span>Spółki<span class="_ _9"></span><span class="ff3">, <span class="lse">w </span></span></div><div class="t m0 x1 h4 y605 ff7 fs0 fc0 sc0 ls0 ws0">innym <span class="_ _14"></span>miejscu wyznaczonym <span class="_ _14"></span>przez Przewodniczącego <span class="_ _14"></span>Rady n<span class="_ _1"></span>a <span class="_ _14"></span>t<span class="_ _0"></span>erytorium <span class="_ _1"></span>Rzeczpospolitej <span class="_ _14"></span>Polskiej<span class="_ _0"></span><span class="ff3"> lub <span class="_ _14"></span><span class="ff7">odbywają się <span class="_ _14"></span>w sposób </span></span></div><div class="t m0 x1 h4 y6f6 ff7 fs0 fc0 sc0 ls0 ws0">zdalny <span class="_ _19"> </span>z <span class="_ _19"> </span>wykorzystanie<span class="_ _1"></span>m <span class="_ _19"> </span>środków <span class="_ _19"> </span>bezpośred<span class="_ _1"></span>niego <span class="_ _19"> </span>porozumiewania <span class="_ _1a"> </span>się <span class="_ _19"> </span>na <span class="_ _19"> </span>odległość. <span class="_ _19"> </span>Po<span class="_ _0"></span>sied<span class="_ _1"></span>zenia <span class="_ _19"> </span>Rady <span class="_ _1a"> </span>z<span class="_ _0"></span>wołuje <span class="_ _19"> </span>i </div><div class="t m0 x1 h4 y607 ff7 fs0 fc0 sc0 ls0 ws0">przewodniczy <span class="_ _1a"> </span>im <span class="_ _1a"> </span>Przewodniczący <span class="_ _1a"> </span>Rady, <span class="_ _1a"> </span>a <span class="_ _1a"> </span>w <span class="_ _1a"> </span>razie <span class="_ _1a"> </span>jego <span class="_ _1a"> </span>nieobecności <span class="_ _1a"> </span>bądź <span class="_ _1a"> </span>niemożności <span class="_ _1a"> </span>wykonywania <span class="_ _1a"> </span>obowiązków </div><div class="t m0 x1 h4 y608 ff7 fs0 fc0 sc0 ls0 ws0">Wiceprzewodniczący. <span class="_ _8"></span>Pierwsze <span class="_ _8"></span>posiedzenie <span class="_ _9"></span>nowo<span class="_ _0"></span> <span class="_ _8"></span>wybranej <span class="_ _8"></span>Rady <span class="_ _5"> </span>Nadzorczej <span class="_ _8"></span>zwołuje <span class="_ _8"></span>Zarząd. <span class="_ _8"></span>Porządek <span class="_ _8"></span>obrad <span class="_ _8"></span>ustala <span class="_ _8"></span>oraz </div><div class="t m0 x1 h4 y609 ff7 fs0 fc0 sc0 ls0 ws0">zawiadomienia <span class="_ _9"></span>podpisuje <span class="_ _9"></span>osoba <span class="_ _9"></span>uprawniona <span class="_ _9"></span>do <span class="_ _8"></span>zwołania <span class="_ _9"></span>posiedzenia <span class="_ _9"></span>Rady <span class="_ _9"></span>Nadzorczej. <span class="_ _8"></span>Przewodni<span class="_ _1"></span>czący <span class="_ _9"></span>Rady <span class="_ _9"></span>o<span class="_ _0"></span>bowiązany </div><div class="t m0 x1 h4 y5a0 ff7 fs0 fc0 sc0 ls0 ws0">jest zwołać posiedzenie Rady na pisemny wniosek zgłoszony przez Zarząd Sp<span class="_ _1"></span>ółki lub Członka<span class="_ _0"></span><span class="ff3"> </span>Rady. Zarząd Spółki obowiązany </div><div class="t m0 x1 h4 y60a ff7 fs0 fc0 sc0 ls0 ws0">jest <span class="_ _14"></span>w terminie<span class="_ _1"></span> <span class="_ _14"></span>1 (jednego) <span class="_ _14"></span>dnia roboczego <span class="_ _1"></span>zawiadomić <span class="_ _14"></span>Przewodniczącego <span class="_ _1"></span>Rady <span class="_ _14"></span>o<span class="_ _0"></span> <span class="_ _14"></span>w<span class="_ _0"></span>płynięciu <span class="_ _14"></span>wniosku <span class="_ _14"></span>o<span class="_ _0"></span> <span class="_ _14"></span>z<span class="_ _0"></span>wołanie <span class="_ _14"></span>posiedzenia </div><div class="t m0 x1 h4 y60b ff7 fs0 fc0 sc0 ls0 ws0">Rady <span class="_ _12"> </span>poprzez <span class="_ _12"> </span>dowolnie <span class="_ _12"> </span>obrany <span class="_ _3"> </span>środek <span class="_ _12"> </span>porozumowania <span class="_ _12"> </span>się <span class="_ _12"> </span>na <span class="_ _12"> </span>odległość, <span class="_ _12"> </span>tj. <span class="_ _12"> </span>list, <span class="_ _12"> </span>tele<span class="_ _1"></span>fon, <span class="_ _12"> </span>internet, <span class="_ _3"> </span>faks, <span class="_ _12"> </span>t<span class="_ _9"></span><span class="ff3">ele<span class="_ _1"></span>faks <span class="_ _12"> </span>na </span></div><div class="t m0 x1 h4 y6f7 ff7 fs0 fc0 sc0 ls0 ws0">adres/numer <span class="_ _8"></span>wskazany <span class="_ _8"></span>przez <span class="_ _8"> </span>Pr<span class="_ _0"></span>zewodniczącego <span class="_ _8"></span>Rady, <span class="_ _5"> </span>jako <span class="_ _8"></span>adres/numer <span class="_ _8"></span>do <span class="_ _8"></span>kontaktu, <span class="_ _8"></span>wskazując<span class="_ _0"></span> <span class="_ _8"></span>w <span class="_ _8"> </span>z<span class="_ _0"></span>awiadomieniu <span class="_ _8"></span>treść </div><div class="t m0 x1 h4 y60d ff7 fs0 fc0 sc0 ls0 ws0">złożonego wniosku oraz imię i nazwisko (nazwę) wnioskodawcy.<span class="ff3"> </span></div><div class="t m0 x1 h4 y4a8 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _8"></span>przypadkach <span class="_ _9"></span>określonych <span class="_ _8"></span>w <span class="_ _9"></span>z<span class="_ _0"></span>daniach <span class="_ _9"></span>poprzednich <span class="_ _8"></span>Przewodniczący <span class="_ _8"></span>Rady <span class="_ _8"></span>musi <span class="_ _9"></span>zwołać <span class="_ _8"></span>jej <span class="_ _8"></span>posiedzenie <span class="_ _9"></span>niezwło<span class="_ _0"></span>cznie, <span class="_ _9"></span>nie </div><div class="t m0 x1 h4 y60f ff7 fs0 fc0 sc0 ls0 ws0">później <span class="_ _8"></span>jednak <span class="_ _8"></span>niż <span class="_ _8"></span>w <span class="_ _5"> </span>terminie<span class="_ _1"></span> <span class="_ _8"></span>dwóch <span class="_ _5"> </span>tygodni <span class="_ _8"></span>od <span class="_ _8"></span>otrzymania <span class="_ _8"></span>stosownego <span class="_ _8"></span>wniosku. <span class="_ _8"></span>Zawiadomienia <span class="_ _8"></span>winny <span class="_ _8"></span>zo<span class="_ _0"></span>stać <span class="_ _8"></span>wysłane </div><div class="t m0 x1 h4 y610 ff3 fs0 fc0 sc0 ls0 ws0">listami <span class="_ _8"> </span>poleconymi <span class="_ _5"> </span>co <span class="_ _5"> </span>najmni<span class="ff7">ej <span class="_ _5"> </span>na <span class="_ _8"></span>czternaście <span class="_ _5"> </span>dni <span class="_ _5"> </span>przed <span class="_ _8"></span>dniem <span class="_ _5"> </span>posiedzenia <span class="_ _8"></span>Rady<span class="_ _0"></span> <span class="_ _8"></span>Nadzorcz<span class="_ _0"></span>ej <span class="_ _8"></span>na <span class="_ _5"> </span>adresy <span class="_ _5"> </span>wskazane <span class="_ _8"></span>przez </span></div><div class="t m0 x1 h4 y581 ff7 fs0 fc0 sc0 ls0 ws0">Członków Rady <span class="_ _14"></span>Nadzorczej. W <span class="_ _1"></span>nagłych p<span class="_ _1"></span>rzypadkach p<span class="_ _1"></span>osiedzenia Rady <span class="_ _1"></span>Nadzorczej <span class="_ _1"></span>mogą <span class="_ _1"></span>być zwołane <span class="_ _14"></span>także telefonicznie, <span class="_ _1"></span>przy </div><div class="t m0 x1 h4 y611 ff3 fs0 fc0 sc0 ls0 ws0">pomocy telefaksu <span class="_ _1"></span>lub p<span class="_ _1"></span>oczty elektronicznej, co <span class="_ _1"></span>naj<span class="ff7">mniej na jeden<span class="_ _1"></span> dzień <span class="_ _1"></span>przed dniem posiedzen<span class="_ _1"></span>ia. W przypadku<span class="_ _1"></span> obecności na </span></div><div class="t m0 x1 h4 y612 ff7 fs0 fc0 sc0 ls0 ws0">posiedzeniu Rady<span class="_ _0"></span> <span class="_ _0"></span>wszystkich <span class="_ _0"></span>jej <span class="_ _9"></span>Członków <span class="_ _0"></span>możliwe <span class="_ _0"></span>jest <span class="_ _0"></span>ustalenie <span class="_ _9"></span>przez Przewo<span class="_ _0"></span>dniczącego <span class="_ _0"></span>następnego <span class="_ _0"></span>terminu <span class="_ _0"></span>posiedzenia </div><div class="t m0 x1 h4 y613 ff7 fs0 fc0 sc0 ls0 ws0">Rady na <span class="_ _0"></span>tym <span class="_ _0"></span>posiedzeniu. Podany <span class="_ _0"></span>do <span class="_ _0"></span>wiadomości przez <span class="_ _0"></span>Przewodnicząceg<span class="_ _0"></span>o <span class="_ _0"></span>termin jest terminem <span class="_ _0"></span>obowiązującym <span class="_ _0"></span>wszystkich </div><div class="t m0 x1 h4 y614 ff7 fs0 fc0 sc0 ls0 ws0">Członków Rady. <span class="ff3"> </span></div><div class="t m0 x1 h4 y615 ff7 fs0 fc0 sc0 ls0 ws0">Rada <span class="_ _8"></span>Nadzorcza <span class="_ _8"> </span>może <span class="_ _5"> </span>powziąć <span class="_ _9"></span>uchwał<span class="_ _0"></span>y <span class="_ _8"></span>także <span class="_ _8"></span>bez <span class="_ _8"></span>fo<span class="_ _0"></span>rmalnego <span class="_ _8"></span>zawiadomienia <span class="_ _8"></span>o <span class="_ _8"></span>posiedzeniu, <span class="_ _8"></span>jeżeli <span class="_ _8"></span>obecni <span class="_ _8"></span>są <span class="_ _8"></span>wszyscy <span class="_ _8"></span>jej </div><div class="t m0 x1 h4 y6f8 ff7 fs0 fc0 sc0 ls0 ws0">Członkowie i wyrażają zgodę na odbycie p<span class="_ _1"></span>osiedzenia i zamieszczenie poszczególnych spraw na porządku obrad. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y6f9 ff7 fs0 fc0 sc0 ls0 ws0">Rada <span class="_ _8"></span>Nadzorcz<span class="_ _0"></span>a <span class="_ _8"></span>jest <span class="_ _5"> </span>zdolna <span class="_ _8"></span>do <span class="_ _8"> </span>podejmow<span class="_ _0"></span>ania <span class="_ _8"></span>uchwał <span class="_ _5"> </span>objętych <span class="_ _8"></span>porządkiem <span class="_ _8"></span>obrad, <span class="_ _5"> </span>jeżeli <span class="_ _8"></span>na <span class="_ _8"> </span>pos<span class="_ _0"></span>iedzeniu <span class="_ _8"></span>jest <span class="_ _8"> </span>o<span class="_ _0"></span>becna <span class="_ _8"></span>co </div><div class="t m0 x1 h4 y6fa ff7 fs0 fc0 sc0 ls0 ws0">najmniej <span class="_ _9"></span>poł<span class="_ _0"></span>owa <span class="_ _8"></span>jej <span class="_ _9"></span>Czło<span class="_ _0"></span>nków, <span class="_ _9"></span>a <span class="_ _8"></span>wszyscy <span class="_ _9"></span>Czł<span class="_ _0"></span>onkowie <span class="_ _9"></span>z<span class="_ _0"></span>ostali <span class="_ _9"></span>zaw<span class="_ _0"></span>iadomien<span class="_ _1"></span>i <span class="_ _9"></span>o <span class="_ _8"></span>posiedzeniu. <span class="_ _8"></span>Rada <span class="_ _8"></span>postanawia <span class="_ _9"></span>bezwzględną </div><div class="t m0 x1 h4 y6fb ff7 fs0 fc0 sc0 ls0 ws0">większością <span class="_ _1"></span>głosów <span class="_ _1"></span>oddanych<span class="ff3">, </span>chyb<span class="_ _1"></span>a, że <span class="_ _14"></span>Statut S<span class="_ _1"></span>półki <span class="_ _1"></span>wymaga wię<span class="_ _1"></span>kszości kwali<span class="_ _1"></span>fikowanej <span class="_ _1"></span>z tym<span class="_ _14"></span>,<span class="_ _0"></span> <span class="_ _1"></span>że <span class="_ _14"></span>za uchwałą <span class="_ _1"></span>głosować <span class="_ _1"></span>musi<span class="_ _1"></span> </div><div class="t m0 x1 h4 y6fc ff7 fs0 fc0 sc0 ls0 ws0">przynajmniej <span class="_ _1"></span>trzech Członków <span class="_ _1"></span>Rady. <span class="_ _1"></span>W przypadku<span class="_ _1"></span> równej <span class="_ _1"></span>liczby gł<span class="_ _1"></span>osów oddanych<span class="_ _1"></span> za uchwałą<span class="_ _1"></span> i <span class="_ _1"></span>przeciwko uchwale <span class="_ _1"></span>(liczonymi<span class="_ _1"></span> </div><div class="t m0 x1 h4 y6fd ff7 fs0 fc0 sc0 ls0 ws0">łącznie <span class="_ _9"></span>z <span class="_ _9"></span>głosami <span class="_ _9"></span>wstrzymującymi <span class="_ _9"></span>się<span class="_ _1"></span>) <span class="_ _9"></span>decyduje <span class="_ _9"></span>głos <span class="_ _9"></span>Przewodniczącego <span class="_ _9"></span>Rady. <span class="_ _9"></span>Postanowienia <span class="_ _9"></span>Rady <span class="_ _9"></span>zapadają <span class="_ _9"></span>w <span class="_ _9"></span>głosowaniu </div><div class="t m0 x1 h4 y6fe ff7 fs0 fc0 sc0 ls0 ws0">jawnym. Posiedzenia Rady Nadzorczej są protokołowane. <span class="ff3"> </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 xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">62</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _8"></span>posiedzeniach <span class="_ _8"></span>Rady <span class="_ _8"></span>Nadzorczej <span class="_ _8"></span>podejmuje <span class="_ _8"></span>się <span class="_ _8"></span>postanowienia <span class="_ _8"></span>w <span class="_ _8"></span>formie <span class="_ _8"></span>wniosków <span class="_ _8"></span>i <span class="_ _8"></span>opinii <span class="_ _8"></span>dla <span class="_ _8"></span>Walnego <span class="_ _8"></span>Zgromadzenia </div><div class="t m0 x1 h4 y8d ff7 fs0 fc0 sc0 ls0 ws0">wynikających z przeprowadzonych czynności nadzorczo –<span class="ff3"> kontrolnych, </span>oraz uchwał w pozostałych sprawach.<span class="ff3"> </span></div><div class="t m0 x1 h4 yd7 ff7 fs0 fc0 sc0 ls0 ws0">Rada Nadzorcza sprawuje stały nadzór nad działalnością Spółki we wszystkich <span class="ff3">dziedzinach </span>jej działalności.<span class="ff3"> </span></div><div class="t m0 x1 h4 yd8 ff3 fs0 fc0 sc0 ls0 ws0">Rada <span class="_ _8"></span>Nadzorcz<span class="_ _0"></span>a <span class="_ _5"> </span><span class="ff7">repre<span class="_ _1"></span>zentuje <span class="_ _8"></span>Spółkę <span class="_ _5"> </span>we <span class="_ _8"></span>w<span class="_ _0"></span>szelkich <span class="_ _8"></span>umowach <span class="_ _5"> </span>i <span class="_ _8"></span>sporach <span class="_ _5"> </span>z <span class="_ _8"></span>Członkami <span class="_ _5"> </span>Zarządu. <span class="_ _8"></span>Każda <span class="_ _5"> </span>umowa <span class="_ _8"></span>z<span class="_ _0"></span> <span class="_ _8"></span>Członkiem </span></div><div class="t m0 x1 h4 y5 ff7 fs0 fc0 sc0 ls0 ws0">Zarządu <span class="_ _0"></span>w<span class="_ _0"></span>ymaga <span class="_ _9"></span>formy <span class="_ _0"></span>pisemnej. <span class="_ _9"></span>Umowę <span class="_ _9"></span>ze <span class="_ _9"></span>strony <span class="_ _0"></span>Spółki <span class="_ _9"></span>podpisuje <span class="_ _9"></span>Przewodniczący <span class="_ _0"></span>R<span class="_ _0"></span>ady, <span class="_ _9"></span>Wiceprzewodni<span class="_ _1"></span>czący <span class="_ _9"></span>Rady <span class="_ _9"></span>lub<span class="_ _14"></span> </div><div class="t m0 x1 h4 yd9 ff7 fs0 fc0 sc0 ls0 ws0">inny <span class="_ _0"></span>Czł<span class="_ _0"></span>onek <span class="_ _0"></span>R<span class="_ _0"></span>ady <span class="_ _9"></span>wskazany <span class="_ _0"></span>w <span class="_ _9"></span>uchwale <span class="_ _0"></span>Rady <span class="_ _9"></span>Nadzorcz<span class="_ _0"></span>ej. <span class="_ _9"></span>Poza<span class="_ _1"></span> <span class="_ _9"></span>czynnościami <span class="_ _0"></span>wymienionymi <span class="_ _9"></span>w <span class="_ _0"></span>przepisach <span class="_ _9"></span>prawa <span class="_ _9"></span>i <span class="_ _0"></span>Statucie </div><div class="t m0 x1 h4 yda ff7 fs0 fc0 sc0 ls0 ws0">Spółki Rada Nadzorcza powinna:<span class="ff3"> </span></div><div class="t m0 x14 h7 ydb ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">raz  w  r<span class="_ _1"></span>oku  sp<span class="_ _1"></span>orządzać  i  przed<span class="_ _1"></span>stawiać  Zwyczajnemu<span class="_ _1"></span>  Walnemu<span class="_ _1"></span>  Zgromadzeni<span class="_ _1"></span>u  zwięzłą  ocenę<span class="_ _1"></span>  sytuacji <span class="_ _e"> </span>Spółki,  z<span class="_ _1"></span> </span></span></div><div class="t m0 x24 h4 ydc ff7 fs0 fc0 sc0 ls0 ws0">uwzględnieniem oceny systemu kontroli wewnętrzne<span class="_ _1"></span>j i systemu zarządzania ryzykiem istotnym dla Spółki,<span class="ff3"> </span></div><div class="t m0 x14 h7 y219 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">raz w roku dokonać i przedstawiać Zwyczajnemu Walnemu Zgromadzeniu ocenę swojej pracy,<span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y6ff ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">rozpatrywać i opin<span class="_ _1"></span>iować sprawy mające być przedmiotem uch<span class="_ _1"></span>wał Walnego Zgromadzenia.<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x1 h4 y29f ff7 fs0 fc0 sc0 ls0 ws0">Bez zgody Rady Nadzorczej nie powinny być podejmowane u<span class="_ _1"></span>chwały w sprawach: <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x14 h7 y2a0 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">zawarcia przez Spółkę istotnej umowy/transakcji z podmiotem powiązanym, <span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y2a1 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">nabycia przedsiębiorstwa lub zorganizowanej części przedsiębiorstwa, <span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y2a2 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">tworzenia i likwidowanie oddziałów Spółki w kraju i za granicą, <span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y2a3 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">przejmowania odpowiedzialności za <span class="_ _0"></span>cudze zobowiąz<span class="_ _0"></span>ania (poręczenia, gwarancje, <span class="_ _0"></span>awale wekslowe) <span class="_ _0"></span>przekraczające </span></span></div><div class="t m0 x24 h4 y2a4 ff7 fs0 fc0 sc0 ls0 ws0">kwotę <span class="_ _0"></span>stanowiącą <span class="_ _0"></span>wysokość <span class="_ _0"></span>kapitału <span class="_ _0"></span>zakładowego <span class="_ _0"></span>Spółki, <span class="_ _0"></span>z <span class="_ _0"></span>zastrzeżeniem, iż <span class="_ _9"></span>przejmowanie odpowiedzialności <span class="_ _0"></span>za </div><div class="t m0 x24 h4 y2a5 ff7 fs0 fc0 sc0 ls0 ws0">zobowiązania spółek z grupy kapitałowej<span class="ff3"> </span>Spółki nie wymaga zgody Rady Nadzorczej, <span class="ff3"> </span></div><div class="t m0 x14 h7 y32e ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">zajmowania <span class="_ _1c"> </span>się <span class="_ _1c"> </span>przez <span class="_ _1c"> </span>Członków <span class="_ _25"> </span>Zarządu <span class="_ _1c"> </span>interesami <span class="_ _25"> </span>ko<span class="_ _0"></span>nkurencyjnymi <span class="_ _25"> </span>oraz <span class="_ _1c"> </span>ucz<span class="_ _0"></span>estniczenie <span class="_ _25"> </span>w <span class="_ _1c"> </span>spółkach </span></span></div><div class="t m0 x24 h4 y404 ff7 fs0 fc0 sc0 ls0 ws0">konkurencyjnych, jako wspólnik jawny lub członek władz,<span class="ff3"> </span></div><div class="t m0 x14 h7 y79 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">nabywania, <span class="_ _5"> </span>o<span class="_ _0"></span>bejmowanie, <span class="_ _5"> </span>z<span class="_ _0"></span>bywanie, <span class="_ _5"> </span>rezygnacja  z <span class="_ _e"> </span>prawa  p<span class="_ _1"></span>oboru <span class="_ _e"> </span>udziałów  lu<span class="_ _1"></span>b <span class="_ _e"> </span>akcji,  z <span class="_ _5"> </span>wyjątkiem  akcji <span class="_ _5"> </span>spółek </span></span></div><div class="t m0 x24 h4 y6da ff7 fs0 fc0 sc0 ls0 ws0">publicznych w ilości nieprzekraczającej 1% (jeden procen<span class="_ _1"></span>t) ogólnej ich liczby, <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x14 h7 y6db ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">wypłaty akcjonariuszom zaliczki na poczet dywiden<span class="_ _1"></span>dy przewidywanej na koniec roku obrotowego, <span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y573 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">zawarcia przez Sp<span class="_ _1"></span>ółkę lub p<span class="_ _1"></span>odmiot od nie<span class="_ _1"></span>j zależny istotnej <span class="_ _1"></span>umowy z podmiotem <span class="_ _1"></span>powiązanym ze <span class="_ _1"></span>Spółką, Członkiem </span></span></div><div class="t m0 x24 h4 y700 ff7 fs0 fc0 sc0 ls0 ws0">Rady Nadzorczej albo Zarządu oraz podmiotami z nimi powiązanymi, <span class="ff3"> </span></div><div class="t m0 x14 h7 y701 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">nabycia lub zbycie nieruchomości, użytkowania wieczystego lub udziału w nieru<span class="_ _1"></span>chomości.