<?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>RR_spraw_zarz-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,iVBORw0KGgoAAAANSUhEUgAAABYAAAAWCAYAAADEtGw7AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH3goQDSYgDiGofgAAAslJREFUOMvtlM9LFGEYx7/vvOPM6ywuuyPFihWFBUsdNnA6KLIh+QPx4KWExULdHQ/9A9EfUodYmATDYg/iRewQzklFWxcEBcGgEplDkDtI6sw4PzrIbrOuedBb9MALD7zv+3m+z4/3Bf7bZS2bzQIAcrmcMDExcTeXy10DAFVVAQDksgFUVZ1ljD3yfd+0LOuFpmnvVVW9GHhkZAQcxwkNDQ2FSCQyRMgJxnVdy7KstKZpn7nwha6urqqfTqfPBAJAuVymlNLXoigOhfd5nmeiKL5TVTV+lmIKwAOA7u5u6Lped2BsbOwjY6yf4zgQQkAIAcedaPR9H67r3uYBQFEUFItFtLe332lpaVkUBOHK3t5eRtf1DwAwODiIubk5DA8PM8bYW1EU+wEgCIJqsCAIQAiB7/u253k2BQDDMJBKpa4mEon5eDx+UxAESJL0uK2t7XosFlvSdf0QAEmlUnlRFJ9Waho2Qghc1/U9z3uWz+eX+Wr+lL6SZfleEAQIggA8z6OpqSknimIvYyybSCReMsZ6TislhCAIAti2Dc/zejVNWwCAavN8339j27YbTg0AGGM3WltbP4WhlRWq6Q/btrs1TVsYHx+vNgqKoqBUKn2NRqPFxsbGJzzP05puUlpt0ukyOI6z7zjOwNTU1OLo6CgmJyf/gA3DgKIoWF1d/cIY24/FYgOU0pp0z/Ityzo8Pj5OTk9PbwHA+vp6zWghDC+VSiuRSOQgGo32UErJ38CO42wdHR09LBQK3zKZDDY2NupmFmF4R0cHVlZWlmRZ/iVJUn9FeWWcCCE4ODjYtG27Z2Zm5juAOmgdGAB2d3cBADs7O8uSJN2SZfl+WKlpmpumaT6Yn58vn/fs6XmbhmHMNjc3tzDGFI7jYJrm5vb29sDa2trPC/9aiqJUy5pOp4f6+vqeJ5PJBAB0dnZe/t8NBajx/z37Df5OGX8d13xzAAAAAElFTkSuQmCC);
  }
}
/* Fancy CSS END */

  }
  .checked {
    background: no-repeat url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABYAAAAWCAYAAADEtGw7AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH3goQDSYgDiGofgAAAslJREFUOMvtlM9LFGEYx7/vvOPM6ywuuyPFihWFBUsdNnA6KLIh+QPx4KWExULdHQ/9A9EfUodYmATDYg/iRewQzklFWxcEBcGgEplDkDtI6sw4PzrIbrOuedBb9MALD7zv+3m+z4/3Bf7bZS2bzQIAcrmcMDExcTeXy10DAFVVAQDksgFUVZ1ljD3yfd+0LOuFpmnvVVW9GHhkZAQcxwkNDQ2FSCQyRMgJxnVdy7KstKZpn7nwha6urqqfTqfPBAJAuVymlNLXoigOhfd5nmeiKL5TVTV+lmIKwAOA7u5u6Lped2BsbOwjY6yf4zgQQkAIAcedaPR9H67r3uYBQFEUFItFtLe332lpaVkUBOHK3t5eRtf1DwAwODiIubk5DA8PM8bYW1EU+wEgCIJqsCAIQAiB7/u253k2BQDDMJBKpa4mEon5eDx+UxAESJL0uK2t7XosFlvSdf0QAEmlUnlRFJ9Waho2Qghc1/U9z3uWz+eX+Wr+lL6SZfleEAQIggA8z6OpqSknimIvYyybSCReMsZ6TislhCAIAti2Dc/zejVNWwCAavN8339j27YbTg0AGGM3WltbP4WhlRWq6Q/btrs1TVsYHx+vNgqKoqBUKn2NRqPFxsbGJzzP05puUlpt0ukyOI6z7zjOwNTU1OLo6CgmJyf/gA3DgKIoWF1d/cIY24/FYgOU0pp0z/Ityzo8Pj5OTk9PbwHA+vp6zWghDC+VSiuRSOQgGo32UErJ38CO42wdHR09LBQK3zKZDDY2NupmFmF4R0cHVlZWlmRZ/iVJUn9FeWWcCCE4ODjYtG27Z2Zm5juAOmgdGAB2d3cBADs7O8uSJN2SZfl+WKlpmpumaT6Yn58vn/fs6XmbhmHMNjc3tzDGFI7jYJrm5vb29sDa2trPC/9aiqJUy5pOp4f6+vqeJ5PJBAB0dnZe/t8NBajx/z37Df5OGX8d13xzAAAAAElFTkSuQmCC);
  }
}
/* Fancy CSS END */
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quohd0KVSBqyfK9Bpg7bRPJxKd6H806rNjm0cTaOSjCUdZjx6h9kI1AwkjJPDt8f3ey33RTdEPuut6WJPPKv/pQooK+LVIm9zofQdFvpzbf/T9dz65K5bff/T2O7+6Kyr+gTF5ks3+1qEGvTk9UIi0NbgNSuKeT7z1tc0bv/SHTz76tnT84qZ79/Ql9KVr/m7/3UcvT9hygztukfj0EADk12gLSIFJmYJljToG1VGoikCoh5nK+W+U1Yh+5QwkQaxCPDDptrJC5fyPj6KLgkFfgTeX1YHhmI6HLM1XYGKirFglTQ7NKtc5g8Q7ceZ0fgaJzdhoAoxCNFNH2RqLwhh6zJwn4Qe8i9shCR4blW8zOro+JGl1lWCtUFBqYQpKWBOSZcok4Ffya1iBZ4oqLaug0dlvX7S4BAWh0nLQTOusEU84bVW9pNax9A4n0l+ks05XxMqSA9eytBAPWz1mrWqKoklIKjn12y+xVlmn1yHanULy1wH5Ku20VBJSCahugeoSZMuVqiyWoblC/PpYPoR+QekE8WvAnn9DFksWyQ0br8C9x4TmktdbupgM7S1r8mZFaoQvSSJUqsD1dbIkcp36UglJkVBK4xOYlkT0TKmUTvOSpAIkXRAT3TBvcGhQOvKv+GDMmM2j1YfNZ0wnUvDGQorAklyVboXEHAnzJNQ9hUCMmbGavUa1grcZf7p4OCWYYh3x1o1LUhq1RkWTCsa2eNv15Z2P7MhaB+++5hEoMgKnuNwVs7MqSzLgS4cCpt/0XDu2IuhrTdrcIQ/nTPstHotgDQWs+Y0393UeuvdL+z/B2WIS71Yj7DiGeLcOdsq8O67qhUwPZDfUmLYBZivEt8uaZSPhZeXwsmXhMql1nCB+iSDlF1P4A1pEKZmJWkRK7ZKTcA1oBWq4+ZjQin7NxSpFizWKFrHu948kK5AqC14v3T9ixsBglohrrsA1c4FBX0pPl3iJvhIr+Sprzyam9RZ0JS3oS7MMdpQ11fGjcevI//WxzHK7hlkKyR5IMEVgZidgXS2rVy7GfqXJTZLHBu6oXNl1YH2LXq0keZ7JDu5a1LSq1RVYsrf3ao2eo2lW4Pa3bGj3mhPdqcKm/jyn4lQUoVAbOzbf1Lf5I9vz7pa1pe4rlkbhTVs/uqvR4HTzRkfMlQk5PA57enGsoS/vVJojHlfIqHLkehO+1oTNE/IqjWG3zWfmDeGgLTly42DrrhXNWlLVuGKnZF+C598iX6eNII7Q8bdVDTcqU1CZgAonVPIQwY1CA1kJJFksCBlE+5SPrxC7pyIUBRpOEGpgPv9mWYP+aHakIhJ1I4i6UxSaZ6ICd06VfcPMakRoRGlE5vxM4nQOQSZS4HR+OpdDqIl4LtkHzORiRAcjKRhJwLATRngY0cKwBl5kSNJI3vUDZW5Wn1L9QXxVJKCpapDaYU2Za9YaI6sZBqCPfN2kv5ZzZ8LBrIsVBa1Zh3w0DQMfoK2JrnS+L2G8lreIewnxS3AtPJBvfIPRMchn0TFvKG3piDcd9huIv1dr1BTN8uy5/8oSd8x8RfYhtiAd/RqtBR3g36s6Shch3TgPWJsqBHc0movmtK4TxGmkmz+VOSHrZEsFhib9fnqu2O+YSK5UV+C24warRB3rHGGfSZydRiYZy7ukbVjZsMjP0TNDvAjjTbA6EglF/4KnzEfNWVWSzX++rjmSwyVUnTYT9uGEDiibtv47T17TdsWaJkFFE5SaUzGxxVsWt4x1Bd3lXf0tY3GXzeMndqp5ljYZxUJgSXjvZ/a1wL/d+9n9bTqLRae3he3OiJWxOC3WxhXNmaUFO+eKELlogLMn3G1F8T8oIjt2L44TViF+vEgH9Qry1xJ/ViL9OIn44wGfrPFHD2kBsr4af3wQ6cJ3JxUKk3CS+A76kqnGHxOim4kWahQTJMm0r2SrkpnIyWj32rRMpRr1tdUnoDvryHf6+gKAUtZcayg5v9jvx8Q7SSk5lbhGYfA3Rho7XIQKfmfmpyYTdudJqLdqldTjrkTIZzgX0vBqUqmzCOSbTW3uhJNTWpNS7NQu0SSEaPIbCTO60PtnkF3JgC7wcs0n7T7/jeN40t3QhWzKRyaBVgsqiBKzjmlrhbjxeKgsiUq5AqOTXq9yrjjFy+r4SF2SkFekrIJzVY6wc3oaE6yE4DknOahH0eN0JFKV35QZhOyz9y6r8c35BdbgnZ4gPyIh0xTTEzmlKWqulDbJkV71EkVX4V72W4vkM3zD8psnDyVW92TNDImUnUt2rsiuOtDnJ1K3r9p9/4ZYyzV/d/WGD2xdFNKJb1szfZl0d4PZEOtKt+wmnl3+xU8/cGWZ0xtN0aAvalZq9dq2XUcGXInirgc2bf3Mwa74sn13fSp3+f1rgr624WzjykZ7APPiCRS7nCC/iuKDCHCMA2OFqBxn3AHbIK3rQ4FMJ/JN85hYC71uYcF7eELrK8ZiRR/HyUftwvekOd4c1OmCzfFES5Dngy0zffESvlCKx1vxsRWPx3L+Leo5ZE/8IAxeq8lGsMqCAPYmXFKIwGkCVg0wQ605zDIBPwOoABQC4RBmkrvMAg7qSY6LuIKBgJvRmEHAb1XqXcP61bQk/p3IP2gW8sg/wCqUt0/noC29edR6Jpe/+QOnT0PraeRKS6eZLEgkHPPHcBSf/AXPymQTifUhN6yG/qRPKWkeLNYMh0UZIH3UOKcwN2fzJTdHrRXtw5TG1ZhIFYwKDt6n4AMd+daeiKB4Fh6H+7YF4yaaVPMaSM1oDSylsMQD1GHBxJIkazY8P/MjpHckuBcAqoiwyI1iwWbwWI26HuLBo3bWZGJRyP3JiWQ4j/RsgrUji0hOZrPKYE0BggjCy2p+ZUFSgEIFxpACrJqnYiWkYrn0tOTuIkRyjL+3u2SysgL55gE6Qig3CSW3ScD6ZJg9pYrhxaNX37pM/IKvocEHlxxEwG1NLU40jS6Jil+2Zvrb73ywhLRlsbtlQ98nn25a2uSBdyy5ek1H1BBJUnuSkejKw6vSI90Fnsktvwz+JNIRM4tfc6Q7Z/7Y0Juxi/dbGhbL9nb5+f+gWDoASuCDMv0mnCDxNPEtoAVWuBX4QLg6z3AFbpkwjFAVuOF4Y0aabAbZuomyeta+4RccMSMhc5x6j99HtEKBhELWRb1k8BQ1j2ROWCwpKcWiEMHcufG67jte/uiKdZ969c7ijtXdDkZBUoxWrUv17+wZumF1Mr320FDPrv60hkEe5GlbwKa3BH3m4c/8/tOfheDJDXpX2KF3hp3uuJ0LJAKd131uzzWfv6LRF/WqrAmsw1jOnkFypkdWb59MpWeAgfgEIqCdeACogbU6RwSiqbJau9JhrWUCkPmflQVMGixFT73bL8hyQ8yTG3qOlDwz+uQfvyR+V5KRwS//9rNrxN8kxh6+4c4PXv7Q9izx6MTME0tlcVj5+Buf2fSpA4vO3d+8/wsS39GcyHvQnJLgSXlGWLSJB8o6tcFr8KI52a0aNCT7CRjDLDymgUPhsMJWk3qbNHDNyrqzmZoNEmWpT+D5pvVy8IAQwnHsr3BHWTiICxQJuUYLTtHkGJ165npMG+KIWovdT61azMEPqGVXVC3eCL+Hz3fjsF8mE2OLuJFfxIqnWZwOwKm+B6XAH9EL+T3bEb0i4HiVXkpDhXiobNa4gNuljOrgkNLKaeCgEhtZ5Qm4FhjO/+YYOjcYbApk+CfRJxTSZLVwUFGBG6fK/pW2mu9SnR9OOKVPCyWJYGXhr3fbuiTNpVM9MVqlJJogi2i0Ht6r1rK0dH4t58lFwnm3BlFxK75Kfdods3Li38q5UjsrupEHr1CgF+rhZIS14Vxk//k3qE/QQdAJfijTatLp1FmRdE2AiO4k8XFQwAqAR27FIapGOv5mksNHGJny+0vpjpMwDWjAVIWDQRMrq0sjRkk4jBU4NlFO13wVjBqC7K1IKnYa+481NftfeUqNmvMgqdgkBOb4mSZBdpnq/hEiCXKCNC1b7ly3+WNXtLRe9vCG5JrQf+mNWDDhUd5mYEyLtuze2/iJ//q7DVu+9sePr7p7d7eDo5a44jYmGA8uOvj5nfu+eE2L0QiTDUVn2MKyZo9xZsbdYHcamfVf/N2jj8+Mb7b4ws68LK/wYeR3mECsZhcB8dDRMsMPy1Ycpu0YiyZr72uqJQtENT0OH9a4Zf5rPLlwJOfWBBmeUSjQC/V87UzCE/L8rwgHel4UrJ3zvCmXNjCMQqJdc0KinfNCIigFWo6JP/GxWYrPD5TqIyUcvuW3bXa3ZoOcSkHgYFRtdUcdjphDq3EVwuGcRwP3rLt3e0Gt5TVai9/uTztYjVajC3VkyRtr4alsExHtqA40lzzYWkP7DPEQsmUM8SAiqJ94fjKZNKkrxAtlbRmYIsM+hncM83X3qFRC0zorhdrT/EwOz6/MXuxTszSHEShcQH2hFnYbFUo1dEOqg/UUY4tKNqV4I1fjizuP+cLBm5RGby4SLXg4vU18DL7frI6wAqtg0F13zTxaV9LnWJlr7MwPibBGYCh0lRGCETE9czzmAHXbsArN3w76a7w0IahjgVo3bJL4Y6rA0TnwDNNnpEle6u/zYXte6WUVJvvMV30N1Ylo4COYGVe5Yw4OgfIjNSF7+z9ZW0zmjWI/wuE28P1qdobVZDKWdJpJWa32CrFjKpjlOAadHAfB4kobx1pPwgZQBqnzv5niA8RgFgdHXnxm4fGrRn61IMRIKTzRlZ7VdT8XO7pI2xPIw83lMEunc0Kexy9CqT2dzwt5NOmjf9WHzNPCQDWAjcDAXKxuhdijhnkkHdKpSbGfdWVCwYyTI8QPUnpPxu/PePSk+FGCdafRdRdbbPhyqivj5aCVgn6NJ9YcGndEbHOU2fX260gYSJyOoZxv/1v9+vvyRV2gFD83Q8J4S1CnRd+a1ZEKrQfttRrCsYiOSel0KOAqTLhTOXSYAu7m4RimhF4XJgZj0ZSf4/EZxyp0FXjzcWRvsa1KofO6sEiKgRzuUgKBbSkhUx3RPC3I5J74y29ZpbGUrIxApHoBNzRdSGCDm7TkU3BWYKkK7wgZrg7kE1Gb+LSzxUJQFOtIBQMpO9MUvTdciAUN58yJaFgPSZJzpoL+lI3ZZAlaWW2oM0eMFm9u7btvcGYjI+siQ30onda4GyNiJDEysiLa87ElxBjDczTNSZhKgBXnf0lbpVpXZNbvNBLPoj+60SsDbLO+0yakfCMBqxzRYeWj11zE73yXX5hj3+ZUpea537R1xad++bFHfvbRpej48Qd/9siQ+Cvv0G1btty+wucdvG0rPhIf/RtxfHT5p9/60mNvf23zsk//4diuzx9c1H/oMxsv++INnX2HP4t9ayRHJNJnJ4iBW6qeVVBxEgGtAFzEN8tqINSLaIlJhYILVOqBK0xMlU0ruZqzU82JnJ2u+pt/1veqU07AhV4RNdfhJrtv//ptV1RtIpeNwmxq5MDBVUlxOtMzFLv6+s7VRSd555VfuLZN3F7XoXvSaaWlY+zWbd3r4qzY729fXZ33EJp3EXSDT8jznuJTQow5STyP+NtEfGIi1ilUiAcnnCm+NnQeJx3LZUt77UI7CjePlX0rLTU0qU1HClzPTksuSwkHru/pJnPQKEKmyAuIY7a4yWoc60H2CRbCkRSs0WpI5W7JxXMujjpgimbL8eEa2VCwsjzf5Vh289qUr7y5zZVviBqu1DHiV1q6jPmG6480r2p2+lkdg7RL4KAvO5i3i4Y6NR9JRiiSLa49OLTo8lUdBm201J86Hw6QO8rr9LRC/Igj243xqfP8L1EIEAL94KmaDVtEPHI0mAvmOAfOCwAuhTG7CTCw4ZjQhH7NbTWKtFVgQ5lb5KBjI/XiyLo5GiIVwebUaM7WM8Yo7E39de46q4PUgtRwzQNaGBYryHsGb39y++Jr17XaWQqFNtr8in39mcFGZ2Zo255tQ5kl1z2+PrVpRYdRSWMPiWUzPZuaEuWEKb18x54dyzLwjl2P7i6YPX57NuWJ21lf1GeJd4STndlEpn31gZWj946mtFa3UWsJ2F1RO+f0OUyhgish//1ayS5wKE56A8m1H4xUtRkoUJw0aRUU+hoh9FKY4prVwBxMn8ZlXsf4O31oNoa5yIoO7Eu8IYV1p7AngV0j8RQjh30MeT8O9KhPu2I27u3puigZOFvM5Y7bWBy2oLHfc/6X1FeQ35MAq+WxnwJe4n40LTPxYJljwsP8cD1Q3zSHcZ01gC2zl/7MXEyd9YGMC/1Y6is9d/3D7YeePdIrRV7IIQr3bm/v2NYd4vC0ssjT+9eDp27vbj/81GGyrhUz1ND+gVC4//Jukp3jlqM5mRHOfBbNKQiWVfM7wIbcpKGpoI2zWXAEy5Y1Ns+wldZXAwE98l5taavkv/I4F48mdnzBBzAwSL4JhQ2oXJWQPRJ0BhVKkqf5YEcuUoraBDUl3srRtrZiquBkadgCYSPFuYrpVN6g5FI4pwcpFSdoqJtw0o9ijLpzdvJngomTsn54DonzbykNaA5tNQtRVqcZDrRlMhzyM4bKTBtnsWpCgQDnrxAPl/VlK9c0HB/OBFhyQdqyc3ZqtnSppC9Z+bPSub4k42RZd8lv1ueMsDBA1jyz+uwNeUM111