<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x1 h4 y702 ff7 fs0 fc0 sc0 ls0 ws0">W  cel<span class="_ _1"></span>u <span class="_ _e"> </span>wykonywania  s<span class="_ _1"></span>woich  zadań <span class="_ _5"> </span>Rada  Nadzorcza  może <span class="_ _e"> </span>przeglądać <span class="_ _5"> </span>każdy  dział  czynności <span class="_ _5"> </span>Spółki  żądać <span class="_ _e"> </span>od  Zarząd<span class="_ _1"></span>u <span class="_ _e"> </span>i </div><div class="t m0 x1 h4 y703 ff7 fs0 fc0 sc0 ls0 ws0">pracowników Spółki sprawozdań i wyjaśnień, dokonywać rewizji majątku oraz sprawdzać księg<span class="_ _1"></span>i i dokumenty.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y65a ff7 fs0 fc0 sc0 ls0 ws0">Rada <span class="_ _8"></span>Nadzorcza <span class="_ _8"></span>może <span class="_ _9"></span>w <span class="_ _8"></span>drodze <span class="_ _8"></span>uchwały <span class="_ _8"></span>powierzyć <span class="_ _9"></span>wykonanie <span class="_ _8"></span>określonych <span class="_ _8"></span>czynności <span class="_ _8"></span>nadzoru <span class="_ _9"></span>poszcz<span class="_ _0"></span>ególnym <span class="_ _8"></span>Członkom<span class="_ _1"></span> </div><div class="t m0 x1 h4 y704 ff3 fs0 fc0 sc0 ls0 ws0">Rady. </div><div class="t m0 x1 h4 y705 ff7 fs0 fc0 sc0 ls0 ws0">W razie zawieszenia w czynnościach lub stałej niemożności sprawowania czynności przez Członków Zarządu Rada Nadzorcza </div><div class="t m0 x1 h4 y706 ff7 fs0 fc0 sc0 ls0 ws0">powinna <span class="_ _0"></span>bezzwłocz<span class="_ _0"></span>nie <span class="_ _0"></span>przedsięwziąć <span class="_ _0"></span>o<span class="_ _0"></span>dpowiednie kroki <span class="_ _9"></span>celem <span class="_ _0"></span>uz<span class="_ _0"></span>upełnienia <span class="_ _0"></span>składu <span class="_ _0"></span>Zarzą<span class="_ _0"></span>du. <span class="_ _0"></span>W <span class="_ _9"></span>celu <span class="_ _0"></span>wyko<span class="_ _0"></span>nania <span class="_ _0"></span>obowiązku </div><div class="t m0 x1 h4 y567 ff7 fs0 fc0 sc0 ls0 ws0">określonego <span class="_ _0"></span>w <span class="_ _9"></span>zdaniu<span class="_ _1"></span> <span class="_ _0"></span>pi<span class="_ _0"></span>erwszym <span class="_ _0"></span>niniejszego <span class="_ _9"></span>paragrafu<span class="_ _1"></span> <span class="_ _0"></span>Rada <span class="_ _9"></span>Nadzorcza <span class="_ _9"></span>może <span class="_ _0"></span>w <span class="_ _0"></span>szczególności <span class="_ _0"></span>delegować<span class="_ _0"></span> <span class="_ _0"></span>swojego <span class="_ _9"></span>Członka<span class="_ _1"></span> </div><div class="t m0 x1 h4 y707 ff7 fs0 fc0 sc0 ls0 ws0">celem czasowego wykonywania czynności Członków Zarządu<span class="ff3"> </span>na okres nie dłuższy niż 3 miesiące<span class="ff3">. </span></div><div class="t m0 x1 h4 y708 ff7 fs0 fc0 sc0 ls0 ws0">Radzie <span class="_ _1"></span>Nadzorczej <span class="_ _1"></span>przysługuje <span class="_ _14"></span>uprawnienie do <span class="_ _14"></span>z<span class="_ _0"></span>wołania <span class="_ _1"></span>Nadzwyczajn<span class="_ _1"></span>ego <span class="_ _1"></span>Walnego <span class="_ _1"></span>oraz Z<span class="_ _14"></span>w<span class="_ _0"></span>yczajnego <span class="_ _1"></span>Walnego <span class="_ _1"></span>Zgromadzenia<span class="_ _1"></span> </div><div class="t m0 x1 h4 y57a ff7 fs0 fc0 sc0 ls0 ws0">w trybie przewidzianym w Statucie Spółki.<span class="ff3"> </span></div><div class="t m0 x1 h4 y709 ff7 fs0 fc0 sc0 ls0 ws0">Rada N<span class="_ _1"></span>adzorcza <span class="_ _1"></span>realizuje <span class="_ _14"></span>swoje zadania <span class="_ _14"></span>i kompeten<span class="_ _1"></span>cje n<span class="_ _1"></span>a <span class="_ _1"></span>posiedzeniach <span class="_ _1"></span>oraz przez <span class="_ _14"></span>czynności nad<span class="_ _1"></span>zorczo<span class="_ _0"></span><span class="ff3">-kontrolne <span class="_ _1"></span>i <span class="_ _1"></span>doradcze </span></div><div class="t m0 x1 h4 y41f ff7 fs0 fc0 sc0 ls0 ws0">w postaci p<span class="_ _1"></span>rawa żądan<span class="_ _1"></span>ia od <span class="_ _1"></span>Zarządu <span class="_ _1"></span>przedstawienia <span class="_ _1"></span>wszelkich <span class="_ _1"></span>dokumentów i i<span class="_ _1"></span>nnych mate<span class="_ _1"></span>riałów dotyczących Sp<span class="_ _1"></span>ółki, b<span class="_ _1"></span>adania </div><div class="t m0 x1 h4 y3e7 ff7 fs0 fc0 sc0 ls0 ws0">ksiąg <span class="_ _0"></span>finansowych, <span class="_ _0"></span>innych <span class="_ _0"></span>akt <span class="_ _0"></span>i <span class="_ _9"></span>dokumentów <span class="_ _0"></span>Spółki <span class="_ _0"></span>i <span class="_ _0"></span>porównywanie <span class="_ _0"></span>ich <span class="_ _0"></span>ze <span class="_ _9"></span>stan<span class="_ _1"></span>em <span class="_ _0"></span>faktycznym, <span class="_ _0"></span>prawa <span class="_ _9"></span>żądania o<span class="_ _0"></span>d <span class="_ _0"></span>Zarządu <span class="_ _0"></span>i </div><div class="t m0 x1 h4 y70a ff7 fs0 fc0 sc0 ls0 ws0">innych <span class="_ _9"></span>pracowników <span class="_ _9"></span>Spółki <span class="_ _9"></span>wszelkich <span class="_ _9"></span>wyjaśnień.<span class="ff3"> <span class="_ _9"></span></span>Nadto <span class="_ _9"></span>od <span class="_ _9"></span>13.10.<span class="_ _0"></span>2022 <span class="_ _9"></span>r. <span class="_ _9"></span>wskutek <span class="_ _9"></span>nowelizacji <span class="_ _9"></span>Kodeksu <span class="_ _9"></span>spółek <span class="_ _9"></span>handlowych </div><div class="t m0 x1 h4 y421 ff3 fs0 fc0 sc0 ls0 ws0">Rada <span class="_ _8"></span><span class="ff7">Nadzorcza <span class="_ _8"></span>otrzymała <span class="_ _8"> </span>now<span class="_ _0"></span>e <span class="_ _8"></span>obowiązki <span class="_ _5"> </span>i<span class="_ _1"></span> <span class="_ _8"></span>uprawnienia <span class="_ _8"></span>związane <span class="_ _8"></span>ze <span class="_ _8"> </span>sprawow<span class="_ _0"></span>aniem <span class="_ _8"></span>stałego <span class="_ _8"></span>nadzoru <span class="_ _8"></span>nad <span class="_ _8"></span>działalnością </span></div><div class="t m0 x1 h4 y70b ff3 fs0 fc0 sc0 ls0 ws0">S<span class="ff7">półki <span class="_ _8"></span>oraz <span class="_ _8"></span>prawidłowym <span class="_ _9"></span>wykonywaniem <span class="_ _8"></span>czynności <span class="_ _8"></span>kontrolo</span>-nadzorcz<span class="_ _0"></span>ych. <span class="_ _8"></span><span class="ff7">Cześć <span class="_ _8"></span></span>nowe<span class="_ _1"></span>lizacji<span class="ff7">, <span class="_ _8"></span>w <span class="_ _8"></span>szczególności <span class="_ _9"></span>dodany <span class="_ _8"></span>art. </span></div><div class="t m0 x1 h4 y423 ff7 fs0 fc0 sc0 ls0 ws0">380(1) <span class="_ _12"> </span>Kodeksu <span class="_ _12"> </span>spółek <span class="_ _12"> </span>handlowych <span class="_ _15"> </span>nakłada <span class="_ _15"> </span>bezpośredni<span class="_ _1"></span>o <span class="_ _12"> </span>na <span class="_ _15"> </span>Zarząd <span class="_ _12"> </span>nowe <span class="_ _15"> </span>obowiązki <span class="_ _12"> </span>informacyjne <span class="_ _12"> </span>względem <span class="_ _12"> </span>Rady </div><div class="t m0 x1 h4 y70c ff7 fs0 fc0 sc0 ls0 ws0">Nadzorczej, <span class="_ _8"></span>które <span class="_ _8"></span>Zarząd <span class="_ _8"></span>musi <span class="_ _8"></span>realizować <span class="_ _8"></span>z <span class="_ _8"></span>urzędu <span class="_ _8"></span>(<span class="ff3">odpowiednio <span class="_ _8"></span>na <span class="_ _8"></span>posiedzeniach <span class="_ _9"></span>R<span class="_ _0"></span>ady <span class="_ _8"></span>Nadzorczej <span class="_ _8"></span>lub <span class="_ _8"></span></span>niezwłocznie <span class="_ _8"></span><span class="ff3">po </span></div><div class="t m0 x1 h4 y70d ff7 fs0 fc0 sc0 ls0 ws0">wystąpieniu <span class="_ _0"></span>określonych <span class="_ _9"></span>zdarzeń <span class="_ _9"></span>lub <span class="_ _0"></span>okolicz<span class="_ _0"></span>ności). <span class="_ _9"></span>Rada <span class="_ _9"></span>Nadzorcza <span class="_ _9"></span>w <span class="_ _0"></span>porozumieniu <span class="_ _9"></span>z <span class="_ _0"></span>Zarządem <span class="_ _9"></span>w <span class="_ _9"></span>celu <span class="_ _9"></span>ujednolicen<span class="_ _1"></span>ia <span class="_ _9"></span>oraz </div><div class="t m0 x1 h4 y70e ff3 fs0 fc0 sc0 ls0 ws0">zapewn<span class="ff7">ienia <span class="_ _9"></span>prawidłowego <span class="_ _9"></span></span>wykonywania <span class="_ _9"></span>nowyc<span class="_ _0"></span>h <span class="_ _9"></span>regulacji <span class="_ _9"></span>w <span class="_ _9"></span>uchwale <span class="_ _9"></span>Rady <span class="_ _9"></span>Nadzorczej <span class="_ _9"></span>nr <span class="_ _9"></span>3 <span class="_ _9"></span>z <span class="_ _8"></span>dnia <span class="_ _8"></span><span class="ff7">10.01.2023 <span class="_ _9"></span>r. <span class="_ _9"></span>wyraziła </span></div><div class="t m0 x1 h4 y70f ff7 fs0 fc0 sc0 ls0 ws0">pozytywną <span class="_ _0"></span>opinię <span class="_ _0"></span>w <span class="_ _0"></span>sprawie <span class="_ _0"></span>zmiany <span class="_ _0"></span>dokumentów <span class="_ _0"></span>korporacyjnych Spółki. <span class="_ _9"></span><span class="ff3"> <span class="_ _0"></span></span>Organy <span class="_ _0"></span>Spółki <span class="_ _0"></span>wspólnie <span class="_ _0"></span>ustaliły, <span class="_ _0"></span>że <span class="_ _0"></span>celem <span class="_ _0"></span>zmiany </div><div class="t m0 x1 h4 y710 ff7 fs0 fc0 sc0 ls0 ws0">dokumentów <span class="_ _8"></span>korporacyjnych <span class="_ _8"></span>nie <span class="_ _8"></span>jest <span class="_ _9"></span>ograniczenie <span class="_ _8"></span>kompetencji <span class="_ _8"></span>Rady <span class="_ _8"></span>Nadzorczej <span class="_ _8"></span>wynikających <span class="_ _8"></span>z <span class="_ _8"></span>nowelizacji <span class="_ _8"></span>przepis<span class="_ _1"></span>ów, <span class="_ _8"></span>a </div><div class="t m0 x1 h4 y711 ff7 fs0 fc0 sc0 ls0 ws0">jedynie <span class="_ _1"></span>ich <span class="_ _1"></span>skonkretyzowanie <span class="_ _14"></span>w Regulaminie <span class="_ _14"></span>Zarządu<span class="_ _0"></span><span class="ff3 ls8">, <span class="ls0">co <span class="_ _14"></span><span class="ff7">umo<span class="_ _0"></span>żliwi <span class="_ _14"></span>Radzie Nadzorczej <span class="_ _1"></span>stały <span class="_ _1"></span>nadzór <span class="_ _1"></span>nad <span class="_ _14"></span>działalnością spółki <span class="_ _14"></span>we </span></span></span></div><div class="t m0 x1 h4 y712 ff7 fs0 fc0 sc0 ls0 ws0">wszystkich <span class="_ _5"> </span>dziedzin<span class="_ _1"></span>ach <span class="_ _5"> </span>jej <span class="_ _5"> </span>działalności <span class="_ _8"></span>oraz<span class="_ _0"></span> <span class="_ _5"> </span>prawidłowe <span class="_ _8"></span>wykonywanie <span class="_ _5"> </span>obowiązków <span class="_ _e"> </span><span class="ff3">kontrolno</span>–<span class="ff3">nadzorczych <span class="_ _8"></span>oraz <span class="_ _5"> </span>zapewni </span></div><div class="t m0 x1 h4 y713 ff7 fs0 fc0 sc0 ls0 ws0">Zarządowi <span class="_ _15"> </span>możliwo<span class="_ _0"></span>ść <span class="_ _15"> </span>należytego <span class="_ _1a"> </span>wypełniania <span class="_ _15"> </span>ciążących <span class="_ _1a"> </span>na <span class="_ _15"> </span>nim <span class="_ _15"> </span>obowiązków <span class="_ _1a"> </span>informacyjnych.<span class="ff3"> <span class="_ _1a"> </span> <span class="_ _15"> </span>Zmiany <span class="_ _1a"> </span>Statutu <span class="_ _15"> </span>oraz </span></div><div class="t m0 x1 h4 y293 ff3 fs0 fc0 sc0 ls0 ws0">R<span class="ff7">egulaminu <span class="_ _0"></span>Rady <span class="_ _9"></span>Nadzorczej <span class="_ _0"></span>we <span class="_ _9"></span>wskazanym <span class="_ _0"></span>zakresie <span class="_ _0"></span>zostały <span class="_ _9"></span>wprowadzone<span class="_ _0"></span></span> <span class="_ _0"></span>odpowiednio <span class="_ _9"></span><span class="ff7">na <span class="_ _0"></span>podstawie <span class="_ _9"></span>uchwały <span class="_ _0"></span>nr <span class="_ _9"></span></span>19 <span class="_ _0"></span>i <span class="_ _0"></span>21 </div><div class="t m0 x1 h4 y714 ff7 fs0 fc0 sc0 ls0 ws0">Zwyczajnego <span class="_ _15"> </span>Walnego <span class="_ _12"> </span>Zgromadzenia <span class="_ _12"> </span>Spółki <span class="_ _15"> </span>z <span class="_ _15"> </span>dnia <span class="_ _15"> </span>2<span class="ff3">9.06.2023 <span class="_ _15"> </span>r<span class="ls5">. <span class="_ _15"> </span></span></span>Z <span class="_ _15"> </span>kolei <span class="_ _15"> </span>zmiany <span class="_ _12"> </span>w <span class="_ _15"> </span>Regulaminie <span class="_ _12"> </span>Zarządu <span class="_ _15"> </span>dotyczące </div><div class="t m0 x1 h4 y295 ff3 fs0 fc0 sc0 ls0 ws0">skonkretyzowania <span class="_ _12"> </span>kompetencji <span class="_ _12"> </span>Rady <span class="_ _3"> </span>Nadzorczej <span class="_ _12"> </span>oraz <span class="_ _12"> </span><span class="ff7">zapewniania <span class="_ _3"> </span>Zarządow<span class="_ _0"></span>i <span class="_ _12"> </span>możliwości <span class="_ _3"> </span>prawidłowego <span class="_ _12"> </span>wykonywania </span></div><div class="t m0 x1 h4 y19f ff7 fs0 fc0 sc0 ls0 ws0">ciążących<span class="ff3"> </span>na <span class="_ _0"></span>nim obowiązków <span class="_ _0"></span><span class="ff3">informacyjnych <span class="_ _0"></span></span>zostały <span class="ff3">w<span class="_ _0"></span>prowadzone </span>w uchwale Zarząd<span class="_ _0"></span>u nr 2 <span class="_ _0"></span>z <span class="_ _0"></span>dnia 29.06.2023 <span class="_ _0"></span>r.<span class="ff3"> <span class="_ _0"></span>Wskazana </span></div><div class="t m0 x1 h4 y1a0 ff7 fs0 fc0 sc0 ls0 ws0">nowelizacja <span class="_ _0"></span>przepisów <span class="_ _0"></span>Kodeksu <span class="_ _0"></span>spółek <span class="_ _0"></span>handlowych<span class="ff3"> <span class="_ _9"></span></span>przyznała <span class="_ _0"></span>również mo<span class="_ _0"></span>żliwość <span class="_ _0"></span>Radzie <span class="_ _0"></span>Nadzorczej <span class="_ _0"></span>do<span class="_ _0"></span><span class="ff3"> <span class="_ _0"></span></span>podjęcia <span class="_ _0"></span>uchwały <span class="_ _0"></span>w </div><div class="t m0 x1 h4 y297 ff3 fs0 fc0 sc0 ls0 ws0">sprawie <span class="_ _14"></span><span class="ff7">zlecenia <span class="_ _14"></span>zbadania <span class="_ _1"></span>określonej <span class="_ _14"></span>sprawy <span class="ff3">dotycz</span>ącej<span class="ff3"> <span class="_ _14"></span><span class="ff7">działalności <span class="_ _14"></span>S<span class="_ _0"></span>półki <span class="_ _14"></span>lub <span class="_ _14"></span>jej<span class="_ _0"></span> <span class="_ _14"></span>majątku <span class="_ _1"></span>przez <span class="_ _14"></span>wybranego <span class="_ _14"></span>doradcę<span class="_ _0"></span> <span class="_ _14"></span>(<span class="_ _0"></span><span class="ff3">doradca </span></span></span></span></div><div class="t m0 x1 h4 y298 ff3 fs0 fc0 sc0 ls0 ws0">Rady Nadzorczej)<span class="ff7">, <span class="_ _1"></span>co spowodowa<span class="_ _1"></span>ło podjęcie przez <span class="_ _1"></span>Zwyczajne <span class="_ _1"></span>Walnego Zg<span class="_ _1"></span>romadzenie Spółki <span class="_ _1"></span>w dniu<span class="_ _1"></span> 2<span class="ff3">9.06.2023 r. </span>u<span class="_ _1"></span>chwały nr </span></div><div class="t m0 x1 h4 y299 ff7 fs0 fc0 sc0 ls0 ws0">18, <span class="_ _9"></span>w <span class="_ _9"></span>której <span class="_ _9"></span>ustanowiono <span class="_ _9"></span>maksymalny <span class="_ _9"></span>łączny <span class="_ _9"></span>koszt <span class="_ _9"></span>wynagrodzenia <span class="_ _9"></span>wszystkich <span class="_ _0"></span>doradców<span class="_ _0"></span> <span class="_ _9"></span>Rady <span class="_ _9"></span>Nadzorczej <span class="_ _9"></span>w <span class="_ _0"></span>latach <span class="_ _9"></span>2023 <span class="_ _9"></span>i </div><div class="t m0 x1 h4 y715 ff7 fs0 fc0 sc0 ls0 ws0">2024 na poziomie po 100.000,00 złotych rocznie. <span class="ff3"> </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 xb y3f w4 h9" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA6IAAAXuCAIAAAD+0AL9AAAACXBIWXMAABYlAAAWJQFJUiTwAAAY3ElEQVR42uzauw3DMAxFUTHQXpydkzFFgsABPEDEnFPZ7YM/t1B091prrVVVCwAARtjXm8y0CBykqry2AHD7i3xYAQCAeWQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMw1AQAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQCAcaK7X1dVZQ4AAGbY15vMtAgcpKq8tngy8fzA7YPk0AIAAAPJXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZawIAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAAB+X3T366qqzAEAwAz7epOZFoGDVJXXFgBuf5EOLQAAMJDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5JgAAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAME509/sqwhwAAEzLXAAAGMOhBQAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZawIAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgc00AAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQDgCPtzFRHmAPgr3W0EYKrwjQMAYB6HFgAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkrgkAAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzDUBAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkmAABA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAgMwFAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAQOYCACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAIHMBAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAkLkAAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAyFwAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAAAyFwAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAACZCwAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAIDMBQAAmQsAADIXAABkLgAAyFwAAJC5AAAMtK83EWER4ETdbQQAvsrWvwEAgHkcWgAAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuSYAAEDmAgCAzAUAAJkLAAAyFwAAZC4AADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwAAMhcAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQAAmQsAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgCAzAUAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQBA5gIAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AAAgcwEAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAACQuQAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFAACZCwAAMhcAAGQuAADIXAAAZC4AAMhcAACQuQAAIHMBAEDmAgAgcwEAQOYCAIDMBQAAmQsAADIXAABkLgAAMhcAAGQuAADIXAAAkLkAACBzAQCQuQAAIHMBAEDmAgCAzAUAAJkLAAAyFwAAmQsAADIXAABkLgAAyFwAAJC5AADIXAAAkLkAACBzAQBA5gIAgMwFAACZCwCAzAUAAJkLAAAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAgMwFeLZbhzYAADAIBNP9h6Yz4NrkzmNQDwAyFwAAZC4AAMhcAABkLgAAyFwAAJC5AAAgcwEAQOYCAIDMBQBA5gIAwC/jAgAAjkvSThaGvkiTchJh8wAAAABJRU5ErkJggg=="/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">63</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">Rada <span class="_ _3"> </span>Nadzorcza <span class="_ _12"> </span>wykonuje <span class="_ _3"> </span>swoje <span class="_ _3"> </span>czynności <span class="_ _12"> </span>kolegialnie, <span class="_ _3"> </span>może <span class="_ _3"> </span>ponadto <span class="_ _12"> </span>delegować <span class="_ _3"> </span>swoich <span class="_ _12"> </span>członków <span class="_ _3"> </span>do <span class="_ _3"> </span>wykonywania </div><div class="t m0 x1 h4 y8d ff7 fs0 fc0 sc0 ls0 ws0">poszczególnych <span class="_ _0"></span>czynności <span class="_ _0"></span>nadzorczych <span class="_ _9"></span>kontrolnych i <span class="_ _9"></span>doradczych. <span class="_ _0"></span>W <span class="_ _0"></span>przypadku <span class="_ _0"></span>oddelegowania <span class="_ _9"></span>poszczególnego <span class="_ _0"></span>Członka <span class="_ _0"></span>lub </div><div class="t m0 x1 h4 yd7 ff7 fs0 fc0 sc0 ls0 ws0">Członków <span class="_ _0"></span>Rady <span class="_ _0"></span>Nadzorczej <span class="_ _0"></span>do <span class="_ _9"></span>wykonania <span class="_ _0"></span>określonych <span class="_ _0"></span>czynności <span class="_ _9"></span>nadzorczych <span class="_ _0"></span>kontrolnych <span class="_ _0"></span>lub <span class="_ _0"></span>doradczych <span class="_ _0"></span>z<span class="_ _0"></span>obowiązany <span class="_ _0"></span>jest </div><div class="t m0 x1 h4 yd8 ff7 fs0 fc0 sc0 ls0 ws0">on (oni) <span class="_ _0"></span>przed przystąpien<span class="_ _1"></span>iem do <span class="_ _0"></span>danej czynności przedstawić Zarządowi odpis uchwały <span class="_ _0"></span>Rady Nadzorczej delegujący go <span class="_ _0"></span>(ich) </div><div class="t m0 x1 h4 y5 ff7 fs0 fc0 sc0 ls0 ws0">do <span class="_ _9"></span>wykonania <span class="_ _0"></span>tej <span class="_ _9"></span>czynności. <span class="_ _9"></span>Członek <span class="_ _0"></span>Rady <span class="_ _9"></span>Nadzorczej <span class="_ _9"></span>o<span class="_ _0"></span>ddeleg<span class="_ _1"></span>owany <span class="_ _9"></span>do <span class="_ _0"></span>w<span class="_ _0"></span>ykonywania <span class="_ _9"></span>poszczególnych <span class="_ _0"></span>czynności <span class="_ _9"></span>powinien </div><div class="t m0 x1 h4 yd9 ff7 fs0 fc0 sc0 ls0 ws0">składać  Radzie  Nadzorczej  szczegółowe  sprawozdani<span class="_ _1"></span>e  z  pełnionej  funkcji<span class="_ _1"></span>  na  najbliższym  posiedzeniu  od  podjęcia  tych </div><div class="t m0 x1 h4 yda ff7 fs0 fc0 sc0 ls0 ws0">czynności <span class="_ _3"> </span>oraz <span class="_ _3"> </span>co <span class="_ _3"> </span>najmniej <span class="_ _3"> </span>raz <span class="_ _3"> </span>w <span class="_ _12"> </span>roku  podczas <span class="_ _3"> </span>posiedzenia <span class="_ _3"> </span>Rady <span class="_ _3"> </span>Nadzorcz<span class="_ _0"></span>ej <span class="_ _3"> </span>zwoła<span class="_ _0"></span><span class="ff3">nego <span class="_ _3"> </span>przed <span class="_ _3"> </span>Zwyczajnym <span class="_ _12"> </span>Walnym </span></div><div class="t m0 x1 h4 ydb ff7 fs0 fc0 sc0 ls0 ws0">Zgromadzeniem. <span class="_ _0"></span>Członek <span class="_ _0"></span>R<span class="_ _0"></span>ady <span class="_ _0"></span>N<span class="_ _0"></span>adzorczej <span class="_ _9"></span>odde<span class="_ _1"></span>legowany <span class="_ _0"></span>przez <span class="_ _9"></span>grupę <span class="_ _0"></span>akcjonariuszy <span class="_ _0"></span>do <span class="_ _9"></span>stałego <span class="_ _0"></span>ind<span class="_ _0"></span>ywidualnego <span class="_ _0"></span>wykonania </div><div class="t m0 x1 h4 ydc ff7 fs0 fc0 sc0 ls0 ws0">czynności <span class="_ _0"></span>nadzorczych <span class="_ _0"></span>zgodnie <span class="_ _0"></span>z <span class="_ _0"></span>art. <span class="_ _0"></span>390 <span class="_ _0"></span>§ <span class="_ _0"></span>2 <span class="_ _9"></span>Kodeksu<span class="_ _1"></span> <span class="_ _0"></span>spółek <span class="_ _0"></span>handlowych <span class="_ _0"></span>powinien <span class="_ _0"></span>składać <span class="_ _0"></span>Radzie <span class="_ _9"></span>Nadzorczej szc<span class="_ _0"></span>zegó<span class="_ _0"></span>łowe </div><div class="t m0 x1 h4 y219 ff7 fs0 fc0 sc0 ls0 ws0">sprawozdania z <span class="_ _1"></span>pełnionej <span class="_ _1"></span>funkcji co najmni<span class="_ _1"></span>ej raz <span class="_ _1"></span>na kwartał ora<span class="_ _1"></span>z ra<span class="_ _1"></span>z w roku <span class="_ _1"></span>podczas p<span class="_ _1"></span>osiedzenia <span class="_ _1"></span>Rady Nadzorczej <span class="_ _1"></span>zwołanego </div><div class="t m0 x1 h4 y21a ff7 fs0 fc0 sc0 ls0 ws0">przed Zwyczajnym <span class="_ _0"></span>Walnym <span class="_ _0"></span>Zgro<span class="_ _0"></span>madzeniem. Jeżeli <span class="_ _0"></span>Rada <span class="_ _0"></span>została <span class="_ _0"></span>wybrana <span class="_ _0"></span>w <span class="_ _0"></span>drodze <span class="_ _0"></span>głosowania <span class="_ _0"></span>oddzielnymi grupami,<span class="_ _0"></span> każda </div><div class="t m0 x1 h4 y21b ff3 fs0 fc0 sc0 ls0 ws0">grupa <span class="_ _1a"> </span>ma <span class="_ _1a"> </span>prawo <span class="_ _19"> </span><span class="ff7">dele<span class="_ _1"></span>gować <span class="_ _1a"> </span>jednego <span class="_ _1a"> </span>spośród <span class="_ _1a"> </span>w<span class="_ _0"></span>ybranych <span class="_ _1a"> </span>przez <span class="_ _1a"> </span>siebie <span class="_ _1a"> </span>Członków <span class="_ _19"> </span>Rady <span class="_ _1a"> </span>do <span class="_ _1a"> </span>stałego <span class="_ _1a"> </span>indywidualnego </span></div><div class="t m0 x1 h4 y21c ff7 fs0 fc0 sc0 ls0 ws0">wykonywania <span class="_ _9"></span>czynności <span class="_ _9"></span>nadzorczych. <span class="_ _9"></span>W <span class="_ _9"></span>o<span class="_ _0"></span>kresie <span class="_ _9"></span>między <span class="_ _9"></span>posiedzeniami <span class="_ _9"></span>Radę <span class="_ _9"></span>wobec <span class="_ _9"></span>Zarządu <span class="_ _8"></span>repre<span class="_ _1"></span>zentuje <span class="_ _9"></span>Przewodniczący </div><div class="t m0 x1 h4 y21d ff7 fs0 fc0 sc0 ls0 ws0">Rady lub w przypadku jego dłuższej nieobecności <span class="ff3">- Wice</span>przewodniczący, a w dalszej kolejności Sekretarz Rady.<span class="ff3"> </span></div><div class="t m0 x1 h4 y21e ff7 fs0 fc0 sc0 ls0 ws0">Rada <span class="_ _0"></span>Nadzorcza <span class="_ _9"></span>dla <span class="_ _0"></span>prawidłow<span class="_ _0"></span>ego <span class="_ _0"></span>wykonywania <span class="_ _9"></span>swoich <span class="_ _0"></span>zadań <span class="_ _9"></span>może <span class="_ _0"></span>powo<span class="_ _0"></span>łać <span class="_ _0"></span>zespoły <span class="_ _9"></span>specjali<span class="_ _1"></span>styczne <span class="_ _0"></span>lu<span class="_ _0"></span>b <span class="_ _9"></span>eks<span class="_ _1"></span>pertów <span class="_ _0"></span>spoza </div><div class="t m0 x1 h4 y249 ff7 fs0 fc0 sc0 ls0 ws0">Członków Rady <span class="_ _0"></span>Nadzorczej w celu opracowania stosow<span class="_ _0"></span>nych opinii lub ekspertyz pozostających w<span class="_ _0"></span> zakresie<span class="_ _1"></span> kompetencji Rady </div><div class="t m0 x1 h4 y24a ff3 fs0 fc0 sc0 ls0 ws0">Nadzorczej<span class="ff7">, <span class="_ _19"> </span>w <span class="_ _4"> </span>szczeg<span class="_ _1"></span>ólności <span class="_ _19"> </span>doradców<span class="_ _0"></span><span class="ff3"> <span class="_ _19"> </span>Rady <span class="_ _19"> </span>Nadzorczej. <span class="_ _19"> </span>R<span class="_ _0"></span>oczny <span class="_ _19"> </span>limit <span class="_ _19"> </span>przyznany <span class="_ _19"> </span></span>uchwałą <span class="_ _4"> </span><span class="ff3">Walnego <span class="_ _19"> </span>Zgromadzenia </span></span></div><div class="t m0 x1 h4 y24b ff3 fs0 fc0 sc0 ls0 ws0">Akcjonariuszy <span class="ff7">wynosi 100.000 zł. </span> </div><div class="t m0 x1 h4 y24c ff7 fs0 fc0 sc0 ls0 ws0">Członkowie Rady <span class="_ _14"></span>wyko<span class="_ _0"></span>nują swoje<span class="_ _1"></span> <span class="_ _1"></span>prawa i <span class="_ _14"></span>obowiąz<span class="_ _0"></span>ki osobiście<span class="_ _1"></span>. Z <span class="_ _14"></span>zastrzeżeniem art. <span class="_ _14"></span>388 § 2 zd. <span class="_ _14"></span>2 Kodeksu <span class="_ _1"></span>spółek handlowych </div><div class="t m0 x1 h4 y24d ff7 fs0 fc0 sc0 ls0 ws0">Członkowie Rady Nadzorczej <span class="_ _0"></span>mogą wziąć <span class="_ _0"></span>udział w <span class="_ _0"></span>przyjmowaniu uchwały <span class="_ _0"></span>Rady Nadzorczej <span class="_ _0"></span>poprzez oddanie <span class="_ _0"></span>głosu na <span class="_ _0"></span>piśmie </div><div class="t m0 x1 h4 y1d5 ff7 fs0 fc0 sc0 ls0 ws0">za pośrednictwem innego Członka Rady.<span class="ff3"> </span></div><div class="t m0 x1 h4 y30a ff7 fs0 fc0 sc0 ls0 ws0">Przy Radzie Nadzorczej TESGAS S.A. działa Komitet Au<span class="_ _1"></span>dytu w składzie: <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x50 h7 y2a9 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff7">Łukasz Kalupa<span class="ff3"> </span>–<span class="ff3"> </span>Przewodniczący Komitetu Audytu (spełnia kryterium niezależności),<span class="ff3"> </span></span></span></div><div class="t m0 x50 h7 y1d6 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff7">Tomasz Skoczyński –<span class="ff3"> </span>Wiceprzewodniczący Komitetu Audytu,<span class="ff3"> </span></span></span></div><div class="t m0 x50 h7 y716 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _c"> </span><span class="ff3">Mariusz Mirek <span class="ff7">–</span> <span class="ff7">Członek Komitetu Audytu.</span> </span></span></div><div class="t m0 x1 h4 y2ab ff3 fs0 fc0 sc0 ls0 ws0">Komitet Audytu jest organem o charakterze opiniodawczo-<span class="ff7">doradczym działającym w ramach Rady Nadzorczej Spółki.</span> </div><div class="t m0 x1 h4 y2ac ff7 fs0 fc0 sc0 ls0 ws0">Zadaniem <span class="_ _19"> </span>Komitetu <span class="_ _19"> </span>Audytu <span class="_ _19"> </span>jest <span class="_ _19"> </span>doradztwo <span class="_ _19"> </span>na <span class="_ _19"> </span>rzecz <span class="_ _19"> </span>Rady <span class="_ _19"> </span>Nadzorczej <span class="_ _19"> </span>w <span class="_ _19"> </span>kwestiach <span class="_ _19"> </span>właściwego <span class="_ _19"> </span>wdrażania <span class="_ _19"> </span>zasad </div><div class="t m0 x1 h4 y2ad ff7 fs0 fc0 sc0 ls0 ws0">sprawozdawczości <span class="_ _1a"> </span>finansowej, <span class="_ _1a"> </span>kontroli <span class="_ _1a"> </span>wewnętrznej <span class="_ _1a"> </span>w <span class="_ _19"> </span>Spółce <span class="_ _1a"> </span>oraz <span class="_ _1a"> </span>współpraca <span class="_ _1a"> </span>z <span class="_ _19"> </span>biegłymi <span class="_ _15"> </span>rewidentami <span class="_ _1a"> </span>Spółki. <span class="_ _19"> </span>W </div><div class="t m0 x1 h4 y717 ff7 fs0 fc0 sc0 ls0 ws0">szczególności do zadań Komitetu należy:<span class="ff3"> </span></div><div class="t m0 x14 h7 y4d9 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">ocena <span class="_ _8"></span>zakresu <span class="_ _8"></span>niezależności <span class="_ _8"> </span>w<span class="_ _0"></span>ybranego <span class="_ _8"></span>biegłego <span class="_ _8"></span>rewidenta <span class="_ _5"> </span>i <span class="_ _8"></span>doradzanie <span class="_ _8"></span>Radzie <span class="_ _5"> </span>Nadzorczej <span class="_ _8"></span>w <span class="_ _5"> </span>sprawie <span class="_ _8"></span>wyboru </span></span></div><div class="t m0 x24 h4 y718 ff7 fs0 fc0 sc0 ls0 ws0">biegłego <span class="_ _8"></span>r<span class="_ _0"></span>ewidenta, <span class="_ _5"> </span>a <span class="_ _5"> </span>także <span class="_ _5"> </span>warunków <span class="_ _5"> </span>umowy <span class="_ _5"> </span>z <span class="_ _5"> </span>nim <span class="_ _8"> </span>i<span class="_ _0"></span> <span class="_ _5"> </span>wysokości <span class="_ _5"> </span>jego <span class="_ _5"> </span>wynagrodzenia. <span class="_ _5"> </span>Dokonanie <span class="_ _5"> </span>przez <span class="_ _8"></span>Rad<span class="_ _0"></span>ę </div><div class="t m0 x24 h4 y51e ff7 fs0 fc0 sc0 ls0 ws0">Nadzorczą <span class="_ _1a"> </span>wyboru <span class="_ _12"> </span>innego <span class="_ _1a"> </span>podmiotu <span class="_ _15"> </span>pełniącego <span class="_ _1a"> </span>funkcję <span class="_ _1a"> </span>biegłego <span class="_ _15"> </span>rewidenta <span class="_ _15"> </span>niż <span class="_ _1a"> </span>rekomendowany <span class="_ _15"> </span>wymaga </div><div class="t m0 x24 h4 y719 ff7 fs0 fc0 sc0 ls0 ws0">szczegółowego uzasadnienia;<span class="ff3"> </span></div><div class="t m0 x14 h7 y71a ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">przygotowywanie projektów uchwał Rady Nadzorczej w sprawach finansowych Sp<span class="_ _1"></span>ółki;<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y71b ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">rozpatrywanie kwartalnych, półrocznych i rocznych sprawozdań fin<span class="_ _1"></span>ansowych;<span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y71c ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">omawianie wszelkich problemów lub zastrzeżeń<span class="_ _1"></span>, które mogą wynikać z badania sprawozdań finansowych Spółki;<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y71d ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff3">rekomendowanie Radzie Nadzorczej <span class="ff7">przyjęcia lub odrzucenia sprawozdania finansowego Spółki;</span> </span></span></div><div class="t m0 x14 h7 y71e ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">współpraca z audytorem zewnętrznym i wewnętrzn<span class="_ _1"></span>ym;<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y4bf ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">zapewnianie jak najpełniejszej komunikacji pomiędzy biegłym rewiden<span class="_ _1"></span>tem i Radą Nadzorczą;<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y71f ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">analiza uwag kierowanych do Zarządu sporządzonych przez biegłych rewidentów Spółki oraz odpowie<span class="_ _1"></span>dzi Zarządu;<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y720 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">analiza raportów audytorów wewnętrznych Spółki oraz odpowied<span class="_ _1"></span>zi Zarządu na te spostrzeżenia;<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y721 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">analizowanie <span class="_ _12"> </span>i <span class="_ _12"> </span>ocena <span class="_ _12"> </span>stosun<span class="_ _1"></span>ków <span class="_ _12"> </span>i <span class="_ _12"> </span>zależności <span class="_ _12"> </span>występ<span class="_ _1"></span>ujących <span class="_ _12"> </span>w <span class="_ _12"> </span>Spółce <span class="_ _12"> </span>a <span class="_ _3"> </span>także <span class="_ _12"> </span>w <span class="_ _12"> </span>samej <span class="_ _12"> </span>Radzie <span class="_ _12"> </span>Nadzorczej <span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x24 h4 y722 ff7 fs0 fc0 sc0 ls0 ws0">i <span class="_ _14"></span>Zarządzie Spółki <span class="_ _14"></span>pod kątem <span class="_ _14"></span>możliwych do <span class="_ _14"></span>ujawnienia l<span class="_ _1"></span>ub <span class="_ _1"></span>występujących <span class="_ _1"></span>konfliktów <span class="_ _14"></span>interesów oraz <span class="_ _14"></span>podejmowanie </div><div class="t m0 x24 h4 y723 ff7 fs0 fc0 sc0 ls0 ws0">działań zmierzających do wyeliminowania tego<span class="ff3"> zjawiska; </span></div><div class="t m0 x14 h7 y724 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">rozważanie <span class="_ _5"> </span>wszelkich <span class="_ _5"> </span>i<span class="_ _0"></span>nnych <span class="_ _5"> </span>kw<span class="_ _0"></span>estii <span class="_ _5"> </span>związanych <span class="_ _e"> </span>z <span class="_ _5"> </span>audytem  Sp<span class="_ _1"></span>ółki,  na <span class="_ _5"> </span>które <span class="_ _5"> </span>zwróc<span class="_ _0"></span>ił <span class="_ _5"> </span>uwagę <span class="_ _e"> </span>Komitet <span class="_ _5"> </span>lub <span class="_ _5"> </span>R<span class="_ _0"></span>ada </span></span></div><div class="t m0 x24 h4 y725 ff3 fs0 fc0 sc0 ls0 ws0">Nadzorcza. </div><div class="t m0 x1 h4 y726 ff7 fs0 fc0 sc0 ls0 ws0">Komitet Au<span class="_ _1"></span>dytu zbiera <span class="_ _1"></span>się stosownie<span class="_ _1"></span> do p<span class="_ _1"></span>otrzeb nie <span class="_ _1"></span>rzadziej jed<span class="_ _1"></span>nak niż d<span class="_ _1"></span>wa razy do<span class="_ _1"></span> roku. <span class="_ _1"></span>W <span class="ff3 ls3">202<span class="ls0">4 </span></span>roku <span class="_ _14"></span>Ko<span class="_ _0"></span>mitet A<span class="_ _1"></span>udytu odbył </div><div class="t m0 x1 h4 y727 ff3 fs0 fc0 sc0 ls0 ws0">4 posiedzenia<span class="ls5">. </span> </div><div class="t m0 x1 h4 y728 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y4bd ff7 fs0 fc0 sc0 ls0 ws0">Na  rzecz  TESGAS  S<span class="_ _1"></span>.A.  nie  były  świadczone  przez  audytora  B<span class="ff3">-</span>Think  Sp.  z  o.o.  jakiekolwiek  usł<span class="_ _1"></span>ugi  niebędące  badan<span class="_ _1"></span>iem </div><div class="t m0 x1 h4 y729 ff7 fs0 fc0 sc0 ls0 ws0">sprawozdań finansowyc<span class="_ _0"></span>h, <span class="_ _0"></span>poza w<span class="_ _0"></span>eryfikacją sprawozdania <span class="_ _0"></span>z <span class="_ _0"></span>wynagrodzeń <span class="_ _0"></span><span class="ff3">Z</span>arz<span class="_ _0"></span>ądu i <span class="_ _0"></span><span class="ff3">Rady<span class="_ _0"></span> <span class="_ _0"></span>Nadzorczej. <span class="_ _0"></span>Wynagrodzenie z<span class="_ _0"></span> te<span class="_ _0"></span>go </span></div><div class="t m0 x1 h4 y412 ff7 fs0 fc0 sc0 ls0 ws0">tytułu wyniosło <span class="ff3">8 </span>tys. zł<span class="ff3">. </span></div><div class="t m0 x1 h4 y72a ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y413 ff7 fs0 fc0 sc0 ls0 ws0">Komitet <span class="_ _8"></span>Audytu <span class="_ _5"> </span>składa <span class="_ _8"></span>Radzie <span class="_ _5"> </span>Nadzorczej <span class="_ _5"> </span>sprawozdania <span class="_ _8"></span>ze <span class="_ _5"> </span>swojej <span class="_ _8"></span>działalności <span class="_ _8"></span>i <span class="_ _5"> </span>podjętych <span class="_ _5"> </span>decyzji <span class="_ _8"></span>w  miarę <span class="_ _8"></span>potrzeb <span class="_ _8"></span>o<span class="_ _0"></span>raz </div><div class="t m0 x1 h4 y72b ff7 fs0 fc0 sc0 ls0 ws0">podczas posiedzenia Rady Nadzorczej zwołanego przed Zwyczajnym Walnym Zgromadzeniem.<span class="ff3"> </span></div><div class="t m0 x1 h4 y72c ff7 fs0 fc0 sc0 ls0 ws0">Wynagrodzenie Członków Rady Nadzorczej TESGAS<span class="_ _1"></span> S.A.