k7Q3Sgf6wwxbvypSVRPf2PxGlaH1nc1ILeKMQfqQlbKZ9ucjLkv8FfURpPMZkpebTU74l/IxlnIZ3Mmkn1YqtLR9M6l5UsnHvB4uKlc2pvMGamSdZkOOcjf2CwamhKYzWei5Kv8hYNTZsTIUwzHvHdKtUxB2v4ZyEentBwXpwNjTsAZj1T5kLDDoV+WFHnfNo+U3ptmscruhzHF/wRi/Cs7s2Zuhta8h2wqT5t4mOyN+/hxE8ZWEtHU6rJq1Peb4qZCEPU8GFa5y4kSp0WTg//QyzV5BV+i/hmKIYkgNVrxWdTu5qLu1KwjTdwFG2KB/Gc8igu+QLClhh4X21OPPF/jnnN6BeEK8QbE2r/3PLQ6jLjWMnVE0prZ3NruU4JdGaXTDjG/5xvzoln2qFUH50DRGaXXHxCZ2i0OAlFRxM0ZxHgf4taTmClyjbx3ViE1pgFUU+4DMY9rqiNSSWTRp8/6iSdrDXqdMdsTDycdURCEce5/8xIuvyY+CTRRX8AeIBjAphsFSJ5jLH9u87+73ilF65ezrx2OpOlpdVeNZSp1g4lo+wmiC69IH5XcBo5zugUYKNKq6b0wiOP4OP/5KKM0WtW5Exek1pt8tvzkbfuU5n9Mo6sFZ+EovRsJ86wN5TVvNrI/7tN9++K6sNP4+VddC3Mk9fmzEuIQFGDHip+R9DTao3qYx+Tj7CIhqMRzV4jE83Z/WYVvT+St/vxELwmIPnBvciWX09+H/G/DCNVFFNbChVi4xSIREBLhVhS5gXSAn9ngZYKV4DnCrAgLWLCmbNCIbUoXoHWsuOnfkje7L/XT5T9K/xb/KTO7/ETHOX3Uy5cmdNyiNsuKw+HXG+lBrB7hCYJh9pfL3NDFLCm5xTGpNVbY6NSQigxun96dD+uxUl1OBlF/v8ORpZPXIyB7XC2StcKFyzJoCSTo5T9BzNOYZHXGxPxhpjQdO+a3oNrM+03Th1cK0QWZTq3D+Z5KZ/g7Nm8r3Xvw1uSf9jSvqZo6+1sXJ/yaHmlktf2tnaF+q/oW3bt0mAx3hk3Ov1OrT1s8QRdAbchtvrIph/pg3lfc7lYkPl6C7K3gL4aYVQ7eKjKV8ZXPElsASaQIO5Azr+JKTb6KDpT081MBS4ta8IDjh5+sL5AaQCp51DNzuJcsaVUDQMwM469x1vMMdgR04WWWwb7WlikFNxQ8npBYdt9GxuW9S4JIqfC7UFazKHYPJRxcf7u7r7o9rvXRsW3hfjivC2TL7obtzZmuxuM8FcHnz7SJ4RbYlslv5fRsXSgFiaKBhTNa5cfmbyudNlwVusvRsUfdPfmVuyS9LLv/Bukl3wZNNaiiAkniDxNHJDqNx6krsHZOpVnwjBAnYB9IIvXrrBwKJuU5p+swJ6Jsnqomm1L1As5eJWIVMj5i240r6JT81wVsuOqmFvOQROhldaWgbWpXY9f0bT4hr/dGh1a3GhW06SRF8KFvty23fb8YL6wtDmsUXNK6mv2gFVn8dn58s1TB448d1sHck7NOmvA1pJGovfIA31XDYQ8YQ/jiMvythThyAv0lSAMSuDBKrVYR+kksRn9OU1cU2YMvh62FHFQ2nhNWpCy9pfV1oF6ea9/qqwdogerTqksKrIDKKu++j3eYk6sNVdn8yjIqgsdmYJzY/Am8gXGGnN7ozZ2ySObdt27Pprf9sDY0kNtrCRyTu6t4vZitjdh0se6C/Zsvuj118Rr+8AwkqjtWOzaW+G/1WRtptDdlx3e2dh82UhO52+KynQbQHQ7ivA3AQqQrGb0DQZfskIsnkgUqAqmnI9MGpKEI/kchbHOooFDgOIpYnAFtYUinqC+RhEU5UxX5IQ8Ppa96DPp18MD1v8GWl5LCKRWbeXgkNqKPqD+Y9lZlaIEXn87XYW60f14oePmURzdvlZN85fV/08fLcECsrBz5NY0X7oJU6QYlkCBPBoLzvyro3W03LWjP6NTcyqSoFSalg0Huq6fvKG14/ov7r368V2Z35Mbx9K9aRsB30olS6OL/AaLQan32cwes05rtQhth07cfPCZO3u6rntis/eyG4PtI2lJ923n3yIeoW9AfvH+KlfMPEDB7dhkJh5iKtA1Wey1hyuzBVjPsXKmzzvI99XCfOTNIMOdnzmdPy3lh5h3950F9Q8XzNe9jNnkZc0JqNU/iEcoFaNQCja/xRGxc5/BIZnR8BnOmQvgVWRXGww0urQvOHT9ykhPFDkk1JuugEGpVCmFUGtimLFEXU3pmVQtVU98L93kilqYpRs/uDGl0WlsEWlNgEN8kPw0+RLoAMvAGATVeGG5LqMkmwMD+YHnBkjPABz42bc5iFjOfXsEukegdQSO/PaMCVpMEJh4E6EzmbY0k39s64t7k12nugjQBbvONA/oNkKe3PhC2bu8tjq5c3p0FDnGkunFVhi9HX1ZOkgGxFFePffB7AD808+efXRb1wtdBNUFde/0+M2zA5j3/NGaBUNMcVeX9IUjWnRm9kA5a1MT2Sa8fLrYlII1vEGeKyyE614BXpkQTkMtWX1HftrM7zUbCls/uCqxzMQZ8qkfDh5cmWg58NXrrvmb3WnBl/Ek0sVEIN607a7h+JAPOgST+PUV/aHmkH5Fb7g5ZGjt65y0ewyKnZtKyzJGcksmZW33LbtxJGHSaoJmV4hQkaHFm9u6rluTC5bXN/ramnIWy/J069ZIYFv/sptWNzDqpPjHvhW2RMnTvdwab5pZ05AhaEPA6+ZzBUs4Lfust5x/i/we8i9y4PJavMASYxO5uLFCbJlEgf/cnNhQWV1uGAj22AZlZK6mweQ8Gk48v6uPz6+iSRZOeZHCjhw4mcjvcc5sMJR1coZgKZzZ1ljzFWrHRR/o33jzkN9fE3o4s2ig0dWzeOartStz/YRyZ9ueD22XMfvy82/Be+llyJHygcW13LGZeAY4gQn5VwzwwJuOlm18vzz8l+3Ts1niC/500dqgYe6OkEMLR27oWLW6tX31qrb62MlD9V0zmcGW5v7B1hIgzr8iPggfR+MMggwYrXEpRDwzkeBQiDo2ZbOBXKoCb5qMevqNFdiN/DRZ/DtfnhbyeeykSKOefOfPzc6gmk0zz0+7zJvMPcH+KwdiLXaGIkgVo6I9envYynHOTFCaWfvqkbaOkdWt1N7b1zewnN7isjhDZobmA01t5IMXTrIuiyeRLBZma4pZxAc/4NCrGQSIY5MNDWamQhzHNUWzn6Wj/c4eoS5d+lJpbk3xdSnbdLFPzc3ZvouaInmSdeWisbxPrxS/v5CJUKUy+rLhUN7D6XTi2zDFsT4U0NIUXpn1shi9UAjP/RZu5/TSVVbnN4g/EBuMrur84SE0fxPoqGKyTmOCyHdkGagBkKUQt7fg8nSPPBe5PC3vknFM1q5evEh9gfD5LxxYdQwKFfJjVoAvVnOTPQZsLd3uHCL82MSKjgiOPXKAn6PnE0sH5q71GkLsWTTQ0dPQ3N8waJtL+NliS+ksXjGGl30hZfpL7vUn0OQS8OKq5WWqnFaokOiGwhkXKwQaQw2biohMwSAik+AvBlOb6qDD2GMeb9zCDDy4omldd06IDi1dGll/aKm3Tk5CaFgAPxdeIQ/XznavWGFJtIUSHRFD2+67h+ZgMuJBDtxa5UHcgInulqAZuHm8RgNFFBLWcjWsZRHWxm3B/jqR9BKJqtWeGqH/jC++K5yuEfLSOF0n2cdH/gROzyMLIsdWhNF9KP6lEC0W1Peuk+p7182v79nLat1AvVznnBOuXqK+905feBf1PYpqO1S56eDXDjS3Hzp+0w1fu7ZZnDHlRjqbVxUd5uyqjtKqoh3+8ppTdw103VK5/pqvf2Bg0S2V93XtG07Flu/rRceG2LJ9OMYXH6YAmuPcGN9XZGox/p3vFOP388v/0hj/T9xibox/MfZfIsZHYdbmyKL2Nm9dDmwxD87YRZYuG0lvwzH+W0Jscc6WxTH+lkJ2SdIEpw8+c6RP50l5xE31CvCPa0KxN9oeMw4dmThY2juc1eEY/0eL+3Mrd9V0hjgh5b+uqupMWIfQsswBu47xMGmG1JBMdbMPcvtHykw5MRDWmbz9pkE5dSsJ/RiOm05XtYX5kx9f4ORfVD0wfRTECRTTMCqjza03xRuQkjjnK4e/o7nZqXF7rSyNDOrSYMrOYKc+2JacOXuheuzLLQrrSKWa4UzyWrJfEm+iufeDn8/W8VL1Ol53GVlQKgVTrzchQ8L8XGgqYwxo8jYRpFR907XBNrxewCFV4F7H1bcBM49TccAMecr8Zk0m8EJ6uQQ3KtXgxkYT/PQo+m9eea/s/d992Huo+hFvlvZ8eCS3sS9j5igVp2YT5dVFf2PEGGofWjnUHspt/sCq+PJy0qCiSFLJqdTh0tKMP+flwx3LVy7vCEP34IFlEZ3FampIugImpc1t19qjdnfC6/Qnyxs6y5cPxjm9SaczeSwOv1Fpspq09oDRE/c6fcnyerzP+fyviA9T46AFfKS6J0QQNK0xEGjAVtWiaaipZQMKJycDfS5N7YIG55IsfdkK7J0oK2XaIM08I4FafiZ3OifU1vI1vId7yChPXTwgnR+2mmvBPPFhVh9INzmXXtXnv9xgxCJ5GeuS0f9ZRopZn0u1Gr02QalgFfShZNqAPL7w8huG4bfliPRbSL1pGqn3t+SYVRzt71eqlUpTENHqRpyDIp9H9m9vVZfZiJyA8hBjZZ2hoT/C0rb+oLXmI8zPFclryxDcS9Gl9l18+mJ5pQX1x2LTbIbpBQxlvpgVmbThTTcP+aSpI2XWh5Dh29pUyyz551qzPR/cRdQviKoeyfQRK+csqoMgcP4t+iU07yXgo1UZcbr0qWSSj1eIxWXWxTdreYpsaeHbKkSirCmT/KL+fD+fYXV9LZXzL06iYxIdy1p80sKTllC/ZVA9WCvPJRKJebU9qZ5XK+7hQp+Ulce3vMiXq8VZhbJW1SMjs6epurxYDJameo2vfkq/pFD9muZ97dlsR4CnPkoQd1O6YEc2147e/UpNIwKGojknS44TxOdIjT0dCqUcLDlBEn9HSEiZdjDkE6zXfe6HuOZJcyaecKvVM/9ae0dGXD4Wed0UxQjczH6OI+7jBIbCyZKZK9jqO0qtq9Z7xYfJKUTnINheXZcF1WotsCOs7JoK2hm7tUJcW9aVtXZPv40x9DNLqeVgac3xXFD5RbqHq/Jl7qKfRUTzkbJENRnwCsZwYU4tFJMMGpXE+69QrxiKZqyE8qDGRItnNNZSOpFzapXfI7+hMCSbEiWHSjxtMyt5qwATCpuWLARCJhXJ2SwzXyK22gWVyhyySXNbggLbafIbIAGeqMYQjC4EeZ0OCgq+Qjx1zGNEv7gS+PUJdWhuPc9VZmx9uno9z4U8gaWXqAQCaVckCq7qt/5z7iSFLJtHLywPztbB6uVBhDXTUvH+hMNFqnUcHBL/3mDBnR0Ir9aoUVIqpE1H4ZgaeQu7XTGrOhhL6V0Op0BQmUZXxMIoeKcpa/Q4nfzMjMockeJ+K/EC8Tb9C8T/CCiXLSGNVmsOcyxLBu2RUPiUJuLhOIXnJCEir1NBnAedebzTV1/KT+cgXtNoPZNDmiO9ZLJS5khKbaahvKcHh8h1JSDzEeK3NB1p9EctKjIjig2k2hj2ZMMK+j8p1hINhFN2lj77uWHSwFkUJjWpZFUfvlutUZGskbZoiHFOqyQIlVYjDs3g3N0NxIvEs/TrwAK8IAYGJ016V/gkfAU5wlb46qRez/gq8CdlHjAm14nbQveHiFBI6TyhrRDiRPiEsoJng5AfTWf/dEm22mnsIAolqQWGUgsTUN430ApzZhwAu2GkEE5AE4JAQ+2EeLYYT17Z909Wv9/63AP3Fhs6h39d7EwUSvlo11BpqNRFPtO5yeWy293EZ132bXsbRyzC5reT4Sfz4quF/DdjiAdoHqQZzcOA5hE+BYzwJ4g1DjQFtf2UBo/WcUpRG23Vd5fXns2OzuKGytl1Z6S56YrHd5/EQ/r2ZQ/lC8XnzcX1izO5trXNDmrXlY9ua5BHk83m79leXNvmFYP21k2SzmCa7kdj8YO2caOnAl8tG5VWnVUHlMZTt7nvdxNuN2U4xeJReU5R82gI02fquzdqLUSq676k3aiIWmaTNG4TukTs1+vFnXiI8OO8wcCL07/Q4wKv+hfQpNeT7gafPEZPusH7kKfB4hYU4z4Zs1YTz5Fa+k3QCpZOOhxpMxrlVACAAIrgXivr056TwMJbCIulEC89TbI/KODBGn4Yrw525uazVjn/KZes0IAlnwFKKZ1IipxT3mwM1NqgmKUVn0rF3DqLmyS1ep1Sz2rC2fZgcU2H77rd3rj2Zp3BoINKiwcXxddv3/GJy5tb931q27L9bp2RpehNGa9KoTTyXKC8sfmmQyrVA95kwud2iN8UTIJGaS/ufmjzlkevaHELap3ZK/PkBeI/kY56QMu4RY1mO6GzKjBrtEBn/eE+5a1KQqkknQaspRwgZS3NV2coL4etTQ+5NYKxvlEYzypfPSH+M9pcivwh0lyKRkvN6KTUHCV+pRMEHYyJ38dH4jWtIGjF30ENPsrjgs1oXBpgeRqN81WgAAwagjQA7HXMPlR+BGzGj4g2124s31DmaZQ4DR9B9/IC17gGnEQ3swEX4pv5h3SVb5hZs/swI1ISWuICsiHF+iMesRZXtRljATvFqLW8SqNk/Qa7A0+GfLK4tt2rUDMU4w03+pUUzYaaCKhDP1Uav4yenwRN43YOE1enj+kdoRAD9KzdrvOaMXVpoJulLsKM07lcOi+U+Lk7RCPkAgobZjNopMENiZdV5rAniBw/6juYHnhspxWsOeD2RMxqremfpzVK4g0Vq6SQd66EZfFZXhB44hUe/Yg/h070F5JEL2q3U/yt+Cmjvq633Wj8euB6CuiQiAClpKS6H1B1+p2Znq+YEvuRJnYjTXzA6o8XC0mkg6Q/HUCq903Mm5kvemXaUH6ECQlkIdR+4NWqfD6zAiMtbvD0ynGzT6kj2Yhd0jOSlZ6XxzTCMfc0xlVsKSSnqiYQkh8QnksqeRG1Q16kbjZR/mBzY/ibykg+F6efCheLoYh3vzvhNqsf/ZTa5AjaDkT9VSniZt7UczodoZv5nfR+0h9gzUGrOAy/YgtY2IC/qkOknf45aASZyYDalj4Jv4DODfALR226mDnnwtylgLnO3drI5THLa7/JFBkxG00Lx4wXfocbw4UaTUl7wjVk8bvsum8qVEoFRYQKRV/UtdkWdJg1j3CCllNBGGos+EmN181YIi54OctznMqcsIiXafV6LXHC41EZvVbx/5g9Djtv1PMeFl6B+S/n6lcTz5KDCP90CBGQveDhT9FlK/zppMrwA9le/IC+iL2oLa7JmZXzqjXkYG7rRzafegq9jh3/+j+sGs0sSZqGx/ArtX3bJy4vnf6nLR+/vPTsvxy8NbhoffHmw8GujdI4sM48KdlfP8iMe5RYazV4IGUGaDynFArGfUo4gQjLSIgwLbdMqK63li2YaS4tZ62YZFifjK+8YVljpKU5EnRVmnbHi53fsodThlR2cSv1H517+qM/l9iNiCWYXbuH3Uh7flyujesVNK4YKCALEeR9TAX+bAKAeAX+eMKX5bF2C+Zg9sQ3dC/qfqojdTpD5pRd1m+DLAHTEnpWqzn5NLYXsxqehtKq5YVDxwqOi2WQnJ3DKwpTPOgOGtVkjyXX4MST8VvPuhP81msGejviXSz9a3MoY8u2Ni2WdZ5UcaqvtGTFX0pz+6bLThDaK0aHdtpDWz9uMxGU029QTsRlzHSjeT6A5mkG3nFAo1kd5VmK+4EBk1wlk1xaKXu6KsO1Ec8aNeIBA38cA9AxPfohGngD/VBDcOaL0sPXBhsyXqz/VyF5YxC2uEDoFDAjJmO1f3VChXASa/wPyKqw5evCpqgv+pYMp3kOQpPMVz8zdGh1KtFYSA52L+lHqBOn2L/5QnjFjavgacnCdK5fOrgcfqdqHLBteIG6ET2/FfSVnWYukAqyDEgH2HSaDZCZZr8dnQfoRlcMs1AAdFWJsRYLuLvb6ZwFIVA6LeAtOHmpulPbKcPCuXGb1JxGwqA5J5LnRx6jtY6kP5Tx6Kg9YyTvzgSRs8pRJwmq2OgJI1/15htI1hJ2e6MWlrzlMKkyhbwNMYokzukMLEmxyCN4ULxSa2BpkjXwxGcZvQp9UKnjRAb+VsOrKVItaEQN/G8WRW5qi8rIyboOyG/A1+gvoGnpgfG4UFZxt9H6PtD5Y/sZmLafqc4kjHxsKZRSQriFNrii9lxctUzZsTiStlK0GKVGWY2KMNqhYLEoOaNWHEIsBLvABmojtQwoEZJYEJZEQBo0gU7QC5aDtWAM7Ab7wEFwK3i5fNWKPVesuqL5hsNth6NXH0ge8G7ZEdyh6hvkBkG5m+rmMwVj4YrDB3YMdhcK3YM7Dhy+Qulct8nqHLjm+mXXdx26peeW3GVXFa+yb9js3qwfXmNeQ7R0KDqYeEqbuv6Wqzav6UilOtZsvuqW65XhXdv8YZA+kz4jSB2M0hLf+DO5d36B+Bv6P+cbWEwD/sZCPhepHg3Vo6V6rP1dueD9wuPCvyvN89+HFty/9jzybKZQyDyEX/6Qz+azQXwmNuXQz1fyyDUnhvHrjB1fIN5f/+zMk5lCLheE2UIhC7+F/yhuwq9/wJ9+CJ+RH83hrkDZvPj9fD77E/QGPoJO1uC73YRe4Ndz6caZPnT2cCZTILzVD4lKdPIL/LUfFjKFFDpBeAjEa8lXaK3UT7IEhsAysOoU0MDHkMC0wO9OdXerGpRPo7cE8MLvAhWA8LGygSI0DkdnoFFxD7lS6O9U3kOsAp0zP37tefRyBicJYPq16Zen+Znncd1LggzBJ0j/yy0O5bRTJFysNoYKzy5CLFZbRJILG3CQr5xbTi6ZCRI3+lpHsjRMhCweg0pFetyaUN6rWzoUKEbtNKVSkLRKGSl2BVYfHPD/I2OV+rgx6OjCLW5mnqW1b71Ja99eS3W/fYr4RWldR1Bxo4YlaLXqsajbFMw625dqdBoEBxa7U6kStEy8b+vMx+0h3BMuZHeG8L1CM624l4f4IPUSbUS41QnGjiZSncZ2A24umAIaYneZaQSpdp+