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y72d ff7 fs0 fc0 sc0 ls0 ws0">Wysokość <span class="_ _0"></span>wynagrodzenia czło<span class="_ _0"></span>nków R<span class="_ _0"></span>ady Nadzorczej <span class="_ _0"></span>została <span class="_ _9"></span>określona<span class="ff3"> u</span>chwałą <span class="_ _0"></span>Nr 17<span class="_ _0"></span> <span class="_ _0"></span>Zwyczajnego <span class="_ _0"></span>Walnego Zgromadzenia </div><div class="t m0 x1 h4 y72e ff7 fs0 fc0 sc0 ls0 ws0">spółki  TESGAS<span class="_ _1"></span>  S.A.  z <span class="_ _e"> </span>dnia  29 <span class="_ _e"> </span>czerwca  2023  roku<span class="ff3">  </span>(wskazana  uchwała  określ<span class="_ _1"></span>a  wysokość  wyna<span class="_ _1"></span>grodzenia <span class="_ _e"> </span>członków  Rady </div><div class="t m0 x1 h4 y416 ff3 fs0 fc0 sc0 ls0 ws0">Nadzorczej od dnia 1 lipca 2023 r.) </div></div></div><div class="pi" ></div></div><div id="pf40" class="pf w0 h0" ><div class="pc pc40 w0 h0"><img class="bi xb y3f w6b h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">64</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">Wartość wynagrodzenia uzależniona jest od ind<span class="_ _1"></span>ywidualnych obowiązków o<span class="_ _0"></span>raz od obszarów odpowie<span class="_ _1"></span>dzialności </div><div class="t m0 x1 h4 y48 ff7 fs0 fc0 sc0 ls0 ws0">powierzonych poszczególnym członkom Rady Nadzorczej.<span class="ff3"> </span></div><div class="t m0 x1 h2 y49 ff1 fs0 fc0 sc0 ls0 ws0">Tabela <span class="ls3">26</span><span class="ff2">. Wynagrodzenia Członków Rady Nadzorc<span class="_ _1"></span>zej z tytułu pełnienia funkcji w Spółce<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c x51 y72f w6c h83"><div class="t m0 xa6 h2 yf8 ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff3"> </span></div></div><div class="c xfe y730 w6d h84"><div class="t m0 x27 h2 y731 ff2 fs0 fc1 sc0 ls0 ws0">W spółce dominującej:<span class="ff1"> </span></div></div><div class="c xff y730 w6e h84"><div class="t m0 xbd h2 y731 ff2 fs0 fc1 sc0 ls0 ws0">W spółkach zależnych<span class="ff1"> </span></div></div><div class="c x100 y730 w6f h84"><div class="t m0 x39 h2 y731 ff1 fs0 fc1 sc0 ls0 ws0">Razem<span class="ff3"> </span></div></div><div class="c xfe y72f w70 h23"><div class="t m0 xa0 h2 y170 ff1 fs0 fc1 sc0 ls0 ws0">Wynagrodzenie </div></div><div class="c x101 y72f w71 h23"><div class="t m0 xc7 h2 y16f ff1 fs0 fc1 sc0 ls0 ws0">Inne </div><div class="t m0 xc5 h2 ye8 ff2 fs0 fc1 sc0 ls0 ws0">świadczenia<span class="ff1"> </span></div></div><div class="c xff y72f w72 h23"><div class="t m0 xa0 h2 y170 ff1 fs0 fc1 sc0 ls0 ws0">Wynagrodzenie </div></div><div class="c x102 y72f w73 h23"><div class="t m0 xd9 h2 y16f ff1 fs0 fc1 sc0 ls0 ws0">Inne </div><div class="t m0 x18 h2 ye8 ff2 fs0 fc1 sc0 ls0 ws0">świadczenia<span class="ff1"> </span></div></div><div class="c x100 y72f w6f h23"><div class="t m0 x103 h85 y170 ffe fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x51 y732 w74 h86"><div class="t m0 xa6 h85 y733 ffe fs0 fc0 sc0 ls0 ws0">Okres od 01.01 do 31.12.2024 </div></div><div class="c x51 y734 w6c h87"><div class="t m0 xa6 h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">Piotr Stobiecki </div></div><div class="c xfe y734 w75 h87"><div class="t m0 x41 h4 ye8 ff3 fs0 fc0 sc0 ls3 ws0">66<span class="ls0"> </span></div></div><div class="c xa7 y734 w72 h87"><div class="t m0 x13 h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xff y734 w72 h87"><div class="t m0 x13 h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x102 y734 w73 h87"><div class="t m0 x1 h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x100 y734 w6f h87"><div class="t m0 xb4 h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">66 </div></div><div class="c x51 y557 w6c h88"><div class="t m0 xa6 h4 ye8 ff7 fs0 fc0 sc0 ls0 ws0">Tomasz Skoczyński<span class="ff3"> </span></div></div><div class="c xfe y557 w75 h88"><div class="t m0 x41 h4 ye8 ff3 fs0 fc0 sc0 ls3 ws0">54<span class="ls0"> </span></div></div><div class="c xa7 y557 w72 h88"><div class="t m0 x13 h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xff y557 w72 h88"><div class="t m0 x13 h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x102 y557 w73 h88"><div class="t m0 x1 h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x100 y557 w6f h88"><div class="t m0 xb4 h4 ye8 ff3 fs0 fc0 sc0 ls3 ws0">54<span class="ls0"> </span></div></div><div class="c x51 y735 w6c h87"><div class="t m0 xa6 h4 ye8 ff7 fs0 fc0 sc0 ls0 ws0">Elżbieta Kocik<span class="ff3"> </span></div></div><div class="c xfe y735 w75 h87"><div class="t m0 x41 h4 ye8 ff3 fs0 fc0 sc0 ls3 ws0">54<span class="ls0"> </span></div></div><div class="c xa7 y735 w72 h87"><div class="t m0 x13 h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xff y735 w72 h87"><div class="t m0 x80 h4 ye8 ff3 fs0 fc0 sc0 ls3 ws0">84<span class="ls0"> </span></div></div><div class="c x102 y735 w73 h87"><div class="t m0 x1 h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x100 y735 w6f h87"><div class="t m0 x1c h4 ye8 ff3 fs0 fc0 sc0 ls3 ws0">13<span class="ls0">8 </span></div></div><div class="c x51 y736 w6c h88"><div class="t m0 xa6 h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">Mariusz Mirek </div></div><div class="c xfe y736 w75 h88"><div class="t m0 x41 h4 ye8 ff3 fs0 fc0 sc0 ls3 ws0">50<span class="ls0"> </span></div></div><div class="c xa7 y736 w72 h88"><div class="t m0 x13 h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xff y736 w72 h88"><div class="t m0 x13 h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x102 y736 w73 h88"><div class="t m0 x1 h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x100 y736 w6f h88"><div class="t m0 xb4 h4 ye8 ff3 fs0 fc0 sc0 ls3 ws0">50<span class="ls0"> </span></div></div><div class="c x51 y17e w6c h87"><div class="t m0 xa6 h4 ye8 ff7 fs0 fc0 sc0 ls0 ws0">Łukasz Kalupa<span class="ff3"> </span></div></div><div class="c xfe y17e w75 h87"><div class="t m0 x41 h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">50 </div></div><div class="c xa7 y17e w72 h87"><div class="t m0 xb h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">1 </div></div><div class="c xff y17e w72 h87"><div class="t m0 x13 h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x102 y17e w73 h87"><div class="t m0 x1 h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x100 y17e w6f h87"><div class="t m0 xb4 h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">51 </div></div><div class="c x51 y737 w6c h89"><div class="t m0 xa6 h2 y1dd ff1 fs0 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xfe y737 w75 h89"><div class="t m0 x46 h2 y1dd ff1 fs0 fc0 sc0 ls3 ws0">27<span class="ls0">6 </span></div></div><div class="c xa7 y737 w72 h89"><div class="t m0 xb h2 y1dd ff1 fs0 fc0 sc0 ls0 ws0">1 </div></div><div class="c xff y737 w72 h89"><div class="t m0 x80 h2 y1dd ff1 fs0 fc0 sc0 ls3 ws0">84<span class="ls0"> </span></div></div><div class="c x102 y737 w73 h89"><div class="t m0 x1 h2 y1dd ff1 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x100 y737 w6f h89"><div class="t m0 x1c h2 y1dd ff1 fs0 fc0 sc0 ls0 ws0">360 </div></div><div class="c x51 y738 w74 h86"><div class="t m0 xa6 h85 y733 ffe fs0 fc0 sc0 ls0 ws0">Okres od 01.01 do 31.12.2023 </div></div><div class="c x51 y739 w6c h8a"><div class="t m0 xa6 h4 y73a ff3 fs0 fc0 sc0 ls0 ws0">Piotr Stobiecki </div></div><div class="c xfe y739 w75 h8a"><div class="t m0 x41 h4 y73b ff3 fs0 fc0 sc0 ls3 ws0">60<span class="ls0"> </span></div></div><div class="c xa7 y739 w72 h8a"><div class="t m0 x13 h4 y73a ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xff y739 w72 h8a"><div class="t m0 x13 h4 y73a ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x102 y739 w73 h8a"><div class="t m0 x1 h4 y73a ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x100 y739 w6f h8a"><div class="t m0 xb4 h4 y73a ff3 fs0 fc0 sc0 ls3 ws0">60<span class="ls0"> </span></div></div><div class="c x51 y73c w6c h89"><div class="t m0 xa6 h4 y1dd ff7 fs0 fc0 sc0 ls0 ws0">Tomasz Skoczyński<span class="ff3"> </span></div></div><div class="c xfe y73c w75 h89"><div class="t m0 x41 h4 y115 ff3 fs0 fc0 sc0 ls3 ws0">48<span class="ls0"> </span></div></div><div class="c xa7 y73c w72 h89"><div class="t m0 x13 h4 y1dd ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xff y73c w72 h89"><div class="t m0 x13 h4 y1dd ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x102 y73c w73 h89"><div class="t m0 x1 h4 y1dd ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x100 y73c w6f h89"><div class="t m0 xb4 h4 y1dd ff3 fs0 fc0 sc0 ls3 ws0">48<span class="ls0"> </span></div></div><div class="c x51 y73d w6c h89"><div class="t m0 xa6 h4 y1dd ff7 fs0 fc0 sc0 ls0 ws0">Elżbieta Kocik<span class="ff3"> </span></div></div><div class="c xfe y73d w75 h89"><div class="t m0 x41 h4 y115 ff3 fs0 fc0 sc0 ls3 ws0">48<span class="ls0"> </span></div></div><div class="c xa7 y73d w72 h89"><div class="t m0 x104 h4 y1dd ff3 fs0 fc0 sc0 ls0 ws0">-<span class="ls3">73</span> </div></div><div class="c xff y73d w72 h89"><div class="t m0 xb h4 y1dd ff3 fs0 fc0 sc0 ls0 ws0">2 </div></div><div class="c x102 y73d w76 h89"><div class="t m0 x1c h4 y1dd ff3 fs0 fc0 sc0 ls3 ws0">123<span class="ls0"> </span></div></div><div class="c x51 y73e w6c h2c"><div class="t m0 xa6 h4 y1dd ff3 fs0 fc0 sc0 ls0 ws0">Mariusz Mirek </div></div><div class="c xfe y73e w75 h2c"><div class="t m0 x41 h4 y115 ff3 fs0 fc0 sc0 ls3 ws0">44<span class="ls0"> </span></div></div><div class="c xa7 y73e w72 h2c"><div class="t m0 x13 h4 y1dd ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xff y73e w72 h2c"><div class="t m0 x13 h4 y1dd ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x102 y73e w73 h2c"><div class="t m0 x1 h4 y1dd ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x100 y73e w6f h2c"><div class="t m0 xb4 h4 y1dd ff3 fs0 fc0 sc0 ls3 ws0">44<span class="ls0"> </span></div></div><div class="c x51 y73f w6c h89"><div class="t m0 xa6 h4 y1dd ff7 fs0 fc0 sc0 ls0 ws0">Łukasz Kalupa<span class="ff3"> </span></div></div><div class="c xfe y73f w75 h89"><div class="t m0 x41 h4 y115 ff3 fs0 fc0 sc0 ls3 ws0">45<span class="ls0"> </span></div></div><div class="c xa7 y73f w72 h89"><div class="t m0 x13 h4 y1dd ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c xff y73f w72 h89"><div class="t m0 x13 h4 y1dd ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x102 y73f w73 h89"><div class="t m0 x1 h4 y1dd ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x100 y73f w6f h89"><div class="t m0 xb4 h4 y1dd ff3 fs0 fc0 sc0 ls3 ws0">45<span class="ls0"> </span></div></div><div class="c x51 y740 w6c h89"><div class="t m0 xa6 h2 y1dd ff1 fs0 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xfe y740 w75 h89"><div class="t m0 x46 h2 y113 ff1 fs0 fc0 sc0 ls3 ws0">245<span class="ls0"> </span></div></div><div class="c xa7 y740 w72 h89"><div class="t m0 x13 h2 y1dd ff3 fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c xff y740 w72 h89"><div class="t m0 x80 h2 y1dd ff1 fs0 fc0 sc0 ls3 ws0">73<span class="ls0"> </span></div></div><div class="c x102 y740 w73 h89"><div class="t m0 xb h2 y113 ff1 fs0 fc0 sc0 ls0 ws0">2 </div></div><div class="c x100 y740 w6f h89"><div class="t m0 x1c h2 y1dd ff1 fs0 fc0 sc0 ls3 ws0">320<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y30c ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 he y17 ff5 fs3 fc0 sc0 ls0 ws0">Źródło: Emiten<span class="_ _1"></span>t<span class="ff3 fs4"> </span></div><div class="t m0 x1 hf y741 ff1 fs0 fc0 sc0 ls3 ws0">12.2.<span class="ff8 ls0"> <span class="_ _22"> </span><span class="ff2">Skład osobowy i zasady działania Zarządu<span class="ff1"> </span></span></span></div><div class="t m0 x1 h4 y5bf ff7 fs0 fc0 sc0 ls0 ws0">Zarówno <span class="_ _0"></span>na <span class="_ _0"></span>dzień <span class="_ _0"></span>31 <span class="_ _9"></span>grudnia <span class="_ _0"></span><span class="ff3">20<span class="_ _0"></span>24 <span class="_ _0"></span></span>roku, <span class="_ _0"></span>jak <span class="_ _0"></span>ró<span class="_ _0"></span>wnież <span class="_ _0"></span>na <span class="_ _9"></span>dzień spo<span class="_ _0"></span>rządzenia ni<span class="_ _0"></span>niejszego <span class="_ _0"></span>raportu, <span class="_ _0"></span>skł<span class="_ _0"></span>ad <span class="_ _0"></span>Zarządu <span class="_ _0"></span>TESGAS <span class="_ _0"></span>S.A. </div><div class="t m0 x1 h4 y5c0 ff7 fs0 fc0 sc0 ls0 ws0">przedstawia się następująco:<span class="ff3"> </span></div><div class="t m0 x1 h2 y40a ff1 fs0 fc0 sc0 ls0 ws0">Tabela <span class="ls3">27</span>. Osoby <span class="ff2">wchodzące w skład Zarządu Spółki TESGAS S<span class="_ _1"></span>.A.<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c x1 y742 w77 h8b"><div class="t m0 x3d h2 y743 ff2 fs0 fc1 sc0 ls0 ws0">Imię Nazwisko<span class="ff1"> </span></div></div><div class="c x105 y742 w78 h8b"><div class="t m0 x7f h2 y743 ff1 fs0 fc1 sc0 ls0 ws0">Funkcja </div></div><div class="c xfd y742 w79 h8b"><div class="t m0 x38 h2 y743 ff2 fs0 fc1 sc0 ls0 ws0">Okres pełnienia funkcji<span class="ff1"> </span></div></div><div class="c x1 y15d w77 h8c"><div class="t m0 xc h4 y744 ff7 fs0 fc0 sc0 ls0 ws0">Włodzimierz Kocik<span class="ff3"> </span></div></div><div class="c x105 y15d w78 h8c"><div class="t m0 x3a h4 y744 ff7 fs0 fc0 sc0 ls0 ws0">Prezes Zarządu<span class="ff3"> </span></div></div><div class="c xfd y15d w79 h8c"><div class="t m0 x3a h4 y744 ff7 fs0 fc0 sc0 ls0 ws0">przez cały rok <span class="ff3 ls3">202<span class="ls0">4 </span></span></div></div><div class="c x1 y636 w77 h8c"><div class="t m0 xc h4 y155 ff3 fs0 fc0 sc0 ls0 ws0">Marcin Szrejter </div></div><div class="c x105 y636 w78 h8c"><div class="t m0 x3a h4 y155 ff7 fs0 fc0 sc0 ls0 ws0">Wiceprezes Zarządu<span class="ff3"> </span></div></div><div class="c xfd y636 w79 h8c"><div class="t m0 x3a h4 y155 ff3 fs0 fc0 sc0 ls0 ws0">od 01.01.2024 do 31.10.2024 </div></div><div class="c x1 y745 w77 h8c"><div class="t m0 xc h4 y744 ff7 fs0 fc0 sc0 ls0 ws0">Jarosław Kocik<span class="ff3"> </span></div></div><div class="c x105 y745 w78 h8c"><div class="t m0 x3a h4 y744 ff7 fs0 fc0 sc0 ls0 ws0">Członek Zarządu<span class="ff3"> </span></div></div><div class="c xfd y745 w79 h8c"><div class="t m0 x3a h4 y744 ff3 fs0 fc0 sc0 ls0 ws0">od 10.07.2024 do 31.12.2024 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y2d5 ff5 fs3 fc0 sc0 ls0 ws0">Źródło: Emiten<span class="_ _1"></span>t<span class="ff1 fs0"> </span></div><div class="t m0 x1 h4 y120 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _8"></span>dniu <span class="_ _8"></span>10 <span class="_ _8"></span>lipca <span class="_ _8"></span>2024 <span class="_ _5"> </span>roku <span class="_ _8"></span>Zarząd <span class="_ _8"></span>Emitenta <span class="_ _8"></span>otrzymał <span class="_ _8"></span>rezygnację <span class="_ _8"></span>Pana <span class="_ _8"></span>Marcina <span class="_ _8"></span>Szrejtera<span class="_ _0"></span><span class="ff3"> <span class="_ _8"></span></span>z <span class="_ _8"> </span>pełnienia <span class="_ _8"></span>funkcji <span class="_ _8"></span>Wiceprezesa </div><div class="t m0 x1 h4 y746 ff7 fs0 fc0 sc0 ls0 ws0">Zarządu z dniem 31 października 2024 roku.<span class="ff3"> </span></div><div class="t m0 x1 h4 y747 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y748 ff7 fs0 fc0 sc0 ls0 ws0">Rada N<span class="_ _1"></span>adzorcza <span class="_ _1"></span>TESGAS <span class="_ _14"></span>S.A. w <span class="_ _1"></span>dniu <span class="_ _14"></span>10 lipca <span class="_ _14"></span>2024 podjęła <span class="_ _1"></span>uchwałę <span class="_ _14"></span>w sprawie<span class="_ _1"></span> p<span class="_ _1"></span>owołania <span class="_ _1"></span>na <span class="_ _1"></span>stanowisko <span class="_ _1"></span>Członka <span class="_ _1"></span>Zarządu <span class="_ _14"></span>Pa<span class="_ _0"></span>na<span class="_ _1"></span> </div><div class="t m0 x1 h4 y749 ff7 fs0 fc0 sc0 ls0 ws0">Jarosława Kocik na okres do końca obecnej kadencji.<span class="ff3"> </span></div><div class="t m0 x1 h4 y74a ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y74b ff7 fs0 fc0 sc0 ls0 ws0">Opis działania organu zarządzającego<span class="ff3"> </span></div><div class="t m0 x1 h4 y74c ff7 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _1"></span>Spółki <span class="_ _1"></span>działa <span class="_ _1"></span>na podstawie <span class="_ _14"></span>przepisów ustawy <span class="_ _1"></span>Kodeks <span class="_ _1"></span>spółek han<span class="_ _1"></span>dlowych, S<span class="_ _1"></span>tatutu Sp<span class="_ _1"></span>ółki, uchwał <span class="_ _1"></span>Rady <span class="_ _1"></span>Nadzorczej <span class="_ _1"></span>oraz </div><div class="t m0 x1 h4 y74d ff7 fs0 fc0 sc0 ls0 ws0">Regulaminu Zarządu.<span class="ff3"> </span></div><div class="t m0 x1 h4 y74e ff7 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _8"></span>jest <span class="_ _9"></span>o<span class="_ _0"></span>rganem <span class="_ _9"></span>w<span class="_ _0"></span>ykonawczym <span class="_ _9"></span>Spółki. <span class="_ _8"></span>Do <span class="_ _8"></span>kompetencji <span class="_ _8"></span>Zarządu <span class="_ _9"></span>należą <span class="_ _8"></span>wszystkie <span class="_ _8"></span>sprawy <span class="_ _8"></span>nie <span class="_ _8"></span>zastrzeżone <span class="_ _8"></span>w <span class="_ _9"></span>Kodeksie </div><div class="t m0 x1 h4 y74f ff7 fs0 fc0 sc0 ls0 ws0">spółek <span class="_ _5"> </span>handlowych <span class="_ _5"> </span>oraz <span class="_ _5"> </span>Statucie <span class="_ _8"></span>do <span class="_ _5"> </span>kompetencji <span class="_ _5"> </span>innych <span class="_ _5"> </span>organó<span class="_ _0"></span>w <span class="_ _5"> </span>Spółki. <span class="_ _5"> </span>Zarząd <span class="_ _8"></span>mo<span class="_ _0"></span>że <span class="_ _5"> </span>powołać <span class="_ _8"></span>prokurentów <span class="_ _5"> </span>zgodnie <span class="_ _5"> </span>z </div><div class="t m0 x1 h4 y375 ff7 fs0 fc0 sc0 ls0 ws0">obowiązującymi w tym zakresie <span class="ff3">przepisami prawa.  </span></div><div class="t m0 x1 h4 y750 ff3 fs0 fc0 sc0 ls8 ws0">W <span class="ls3">202<span class="ls0">4 roku prokurentami TESGAS<span class="_ _1"></span> S.A. byli: </span></span></div><div class="t m0 x14 h7 y751 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">Mikołaj Gałka, <span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y12b ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">Leszek Muszyński<span class="ff3">, </span></span></span></div><div class="t m0 x14 h7 y12c ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">Ireneusz Przybylski, </span></span></div><div class="t m0 x14 h7 y12d ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">Krzysztof Kocik.  </span></span></div><div class="t m0 x1 h4 y12e ff7 fs0 fc0 sc0 ls0 ws0">Członkowie Zarządu mogą wykonywać swoje obowiązki w oparciu o umowę o pracę lub umowę cywilnoprawną. <span class="ff3"> </span></div><div class="t m0 x1 h4 y12f ff7 fs0 fc0 sc0 ls0 ws0">Prezes Zarządu kieruje bieżącą działalnością Zarządu, koordynując jego prace. <span class="ff3"> </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 xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">65</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">Podstawową <span class="_ _5"> </span>formą <span class="_ _8"> </span>w<span class="_ _0"></span>spółdziałan<span class="_ _1"></span>ia <span class="_ _8"></span>Czło<span class="_ _0"></span>nków <span class="_ _8"> </span>Zarzą<span class="_ _0"></span>du <span class="_ _8"></span>Spółki <span class="_ _5"> </span>są <span class="_ _5"> </span>posiedzenia. <span class="_ _8"></span>Na <span class="_ _5"> </span>posiedzeniu <span class="_ _8"> </span>Zar<span class="_ _0"></span>ządu <span class="_ _8"></span>uchwały <span class="_ _5"> </span>mogą <span class="_ _5"> </span>być </div><div class="t m0 x1 h4 y8d ff7 fs0 fc0 sc0 ls0 ws0">podejmowane, jeżeli wszyscy Członkowie Zarządu zostali zawiadomieni o j<span class="_ _0"></span>ego miejscu, terminie i przedmiocie w taki sposób </div><div class="t m0 x1 h4 yd7 ff7 fs0 fc0 sc0 ls0 ws0">oraz w taki<span class="_ _1"></span>ej formie, <span class="_ _1"></span>żeby każdy <span class="_ _14"></span>z nich mógł <span class="_ _1"></span>uczestniczyć w<span class="_ _1"></span> posied<span class="_ _1"></span>zeniu. Posiedzen<span class="_ _1"></span>ia Zarządu <span class="_ _1"></span>zwołuje Prezes <span class="_ _1"></span>Zarządu, i<span class="_ _1"></span>lekroć </div><div class="t m0 x1 h4 yd8 ff7 fs0 fc0 sc0 ls0 ws0">uzna <span class="_ _8"></span>to <span class="_ _5"> </span>za <span class="_ _5"> </span>wskazane <span class="_ _8"></span>lub <span class="_ _8"></span>na <span class="_ _5"> </span>wniosek <span class="_ _8"> </span>każ<span class="_ _0"></span>dego <span class="_ _8"></span>z <span class="_ _5"> </span>Członków <span class="_ _5"> </span>Zarząd<span class="_ _1"></span>u. <span class="_ _8"></span>W <span class="_ _5"> </span>przypadku <span class="_ _8"></span>niezwołania <span class="_ _5"> </span>posiedzenia <span class="_ _8"></span>przez <span class="_ _5"> </span>Prezesa </div><div class="t m0 x1 h4 y5 ff7 fs0 fc0 sc0 ls0 ws0">niezwłocznie <span class="_ _8"></span>od <span class="_ _5"> </span>otrzymania <span class="_ _8"></span>wniosku <span class="_ _5"> </span>o <span class="_ _8"></span>jego<span class="_ _0"></span><span class="ff3"> <span class="_ _5"> </span></span>zwołanie <span class="_ _8"></span>uprawnienie <span class="_ _8"></span>do <span class="_ _5"> </span>zwołania <span class="_ _8"></span>posiedzenia <span class="_ _8"></span>przysługuje <span class="_ _5"> </span>temu <span class="_ _8"></span>Członkow<span class="_ _0"></span>i </div><div class="t m0 x1 h4 yd9 ff7 fs0 fc0 sc0 ls0 ws0">Zarządu, który zł<span class="_ _0"></span>ożył wniosek o<span class="_ _0"></span> zwoł<span class="_ _0"></span>anie posiedzenia. W <span class="_ _0"></span>przypadku nieobecności Prezesa Zarzą<span class="_ _0"></span>du uprawnienie <span class="_ _0"></span>do zwoł<span class="_ _0"></span>ania </div><div class="t m0 x1 h4 yda ff7 fs0 fc0 sc0 ls0 ws0">posiedzenia <span class="_ _0"></span>przysługuje <span class="_ _0"></span>każdemu <span class="_ _9"></span>z <span class="_ _0"></span>Członków <span class="_ _9"></span>Zarządu. <span class="_ _0"></span>O <span class="_ _9"></span>sposobie <span class="_ _0"></span>z<span class="_ _0"></span>woływania <span class="_ _0"></span>posiedzenia <span class="_ _0"></span>Zarząd<span class="_ _0"></span>u <span class="_ _0"></span>decyduje <span class="_ _0"></span>każdoraz<span class="_ _0"></span>owo </div><div class="t m0 x1 h4 ydb ff7 fs0 fc0 sc0 ls0 ws0">osoba zwołująca posiedzenie. Posied<span class="_ _1"></span>zenie Zarządu może się odbyć także w formie tele<span class="_ _1"></span>konferencji. Posiedzenia odbywają się </div><div class="t m0 x1 h4 ydc ff7 fs0 fc0 sc0 ls0 ws0">z <span class="_ _5"> </span>zasady <span class="_ _8"></span>w <span class="_ _5"> </span>siedzibie <span class="_ _8"></span>Spółki <span class="_ _5"> </span>lub <span class="_ _5"> </span>w <span class="_ _8"> </span>innym <span class="_ _5"> </span>wskazanym <span class="_ _8"></span>mi<span class="_ _0"></span>ejscu <span class="_ _5"> </span>na <span class="_ _8"></span>terytorium <span class="_ _5"> </span>RP. <span class="_ _5"> </span>Z <span class="_ _8"></span>posied<span class="_ _0"></span>zeń <span class="_ _5"> </span>sporządza <span class="_ _5"> </span>się <span class="_ _8"></span>każdorazowo </div><div class="t m0 x1 h4 y219 ff7 fs0 fc0 sc0 ls0 ws0">protokoły, <span class="_ _0"></span>podpisywane przez <span class="_ _0"></span>wszystkich <span class="_ _0"></span>obecnych <span class="_ _0"></span>na posiedzeniu <span class="_ _0"></span>Członków <span class="_ _0"></span>Zarządu. <span class="_ _0"></span>Posiedzenie Zarządu <span class="_ _0"></span>może <span class="_ _0"></span>się od<span class="_ _0"></span>być </div><div class="t m0 x1 h4 y21a ff7 fs0 fc0 sc0 ls0 ws0">bez <span class="_ _8"></span>oficjalnego <span class="_ _8"></span>zwoł<span class="_ _0"></span>ania, <span class="_ _8"></span>jeśli <span class="_ _8"></span>obecni <span class="_ _5"> </span>są <span class="_ _8"></span>wszyscy <span class="_ _8"></span>Członkowie <span class="_ _5"> </span>Zarządu <span class="_ _8"></span>i <span class="_ _8"></span>żaden <span class="_ _8"></span>z <span class="_ _5"> </span>nich <span class="_ _8"></span>nie <span class="_ _8"></span>wyraz<span class="_ _0"></span>i <span class="_ _8"></span>sprzeciwu <span class="_ _8"></span>co <span class="_ _8"></span>d<span class="_ _9"></span><span class="ff3">o <span class="_ _8"></span>odbycia </span></div><div class="t m0 x1 h4 y21b ff7 fs0 fc0 sc0 ls0 ws0">posiedzenia i proponowanego porządku obrad.<span class="ff3"> </span></div><div class="t m0 x1 h4 y21c ff7 fs0 fc0 sc0 ls0 ws0">Uchwały <span class="_ _8"></span>Zarządu <span class="_ _9"></span>zapadają <span class="_ _8"></span>zwykłą <span class="_ _9"></span>większością <span class="_ _8"></span>głosów. <span class="_ _8"></span>W <span class="_ _9"></span>przypadku <span class="_ _9"></span>rów<span class="_ _0"></span>nej <span class="_ _9"></span>ilości <span class="_ _8"></span>głosów <span class="_ _8"></span>decyduje <span class="_ _9"></span>głos <span class="_ _8"></span>Prezesa <span class="_ _9"></span>Zarządu. </div><div class="t m0 x1 h4 y21d ff7 fs0 fc0 sc0 ls0 ws0">Uchwały <span class="_ _8"></span>podejmowane <span class="_ _8"></span>są <span class="_ _5"> </span>w <span class="_ _8"></span>głosowaniu <span class="_ _8"></span>jawnym, <span class="_ _8"> </span>c<span class="_ _0"></span>hyba <span class="_ _8"></span>że <span class="_ _8"></span>dla <span class="_ _8"> </span>i<span class="_ _0"></span>ch <span class="_ _8"></span>podjęcia <span class="_ _8"></span>wymagane <span class="_ _5"> </span>jest <span class="_ _8"></span>zachowanie <span class="_ _8"></span>tajności. <span class="_ _8"></span>Zarząd </div><div class="t m0 x1 h4 y21e ff7 fs0 fc0 sc0 ls0 ws0">podejmuje <span class="_ _12"> </span>uchwały <span class="_ _12"> </span>na <span class="_ _12"> </span>posiedzeniach. <span class="_ _12"> </span>Uchwały <span class="_ _12"> </span>zarządu <span class="_ _12"> </span>mogą <span class="_ _12"> </span>być <span class="_ _12"> </span>podejmowane <span class="_ _3"> </span>także <span class="_ _12"> </span>bez <span class="_ _15"> </span>odbycia <span class="_ _12"> </span>posiedzenia, <span class="_ _12"> </span>w </div><div class="t m0 x1 h4 y249 ff7 fs0 fc0 sc0 ls0 ws0">następujący sposób:<span class="ff3"> </span></div><div class="t m0 x24 h7 y24a ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">każdy <span class="_ _9"></span>z <span class="_ _0"></span>c<span class="_ _0"></span>złonków <span class="_ _9"></span>zarządu <span class="_ _0"></span>złoży <span class="_ _9"></span>swój <span class="_ _9"></span>podpis <span class="_ _0"></span>pod<span class="_ _0"></span> <span class="_ _9"></span>treścią <span class="_ _0"></span>uchwały, <span class="_ _9"></span>która <span class="_ _9"></span>ma <span class="_ _9"></span>zostać <span class="_ _9"></span>podjęta <span class="_ _9"></span>–<span class="ff3"> <span class="_ _9"></span>tryb <span class="_ _9"></span>obiegowy, </span></span></span></div><div class="t m0 xe6 h4 y24b ff7 fs0 fc0 sc0 ls0 ws0">bądź<span class="ff3"> </span></div><div class="t m0 x24 h7 y24c ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">każdy z c<span class="_ _1"></span>złonków zarządu<span class="_ _1"></span> odda <span class="_ _1"></span>swój głos <span class="_ _1"></span>na pi<span class="_ _1"></span>śmie, a <span class="_ _1"></span>następnie <span class="_ _1"></span>przekaże tak <span class="_ _1"></span>podpisaną <span class="_ _14"></span>tre<span class="_ _0"></span>ść uchwały n<span class="_ _1"></span>a ręce<span class="_ _1"></span> </span></span></div><div class="t m0 xe6 h4 y24d ff7 fs0 fc0 sc0 ls0 ws0">Prezesa Zarządu.<span class="ff3"> </span></div><div class="t m0 x24 h7 y1d5 ff9 fs0 fc0 sc0 ls0 ws0">➢<span class="ff4"> <span class="_ _16"> </span><span class="ff7">za pomocą środka bezpośredniego porozumiewania się na odległość (telekonferencja, wideokonferencja).<span class="ff3"> </span></span></span></div><div class="t m0 x1 h4 y24e ff7 fs0 fc0 sc0 ls0 ws0">Zgodnie z <span class="_ _1"></span>treścią Regulaminu <span class="_ _1"></span>Zarządu uchwała przyjęta <span class="_ _1"></span>poza posiedzeniem <span class="_ _1"></span>musi być umieszczona w<span class="ff3"> </span>protokole z najbliższego<span class="_ _1"></span> </div><div class="t m0 x1 h4 y57 ff7 fs0 fc0 sc0 ls0 ws0">posiedzenia <span class="_ _14"></span>Zarządu. <span class="_ _14"></span>Czyn<span class="_ _0"></span>ności <span class="_ _14"></span>należące <span class="_ _14"></span>do kompe<span class="_ _1"></span>tencji <span class="_ _14"></span>całego <span class="_ _1"></span>Zarządu, <span class="_ _14"></span>a <span class="_ _14"></span>podj<span class="_ _0"></span>ęte <span class="_ _14"></span>bez <span class="_ _1"></span>uchwały, <span class="_ _14"></span>mogą <span class="_ _1"></span>następnie <span class="_ _14"></span>zostać <span class="_ _1"></span>przez </div><div class="t m0 x1 h4 y24f ff7 fs0 fc0 sc0 ls0 ws0">Zarząd zatwier<span class="ff3">dzone. </span></div><div class="t m0 x1 h4 y250 ff7 fs0 fc0 sc0 ls0 ws0">Członkowie <span class="_ _0"></span><span class="ff3">Z</span>arządu <span class="_ _9"></span>prowadzą <span class="_ _0"></span>także <span class="_ _0"></span>indywidualnie <span class="_ _0"></span>bieżące <span class="_ _9"></span>działania <span class="_ _0"></span>mające <span class="_ _9"></span>na <span class="_ _0"></span>celu <span class="_ _0"></span>realizację <span class="_ _0"></span>uchwał <span class="_ _9"></span>Zarządu. <span class="_ _0"></span>Członkowie </div><div class="t m0 x1 h4 y251 ff7 fs0 fc0 sc0 ls0 ws0">Zarządu <span class="_ _14"></span>winni współpracować <span class="_ _14"></span>i informować <span class="_ _14"></span>się <span class="_ _1"></span>wzajemnie <span class="_ _14"></span>o czynnościach <span class="_ _14"></span>podejmowanych w <span class="_ _14"></span>ramach <span class="_ _1"></span>zarządu, <span class="_ _14"></span>o ile <span class="_ _14"></span>czynności </div><div class="t m0 x1 h4 y252 ff7 fs0 fc0 sc0 ls0 ws0">te odbiegają <span class="_ _1"></span>od ustalonych zasad postępowania w dan<span class="_ _1"></span>ym typie spraw lub też <span class="_ _1"></span>dotyczą one <span class="_ _1"></span>zakresów czynności powierzonych </div><div class="t m0 x1 h4 y253 ff7 fs0 fc0 sc0 ls0 ws0">innym członkom <span class="_ _0"></span>Zarządu. Decyzje członków <span class="_ _0"></span><span class="ff3">Z</span>arządu, w <span class="_ _0"></span>ramach działań określonych w <span class="_ _0"></span>treści niniejszego akapitu mają fo<span class="_ _0"></span>rmę </div><div class="t m0 x1 h4 y254 ff7 fs0 fc0 sc0 ls0 ws0">ustnego lub pisemnego zarządzenia.<span class="ff3"> </span></div><div class="t m0 x1 h4 y255 ff7 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _3"> </span>zobowiązany <span class="_ _3"> </span>jest <span class="_ _3"> </span>do <span class="_ _3"> </span>przedkładania <span class="_ _3"> </span>Radzie <span class="_ _3"> </span>Nadzorczej <span class="_ _3"> </span>do <span class="_ _3"> </span>zatwierdzenia <span class="_ _3"> </span>projektów <span class="_ _3"> </span>wymagających <span class="_ _3"> </span>z<span class="_ _0"></span>gody <span class="_ _3"> </span>Rady </div><div class="t m0 x1 h4 y256 ff3 fs0 fc0 sc0 ls0 ws0">Nadzorczej. </div><div class="t m0 x1 h4 y257 ff7 fs0 fc0 sc0 ls0 ws0">Zarząd kierując się in<span class="_ _1"></span>teresem Spółki, określa strate<span class="_ _1"></span>gię oraz główne cele d<span class="_ _1"></span>ziałania Spółki i przedkłada je Radzie<span class="_ _1"></span> Nadzorczej, <span class="ff3">po </span></div><div class="t m0 x1 h4 y258 ff7 fs0 fc0 sc0 ls0 ws0">czym jest odpowiedzialny za ich wdrożenie i r<span class="_ _1"></span>ealizację.<span class="ff3"> </span></div><div class="t m0 x1 h4 y259 ff7 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _14"></span>dba o <span class="_ _14"></span>przejrzystość <span class="_ _1"></span>i <span class="_ _14"></span>efektywność <span class="_ _1"></span>systemu <span class="_ _14"></span>zarządzania <span class="_ _1"></span>Spółką <span class="_ _14"></span>o<span class="_ _0"></span>raz <span class="_ _14"></span>prowadzenie <span class="_ _14"></span>jej spraw <span class="_ _14"></span>zgodnie <span class="_ _14"></span>z<span class="_ _0"></span><span class="ff3"> </span>przepisami <span class="_ _1"></span>i <span class="_ _14"></span>dobrą </div><div class="t m0 x1 h4 y2cd ff7 fs0 fc0 sc0 ls0 ws0">praktyką.<span class="ff3"> </span></div><div class="t m0 x1 h4 y2ce ff3 fs0 fc0 sc0 ls0 ws0">Przy <span class="_ _8"></span>dokonywaniu <span class="_ _8"></span>transakcji <span class="_ _9"></span>z<span class="_ _0"></span> <span class="ff7">akcjonariuszami <span class="_ _8"></span>oraz <span class="_ _8"></span>innymi <span class="_ _9"></span>o<span class="_ _0"></span>sobami, <span class="_ _8"></span>których <span class="_ _8"></span>intere<span class="_ _1"></span>sy <span class="_ _8"></span>wpływają <span class="_ _8"></span>na <span class="_ _8"></span>interes <span class="_ _9"></span>S<span class="_ _0"></span>półki, <span class="_ _8"></span>Zarząd </span></div><div class="t m0 x1 h4 y2cf ff7 fs0 fc0 sc0 ls0 ws0">powinien działać ze szczególną starannością, aby trans<span class="_ _1"></span>akcje były doko<span class="_ _0"></span>nywane na warunkach ryn<span class="_ _1"></span>kowych.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y2d1 ff7 fs0 fc0 sc0 ls0 ws0">Przy  podejmowaniu <span class="_ _e"> </span>decyzji  w <span class="_ _5"> </span>sprawach  Spółki <span class="_ _e"> </span>członkowie  Zarząd<span class="_ _1"></span>u  powinn<span class="_ _1"></span>i  działać  w <span class="_ _e"> </span>granicach <span class="_ _5"> </span>uzasadnionego  ryzyka </div><div class="t m0 x1 h4 y2d2 ff7 fs0 fc0 sc0 ls0 ws0">gospodarczego, <span class="_ _9"></span>tzn. <span class="_ _9"></span>po <span class="_ _9"></span>rozpatrzeniu <span class="_ _9"></span>wszelkich <span class="_ _9"></span>informacji, <span class="_ _9"></span>analiz, <span class="_ _8"></span>opinii<span class="_ _1"></span>, <span class="_ _9"></span>które <span class="_ _9"></span>w <span class="_ _9"></span>rozsąd<span class="_ _0"></span>nej <span class="_ _9"></span>ocenie <span class="_ _9"></span>Zarządu <span class="_ _9"></span>powinny <span class="_ _9"></span>być <span class="_ _9"></span>w </div><div class="t m0 x1 h4 y2d3 ff7 fs0 fc0 sc0 ls0 ws0">danym <span class="_ _8"></span>przypadku <span class="_ _9"></span>w<span class="_ _0"></span>zięte <span class="_ _8"></span>pod <span class="_ _8"></span>uwagę <span class="_ _9"></span>ze <span class="_ _8"></span>względu <span class="_ _8"></span>na <span class="_ _8"></span>interes <span class="_ _9"></span>Spó<span class="_ _0"></span>łki. <span class="_ _8"></span>Przy <span class="_ _8"></span>ustale<span class="_ _1"></span>niu <span class="_ _8"></span>interesu <span class="_ _8"></span>Spółki <span class="_ _9"></span>należy <span class="_ _8"></span>brać <span class="_ _8"></span>pod <span class="_ _8"></span>uwagę </div><div class="t m0 x1 h4 y2d4 ff7 fs0 fc0 sc0 ls0 ws0">uzasadnione <span class="_ _0"></span>w <span class="_ _0"></span>długotrwałej <span class="_ _0"></span>perspektywie <span class="_ _0"></span>interesy <span class="_ _0"></span>akcjonariuszy, <span class="_ _0"></span>wierzycieli, <span class="_ _0"></span>pracowników <span class="_ _0"></span>Spółki <span class="_ _0"></span>oraz <span class="_ _9"></span>inn<span class="_ _1"></span>ych <span class="_ _0"></span>podmiotów <span class="_ _0"></span>i </div><div class="t m0 x1 h4 y2d5 ff7 fs0 fc0 sc0 ls0 ws0">osób współpracujących ze Spółką w zakresie jej działalności gospodarczej, a także interesy społeczności lokalne<span class="_ _1"></span>j.<span class="ff3"> </span></div><div class="t m0 x1 h4 y28b ff7 fs0 fc0 sc0 ls0 ws0">Wynagrodzenie Członków Zarządu TESGAS S.A.<span class="ff3"> </span></div><div class="t m0 x1 h4 y752 ff7 fs0 fc0 sc0 ls0 ws0">Członkowie <span class="_ _5"> </span>Zarządu <span class="_ _8"></span>powo<span class="_ _0"></span>ływani <span class="_ _8"></span>są <span class="_ _5"> </span>Uchwałą <span class="_ _5"> </span>Rady <span class="_ _5"> </span>Nadzorczej. <span class="_ _5"> </span>Zatrudnieni <span class="_ _8"> </span>są <span class="_ _5"> </span>na <span class="_ _5"> </span>podstawie <span class="_ _5"> </span>umów <span class="_ _5"> </span>o <span class="_ _5"> </span>pracę<span class="_ _9"></span><span class="ff3"> <span class="_ _8"></span></span>i/lub <span class="_ _5"> </span>umów </div><div class="t m0 x1 h4 y28d ff3 fs0 fc0 sc0 ls0 ws0">cywilnoprawnych<span class="ff7">. <span class="_ _8"></span>Zgodnie <span class="_ _8"> </span>z<span class="_ _0"></span> <span class="_ _8"></span>Uchwał<span class="_ _0"></span>ą <span class="_ _8"></span>Rady <span class="_ _5"> </span>Nadzorczej <span class="_ _8"></span>TESGAS <span class="_ _8"></span>S.A. <span class="_ _5"> </span>członkom <span class="_ _8"></span>Zarządu <span class="_ _5"> </span>przysługu<span class="_ _1"></span>je <span class="_ _8"></span>płaca <span class="_ _5"> </span>zasadnicza <span class="_ _8"> </span>o<span class="_ _0"></span>raz </span></div><div class="t m0 x1 h4 y28e ff3 fs0 fc0 sc0 ls0 ws0">premia p<span class="_ _0"></span>rzyznawana <span class="_ _0"></span>przez <span class="_ _9"></span><span class="ff7">Radę <span class="_ _0"></span>Nadzorczą <span class="_ _0"></span>po <span class="_ _0"></span>spełnieniu <span class="_ _0"></span>określonych <span class="_ _0"></span>warunków. <span class="_ _0"></span>Wartość <span class="_ _9"></span>wynagrodzeni<span class="_ _1"></span>a <span class="_ _0"></span>uzależniona <span class="_ _0"></span>jest </span></div><div class="t m0 x1 h4 y19a ff7 fs0 fc0 sc0 ls0 ws0">od indywidualnych obowiązków oraz od obszarów odpowiedzialności powierzonych poszczególnym członkom Zarządu.