7w9RuqRAHj7rb28KLOnBLDY3J5AgPpw2O1c3fU62VgFUKurERwvmW1/DeNH2JP3v2VWRKhVLVsdLSNXJ0wot01IC43QYmLbL62GBB3GHjJYoRCrGUs7Cmw682+uyFTZfsswHvUilVdluTSfCF+426mXtw3w3xnMmFfC8lqY92JPWhaNJegJYLOnCYjG8/YvW5/ejLHsFktFG/ww05ILhXfJD8MpKtXrAJeTFEPyIUR+wq6zpbE+5EZ2fCTRpBMZQ7STwAjCAEY5PZrBCswNSkdWVrDh2PCqu6vqeUKDSdr7kX07nXTstAgHuf8bLvU91YXeyEf6oTgNlUlUCZTEjOvkypdbmhXHF1qzcQTYt73rlDgMFIqATdoJ73hpczGhUlzpidelbHGWMdidDSWGph4wDcDxTLn/hgPGfzO63apUavzmSitfbZfZO3IhlKgzO1ekZa3sUfqu7mD1aPbPXIVI+4e9AUOgY4vCvMEkR++YNlFljiw9X070m4HZQBd/4XZSN+r+M8HMGRHDdvJ4O0XDghb9qthZIJ6cdRVr/XW82rpvousuhgtuEqdavGnQtH8i6N6LxgD/PrGlde2vNS35hKsDP/deGOczEEX6lvc4HAhKzqbkTTDOg6qg0GgTeBdxwBozp6Em5Avqweri+rOT/6VdiHExU4Oq5YhYVMP7uDK38G54nSabkpqxxRKRVhWftm59FUrMqTvHl5N81Km5eT20xGUq1ld9W6JTxjNpAqHfsc/CheylvdzAzv69TE2lxhp6BcRJTq+fIrbtDG25wRh155SBxmpVaF58/L+2sVH9eH0fgBryS8ODpD16U9odL1QPW63M9X2u8mXQ9Xr8v9Uhm8l51KgiCIgqVHrZYIF0YhxcrjljC6woaZCvHpoyAccsUjFcgjKiEW79TvofcAmcM1jDpbxajXavhU7/ZTywzOYhMld/tJsCpza1O22clSi8Rd7TRGoYasQcnCZQoh2JGPtcbsAmIq8REYGgtETTTynjRPV7QCQyrMcT/5cd7AUJBScgL3WXFQmgvC3wE0F4y/o8cSSYy/jSeJdcjdMRCXldUg2e7zIvw1owke9Vbxl5fxd2fW4NjT/Bpz2QL8TdfR9/TMa9JuSaEaGcizklEm8i7xd4BCOKLzRVOuwkjJnYk19F9s5h39UYMCLlErVRZT1m3xepeZtDMvYDqI5xC6MIQCmTlzojOWXBVJvLiAIgh+9edutfpdHlPOFdCjuVEZTB5k0Y+gl99Q4Wo/pNXj4fxJ4grAAg/xWL0h0otlY5K13xqBkZ+8mP1pltiXhdmsMlSBygl+R74CVePK3bUUIN5LICVS5f5HtTDvHfoYmRb0MSJ/E+hcs/OaHnHCHYu54cqdH9lRNEVLwfSKVr94Qh9uytz9YLrgF3KmRHfrJyfTLTEzXNy2uS/n0wbD5APhoLtrV19kSSnOqSKda+BNrpSXP2cKpMVt3nzQIL6p92eR/m84/x/kh6hWFP+3T1hB5CTxEuBQXNM45XVBl78CL5sQdhEVqD+WznZmiWyyAi8fV+5FHszZ0WnppdqzKLSgY8el2g6RH1K78n0bG6/7+pG+oQ9+40BipLfZydEqjYoLtgyXOrYs8kf7d3YUhpojnJJRkH8by7icVl33XS984K7vfbhfa3E7szlX2Mo4vI7shlsGN7x/JGJz2VTmqu5L86FfQrp8VtJlD1wh6TLiL9WC+Iv7EEVwB6LPSB2IbsUdiGBmQrvDUYHZcXr3BYmCS/UPaln58L/cL/5Y4k3Lh898eED8b1/fgS2XX77umqEw4X/4xdtbZTaU3/fsB3tuWJ+b2Zpce5tkx7CsNaCxJEG71Dno1uNqr8FrAGp7BWqP8WEo9faBwoRmB0IWYVyx++KJ5Uu08zEtbOfTgMk78yweKtGCTikKvYjvg0vw1iWkdSrxJHw/ukRvdSDPTR612hx2OoIW5nV04rCHzGpRVFtCsh0+gnyVXjT+PjB2CnQRe4EGCMRwWdehSXZ4PB1JDWUCJaxAtyLzEsZTysFcTo8URZi07ehAmiIc1e9e8prqsjnuyv55/kq67q4gLIHv4LEsnOx8l8WMxolsiXc0m1nZ4gvGEuLTEhVacT9UCr2It8EePHNMIfGETAWa0Wt7LHpHYI1JJ86YHAg4OI0p0RlPLIklLk0dc9BhdllNmiUWr0FvdWA6nX+LZChsbfLjtFAhHjvuZFkHcDpopFCTgmChKrBx0rvDsmc2I4Q7GM0pG5gu2XLITDK8IP4N7EZMpGnMxFPIJwgjD4BDE3QKPPnNxpSI3HAHZqp4OyN/jCFPhYMNMh/XnX+DclNtyFvpn3S7cZehmyZAVPc08QSCg06oRyFPAKqP2Wj0m2EqsDTRsstYgW3jmb1Vgaz7ALhzkCBXDi7s7dNYBwa5dqCom4dqdx8HrWYVQn7ZVUuXHl6fy6y5odfT5TiplPmihIfcPpM5sGr95oYj//LwilWf+OGdgzduaELu9Ps8EQsGgsyG21auuX1dUqP5EWMK2u1BkzrqE5fZQkqNmVf33f3d973/ew8MGZwuYwOQ+UKZkS1Mg8I49ghvkz3Cx6aQQ7iTq8Ary+pgcIEtn+PyvWt3zcy58yHMEPEgYo10hlkUwu7aB6WzvJvzMLISMvhfGaidkz+v+9RH4KHaeXXs8G40dhMw4C5Bj00x/E5plFKN4SILPO9GfpX0aI0LP9oz+0Dyl2oNlgmNGuGmFd33QfoLCDd/i3BTQQxbZRkB538NX0fPiwKH/DyXNrDTWoFXj9N75Ux6up5SvVR/Ifi6p2f/KmdTysspKQJXMtV6i9di85sYyY3NuTi4fMtNa9MKVqvRGL2WUMquZlmG82SbiS/XBlnFHqRTr6LxNIPyUyBAfG+qocHcnH+auAn5eixxGzADhvhRWQPM0Z1+VnDuFOo8lBoLST2F0nKP1He31BcBkBq6SfJVjacYjRW8glJ84QJuRpV6TyYcLXg0eHmv+AZsUnFKUqI0qeI18A+iEuufRPVfqGVNVIuDcILTqSgaabCKNzn04qdFp86q11ZtBPF7NE8rprsBy6ZSsxMpX2mc2j1bwQjVKxhzGwMRvzfoZ0R3TB6eh0PukpahdjalEHg9XSPnudP1f7MgiewRhZ6VAq3j7hjSh7JJ6UeuP6dURfVuSu1Bv5R1Z7wCm6pPlzRfKmmczp8p1ayR4t36/pRBmBE9kR6TQKi0zADnziLccmnuN+pJlYZ5SDJM9M7mhmAYJpNcpOQI2gRFCp6pjV385w1ctNkRsgnKDeIxRmovL8sG/RzC22bQN5U0NUQQoKHgxa9JMw0N/gJy1/eUBeBv3NFgZklXeIdrD18Vjk55HxpScFyekVa/4JCmNFehArUOnRdrKCRtW5dqNfRzrAMvGHYyhPgS1dzpbXDqSPH7BLoaDqcdTCr81YZyysP9kPqJxpNoiXwlkpxVyOy57wg6bJbI4rl/ql+diCV5fyk6c5ooxVsCumSshmGLJH8+Ne7TVwjHhJPKoAMSfWdxJxu3YLNC7p4r+jX0whWcME7yRgJGudfaBd17oCWfIuc0VliUCH87ltG/5iu7IUFAtTXu9zfY1Knwi3qP3az+Tmixl4AEhGpb3B9I2NSrY8lwHD7f85FF7p6+XrdIzJ2M2uAyipuWP9AXWDG8Igi/UUsZSP6bNC/sv0Fl1X87Ktd5kK26E9kqvN43glf6fl5a6fsFvNIXGSbdrgDWDRmT5hd63mGd7p29d3/3/e/7+yNL+tHx8HN39YlvOjp29g/u6nQ4Onb0D+wuOwnfkZceGGx7/z8/+L4XPzLU8f4XHl1x28ZM09jhJavv2JhuGrsNjVkamzRmTXXMj8o+J8Kq40geXSimyI6HFScRPgl40BNAQI6dZpKmuRA+mnZwey5RFLpI1xh6bqsY8njr/s9ee5mESHkXl0IaEx0Mdu3pi4i/zaYMcdtl1+Xbogbix2P3jWXEp+fyQaFkC8svW9O0TEfT4lF7qrM25p+jMeeRV9D1FALTv5vK8gmhUEGjDrcK2Fg6EwIKeSZbWy0lNPijWNBkNZqut32VqoUvz8HYNLxIC5x6ACQ3wJmNfH7OeVsaEgWvlhzSukLp0EBtesjXXrXzvj0t9sZlBVs85OdXMyrxm0K4rXj9VfnOuMmgZGiSYnju36KlsF68tT7dr4eD/r59S4sbeht5xt3QHvmh00V815kJGMVfG0MFGT8Wn3+DjCMZWwpWPoX82sNHw4VwQeuqEI9PAG3mJMRZXwaFQoYS+rWi+Jg96lpMJ3ZZsZMui161W9aFzW0u0ar80v1o4h37Hh1t3LaiZMA9+VQcw6V7t3SEWuKWaNeqdasWRVt337MitaYnxytpEtlUNRtvX5Hx5YP62OLV61d3xWDrspvXpnmbS68zecyeqJVx+h28J+n0ZyO+aL53e9fAgRVxrcnGay1+m91nVFnsFt4ZMfszYX8k17tV0keJJpJse2XZBj+VaOVAcrIFyYkXeMYBhZynSbOO4pGFmHTsYPbUy21n6uW22b2Nc9vObBH489gxiWRdmvMqDeaWRkUSKg4Zzm82N5x7rs7Bdjk7Lf1rI+j5dyCdiyL8S4Ag7jRzWOo0c9tRJryT3+mYhYLOhVDwTu1joh0Hv3rNlV852M65ciGcVHOXlqdSQ01O1p0Jx9IuFj5x3SeuaMnvevR9xGU1WzTz+ZFVTQ5X07KlxM66qyLRh3Ki8flBdgJYkCUqTfktjMVUIQ6XGdbi2mmmq45bbeXgbMuY0CUbpOD+IN+ldf6OfHtPmKfFv2dpU1M2U3Sx1B+JP1AaVyHZkDOo2ARvZHCyWU9+LBAz4m7QunO/IjW8gaWUplhA7gujGEPjawNr5nWEGZnfEeaxsmDlmnbGd8ptXWZd4no/mEu1g/nz+72M0LpAR76tJ6Slv0B+luaD5ULj4pBAi/+tJu0thYa8gyGfJf6B4hy5RKbJzVLfJqZI1plPJnEwJE+ZsxmJK2fuM5i5edMXdOdmiLcFI0tRrIGfIYlzAiIFbYxL/V5YJMvPSXm+NO70ctWEhrNXiLUTQSvAzpCa8+y0KvQ7FTVupaU2L69JpZqLtXSZw6wqMDs14mmDxtjWlGryaOhvkc/QGlc+UWwxcXp4RPx4PQTYTSwKRtGAVTpOvB657joVSRslfnUgH20l0rcYaMSdW357zGtEv3i95u8nGC9SvBIKrZlwBbbISYycpICzSzPfzaJKM7kS+aKqmS2RGMUZBfiQeKXJIO1UuoO38kqKNfLiAXhM0O/E1aFEJGH2eYN2oi/d5ETowuhtunazxx2wzRzPSNghjRnHFHCRhB3D4BW5J4n4IDlJfh8MgLVg74Tet7ZCbDzakc06OpZUiNRRHCN3rDxJLAEOUIDWsodPws7k8iSRTDZ3Cut9laVL10Xeah5Y9bp5qPfbquWSyZeNj5DPy7k3KSIV5DxltbNIPZdQ9U4bA3+yuwcKVeVcgpyknNPqYxLhFOMeSO++VmXwWEpE04fW/ameHxpdwsi39xl14guz3T/EcyannqE4buVyQzgas5Q2d3S/cx+QmXFHjI+ZfLq4gzg8pycIorfUz4I+jGK4rERvN5ip9blQUvQN4Dpw7eTusZWX4eYvmaaVwIk38EUiY8aniTGgQhbvABgDCegqs/t6C//T0vm73I6+1SdhHxgEvbCnzGwYAk7SP6jFW6SGxskBCWCxdzlzdrozj1+mqyuFkAvw47NnqytFqhvB3mHzXb01A3Xx5hbzmwSYLfV15aSJ+lLXkQG8f6y2y0wfbg5ntxZrb9VOttCfMjtDjII0Crw/tyS7bY89P5QvDDQGNWpORZG0ytzcvya1+/ErmsqX3bGE92sd1uK1E4eaNnTFBXKdvDN45rVL70+jPkhAW7zkSbVGdOaAoyVt99jlDhrukJu1J3z2gEVn9lmlXht3fv2GEk3byslF167J0gynF2o8UkwjHh0Et0+uWVZej3nkCZfNB54mtoCdgEMcMoNdxLFjV5vR7zLmJHEcfS9LHDi2bCdLX95vx8ur2c29gf+JpX7nG+nrxnxrBUXYc7R/SNrkilB7lk+dc1Z1Sc7KTO51vs6yi0XGfwGPFu6bVUyzrnw0WvDpFeLLCxjlCM8yauveP4NRUK3E+21xG1xeK74FUxx30f22NWbFy+H3wqxz5y62SVfiH/0yvR/cAg5PgYN7l5MVYtNUX9NyLTL9Y2U2355fjn4PGsMbKsSBMnNw8A/Da98cONx3JebTDjAGeyavGcpb8QYdbXufE2/IaRhaXIHOcVWPDHB5hOk1BkrwJrFOaqrLP49ihtNS8SX1J7bomC62p6fudr473sJzNkthz6O7dzwwlpq7rceqVyoYFcUK3lTJPXhVn3+HvAdouyFUCgWaIyZLUE0TRp73Z7prWljrR1PrXiMz907EXPKYbVFy0f6RTHrDHWuWVbcD7R+tbgdyJjOCllOGl9+wCx6V9w4VGpYkzeZIKZDoCOosuJNNnbVyJxvf3J43iLXNimqPFmSPjiF71AOWg33jy6mTxDXIL3ISi8ra5raC1ZAyBAKGFNnWi7fbmEFb73MFL5WhXqR+SqGfpoHXFw0gxvWVtbdp79cSWvXvm4Y8305Idkkqk0jpbfxPzb02XavGl2ZrQhf0Q5mbvzYtMFrz/tmYOc1SjsWCMz9ztI4umm2WotRpdlq0zuAavUCpdWx4KH35QaXgMKSEuP3Kz1/T0nH9Fy+rdVDJXKSDiiviMGl2WTxao9kaNrv0DKnhVqwwIcfQkCapthuPH76wrwoBbOd/qTiIcGwnuAFcMxWPm4JpbGVKzKarcUuClSZTaVeFuKPMgu6OErP/6k0UfXkFLp3aOrCmx43brgz0plqQFpTV3X2FwWAfP3igAgfG6SHJ2HRKjg2ONOXck2RrkGKUpHzNnPTznK5TMsnefa+V2tbvS3SpUhzMb79vY8NQX3eQq3apojglE4olzQ1tAe1Dsj48zLmywbmtWaJr79zs6GhOWLUkVNuysSCCvODiJX3RbXJXq1h3zpbNNXmKWxuzS5IX62pFHVEoVEpSH2qLXbKhy9CGD25soJRqNadWa/E/w/rOLbBkfqmepg8BPXgCPD710EP7nsB8Onp4bGxg/XZ8ts+wrzPB4i2z6gHvwD70exh5xXceazxy2+En+j6JWDZ1T8/V2w9jnglH+q4f3Du4vm/JYCfLJKiMFu8cbhmiMYczA6GeEfTxcVuvxMtpiYudMlNzckozXzVIEqqV5Ibhkv8mM3cBKy7FMtOfLQS+S8qD3Ka3BoouqKwIsWoDssK2xgxi1dvtMYm3TUmrhoIqRzZa71i27UNro3N7mkn7nLG0hKOStOgeZrQogtN/tGYExaPoLDRXbkJD161I9tg4FCFodEq91WdsycEfLWAlYVu+8S6J8SoNewHjt9dEaRteT4mxgLpboUSiJIRbY6svFKULxaprw10bU+i7GlvElY0iKewf6ZV7KFE/QbKzFWyc6u31jwTxltUUZ8YWj1nl1/v1oJRPqbCIbOgd6VuOTzp7AuY0kpXjpb7YoHOQ6wOzAiA3VDqNBSAvZSuF+l6UKvX/Itb5Zi9TP0HEFGxeU0v+M/ifMTXp/3YOCxao7kVZsDQ8dN3KRK+N1ako6vcZRBRF38h7JqbEPnR/rTUq01XRjzD0SrBjKp9v2mnEyLnB7V7MYgJf2dCEDseGehfvNNhwo4apPQNjPXg/3eRIb9NirIfMUF/7YEOfrer2zaImdvrO5OX8HKaxtNnnHZo5vHfslD+u6JfImnGz+hB2y5tqVJYhM2GZB5kLRP9ikNn1gf5Nh9+xWcR7hslaByCJ/qr7kVw/DO6fuuuu7Q/twDh49chIx9BabMu2P7y9IOFhB9exHf1encD88Bw6cPVDffdjGb+tZ8faqzEfdIf6LhscHRzqs9hLgyHcWWFoyj4g9PRiGKRrMIhzCpcCwQsh8OKEfofg6q8GfT7ivy6GdNU+S7gxihR/heZ1+UCMVgeSl0a73LtQNUp3MXR7N3HZXwHmJBuJ++wfAgawGqwYXwJOEidwEyiki6tXerFsFDPJlX1DWAPber1JxPmpYkYHdRV40zG62BcetElqeBZ3KajxeDr3GvLj//HCIgX5LjgztwmkCyduTBSp8TbFYs0+jcbXHIs1eTWGd7ApgweWmxuiblZJEyyv0JmcpsYMfCscpr4Tyns0Gk8+FMx5tVpv7u3CO9FLNjoqhtWaA/ZMhFLQCAJ9wapf8ZZiqUSzw+D2qRUrGm7AlJpKjiavQO7DqWNMEv2WPEiPJg5vwr0OyurF7aUb+qp0m6TpxQewLv1f3t4DwI3q2hufO6NRmRlpNCqj3ntvq7ZV27XV29y97jYuuFNsDKEHQgLYEEJIyIMXQgot3nVhHRNMAiGVQL7w8d5LIclL8tKeU0hIXgLWfvfOSNq1vTYl7/+PwkozK+/cOfV3zj1zzobeVeVl6ENfT8xZRI6js5wZrJG07jhQymGyRthaUPtdQXs083HhJal8CYJLFnAkF3JBOqB05cOhPBp4mA+F8y7IhaoeVI69g9R3+6tCb3Lpisi/QCbpE4E5Jtl0uSR4yx9410y6iICrVBd4novxsHJvVe4vwzZNLa3KfQoK/GVu92Ub0ohrTLmjNanbumEe48prkCYM96ZbkSaUy4XByAzomjItEu1dusYtoQUZYhjaQYbK8OJF2VTbJQFiwv6fVAx7977FfCxgYyBlJTJaJjc4jHqvUflPKYpmw/UrUhIFTbO8zWANGBRyGevOt+K/ey9qI9K8qjd3Y3ccu+mm1XetQU5/uxtS/xlI/VGoMOn4GCI9e/fq9tXt6St3bR/JHL6rfAfSkoM9a8a2I7JfWeXH0+SV5U2DywYHIAuOFRbFy+FzIHjNKiEtqvLjpRr+Qiw5P66a20pdmNzcgoUg70fHLtSltx9DOsEnAjbED4aVqfRWXS6FdMLRs2/cGA3ahPoSOS2TqbRmnd5jUp6rdgtBa995vuZ8zv5kYW69vWdRneF2HjGcJEnI8TA+u4AOwsvh35/vZJTn+hgR86Uh5tuFXXWsqyvRWkY52Qmh36AU80LUkdiekM3gJ05wCfia8MzgTx8zrV