<span class="ff3"> </span></div><div class="t m0 x1 h4 y28f ff3 fs0 fc0 sc0 ls0 ws0">Warunki <span class="ff7">wynagradzania czło<span class="_ _0"></span>nków Zarządu są kształtowane <span class="_ _0"></span>na <span class="_ _0"></span></span>podstawie <span class="ff7">Polityki wynagrodzeń dla <span class="_ _0"></span>członków <span class="_ _0"></span>Zarządu</span> i Rady </div><div class="t m0 x1 h4 y63c ff7 fs0 fc0 sc0 ls0 ws0">Nadzorczej TESGAS S<span class="_ _1"></span>.A. przyjętej uchwałą Zwyczajnego Walnego Z<span class="_ _1"></span>gromadzenia spółki TESGAS<span class="_ _1"></span> S.A. nr 22 z dnia 21 lipca 2020 </div><div class="t m0 x1 h4 y291 ff3 fs0 fc0 sc0 ls0 ws0">roku. </div><div class="t m0 x1 h4 y753 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y293 ff1 fs0 fc0 sc0 ls0 ws0">Tabela <span class="ls3">28</span><span class="ff2">. Wynagrodzenia Członków Zarządu z tytułu pełnieni<span class="_ _1"></span>a funkcji w Spółce<span class="ff1"> </span></span></div></div><div class="c x1 y754 w7a h23"><div class="t m0 xa6 h2 y170 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x106 y754 w7b h23"><div class="t m0 x54 h2 y170 ff2 fs0 fc1 sc0 ls0 ws0">w Spółce:<span class="ff1"> </span></div></div><div class="c x107 y754 w63 h23"><div class="t m0 x28 h2 y170 ff2 fs0 fc1 sc0 ls0 ws0">w Spółce:<span class="ff1"> </span></div></div><div class="c x108 y754 w7b h23"><div class="t m0 x1a h2 y16f ff2 fs0 fc1 sc0 ls0 ws0">w spółkach </div><div class="t m0 x32 h2 ye8 ff2 fs0 fc1 sc0 ls0 ws0">zależnych:<span class="ff1"> </span></div></div><div class="c x109 y754 w7c h23"><div class="t m0 x19 h2 y16f ff2 fs0 fc1 sc0 ls0 ws0">w spółkach </div><div class="t m0 x53 h2 ye8 ff2 fs0 fc1 sc0 ls0 ws0">zależnych:<span class="ff1"> </span></div></div><div class="c x10a y754 w7d h23"><div class="t m0 xc2 h2 y170 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y66d w7a h23"><div class="t m0 x1c h2 y172 ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c x106 y66d w7b h23"><div class="t m0 x53 h2 y172 ff1 fs0 fc1 sc0 ls0 ws0">Wynagrodzenie </div></div><div class="c x107 y66d w63 h23"><div class="t m0 x32 h2 y16f ff1 fs0 fc1 sc0 ls0 ws0">Inne </div><div class="t m0 xc h2 ye8 ff2 fs0 fc1 sc0 ls0 ws0">świadczenia<span class="ff1"> </span></div></div><div class="c x108 y66d w7b h23"><div class="t m0 x53 h2 y172 ff1 fs0 fc1 sc0 ls0 ws0">Wynagrodzenie </div></div><div class="c x109 y66d w7c h23"><div class="t m0 x32 h2 y16f ff1 fs0 fc1 sc0 ls0 ws0">Inne </div><div class="t m0 xc h2 ye8 ff2 fs0 fc1 sc0 ls0 ws0">świadczenia<span class="ff1"> </span></div></div><div class="c x10a y66d w7d h23"><div class="t m0 x28 h2 y172 ff1 fs0 fc1 sc0 ls0 ws0">Razem<span class="ff3"> </span></div></div><div class="c x1 y34f w7a h8d"><div class="t m0 xa6 h85 yea ffe fs0 fc0 sc0 ls0 ws0">Okres od 01.01 do 31.12.<span class="ls3">202</span>4 </div></div><div class="c x106 y34f w7b h8d"><div class="t m0 x51 h85 yea ffe fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y34f w63 h8d"><div class="t m0 x46 h85 yea ffe fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x108 y34f w7b h8d"><div class="t m0 x51 h85 yea ffe fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x109 y34f w7c h8d"><div class="t m0 x46 h85 yea ffe fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x10a y34f w7d h8d"><div class="t m0 xf5 h85 yea ffe fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y755 w7a h8d"><div class="t m0 xa6 h4 yea ff7 fs0 fc0 sc0 ls0 ws0">Włodzimierz Kocik<span class="ff3"> </span></div></div><div class="c x106 y755 w7b h8d"><div class="t m0 x1f h4 yea ff3 fs0 fc0 sc0 ls3 ws0">1 145<span class="ls0"> </span></div></div><div class="c x107 y755 w63 h8d"><div class="t m0 x34 h4 yea ff3 fs0 fc0 sc0 ls3 ws0">15<span class="ls0"> </span></div></div><div class="c x108 y755 w7b h8d"><div class="t m0 x1 h4 yea ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x109 y755 w7c h8d"><div class="t m0 x33 h4 yea ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x10a y755 w7d h8d"><div class="t m0 x39 h4 yea ff3 fs0 fc0 sc0 ls3 ws0">1 <span class="ls0">160 </span></div></div><div class="c x1 y756 w7a h8d"><div class="t m0 xa6 h4 yea ff3 fs0 fc0 sc0 ls0 ws0">Marcin Szrejter </div></div><div class="c x106 y756 w7b h8d"><div class="t m0 xb8 h4 yea ff3 fs0 fc0 sc0 ls3 ws0">445<span class="ls0"> </span></div></div><div class="c x107 y756 w63 h8d"><div class="t m0 x34 h4 yea ff3 fs0 fc0 sc0 ls3 ws0">12<span class="ls0"> </span></div></div><div class="c x108 y756 w7b h8d"><div class="t m0 x80 h4 yea ff3 fs0 fc0 sc0 ls3 ws0">79<span class="ls0"> </span></div></div><div class="c x109 y756 w7c h8d"><div class="t m0 x36 h4 yea ff3 fs0 fc0 sc0 ls0 ws0">4 </div></div><div class="c x10a y756 w7d h8d"><div class="t m0 xc6 h4 yea ff3 fs0 fc0 sc0 ls3 ws0">540<span class="ls0"> </span></div></div><div class="c x1 y757 w7a h8d"><div class="t m0 xa6 h4 yea ff7 fs0 fc0 sc0 ls0 ws0">Jarosław Kocik<span class="ff3"> </span></div></div><div class="c x106 y757 w7b h8d"><div class="t m0 x80 h4 yea ff3 fs0 fc0 sc0 ls3 ws0">86<span class="ls0"> </span></div></div><div class="c x107 y757 w63 h8d"><div class="t m0 x33 h4 yea ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x108 y757 w7b h8d"><div class="t m0 xb8 h4 yea ff3 fs0 fc0 sc0 ls3 ws0">284<span class="ls0"> </span></div></div><div class="c x109 y757 w7c h8d"><div class="t m0 x33 h4 yea ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x10a y757 w7d h8d"><div class="t m0 xc6 h4 yea ff3 fs0 fc0 sc0 ls3 ws0">369<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf42" class="pf w0 h0" ><div class="pc pc42 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">66</span> <span class="ls2">z <span class="ls3">68</span></span> </div></div><div class="c x1 y758 w7a h8e"><div class="t m0 xa6 h2 y172 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x106 y758 w7b h8e"><div class="t m0 x54 h2 y172 ff2 fs0 fc1 sc0 ls0 ws0">w Spółce:<span class="ff1"> </span></div></div><div class="c x107 y758 w63 h8e"><div class="t m0 x28 h2 y172 ff2 fs0 fc1 sc0 ls0 ws0">w Spółce:<span class="ff1"> </span></div></div><div class="c x108 y758 w7b h8e"><div class="t m0 x1a h2 y16f ff2 fs0 fc1 sc0 ls0 ws0">w spółkach </div><div class="t m0 x32 h2 ye8 ff2 fs0 fc1 sc0 ls0 ws0">zależnych:<span class="ff1"> </span></div></div><div class="c x109 y758 w7c h8e"><div class="t m0 x19 h2 y16f ff2 fs0 fc1 sc0 ls0 ws0">w spółkach </div><div class="t m0 x53 h2 ye8 ff2 fs0 fc1 sc0 ls0 ws0">zależnych:<span class="ff1"> </span></div></div><div class="c x10a y758 w7d h8e"><div class="t m0 xc2 h2 y172 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y759 w7a h23"><div class="t m0 x1c h2 y170 ff2 fs0 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c x106 y759 w7b h23"><div class="t m0 x53 h2 y170 ff1 fs0 fc1 sc0 ls0 ws0">Wynagrodzenie </div></div><div class="c x107 y759 w63 h23"><div class="t m0 x32 h2 ye7 ff1 fs0 fc1 sc0 ls0 ws0">Inne </div><div class="t m0 xc h2 ye8 ff2 fs0 fc1 sc0 ls0 ws0">świadczenia<span class="ff1"> </span></div></div><div class="c x108 y759 w7b h23"><div class="t m0 x53 h2 y170 ff1 fs0 fc1 sc0 ls0 ws0">Wynagrodzenie </div></div><div class="c x109 y759 w7c h23"><div class="t m0 x32 h2 ye7 ff1 fs0 fc1 sc0 ls0 ws0">Inne </div><div class="t m0 xc h2 ye8 ff2 fs0 fc1 sc0 ls0 ws0">świadczenia<span class="ff1"> </span></div></div><div class="c x10a y759 w7d h23"><div class="t m0 x28 h2 y170 ff1 fs0 fc1 sc0 ls0 ws0">Razem<span class="ff3"> </span></div></div><div class="c x1 y75a w7a h8d"><div class="t m0 xa6 h2 yea ff1 fs0 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x106 y75a w7b h8d"><div class="t m0 x1f h2 yea ff1 fs0 fc0 sc0 ls3 ws0">1 676<span class="ls0"> </span></div></div><div class="c x107 y75a w63 h8d"><div class="t m0 x34 h2 yea ff1 fs0 fc0 sc0 ls3 ws0">27<span class="ls0"> </span></div></div><div class="c x108 y75a w7b h8d"><div class="t m0 xb8 h2 yea ff1 fs0 fc0 sc0 ls3 ws0">363<span class="ls0"> </span></div></div><div class="c x109 y75a w7c h8d"><div class="t m0 x36 h2 yea ff1 fs0 fc0 sc0 ls0 ws0">4 </div></div><div class="c x10a y75a w7d h8d"><div class="t m0 x39 h2 yea ff1 fs0 fc0 sc0 ls3 ws0">2 070<span class="ls0"> </span></div></div><div class="c x1 y75b w7e h8d"><div class="t m0 xa6 h85 yea ffe fs0 fc0 sc0 ls0 ws0">Okres od 01.01 do 31.12.<span class="ls3">202</span>3 </div></div><div class="c x106 y75b w7f h8d"><div class="t m0 xa6 h85 yea ffe fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y75b w80 h8d"><div class="t m0 xa6 h85 yea ffe fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x108 y75b w7f h8d"><div class="t m0 xa6 h85 yea ffe fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x109 y75b w80 h8d"><div class="t m0 xa6 h85 yea ffe fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x10a y75b w81 h8d"><div class="t m0 xa6 h85 yea ffe fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y75c w7a h8d"><div class="t m0 xa6 h4 yea ff7 fs0 fc0 sc0 ls0 ws0">Włodzimierz Kocik<span class="ff3"> </span></div></div><div class="c x106 y75c w7b h8d"><div class="t m0 xb8 h4 yea ff3 fs0 fc0 sc0 ls3 ws0">748<span class="ls0"> </span></div></div><div class="c x107 y75c w63 h8d"><div class="t m0 x36 h4 yea ff3 fs0 fc0 sc0 ls0 ws0">5 </div></div><div class="c x108 y75c w7b h8d"><div class="t m0 x1 h4 yea ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x109 y75c w7c h8d"><div class="t m0 x33 h4 yea ff3 fs0 fc0 sc0 ls0 ws0">- </div></div><div class="c x10a y75c w7d h8d"><div class="t m0 xc6 h4 yea ff3 fs0 fc0 sc0 ls3 ws0">75<span class="ls0">3 </span></div></div><div class="c x1 y5b5 w7a h8d"><div class="t m0 xa6 h4 yea ff3 fs0 fc0 sc0 ls0 ws0">Marcin Szrejter </div></div><div class="c x106 y5b5 w7b h8d"><div class="t m0 xb8 h4 yea ff3 fs0 fc0 sc0 ls3 ws0">216<span class="ls0"> </span></div></div><div class="c x107 y5b5 w63 h8d"><div class="t m0 x36 h4 yea ff3 fs0 fc0 sc0 ls0 ws0">1 </div></div><div class="c x108 y5b5 w7b h8d"><div class="t m0 xb8 h4 yea ff3 fs0 fc0 sc0 ls3 ws0">112<span class="ls0"> </span></div></div><div class="c x109 y5b5 w7c h8d"><div class="t m0 x36 h4 yea ff3 fs0 fc0 sc0 ls0 ws0">5 </div></div><div class="c x10a y5b5 w7d h8d"><div class="t m0 xc6 h4 yea ff3 fs0 fc0 sc0 ls3 ws0">334<span class="ls0"> </span></div></div><div class="c x1 y75d w7a h8d"><div class="t m0 xa6 h2 y4c5 ff1 fs0 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x106 y75d w7b h8d"><div class="t m0 xb8 h2 y4c5 ff1 fs0 fc0 sc0 ls3 ws0">964<span class="ls0"> </span></div></div><div class="c x107 y75d w63 h8d"><div class="t m0 x36 h2 y4c5 ff1 fs0 fc0 sc0 ls0 ws0">7 </div></div><div class="c x108 y75d w7b h8d"><div class="t m0 xb8 h2 y4c5 ff1 fs0 fc0 sc0 ls0 ws0">1<span class="ls3">12</span> </div></div><div class="c x109 y75d w7c h8d"><div class="t m0 x36 h2 y4c5 ff1 fs0 fc0 sc0 ls0 ws0">5 </div></div><div class="c x10a y75d w7d h8d"><div class="t m0 x39 h2 y4c5 ff1 fs0 fc0 sc0 ls3 ws0">1 088<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 he y75e ff5 fs3 fc0 sc0 ls0 ws0">Źródło: Emiten<span class="_ _1"></span>t<span class="ff3 fs4"> </span></div><div class="t m0 x1 hf y75f ff1 fs0 fc0 sc0 ls3 ws0">13.<span class="ff8 ls0"> <span class="_ _22"> </span><span class="ff1">Informacje wymagane <span class="ff2">zgodnie z art. 70 ust. 6 pkt 5l) Rozporządzenia Mini<span class="_ _1"></span>stra Finansów z dnia z dnia 29 marca 2018 </span></span></span></div><div class="t m0 x29 h2 y760 ff2 fs0 fc0 sc0 ls0 ws0">r. w sprawie informacji bieżących i okresowych przekazywanych przez emitentów papierów wartośc<span class="_ _1"></span>iowych oraz </div><div class="t m0 x29 h2 y761 ff2 fs0 fc0 sc0 ls0 ws0">warunków uznawania za równoważne informacji<span class="_ _1"></span> wymaganych p<span class="_ _0"></span>rzepisami prawa państwa niebędącego państwem </div><div class="t m0 x29 h2 y762 ff2 fs0 fc0 sc0 ls0 ws0">członkowskim (Dz.U. z 2018 r. poz. 757)<span class="ff1"> </span></div><div class="t m0 x1 h4 y652 ff7 fs0 fc0 sc0 ls0 ws0">Wykaz członków Komitetu Audytu sp<span class="_ _1"></span>ełniających ustawowe kryteria niezależności:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x14 h7 y763 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">Łukasz Kalupa<span class="ff3"> - </span>Przewodniczący Komitetu Audytu<span class="_ _1"></span>,<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y764 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">Tomasz Skoczyński –<span class="ff3"> </span>Wiceprzewodniczący Komitetu Audytu,<span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y69c ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">Mariusz Mirek <span class="ff7">–</span> <span class="ff7">Członek Komitetu Audytu.</span> </span></span></div><div class="t m0 x1 h34 y765 ff4 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y766 ff2 fs0 fc0 sc0 ls0 ws0">Wykaz <span class="_ _1"></span>członków <span class="_ _14"></span>Komitetu <span class="_ _14"></span>Audyt<span class="_ _0"></span>u <span class="_ _14"></span>posiadających <span class="_ _1"></span>wiedzę <span class="_ _14"></span>i u<span class="_ _1"></span>miejętności <span class="_ _14"></span>w zakresie <span class="_ _14"></span>rachunkowości <span class="_ _14"></span>l<span class="_ _0"></span>ub <span class="_ _14"></span>badania <span class="_ _1"></span>sprawozdań </div><div class="t m0 x1 h2 y154 ff2 fs0 fc0 sc0 ls0 ws0">finansowych <span class="_ _1"></span>oraz posiadających<span class="_ _1"></span> wiedze i umi<span class="_ _1"></span>ejętności <span class="_ _1"></span>w zakresie branży, <span class="_ _1"></span>w której d<span class="_ _1"></span>ziała <span class="_ _1"></span>Emitent, ze <span class="_ _1"></span>wskazaniem sposob<span class="_ _1"></span>u </div><div class="t m0 x1 h2 y767 ff1 fs0 fc0 sc0 ls0 ws0">ich nabycia: </div><div class="t m0 x1 h2f y112 ff2 fs0 fc0 sc0 ls0 ws0">Łukasz <span class="_ _0"></span>Kalupa<span class="ff3 fs5"> <span class="_ _0"></span>- <span class="_ _0"></span></span><span class="ff7">posiada <span class="_ _0"></span>stopień <span class="_ _0"></span>doktora <span class="_ _0"></span>nauk <span class="_ _0"></span>ekonomicznych. <span class="_ _9"></span>Pr<span class="_ _1"></span>zez <span class="_ _0"></span>wiele <span class="_ _0"></span>lat <span class="_ _0"></span>związany <span class="_ _0"></span>z <span class="_ _0"></span>Uniwersytetem <span class="_ _0"></span>Ekonomicznym <span class="_ _0"></span>w </span></div><div class="t m0 x1 h4 y768 ff7 fs0 fc0 sc0 ls0 ws0">Poznaniu.  Pracował<span class="_ _0"></span>  jako  asystent  i  adiunkt <span class="_ _3"> </span>w  Katedrze  Po<span class="_ _0"></span>lityki  Gospodarczej  i <span class="_ _3"> </span>Planowania  Rozw<span class="_ _0"></span>oju.  Był  wykł<span class="_ _0"></span>adowcą </div><div class="t m0 x1 h4 y769 ff7 fs0 fc0 sc0 ls0 ws0">programów <span class="_ _3"> </span>MBA <span class="_ _3"> </span>i <span class="_ _3"> </span>studiów <span class="_ _3"> </span>po<span class="_ _0"></span>dyplomowych, <span class="_ _3"> </span>Sekretarzem <span class="_ _3"> </span>Pro<span class="_ _0"></span>gramu <span class="_ _3"> </span>MBA <span class="_ _3"> </span>Poz<span class="_ _0"></span>nań <span class="_ _3"> </span>–<span class="ff3"> <span class="_ _3"> </span>Atlanta <span class="_ _12"> </span>i  Kierownikiem <span class="_ _3"> </span>Studium </span></div><div class="t m0 x1 h4 y2ae ff7 fs0 fc0 sc0 ls0 ws0">Podyplomowego <span class="_ _5"> </span>„Strate<span class="_ _1"></span>gia <span class="_ _8"></span>i <span class="_ _5"> </span>Planowanie <span class="_ _8"></span>Biznesu”. <span class="_ _5"> </span>Był <span class="_ _5"> </span>także <span class="_ _8"></span>stypendystą <span class="_ _5"> </span>European <span class="_ _8"></span>Centre <span class="_ _5"> </span>for <span class="_ _8"></span>C<span class="_ _0"></span>orporate <span class="_ _8"></span>Governance <span class="_ _8"> </span>w<span class="_ _0"></span> </div><div class="t m0 x1 h4 y76a ff3 fs0 fc0 sc0 ls0 ws0">ramach Liverpool Jo<span class="_ _0"></span>hn Moores University w <span class="_ _0"></span>Wielkiej Brytanii. Jest <span class="_ _0"></span><span class="ff7">autorem lub w<span class="_ _0"></span>spółautorem licznych publikacji z<span class="_ _0"></span> dziedziny </span></div><div class="t m0 x1 h4 y51d ff7 fs0 fc0 sc0 ls0 ws0">zarządzania <span class="_ _9"></span>strategicznego, <span class="_ _9"></span>polityki <span class="_ _9"></span>konkurencyjności <span class="_ _0"></span>i <span class="_ _9"></span>o<span class="_ _0"></span>ceny <span class="_ _9"></span>kondycji <span class="_ _9"></span>ekonomiczno–finansowej <span class="_ _9"></span>przedsiębiorstw, <span class="_ _9"></span>strategii, </div><div class="t m0 x1 h4 y76b ff7 fs0 fc0 sc0 ls0 ws0">biznesplanów, <span class="_ _12"> </span>wycen <span class="_ _12"> </span>przeds<span class="_ _1"></span>iębiorstw, <span class="_ _12"> </span>wniosków <span class="_ _12"> </span>o <span class="_ _12"> </span>dofinansowanie <span class="_ _12"> </span>un<span class="_ _1"></span>ijne <span class="_ _12"> </span>projektó<span class="_ _0"></span>w. <span class="_ _12"> </span>Jest <span class="_ _12"> </span>członkiem <span class="_ _12"> </span>Stowarzyszenia </div><div class="t m0 x1 h4 y51f ff3 fs0 fc0 sc0 ls0 ws0">Naukowo <span class="ff7">–</span> <span class="ff7">Techn<span class="_ _1"></span>icznego Inżyni<span class="_ _1"></span>erów i Techników <span class="_ _14"></span>Prz<span class="_ _0"></span>emysłu N<span class="_ _1"></span>aftowego i <span class="_ _1"></span>Gazowniczego <span class="_ _1"></span>(SITPNiG), p<span class="_ _1"></span>osiada S<span class="_ _1"></span>rebrną Odznakę </span></div><div class="t m0 x1 h4 y76c ff7 fs0 fc0 sc0 ls0 ws0">Honorową SITPNiG.<span class="ff3"> </span></div><div class="t m0 x1 h4 y25a ff3 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>latach 2006 <span class="_ _0"></span><span class="ff7">–</span> <span class="_ _0"></span><span class="ff7">2019 <span class="_ _0"></span>pracował w <span class="_ _0"></span>Atrem S.A., <span class="_ _0"></span>notowanej <span class="_ _0"></span>na GPW <span class="_ _0"></span>w <span class="_ _0"></span>Warszawie <span class="_ _0"></span>spółce specjalizującej <span class="_ _0"></span>się w<span class="_ _0"></span> automatyce <span class="_ _0"></span>dla </span></div><div class="t m0 x1 h4 y15d ff7 fs0 fc0 sc0 ls0 ws0">branży <span class="_ _14"></span>gazow<span class="_ _0"></span>niczej, <span class="_ _14"></span>początkowo j<span class="_ _1"></span>ako <span class="_ _14"></span>Dyrektor ds<span class="_ _1"></span>. <span class="_ _14"></span>E<span class="_ _0"></span>konomicznych, <span class="_ _14"></span>następnie <span class="_ _14"></span>Pro<span class="_ _0"></span>kurent <span class="_ _14"></span>a od <span class="_ _14"></span>2008 <span class="_ _1"></span>roku <span class="_ _14"></span>jako Członek <span class="_ _14"></span>Zarządu, </div><div class="t m0 x1 h4 y76d ff3 fs0 fc0 sc0 ls0 ws0">Dyrektor ds. Ekono<span class="ff7">micz<span class="_ _0"></span>nych. Jednocześnie w latach 2007 <span class="_ _0"></span>–</span> <span class="ff7">2019 pełnił także <span class="_ _0"></span>funkcję Dyrektora ds. <span class="_ _0"></span>Ekonomicznych w spółce </span></div><div class="t m0 x1 h4 y5c1 ff7 fs0 fc0 sc0 ls0 ws0">zależnej z Grupy Atrem <span class="ff3">- </span>Contrast Sp. z o.o., specjalizującej się w elektroenergetyce. <span class="ff3"> </span></div><div class="t m0 x1 h4 y76e ff7 fs0 fc0 sc0 ls0 ws0">Od <span class="_ _9"></span>2019 <span class="_ _9"></span>roku <span class="_ _9"></span>jest <span class="_ _9"></span>Pełnomocnikiem <span class="_ _9"></span>ds. <span class="_ _0"></span>R<span class="_ _0"></span>ozwoju <span class="_ _9"></span>Wyższej <span class="_ _9"></span>Szkoły <span class="_ _9"></span>Uni<span class="ff3">-</span>Terra <span class="_ _9"></span>z <span class="_ _9"></span>siedzibą <span class="_ _9"></span>w <span class="_ _9"></span>Poznaniu. <span class="_ _9"></span>Pan <span class="_ _9"></span>Łukasz <span class="_ _9"></span>Kalupa <span class="_ _9"></span>pełnił </div><div class="t m0 x1 h4 y76f ff7 fs0 fc0 sc0 ls0 ws0">funkcję <span class="_ _9"></span>członka <span class="_ _9"></span>Rady <span class="_ _9"></span>Nadzorczej <span class="_ _9"></span>w <span class="_ _9"></span>spółkach: <span class="_ _9"></span>Atrem <span class="_ _9"></span>Sp. <span class="_ _9"></span>z <span class="_ _9"></span>o.o., <span class="_ _9"></span>Do<span class="_ _0"></span>m<span class="_ _0"></span><span class="ff3">-</span>Mar <span class="_ _9"></span>Sp. <span class="_ _9"></span>z <span class="_ _9"></span>o.o. <span class="_ _9"></span>oraz <span class="_ _9"></span>Wałbrzyskie <span class="_ _9"></span>Zakłady <span class="_ _9"></span>Koksownicze </div><div class="t m0 x1 h4 y86 ff7 fs0 fc0 sc0 ls0 ws0">„Victoria” S.A.<span class="ff3"> </span></div><div class="t m0 x1 h4 y770 ff3 fs0 fc0 sc0 ls0 ws0">  </div><div class="t m0 x1 h2 y771 ff2 fs0 fc0 sc0 ls0 ws0">Tomasz Skoczyński<span class="ff3"> - <span class="_ _0"></span><span class="ff7">jest a<span class="_ _0"></span>bsolwentem Uniwersytetu im. <span class="_ _0"></span>Adama <span class="_ _0"></span>Mickiewicza w Po<span class="_ _0"></span>znaniu na Wydziału <span class="_ _0"></span>Prawa i <span class="_ _0"></span>Administracji </span></span></div><div class="t m0 x1 h4 y772 ff7 fs0 fc0 sc0 ls0 ws0">Kierunek Prawo. Posiada tytuł zawodowy radcy <span class="_ _0"></span>prawnego. Tomasz Skoczyński posiada wieloletnie doświadczenie jako radca </div><div class="t m0 x1 h4 y773 ff7 fs0 fc0 sc0 ls0 ws0">prawny, <span class="_ _4"> </span>aktualnie <span class="_ _1d"> </span>będąc <span class="_ _1d"> </span><span class="ff3">komplementariuszem <span class="_ _4"> </span><span class="ls2">w <span class="_ _1d"> </span></span>SKP <span class="_ _4"> </span></span>Skoczyński <span class="_ _4"> </span>Ko<span class="_ _0"></span>lańczyk <span class="_ _4"> </span><span class="ff3">Rud<span class="_ _0"></span>nicka <span class="_ _4"> </span></span>Ka<span class="_ _0"></span>ncelaria <span class="_ _4"> </span>Prawna <span class="_ _1d"> </span>Spółka </div><div class="t m0 x1 h4 y774 ff3 fs0 fc0 sc0 ls0 ws0">komandytowo <span class="_ _1a"> </span>- <span class="_ _15"> </span>akcyjna<span class="ff7">. <span class="_ _1a"> </span>Pełni <span class="_ _1a"> </span>funkcję <span class="_ _15"> </span>arbitra <span class="_ _1a"> </span>w <span class="_ _1a"> </span>Sądzie <span class="_ _15"> </span>Polubownym <span class="_ _1a"> </span>przy <span class="_ _15"> </span>S<span class="_ _0"></span>towarzyszeniu <span class="_ _15"> </span>Inżynierów <span class="_ _1a"> </span>Doradców <span class="_ _1a"> </span>i </span></div><div class="t m0 x1 h4 y775 ff7 fs0 fc0 sc0 ls0 ws0">Rzeczoznawców  (SIDiR).  Specjalizuje  się<span class="_ _1"></span>  w  doradztwie  prawnym  z  zakresu  prawa  zamówień <span class="_ _3"> </span>publicznych,  zarówno  dla </div><div class="t m0 x1 h4 y776 ff7 fs0 fc0 sc0 ls0 ws0">zamawiających <span class="_ _0"></span>jak <span class="_ _9"></span>i <span class="_ _0"></span>wykonawców<span class="_ _0"></span>, <span class="_ _0"></span>kompleksowej <span class="_ _9"></span>obsłudze <span class="_ _0"></span>kontraktów <span class="_ _9"></span>budowlanych <span class="_ _0"></span>oraz <span class="_ _9"></span>inwestycji <span class="_ _0"></span>infrastrukturalnych, <span class="_ _9"></span>a </div><div class="t m0 x1 h4 y3ca ff7 fs0 fc0 sc0 ls0 ws0">także <span class="_ _5"> </span>obsłudze  sporów <span class="_ _5"> </span>sądowych <span class="_ _e"> </span>jak <span class="_ _5"> </span>i  arbitrażowanych. <span class="_ _5"> </span>Ponadto  zawodowo <span class="_ _5"> </span>zajmuje <span class="_ _5"> </span>się  prawem <span class="_ _5"> </span>restrukturyzacyjnym, </div><div class="t m0 x1 h4 y3cb ff3 fs0 fc0 sc0 ls0 ws0">posi<span class="ff7">adając tytuł doradcy restrukturyzacyjnego.</span> </div><div class="t m0 x1 h2 y777 ff1 fs0 fc0 sc0 ls0 ws0">Mariusz Mirek<span class="ff3"> <span class="_ _0"></span>- <span class="ff7">posiada w<span class="_ _0"></span>ykształcenie wyższe, tytuł magistra i<span class="_ _0"></span>nżyniera budownictwa, uzyskany na <span class="_ _0"></span>Politechnice Poznańskiej </span></span></div><div class="t m0 x1 h4 y778 ff7 fs0 fc0 sc0 ls0 ws0">na Wydziale <span class="_ _0"></span>Budownictwa, <span class="_ _0"></span>Architektury i Inżynierii <span class="_ _0"></span>Środowiska <span class="_ _0"></span>oraz <span class="_ _0"></span>tytuł magistra <span class="_ _0"></span>inżyniera inżynierii środowiska, <span class="_ _0"></span>uzyskany </div><div class="t m0 x1 h4 y779 ff3 fs0 fc0 sc0 ls0 ws0">na <span class="_ _0"></span>Uniwersytecie Prz<span class="_ _0"></span>yrodnic<span class="ff7">zym <span class="_ _0"></span>w <span class="_ _0"></span>Poznaniu <span class="_ _0"></span>na <span class="_ _0"></span>Wydziale <span class="_ _0"></span>Inżynierii <span class="_ _0"></span>Środowiska <span class="_ _0"></span>i <span class="_ _0"></span>Gospodarki <span class="_ _0"></span>Przestrzennej. Ukończ<span class="_ _0"></span>ył <span class="_ _0"></span>studia </span></div><div class="t m0 x1 h4 y77a ff7 fs0 fc0 sc0 ls0 ws0">podyplomowe <span class="_ _9"></span>na <span class="_ _9"></span>Politechnice <span class="_ _9"></span>Warszawskiej <span class="_ _9"></span>na <span class="_ _9"></span>Wydziale <span class="_ _9"></span>Inżynierii <span class="_ _9"></span>Środowiska <span class="_ _9"></span>w <span class="_ _9"></span>zakresie <span class="_ _9"></span>i<span class="_ _0"></span>nżynierii <span class="_ _9"></span>gazownictwa. <span class="_ _9"></span>W <span class="_ _9"></span>roku </div><div class="t m0 x1 h4 y77b ff7 fs0 fc0 sc0 ls0 ws0">2013 u<span class="_ _1"></span>kończył <span class="_ _1"></span>studia <span class="_ _14"></span>menedżerskie Executive <span class="_ _14"></span>MB<span class="_ _0"></span>A <span class="_ _1"></span>organizowane <span class="_ _1"></span>prze <span class="_ _14"></span>Gdańską <span class="_ _1"></span>Fundację <span class="_ _1"></span>Menedżerów, <span class="_ _1"></span>Uniwersyte<span class="_ _1"></span>t <span class="_ _1"></span>Gdański </div><div class="t m0 x1 h4 y77c ff3 fs0 fc0 sc0 ls0 ws0">i <span class="_ _8"></span>IAE <span class="_ _8"></span>Aix-<span class="ls4">en</span>-<span class="ff7">Provence <span class="_ _5"> </span>Graduate <span class="_ _8"></span>School <span class="_ _8"> </span>o<span class="_ _0"></span>f <span class="_ _8"></span>Management, <span class="_ _8"></span>jako <span class="_ _8"></span>ins<span class="_ _0"></span>tytucję <span class="_ _8"></span>walidującą, <span class="_ _8"></span>i <span class="_ _5"> </span>uzyskał <span class="_ _8"></span>dyplom <span class="_ _8"></span>Master <span class="_ _8"></span>of <span class="_ _5"> </span>Business </span></div><div class="t m0 x1 h4 y77d ff7 fs0 fc0 sc0 ls0 ws0">Administration. <span class="_ _0"></span>Uko<span class="_ _0"></span>ńczył <span class="_ _9"></span>kurs <span class="_ _0"></span>organizow<span class="_ _0"></span>any <span class="_ _0"></span>przez <span class="_ _9"></span>Ministerstwo <span class="_ _9"></span>Skarbu <span class="_ _9"></span>P<span class="_ _0"></span>aństwa <span class="_ _0"></span>i<span class="_ _0"></span> <span class="_ _9"></span>złożył <span class="_ _9"></span>z <span class="_ _9"></span>wynikiem <span class="_ _0"></span>pozytywnym <span class="_ _9"></span>egzamin </div><div class="t m0 x1 h4 y77e ff7 fs0 fc0 sc0 ls0 ws0">dla <span class="_ _0"></span>kan<span class="_ _0"></span>dydatów <span class="_ _9"></span>na <span class="_ _0"></span>czł<span class="_ _0"></span>onków <span class="_ _9"></span>rad <span class="_ _0"></span>nadzorczyc<span class="_ _0"></span>h <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _9"></span>spółkach <span class="_ _0"></span>Skarbu <span class="_ _9"></span>Państwa. <span class="_ _9"></span>Posiada <span class="_ _9"></span>tytuł <span class="_ _9"></span>Dyrekt<span class="_ _1"></span>ora <span class="_ _9"></span>Górniczego <span class="_ _9"></span>III <span class="_ _0"></span>stop<span class="_ _0"></span>nia. </div><div class="t m0 x1 h4 y77f ff3 fs0 fc0 sc0 ls0 ws0">Pan <span class="_ _9"></span>Mariusz <span class="_ _9"></span>Mirek <span class="_ _8"></span>w <span class="_ _9"></span>latach <span class="_ _9"></span>1994-<span class="ff7">2016 <span class="_ _8"></span>pracował <span class="_ _9"></span>w <span class="_ _9"></span>Polskiej <span class="_ _9"></span>Spółce <span class="_ _8"></span>Gazownictwa <span class="_ _9"></span>Sp. <span class="_ _9"></span>z <span class="_ _8"></span>o.o. <span class="_ _9"></span>i <span class="_ _9"></span>jej<span class="_ _0"></span></span> <span class="_ _8"></span>p<span class="_ _1"></span>oprzednikach <span class="_ _9"></span>prawnych, </div><div class="t m0 x1 h4 y780 ff7 fs0 fc0 sc0 ls0 ws0">pokonując <span class="_ _14"></span>całą <span class="_ _1"></span>ścieżkę <span class="_ _14"></span>zawodową <span class="_ _14"></span>od <span class="_ _14"></span>Praco<span class="_ _0"></span>wnika <span class="_ _14"></span>Technicznego, <span class="_ _14"></span>przez <span class="_ _14"></span>Specjalistę <span class="_ _14"></span>ds. <span class="_ _1"></span>Sieci <span class="_ _14"></span>Gazowej, <span class="_ _1"></span>Kierownika <span class="_ _14"></span>Technicznego, </div></div></div><div class="pi" ></div></div><div id="pf43" class="pf w0 h0" ><div class="pc pc43 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">67</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">Kierownika Działu Rozw<span class="_ _0"></span>oju i Inw<span class="_ _0"></span>estycji, Dyrektora Biura<span class="_ _0"></span> Transportu Gazu, <span class="_ _0"></span>Zastępcy <span class="_ _0"></span>Dyrektora ds. <span class="_ _0"></span>Eksploatacji, do <span class="_ _0"></span>Dyrektora </div><div class="t m0 x1 h4 y48 ff7 fs0 fc0 sc0 ls0 ws0">Zakładu Gazowniczego w Bydgoszczy.<span class="ff3"> </span></div><div class="t m0 x1 h4 y49 ff7 fs0 fc0 sc0 ls0 ws0">Wszystkie <span class="_ _8"></span>osoby <span class="_ _8"></span>wchodzące <span class="_ _8"> </span>w<span class="_ _0"></span> <span class="_ _8"></span>skład <span class="_ _8"></span>Komitetu <span class="_ _8"></span>Audytu <span class="_ _8"></span>spełniają <span class="_ _8"></span>kryteria <span class="_ _8"></span>niezależności <span class="_ _8"></span>przewidziane <span class="_ _8"></span>w <span class="_ _5"> </span>art. <span class="_ _8"></span>129 <span class="_ _8"></span>ustawy <span class="_ _8"></span>o </div><div class="t m0 x1 h8f y8e ff7 fs0 fc0 sc0 ls0 ws0">biegłych rewidentach, firmach audytorskich oraz nadzorze publicznym. <span class="ff4 fsc"> </span></div><div class="t m0 x1 h4 y8f ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y3f1 ff2 fs0 fc0 sc0 ls0 ws0">Usługi dozwolone świadczon<span class="_ _1"></span>e przez f<span class="_ _0"></span>irmę audytorską badającą jego sprawozdani<span class="_ _1"></span>e finansowe: <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x1 h4 y91 ff7 fs0 fc0 sc0 ls0 ws0">W okre<span class="_ _1"></span>sie <span class="_ _1"></span>12 <span class="_ _1"></span>miesięcy zakończonych<span class="_ _1"></span> w <span class="_ _14"></span>dniu 31 <span class="_ _14"></span>gr<span class="_ _0"></span>udnia <span class="ff3 ls3">202<span class="ls0">4 <span class="_ _1"></span><span class="ff7">r. n<span class="_ _1"></span>a rzecz <span class="_ _1"></span>Emitenta <span class="_ _14"></span>nie były <span class="_ _1"></span>świadczone <span class="_ _1"></span>przez <span class="_ _1"></span>firmę au<span class="_ _1"></span>dytorską </span></span></span></div><div class="t m0 x1 h4 y273 ff7 fs0 fc0 sc0 ls0 ws0">badającą jego sprawozdanie finansowe żadne dozwolone usługi niebędące badaniem. <span class="ff3"> </span></div><div class="t m0 x1 h34 y781 ff4 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y782 ff2 fs0 fc0 sc0 ls0 ws0">Główne założenia opracowanej polityki<span class="_ _1"></span> wyboru firmy audytorskiej do przeprowadzania badania oraz polityki świadczenia </div><div class="t m0 x1 h2 y783 ff2 fs0 fc0 sc0 ls0 ws0">przez <span class="_ _9"></span>firmę <span class="_ _9"></span>audytorską <span class="_ _9"></span>przeprowadzającą <span class="_ _9"></span>badan<span class="_ _1"></span>ie, <span class="_ _9"></span>przez <span class="_ _9"></span>podmioty <span class="_ _9"></span>powiązane <span class="_ _9"></span>z <span class="_ _9"></span>tą <span class="_ _9"></span>firmą <span class="_ _9"></span>audytorską <span class="_ _0"></span>oraz <span class="_ _8"></span>przez <span class="_ _9"></span>członka<span class="_ _14"></span> </div><div class="t m0 x1 h2 y784 ff2 fs0 fc0 sc0 ls0 ws0">sieci firmy audytorskiej dozwolonych usług niebędąc<span class="_ _1"></span>ych badaniem:<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x1 h4 y785 ff7 fs0 fc0 sc0 ls0 ws0">Wybór firmy <span class="_ _1"></span>audytorskiej <span class="_ _1"></span>został dokonany zgodn<span class="_ _1"></span>ie z <span class="_ _1"></span>przyjętą p<span class="_ _1"></span>rzez Komitet <span class="_ _1"></span>Polityką w <span class="_ _1"></span>zakresie <span class="_ _1"></span>wyboru firmy <span class="_ _14"></span>audytorskiej do </div><div class="t m0 x1 h4 y786 ff7 fs0 fc0 sc0 ls0 ws0">przeprowadzenia <span class="_ _8"></span>badania. <span class="_ _8"></span>Zgodnie <span class="_ _9"></span>z<span class="_ _0"></span> <span class="_ _8"></span>regulacjami <span class="_ _8"></span>obowiązującymi <span class="_ _8"></span>TESGAS <span class="_ _8"></span>S.A., <span class="_ _8"></span>w <span class="_ _8"></span>tym <span class="_ _8"></span>§36 <span class="_ _8"></span>ust. <span class="_ _8"></span>2 <span class="_ _8"></span>a) <span class="_ _8"></span>Statutu <span class="_ _9"></span>T<span class="_ _0"></span>ESGAS <span class="_ _8"></span>S.A., </div><div class="t m0 x1 h4 y787 ff3 fs0 fc0 sc0 ls0 ws0">wyboru <span class="_ _1"></span>firmy <span class="_ _1"></span>audy<span class="ff7">torskiej dokonuje <span class="_ _14"></span>Rada Nadzorcza. Wybór <span class="_ _1"></span>firmy <span class="_ _1"></span>audytorskiej <span class="_ _1"></span>dokonywany <span class="_ _1"></span>jest <span class="_ _1"></span>zgodnie <span class="_ _1"></span>z art<span class="_ _1"></span>. 130 <span class="_ _14"></span>u<span class="_ _0"></span>st. <span class="_ _1"></span>1 pkt </span></div><div class="t m0 x1 h4 y788 ff7 fs0 fc0 sc0 ls0 ws0">8 Ustawy <span class="_ _0"></span>o <span class="_ _0"></span>biegłych <span class="_ _0"></span>rewidentach <span class="_ _0"></span>i ich<span class="_ _0"></span> samo<span class="_ _0"></span>rządzie, podmiotach <span class="_ _0"></span>u<span class="_ _0"></span>prawnionych do <span class="_ _0"></span>badania <span class="_ _0"></span>sprawozdań <span class="_ _0"></span>finansowych <span class="_ _0"></span>oraz <span class="_ _0"></span>o </div><div class="t m0 x1 h4 y789 ff3 fs0 fc0 sc0 ls0 ws0">nadzorze publicznym, na podstawie rekomendacji Komitetu Audytu. </div><div class="t m0 x1 h4 y78a ff7 fs0 fc0 sc0 ls0 ws0">Rekomendacja <span class="_ _0"></span>Komitetu <span class="_ _0"></span>A<span class="_ _0"></span>udytu <span class="_ _9"></span>powinna <span class="_ _0"></span>zawierać <span class="_ _0"></span>przynajmniej <span class="_ _9"></span>dwie <span class="_ _0"></span>możliwości <span class="_ _9"></span>realizacji <span class="_ _0"></span>zlecenia <span class="_ _0"></span>badania <span class="_ _0"></span>o<span class="_ _0"></span>raz <span class="_ _0"></span>należycie </div><div class="t m0 x1 h4 y591 ff7 fs0 fc0 sc0 ls0 ws0">uzasadnioną <span class="_ _5"> </span>preferencję <span class="_ _5"> </span>w<span class="_ _0"></span> <span class="_ _5"> </span>stosunku <span class="_ _5"> </span>do  jednej <span class="_ _5"> </span>z <span class="_ _5"> </span>nich,  tak <span class="_ _5"> </span>aby <span class="_ _5"> </span>możliwe  było <span class="_ _5"> </span>dokonanie <span class="_ _5"> </span>rzeczywistego <span class="_ _5"> </span>wyboru. <span class="_ _e"> </span>W <span class="_ _5"> </span>c<span class="_ _0"></span>elu<span class="_ _1"></span> </div><div class="t m0 x1 h4 y73e ff3 fs0 fc0 sc0 ls0 ws0">przedstawienia <span class="_ _5"> </span>uczciwego  <span class="ff7">i <span class="_ _5"> </span>odpow<span class="_ _0"></span>iednie<span class="_ _1"></span>go  u<span class="_ _1"></span>zasadnienia <span class="_ _5"> </span>dla  swojego <span class="_ _5"> </span>zalecenia, <span class="_ _5"> </span>Ko<span class="_ _0"></span>mitet <span class="_ _5"> </span>Audytu  p<span class="_ _1"></span>owinien <span class="_ _e"> </span>posłużyć <span class="_ _5"> </span>się </span></div><div class="t m0 x1 h4 y593 ff7 fs0 fc0 sc0 ls0 ws0">wynikami <span class="_ _0"></span>procedury w<span class="_ _0"></span>yboru <span class="_ _0"></span>zorganizowanej <span class="_ _0"></span>przez <span class="_ _0"></span>Spółkę. <span class="_ _0"></span>W <span class="_ _0"></span>ramach <span class="_ _9"></span>tej procedury <span class="_ _0"></span>wyboru <span class="_ _0"></span>Spółka <span class="_ _9"></span>nie powinna <span class="_ _0"></span>ograniczać </div><div class="t m0 x1 h4 y594 ff7 fs0 fc0 sc0 ls0 ws0">biegłym <span class="_ _14"></span>rewidentom <span class="_ _14"></span>lub <span class="_ _14"></span>firmom audytorski<span class="_ _1"></span>m <span class="_ _14"></span>posiadając<span class="_ _0"></span>ym <span class="_ _14"></span>mały <span class="_ _1"></span>udział <span class="_ _14"></span>w <span class="_ _14"></span>rynku <span class="_ _14"></span>mo<span class="_ _0"></span>żliwości <span class="_ _14"></span>przedstawiania <span class="_ _14"></span>ofert <span class="_ _1"></span>dotyczących </div><div class="t m0 x1 h4 y595 ff7 fs0 fc0 sc0 ls0 ws0">zlecenia  b<span class="_ _1"></span>adania.  Dokumentacja <span class="_ _e"> </span>postępowania <span class="_ _e"> </span>(zapytanie  ofertowe)  p<span class="_ _1"></span>owinna <span class="_ _e"> </span>zawierać  przejrzy<span class="_ _1"></span>ste  i <span class="_ _5"> </span>niedyskryminujące </div><div class="t m0 x1 h4 y596 ff7 fs0 fc0 sc0 ls0 ws0">kryteria <span class="_ _14"></span>w<span class="_ _0"></span>yboru stosowane <span class="_ _14"></span>do oceny <span class="_ _1"></span>ofert. Spółka <span class="_ _14"></span>mając<span class="_ _0"></span> s<span class="_ _1"></span>wobodę określ<span class="_ _1"></span>enia procedury wyb<span class="_ _1"></span>oru, ma <span class="_ _1"></span>prawo <span class="_ _1"></span>dokonać wyboru<span class="_ _1"></span> </div><div class="t m0 x1 h4 y597 ff7 fs0 fc0 sc0 ls0 ws0">po <span class="_ _19"> </span>przeprowadzeniu <span class="_ _1a"> </span>b<span class="_ _0"></span>ezpośrednich <span class="_ _1a"> </span>n<span class="_ _0"></span>egocjacji <span class="_ _19"> </span>z <span class="_ _19"> </span>zainteresowanymi <span class="_ _1a"> </span>oferentami. <span class="_ _19"> </span>Spółka <span class="_ _19"> </span>przygotow<span class="_ _0"></span>uje <span class="_ _1a"> </span>sprawoz<span class="_ _0"></span>danie </div><div class="t m0 x1 h4 y1b3 ff7 fs0 fc0 sc0 ls0 ws0">zawierające  wnioski  z  procedury  wyboru,  które  jest  zatwierd<span class="_ _1"></span>zane  przez  Komitet  Audytu.  