42UUC6trG3PCHEX6vLw4Ot5fCg1MvYB5k+rKe2/1/FgPPQhYAtzqbP1Dm8UIe7eiQF/ilMSOxD2A1QaMyWzw/py6EMXYJmUP88lAeUzeUBCVpOe6MR/bnIMH1hMN3SGK4iQ3L3RdvnMbQKNfg4LwX43iFirWes/ADUzY9hnzqJ3YqfOH73mjVN25sRAihHIrxPyHQ0Xd507ynIu1swGmFE/gDfBF9loTshg40Nlm+hyTv6PtDjQOq6t3d7+TL0YVlPc6KMWMiMlTsGs4O+MlcH73UnV+1kOB8gQgaeCxEvVtj0vlHgwq5vDoCeJzHyA9WeiFrpXE9EyFPKJ/L0XYPA8/RSRJ5FkeVmEXmiFotOoYpOybJIoBjatSC/3xcOPEdFh1bcsTKOECjD1BDoRdo1inJC/BHq8gjWeczh8PSIDRJNHiQoxUxioEeLlLat11MPhE1lsoZn6vjw1api+v7paIz446WVa4Gwa065hLDL/U+ojthBsmbjClB/rsZ2lhTj48mEw0GLVFmbSDTvQEmm6avXJNGJnlLzXoFMxzb3rimvRB8Ge5KeZiG67SnnBufRbE4/6oQTo1tIPk7znkj4vtVAWqgHPJSC8v5vyDoMfOfnk/4XhXmBZFGVP/8t+YmQu10zVeoX0N0mjwdr2LSJ6VmWQS1lj/JqZngG9JaoNUOlcqbc2MjHEG+svf0Yg/Yu+LJ0EKtyBJK+rU30OZApLyCeaGq1zZek81wlzByl33E7Azx2Pm29g1eNBgY8KjmBmmdLOZPLgAb3gTExJ2GrtySLNVf3LmQkrXUncla0d4H/5SL9skX8PL+99sWbllmjSU29w1mNxjI/1IFD2IePtbaah1HL8eOBVauUl6tQfGReZD5wM6K8XrlDaYavwPVYKhI4UL68vG9fajOi9eLe4TJ0Fbbj+Z6bLaoA6jKeKrsGdYO3QcZMyaqJcmEiYjUyahOzCvM2jM5PK8x1envXUG0hJr033sn8iNpit7jKFy+uI96hq0dDZS+qkZjfBB0M+AavGvP3BBCDZTRksNEFgRj8xdj5PecQg1HPOUouuWY+Ry6tOSXEbVFz5nG7d2jlh1bFlCqVMWizerTQHErVvubw4kt0rhPmJ1TuJb5D/BvWAr3Cmum0fWQGX30MU6mwHjQCQBm0YWOFvnTriF3iaUctmGP9ELF3lyjPIPVXndarxbUzsz99WqMva41/Jxeh528ie87UcujVZs61SgffAiC8BZxTc48b6ntIFw5GaD/w1OVNW8ezHGq5L2VkTLS8qbNxImfxtbd3B2qzEoK9PeUQbQo6HCEjdcG0hMjuB9dGaY1OqTY49Ha/XqYxaPj0aHGJO+1gh289su7KZ27pVXsbw2vqD/O93tWbGt3YUNg2mmbduUC95y24hnixVu++9hgl9Na+eL37xRsaz/XJxAhsJ+THS+Qw1octxtZhe09i/fjp6ZHgqhn82ekl9laki4g7DcLuLeTOhla7p6tvzTgMqY4tH4r3FdFgCsSdNy7FndfS0KELrRfmGPTqGfWrZ96BSRdUqc11GQTzum2T8z4TXy1d/fi2xstGUjoZIcS1dKR7Q2dhtMFobu0cCK462O+oNSRUu7NeQzyVtTHVloRnv1trOY63wJ9NLfBI5CCn41idk7ciDvICBydsCZemcdPtQ3i6Rs+zf4/3Z22sK+3D++vpuHi1h3ff/F7eQs/yO4Uee64poUv5CZMJ84t9x6dIIUVQJVadRAt3HQd3evt2LthpXHTDl2wwLsqWbvYfuILcjUWwjukgJkOLsfKcRqolUbAcClpDFvihRGlD8MW4e5hBoQBMDJ6KReFHdQSEGCGz8/zawlXwuIKALncpSpb6Id0nxGdfl8FV+1FX6XFeR3xFeJ41f5at26OJnLL6lGseVOot6x/OKsNi3Y/Yqx/V/TSLdT9gTbUe6DcSiXC+pXp+qXBe6AsrnC9V64ReFugBz5MPknuwe7CPncYKeBwCgVV4F9aO7cY7j3lD2oO3Cp6JNbE72je1a1lW275JMnQjNnSwDKMZa8l6ZU9h1baewK/iA78ai8PX0swv/Nv6l77RM3QrizqNmsofQj5KIfgoAepm5qpl0fOjAoZ7tfYMmEbcAVS/jiqiq0Vs0osXL+Dn19DqL9kNdl6JykUcFPkgLpWz7jgCBL2erRo9SbOKLdpA0edpDPEmq4KQ06gl7OD8lrCXbiibXXx5XudmTcbs1k9u3nDP2sRCLsrq1itV5zVGbYh1xXi9P+eMFcwNoQV6ybZcuhNt59ayj5ToOv2lnWPx+RUV892U2I+WdEIMuBFbfXysvT29MSPwfNjqT2NpN3wplw1vLK9eLc34hxFLl5XzkKUnykPRQWuZR7klaW8VgSAMgtAH6jpTRR4vVXf1UL7hPMwALgXKL12+UuMhkfcNQUTQG0B7cnKFVOYJ8dagSTlvi0+IdCo75jWhvXjHWuK5ufkoAgJQKi4yTWU+4LtES1uke5C+ki5yWOMH/y7o3qhQxyXQXZKUTEFla5tOtKuR/4nY7REWGSUiG2kvqyMIXzdly9BS9h71DSkEnN320hk0XVsc6INGPaNEDq9/P8T7ZdhVx2C75hGI0ngvSiCv++3PL0yGmP7iZKjJmVzyM2hiJuH9Iuw7HRlehmSNV3YorfCFZSMT2HC5vVwuNy1TobufzpY1qDDKN7RqDuoKYvZSWgC5L6AIo14UJVDjHGTLX1DQtBAl3gG2knJa64nnLShIqNw4j1AEKVO74wuTClw/h0mFmHB+0HFNNK5TMVVqzSOi1cWzStXFyPi3WheHv12oyQJ9ZZ+AenwXdtv0+is6EX1X3xhAYtVxZYfajAht8N/kH+3I+nnen+0YJbEtq3ce3HlwCyU0ar2998byFeXOgHk1IvyWci8i/LIhyIbe481DwkwjUcfFSKOt+jQo0vVq56G5QKMql+fEBu9az9+1ALsu/CiRfQJFBihk4C2iIajOTarK+Y55XKC03oW4Sml878hTcC8yPL5ygFUQ7zR5ab6SRPm6krxL3Zlj+lwsilXtivRZwa78QrQrZKqmZ9LHoJ5twy6bdrQuEoL6beltqm2Tk9tUhGUYCUZHCgGxaZ9lHIX2qo1D5cHWcqpcKEQWYRbEfl9ZghROX/XboroJob243SZwXGB1Qojt3zvD3oXNAp+Zb7XrkePFuYKXwu45i3ZekC9yGv/LRWL1i9P94ibv3FAf8kTouYx4gj5BnoxgJ4RYMIc/g28i7VgMa8Rap2X6xhnw1DEMZVpmwJMlLet0WvQfSSQoy/3BPfn7qCuIfVhbvcK9mBDK+utF7SgCuNigSn89yJs/pxLf5I/EPK7lLfHhRldw0VWLspQx7Ay2xByUhld3bi+VL2t3PJt1pxzKoNuZMuE/VSkZ1u8OGiAGSfXE9Ba9Q09p9FwybDDZeVN2rPAROWfS2OxWq3B/K+D9nZIymB/LYw3TlCN5ChxBD+6BkyUO0zooVfQp9x7TDtW+zBHyiipYEGf0nJkr1a8WcEnPi4eqrd2qVQ56cUsQP+UqrWqyNySjvDeJOl1RvN9q8/Hy8OJM+4qi6dsKg89qzXjtWbvFZ6SJN8v7xqI07zFmVWoJ6iGqllJSgoA/Kr/yuJJj23vsuYjJGbnf6zWFGwQ9KuBfxs2kFUti2Wkj5psBJ0oqSv8vL6MuGZ9h9xCPRmdmn0MRYDT4BdkVQgR4Tn8MsfFSjSHzHveSip0nhdvCzQQpdy8r3nlPbGR3pzYc8PG0+PCXXOlM2Qqtzc2enJ9RKCSAyGpMHK23fvyukauG/FAYWZozaFRWIys1a4ZGRgYMLqXBKe4pNkJ+fFJKw5gri6WnFaYs4geGxcCxkppz7DApiOAT/J70k8w8SZs3l7FagPXuJitC8fqkO2F06GSxdc1dk0Wzq7S2LT7oQ40SbH5e8VV7zmEJGmmFIWC1FDz4z0UO5GLJ1OjlzZAvEZcL6GUiO2SVfq/fHM5Z7PmwxR2p3csdUHd8WBxrn4pDu3TkmIXjLP4Z8ETJgFlUKoXkziP+5/y4328M3evco3jAeMVc+wxBfWpg6fzqW15/DpPmymvxOyyWyudZTyEUas+4KKWCsvhzPbGHHwqP7Ovv397lfIbINFiCZhVO/M1ht0XtrIKhDB6vTQU5d/iB8pUjkWDvuqKh0KJxhM2CPFnxr4EXpWYshyWOaTSYCkLnqRIX9rvln07udD/KPxreZd2n2iU42TNiEvVs+oW5rVh/zY3yC+0C5OYydeBFnJSRUpeGM7DSlSpWpZxU8D6bzWdQdKjgYbupYTRvSpspKU4+pzMpSUqusRkS9nDIVblMRiMkTcvAA65Q2B7PjRdsMjnFWTChZ44RvIFfSZph1DmIrcT2t9PYKPgwFsQ04BCMqbvB3VgKawGHSpQskpLJUhHCNwTZNY1ZJpCdc/ok9xd3BUfv05cPs3EZkTvCPMfgDOMsHc7tWXrIeVWda9C/nHn9TLGt2mdCdDdqISb88ZnqA4aXnNOXu2BM3wWNX8UxfaB6hF+poptphae0qmAIq+SUzXxbdlHWHBy