Spółka  oraz  Komitet  A<span class="_ _9"></span><span class="ff3">udytu<span class="_ _1"></span> </span></div><div class="t m0 x1 h4 y114 ff7 fs0 fc0 sc0 ls0 ws0">zobowiązane są <span class="_ _0"></span>do <span class="_ _0"></span>zapewnienia, ż<span class="_ _0"></span>e procedura <span class="_ _0"></span>wyboru zo<span class="_ _0"></span>stała przeprowadzona <span class="_ _0"></span>w <span class="_ _0"></span>sposób <span class="_ _0"></span>uczciwy. Spółka <span class="_ _0"></span>zobowiązana <span class="_ _0"></span>jest </div><div class="t m0 x1 h4 y78b ff7 fs0 fc0 sc0 ls0 ws0">zapewnić by:<span class="ff3"> </span></div><div class="t m0 x14 h7 y78c ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">p<span class="_ _1"></span>ierwsza umowa o badanie sprawozdania finansowego została zawarta z<span class="_ _0"></span> podmiotem uprawnionym do badania na </span></span></div><div class="t m0 x24 h4 y78d ff7 fs0 fc0 sc0 ls0 ws0">okres co najmniej je<span class="_ _0"></span>dnego roku. <span class="_ _0"></span>Umowa może <span class="_ _0"></span>zostać odnowiona, przy cz<span class="_ _0"></span>ym, łączna długość <span class="_ _0"></span>odnowienia nie może </div><div class="t m0 x24 h4 y78e ff7 fs0 fc0 sc0 ls0 ws0">trwać dłużej niż 10 lat;<span class="ff3"> </span></div><div class="t m0 x14 h7 y78f ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">k<span class="_ _1"></span><span class="ff7">luczowy biegły rewident nie może przeprowadzać badania ustawowego w Spółce przez okres dłuż<span class="_ _1"></span>szy niż 5 lat. <span class="_ _0"></span><span class="ff3"> </span></span></span></span></div><div class="t m0 x14 h7 y790 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">k<span class="_ _1"></span><span class="ff7">luczowy biegły <span class="_ _1"></span>rewident może ponownie p<span class="_ _1"></span>rzeprowadzać badanie us<span class="_ _1"></span>tawowe, w sytuacji, <span class="_ _1"></span>o której <span class="_ _1"></span>mowa w p<span class="_ _0"></span><span class="ff3">unkcie </span></span></span></span></div><div class="t m0 x24 h4 y791 ff7 fs0 fc0 sc0 ls0 ws0">powyżej, po upływie co najmniej 3 lat od zakończenia ostatniego badania <span class="ff3">ustawowego. </span></div><div class="t m0 x14 h7 y792 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">w<span class="ff7">yel<span class="_ _1"></span>iminowane <span class="_ _5"> </span>zostały  wszelkie<span class="_ _1"></span> <span class="_ _5"> </span>klauzule <span class="_ _5"> </span>w  umowach <span class="_ _5"> </span>zawartych <span class="_ _5"> </span>przez <span class="_ _e"> </span>Spółkę, <span class="_ _5"> </span>które  ogran<span class="_ _1"></span>iczałyby <span class="_ _5"> </span>możliwość </span></span></span></div><div class="t m0 x24 h4 y793 ff7 fs0 fc0 sc0 ls0 ws0">wyboru  firmy <span class="_ _e"> </span>audytorskiej  przez  organ <span class="_ _5"> </span>doko<span class="_ _0"></span>nujący  wyboru <span class="_ _e"> </span>firmy  audytorskiej,  na  potrzeb<span class="_ _1"></span>y  przeprowadzenia </div><div class="t m0 x24 h4 y794 ff7 fs0 fc0 sc0 ls0 ws0">badania <span class="_ _14"></span>ustawowego <span class="_ _14"></span>sprawozdań <span class="_ _1"></span>finansowych, <span class="_ _14"></span>do <span class="_ _14"></span>o<span class="_ _0"></span>kreślonych <span class="_ _14"></span>ka<span class="_ _0"></span>tegorii <span class="_ _14"></span>lub <span class="_ _14"></span>wykazów fir<span class="_ _1"></span>m <span class="_ _14"></span>audytorskich, <span class="_ _14"></span>by <span class="_ _1"></span>różnice </div><div class="t m0 x24 h4 y795 ff7 fs0 fc0 sc0 ls0 ws0">poglądów <span class="_ _3"> </span>w <span class="_ _12"> </span>zakresie <span class="_ _3"> </span>stosowania <span class="_ _12"> </span>zasad <span class="_ _3"> </span>rachunkowości <span class="_ _12"> </span>lub<span class="_ _1"></span> <span class="_ _3"> </span>standardów <span class="_ _12"> </span>badania <span class="_ _3"> </span>nie <span class="_ _3"> </span>sta<span class="_ _0"></span>nowiły <span class="_ _12"> </span>uzasadn<span class="_ _1"></span>ionej </div><div class="t m0 x24 h4 y796 ff7 fs0 fc0 sc0 ls0 ws0">podstawy rozwiązania umowy o badanie sp<span class="_ _1"></span>rawozdania finansowego.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 y507 ff3 fs0 fc0 sc0 ls0 ws0">Kryteria <span class="ff7">wyboru podmiotu uprawnionego do badania powinny być możliwie jak najbardzie<span class="_ _1"></span>j przejrzyste.<span class="ff3"> </span></span></div><div class="t m0 x14 h7 y797 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff3">w <span class="ff7">zakres<span class="_ _1"></span>ie <span class="_ _1"></span>kryteriów <span class="_ _14"></span>w<span class="_ _0"></span>yboru <span class="_ _1"></span>podmiotów uprawni<span class="_ _1"></span>onych d<span class="_ _1"></span>o b<span class="_ _1"></span>adania S<span class="_ _1"></span>półka b<span class="_ _1"></span>ierze <span class="_ _1"></span>pod <span class="_ _14"></span>uwagę w <span class="_ _1"></span>szczególności: <span class="_ _1"></span>cenę </span></span></span></div><div class="t m0 x24 h4 y798 ff7 fs0 fc0 sc0 ls0 ws0">(tj. <span class="_ _19"> </span>stawki): <span class="_ _4"> </span>wykonanie <span class="_ _19"> </span>usług <span class="_ _4"> </span>rewizji <span class="_ _19"> </span>finansowej <span class="_ _4"> </span>powinno <span class="_ _19"> </span>zostać <span class="_ _4"> </span>zlecone <span class="_ _19"> </span>firmie <span class="_ _4"> </span>audytorskiej <span class="_ _19"> </span>składającej </div><div class="t m0 x24 h4 y799 ff7 fs0 fc0 sc0 ls0 ws0">najkorzystniejszą ofertę, adekwatną do zakresu zlecanych usług, celem uniknię<span class="_ _1"></span>cia obniżenia jakości badania; <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x14 h7 y79a ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">możliwość zapewnienia świadczenia pełnego zakresu usług określonych przez TESGAS S.A. w zapytaniu ofertowym </span></span></div><div class="t m0 x24 h4 y79b ff7 fs0 fc0 sc0 ls0 ws0">(badanie sprawozdań jednostkowych, badania sp<span class="_ _1"></span>rawozdań skonsolidowanych, przeglądy etc.); <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x14 h7 y79c ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">dotychczasowe <span class="_ _15"> </span>doświadczenie <span class="_ _12"> </span>podmiotu <span class="_ _12"> </span>w<span class="_ _0"></span> <span class="_ _12"> </span>badaniu <span class="_ _15"> </span>sprawozdań <span class="_ _15"> </span>jednostek <span class="_ _15"> </span>o <span class="_ _15"> </span>podobnym <span class="_ _12"> </span>do<span class="_ _0"></span> <span class="_ _15"> </span>Grupy <span class="_ _12"> </span>profilu </span></span></div><div class="t m0 x24 h4 y79d ff7 fs0 fc0 sc0 ls0 ws0">działalności; <span class="ff3"> </span></div><div class="t m0 x14 h7 y79e ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">dotychczasowe doświadczenie podmiotu w badaniu sprawozdań jednostek zainteresowania publicznego;<span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y79f ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">kwalifikacje zawodowe i doświadczenie osób be<span class="_ _1"></span>zpośrednio zaangażowanych w prowadzone w Spółce badanie;<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y7a0 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">ilość osób dostępnych do prowadzenia badania w Spółce;<span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y7a1 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">zapewnienie przeprowadzenia badania zgodnie z Międ<span class="_ _1"></span>zynarodowymi Standardami Rewizji Finansowej; <span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y7a2 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">możliwość przeprowadzenia badania w termin<span class="_ _1"></span>ach określonych przez Spółkę; <span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y7a3 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">reputację podmiotu uprawnionego do badania na rynkach finansowych.<span class="ff3"> </span></span></span></div><div class="t m0 x1 h4 y7a4 ff7 fs0 fc0 sc0 ls0 ws0">Wynagrodzenie <span class="_ _5"> </span>za  przep<span class="_ _1"></span>rowadzenie <span class="_ _5"> </span>badania  uzyski<span class="_ _1"></span>wane <span class="_ _5"> </span>przez  podmiot <span class="_ _5"> </span>uprawniony  d<span class="_ _1"></span>o <span class="_ _5"> </span>bada<span class="_ _0"></span>nia <span class="_ _5"> </span>o<span class="_ _0"></span>raz <span class="_ _5"> </span>podwykonawców </div><div class="t m0 x1 h4 y213 ff7 fs0 fc0 sc0 ls0 ws0">działających w jego imieniu i na jego rzecz nie może być:<span class="ff3"> </span></div><div class="t m0 x14 h7 y7a5 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">uzależnione od żadnych warunków, w tym od wyniku bad<span class="_ _1"></span>ania;<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x14 h7 y7a6 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">kształtowane lub <span class="_ _0"></span>uzależnione <span class="_ _0"></span>od <span class="_ _0"></span>świadczenia <span class="_ _0"></span>na <span class="_ _0"></span>rzecz <span class="_ _0"></span>Spółki <span class="_ _0"></span>lub <span class="_ _0"></span>jednostek <span class="_ _0"></span>z n<span class="_ _0"></span>ią pow<span class="_ _0"></span>iązanych <span class="_ _0"></span>dodatkowych <span class="_ _0"></span>usług </span></span></div><div class="t m0 x24 h4 y6aa ff7 fs0 fc0 sc0 ls0 ws0">niebędących badaniem przez firmę audytorską lub jakikolwiek podmiot powiązany z firmą audytorską lu<span class="_ _1"></span>b należący </div><div class="t m0 x24 h4 y7a7 ff3 fs0 fc0 sc0 ls0 ws0">do sieci. </div></div></div><div class="pi" ></div></div><div id="pf44" class="pf w0 h0" ><div class="pc pc44 w0 h0"><img class="bi xb y3f w4 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y40 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Nazwa spółki<span class="_ _1"></span>:<span class="ff6"> </span></div></div><div class="c xd y40 w6 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _1"></span>itałowa TESGAS <span class="ff6"> </span></div></div><div class="c x1 y42 w5 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">Okres objęty sp<span class="_ _1"></span>rawozdani<span class="_ _1"></span>em:<span class="ff6"> </span></div></div><div class="c xd y42 w7 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">01.01.2024<span class="ff5">–</span> 31.12.20<span class="_ _1"></span>24 </div></div><div class="c xe y42 w8 ha"><div class="t m0 xc hb y41 ff6 fs3 fc0 sc0 ls0 ws0">Waluta s<span class="_ _1"></span>prawozdawcza: </div></div><div class="c xf y42 w9 ha"><div class="t m0 xc hb y41 ff5 fs3 fc0 sc0 ls0 ws0">złoty polski<span class="_ _1"></span> (PLN)<span class="ff6"> </span></div></div><div class="c x1 y43 w5 hc"><div class="t m0 xc hb y44 ff6 fs3 fc0 sc0 ls0 ws0">Poziom <span class="ff5">zaokrąg<span class="_ _1"></span>leń:<span class="ff6"> </span></span></div></div><div class="c xd y43 w6 hc"><div class="t m0 xc hb y44 ff5 fs3 fc0 sc0 ls0 ws0">wszystkie kwot<span class="_ _1"></span>y wyrażone są w t<span class="_ _1"></span>ysiącach złotych p<span class="_ _1"></span>olski<span class="_ _1"></span>ch (o ile nie wska<span class="_ _1"></span>zano in<span class="_ _1"></span>aczej)<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y45 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y46 ff6 fs0 fc0 sc0 ls0 ws0">Strona <span class="ls3">68</span> <span class="ls2">z <span class="ls3">68</span></span> </div><div class="t m0 x1 h4 y47 ff7 fs0 fc0 sc0 ls0 ws0">Wynagrodzenie  za <span class="_ _12"> </span>przeprowadzenie  badania <span class="_ _12"> </span>odzwiercied<span class="_ _1"></span>la <span class="_ _3"> </span>praco<span class="_ _0"></span>chłonność <span class="_ _3"> </span>oraz <span class="_ _3"> </span>stopień  z<span class="_ _0"></span>łożoności <span class="_ _3"> </span>prac <span class="_ _3"> </span>i <span class="_ _3"> </span>wymagane </div><div class="t m0 x1 h4 y8d ff7 fs0 fc0 sc0 ls0 ws0">kwalifikacje. <span class="_ _9"></span>Rada <span class="_ _9"></span>Nadzorcza <span class="_ _8"></span>zobowiązana <span class="_ _9"></span>jest <span class="_ _9"></span>do <span class="_ _8"></span>poinformowania <span class="_ _9"></span>Zarządu <span class="_ _9"></span>Spółki <span class="_ _8"></span>o <span class="_ _9"></span>wyborze <span class="_ _9"></span>fir<span class="_ _0"></span>my <span class="_ _9"></span>autorskiej <span class="_ _8"></span>do <span class="_ _9"></span>badania </div><div class="t m0 x1 h4 yd7 ff3 fs0 fc0 sc0 ls0 ws0">rocznego <span class="_ _0"></span>skonsolidowanego <span class="_ _0"></span>spra<span class="_ _0"></span>wozdania <span class="_ _0"></span>finansowego <span class="_ _0"></span>Grupy <span class="_ _0"></span>lub <span class="_ _9"></span>badania rocz<span class="_ _0"></span>nego <span class="_ _0"></span>sprawozdania <span class="_ _0"></span>finansowego, <span class="_ _0"></span>zgodnie <span class="_ _0"></span>z </div><div class="t m0 x1 h4 yd8 ff7 fs0 fc0 sc0 ls0 ws0">art.  133 <span class="_ _3"> </span>ustawy <span class="_ _3"> </span>o <span class="_ _3"> </span>biegłych <span class="_ _3"> </span>rewidentach,  firmach<span class="_ _0"></span>  audytor<span class="_ _0"></span>skich <span class="_ _3"> </span>oraz <span class="_ _3"> </span>nadzorze  publicznym, <span class="_ _3"> </span>który <span class="_ _3"> </span>zobow<span class="_ _0"></span>iązany  jest <span class="_ _3"> </span>do </div><div class="t m0 x1 h4 y5 ff7 fs0 fc0 sc0 ls0 ws0">niezwłocznego poinformowania o tym Komisji Nadzoru Finansowego, w trybie określonym w odrębnych regulacjach. <span class="ff3"> </span></div><div class="t m0 x1 h4 yd9 ff7 fs0 fc0 sc0 ls0 ws0">Rekomendacja <span class="_ _9"></span>dotycząca <span class="_ _0"></span>w<span class="_ _0"></span>yboru <span class="_ _0"></span>firmy <span class="_ _9"></span>audytorskiej <span class="_ _9"></span>do <span class="_ _9"></span>przeprowadzenia <span class="_ _9"></span>badania: <span class="_ _9"></span>Rekomend<span class="_ _1"></span>acja <span class="_ _9"></span>dotycząca <span class="_ _9"></span>wyboru <span class="_ _9"></span>firmy </div><div class="t m0 x1 h4 yda ff3 fs0 fc0 sc0 ls0 ws0">audytorskiej do <span class="_ _1"></span>przeprowadzenia bad<span class="_ _1"></span>ania za lata <span class="_ _1"></span><span class="ls3">20<span class="ls0">24-25 <span class="ff7">spe<span class="_ _1"></span>łniała obowiązujące <span class="_ _1"></span>warunki. Ponad<span class="_ _1"></span>to rekomendacja <span class="_ _1"></span>ta została<span class="_ _1"></span> </span></span></span></div><div class="t m0 x1 h4 ydb ff7 fs0 fc0 sc0 ls0 ws0">sporządzona w następstwie zorganizowanej przez Emitenta procedury wyboru spe<span class="_ _1"></span>łniającej obowiązujące kryteria. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x1 h4 ydc ff7 fs0 fc0 sc0 ls0 ws0">Liczba <span class="_ _15"> </span>odbytych <span class="_ _12"> </span>posiedzeń <span class="_ _15"> </span>komitetu <span class="_ _12"> </span>au<span class="_ _0"></span>dytu <span class="_ _12"> </span>albo <span class="_ _15"> </span>posiedzeń <span class="_ _15"> </span>rady <span class="_ _15"> </span>nadzorczej <span class="_ _15"> </span>lub <span class="_ _12"> </span>i<span class="_ _0"></span>nnego <span class="_ _12"> </span>organu <span class="_ _15"> </span>nadzorującego <span class="_ _15"> </span>lub </div><div class="t m0 x1 h4 y219 ff7 fs0 fc0 sc0 ls0 ws0">kontrolującego poświęconych wykonywaniu obowiązków komitetu aud<span class="_ _1"></span>ytu, przedstawia się następująco:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x14 h7 y21a ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">liczba posiedzeń Rady Nadzorczej, poświęconych wykonywaniu obowiązków komitetu au<span class="_ _1"></span>dytu <span class="ff3">- 1 <span class="_ _0"></span> </span></span></span></div><div class="t m0 x14 h7 y7a8 ff9 fs0 fc0 sc0 ls0 ws0">▪<span class="ff4"> <span class="_ _13"> </span><span class="ff7">liczba posiedzeń komitetu audytu <span class="ff3">- 4. </span></span></span></div><div class="t m0 x1 h2 y55b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y55c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y7a9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y55e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y7aa ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y4d2 ff1 fs0 fc0 sc0 ls0 ws0">Zatwierdzenie do publikacji </div><div class="t m0 x1 h7 y2df ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2a"> </span> </div><div class="t m0 x1 h4 y7ab ff7 fs0 fc0 sc0 ls0 ws0">Sprawozdanie Zarządu z działalno<span class="_ _0"></span>ści TESGAS S.A. za <span class="_ _0"></span>okres 12 miesięcy zako<span class="_ _0"></span>ńczony 31.12.<span class="_ _0"></span><span class="ff3 ls3">202<span class="ls0">4 <span class="_ _0"></span></span></span>roku zostało zatwierdzone do </div><div class="t m0 x1 h4 y7ac ff7 fs0 fc0 sc0 ls0 ws0">publikacji przez Zarząd Spółki w dniu <span class="ff3">25 kwietnia <span class="ls3">2025 </span>roku. </span></div><div class="t m0 x1 h4 y7ad ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y334 ff7 fs0 fc0 sc0 ls0 ws0">Podpisy wszystkich Członków Zarządu<span class="ff3"> </span></div><div class="t m0 x1 h7 y7ae ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y7af ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y7b0 w82 h87"><div class="t m0 xc h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">Data </div></div><div class="c x10b y7b0 w83 h87"><div class="t m0 xc h4 ye8 ff7 fs0 fc0 sc0 ls0 ws0">Imię i Nazwisko<span class="ff3"> </span></div></div><div class="c x10c y7b0 w83 h87"><div class="t m0 xc h4 ye8 ff3 fs0 fc0 sc0 ls0 ws0">Funkcja </div></div><div class="c x10d y7b0 w84 h87"><div class="t m0 xc h7 ye8 ff3 fs0 fc0 sc0 ls0 ws0">Podpis<span class="ff4"> </span></div></div><div class="c x1 y7b1 w82 h90"><div class="t m0 xc h4 y7b2 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h4 ye5 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h4 ye6 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h4 ye4 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h4 ye7 ff7 fs0 fc0 sc0 ls0 ws0">Dąbrowa, dnia<span class="ff3"> </span></div><div class="t m0 xc h7 ye8 ff3 fs0 fc0 sc0 ls0 ws0">25 kwietnia <span class="ls3">202</span>5 roku<span class="ff4"> </span></div></div><div class="c x10b y7b1 w83 h90"><div class="t m0 xc h4 y7b2 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h4 ye5 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h4 ye6 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h4 ye4 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h7 ye7 ff7 fs0 fc0 sc0 ls0 ws0">Włodzimierz Kocik<span class="ff4"> </span></div></div><div class="c x10c y7b1 w83 h90"><div class="t m0 xc h4 y7b2 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h4 ye5 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h4 ye6 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h4 ye4 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h7 ye7 ff7 fs0 fc0 sc0 ls0 ws0">Prezes Zarządu<span class="ff4"> </span></div></div><div class="c x10d y7b1 w84 h90"><div class="t m0 xc h7 y7b3 ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y7b4 w82 h91"><div class="t m0 xc h4 y7b5 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h4 ye5 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h4 y4ef ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h4 ye4 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h4 y16f ff7 fs0 fc0 sc0 ls0 ws0">Dąbrowa, dnia<span class="ff3"> </span></div><div class="t m0 xc h7 ye8 ff3 fs0 fc0 sc0 ls0 ws0">25 kwietnia <span class="ls3">202</span>5 roku<span class="ff4"> </span></div></div><div class="c x10b y7b4 w83 h91"><div class="t m0 xc h4 y7b5 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h4 ye5 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h4 y4ef ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h4 ye4 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h7 y16f ff7 fs0 fc0 sc0 ls0 ws0">Jarosław Kocik<span class="ff4"> </span></div></div><div class="c x10c y7b4 w83 h91"><div class="t m0 xc h4 y7b5 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h4 ye5 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h4 y4ef ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h4 ye4 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h7 y16f ff7 fs0 fc0 sc0 ls0 ws0">Wiceprezes Zarządu<span class="ff4"> </span></div></div><div class="c x10d y7b4 w84 h91"><div class="t m0 xc h7 y7b6 ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h4 y7b7 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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