+cnhwe7czFrDYfHaT3dexKm/L8M/Qqt9Eg3q7jooG9A4d5fB71pu5hrQ7bKYk3/I4GAsbL6dNcrmco1kOJ3FjqNkb6sna9P6sy9dpZlJWd4tB1xJP9DVYpFLHxz1Bpd7GevyM3lLZyPNAoreqTQZKYxBjtBX41/CHoX1NYompoAYpsxWjofiwmJULGlRTkT3uHYZ95D5xR2nOsp7zGKT/0uP18IehxtqsUEqCEXPWIYciY/Xz1JxhTTSNZXj853UJSRRyXnflC7Xj+SbV7fa2Li6KtmgRlPsItEVotp4TdVD9A1w8Bo48TTn+YFLvFhb9+gUPcNeXl58/a86u0IuCDM07fNcrlPH2UizR1h6bWxeuk1MygpBR8i9lQ8FMQ0icyzr7H+AN0ADX4YZ2xH8S84DfT4cYDIpniTJE/+C37dZ9nhQkUFjMC/NWI6n2RhX7uC60riCfGWsyZC0KKUErpAqVVm21IcJZfbyCiZeEJUbx1zITTW4ppWCtfNBGSAhPGPcstFaR34chvxuwJqhjKfA46nUBuc7DZX8JoggK/Bp1vEAT7XZbd3A1zlcZL/a8OLcn9wVcz9d3cVmA+nIfVphCDgd0P+S/ns/6O0ia99psQSPFaD/wGaWiRmtGDkyVXy7A/8x3xecRaKhH1o9V3jYbxHsCVnhPYl4XGnFKvUNYN0gsyHhgPX8dczyeu1adXhIO+ogerDSV8yCTE2/mRDXpAV8s6SjVVPse51RxT3MulN4d2meYR7Fq+4DEGXEI3SUU5vxjxHpx6hlf2xWUcAo9YrtBEQia0o6auPpC5nRdozyJpDu5LlteYjSlEmlT82hKf3GtOv8Y16vg/wrJeDpsdBtob8tYsSovD8H7j2KxKS83Zx9UmFV1JLDHa3Durt2yRrCq1UFwl7jZuZtDtuEh1P/I6hdtgx26E6t4JwlPckOueTxtOOcO8nDFn79gxcJacawI/fkzcK1a6NHdaN4Dgsh2iK4UlOkhdo/nEREhXqylg+yclg4QWEcnDgyPXz3sDY0dHF901XDgG7Q17nEk7CxtiXua2ok3e/aNxYODu/t69o5Gg4O7Bj1NUZMh0uz3N4UNg6KNWgHexE/BNSH8mp92JClEQr2AX3WYnkomHBISQVjLbvWV8yGsYWEIe44o16l4IYRtW9NiCvt9+ppkoCdLk57ExpbSyoJZgLCWnNuehbRGELZv32hUwZm5P6KUIdoYw38lg6oAaRtPJkYv70UI1h36mNeHEKyob68LMYf/qNuMscjSMWbqK4E9blZv363fh1XFHyTOvjC/wff588uqkiA0KwSv4yQlk1FKTqk0mu3cfJnmAz63RmXTyQggOW12wXdSItc4+MqXzxWFJvgPFBKZXOMUdLcZygMJ19mGdZ/EiuCe486oM8qYZsBjxzAmfFcKjanW8KZyKnfIVCR9e6hDHH+IFAC38FAjwt0L9F2YlwPOwfhIcl7ysfrAmwQng91ri+7WlIOB65VLFfZw3uOJBpq7m4Le0vKcoxC1QSJL5aTUEszY/K5wS7klRBxM9CZNtIplbHatUUWynMpoNZj1hlB7LtoRM8hpJW11aA1KCaNmrDqjWc8H2wUM+Ax4kXwIS2PRo5jHEUA8UWtZ2rEr8KiJflS7K/KYTJT+l4TahhfOvvDjuVCiBZwH9ebBQTHSQ+fAi3Kl0e3XXra2pFKqVG1IWZEN2qOCh3vNLpODJGXQeNpsbqVCRq7b8DZCelfI0MgF+OMKhAN/6vMyJGuq2tZn8IdJHfSasSmFRwwkbMi2cB4FEdpt2O2crocR9YdMFwgi5u1w8edM0cIfdieNTo08vjnfPJY2KAyCtVeEwqa8HeqAEETUooZiMultHS+CYST5BPxR+T/5gtcNltaORX/gxF8k3oJr7sQWP+10pfhEQhdDcJt26TRNOrmspUXXhhApJ9PldidadIQluNuyT7kP2z3XHKje6mCB6ViodO6iE7Bq+60XDMAiHrAJkn8fQZsT/kDSwuATAB9EnYICwYSFIQ7JJGgigiNgVOCTOFiHK3TQf3h0CnwLji/DaYOP1OEyhZo3VqKMmpKg6UfAoVRWflY/etVgUEPLQEgZReU+hgHbFUw1sDpcO0I5IvBn/E5IHxfWjHzxG0flcsoACXTMxSt43Qx4usRQvHW3XsHuVuwlrsLaLmxaIaiayNo2QMy1QsjXWyGAO6WlZneIx8n+71OENuJzB4yMdA++AVfwQbc7pANSnOOUErjsJ3DcYFNLcYWGq7wAQCca4EWyFh7xsgH/Ni4lVVgAS57E1ODNE3YdfGHuGTxQohUu7jOmXaznUXIvNAjPwf/Pb4FQa+cotkDQ1gI9F7JniH1CBC6FciWvXKHR49CuPn9MyUmkENjs03MUe/qb0HKRhF5v5eRms1Op1WhowHp88FimtXotLn3lz1K1td6rHsfJa6Hb4DHd01RJT96g5s/pVV8lDAtq3VFlAJPp7HFXPGvAFV+Vq01+myekJhR7yAlarZDIWR39a9RGWarUKb8oXEPix53k94VrmEo0vMj1JEDX2ShcZ/LiF4J8dSU98Qa9lHlFrrME7fBCEmof+XklRxEUxzP/BoNcdCHVY+g6pApvkT4gXMdWUtWu41ADNT+Ktb02eclrhZQmT9oXz2gp1euU3h52uEOchLlSup3VUASjNSq/oahe63C1x/9BchijMQbToR3/48ekCgI9Jvb6S/PH6IhIGxxsGhlpbB4ZKVZulXy/t5jvgv9VvlD9O3fO/zunL/l37qztf1f2Sb5T3bCuPC7SGK7n83N/53vC39n4zushY72FXDf8r3IM/p3/mv0TjpFbIA1DmAPGPfgM5sT0+F0naNJnGVKjQt0ff7cGcmrWo2YTteehHvAzQJkiDmfYRAEz48gGUec5UunKCQXuQsF7zqUEn6/tFRMfgSIjlSm1yrcWhQpulnUXQuGih2U9RSRHL8/+Bvy7ZKewNhST4Z8W1vbpE7Q6DFe3FYNLU79wPgIj5iz4eat7ljKEnK6wQWFWWLORSMamYOyZgF+sq/YHMnYGbFYoUQoVRg+vqrRwaYxW9XaDT6y49vkb0HuDoEcWopEwkPsxC8Ri3qlofAafnLaqMfh2QmOlA4ZML9aWQTMPXjvzovrsi7V9eJGCeW29Xn3Bs4RBpjbrbpCxBqfB7GSB5CrWnnK54jZVZb9MbdHeKFUbHAaziwXkVSqH+BtS7S815qynhZ4ttJoB6k9CqyaT8SH3xX6BcsEW4n54H/9XIyVuxybRfVV+QhiATbgv30L3VcDUr6bn35jv/+MbO+5vL+atz1aXTwMOLl8vl+vhfV3kF4JvneUJmeQ/oeyYnoEyU4SKguHFaUpNYmg3SEjQkNXlVUuFZUBDsNawM5w2S0jwR4nKGnGGMyaCfIGGl4BrZsmt6ElVKfwk5NGbcAdewM9oZJgcysQhwaevqzyEa8hD0Gd5kVbum9boyVPgH2gOEHjrqN5M3Yq1oeu/dkb9Wr2RrGCTGvI5TbYBD/irjpnX4BpzdlGOYC1BayjGS8eXLllMEqaYzxE008SWy3Hznh/+2/e3IEgkVxugIjz0wx+Ah55X8ioZIZOT/6cyDtezY1YD/iL5NubBXKcxNc5jUsyMo3wNgW+f1jtogRpnXxNVSArjFY2Br0YIcQKxrRqBg993dvW0S4E+7rcGzSwea4/q9JH2KM4Yg3ZfzCiRfOxTlaeOH68ceUjNszKJTCFd9tSRo6tWHT3y5DKIWAmZUofoswGu57fCejwnMQfOT+tZ7BS+HdNgJK6fZs2UyJ53Jo+dAL/VRTpihNIMVxTnpR1dXZ1S0hjz2QNGGo92RPTgT/DqTy2TKuByWF79L2D0+HEw9ilocwSovOzJI0cFnt0za8G1khehzFumMc4wg7tPyPkf0abXJRiKuCF9ELwlzxmXJ1Z1CI3heFzLqSq/cAQCDmCV0ehRZlp27bUq7lDC7/WR5oBLpnMajS6d4q3H/Oh6m2Yt4JfC9awnMQvuLikYmYb5kYGuX/AFQTyrF0RQen57Ml4Pfum3V36OZu8cPIh8P4kCWpvd/6DP60+k/JIlCp3LaHTqZK4AktPtlbdxK3lGI8VIbBIer4PHGnRMPCocf2qWxjvIX8Dfx4TjpbM0qAjHcWgTAPZB/DpiF3kYS2BNJSYhC7AOg9QYx+T+GfDVktbJG1VOe9ARSBhkrFpK0R4kVGIjhFdfUJ99Qaibgbzk0bjGBDDwyDG1AZkUtQtsAwF/Lt8KHOgd0pIF+Rwa1MQCYqUOov+g+utBMtrYGCWDX2eDdhuu/f3vtbjNFmLnzqsDdhuhO0M8Lkum0yblQ2/peV7/1kNKczqVlK1ahc6aVQ+9pTMYdG89pLIIZ5ENP0BsxH9AXl3zfRBaQSvhwqUnQqTF36uGFrwNGbozry3oXubyVn4xSY8/j4YJWiAQNjKWqNMZtVCVyxU6j9ni1suBAaCT7SnirtqWHThd28artJ97Tq8XfMzw7G8kKyQtc70lp4TekkeE3pId0+wqzwzonCLXvKfekis6b/najXd89WCh89YXhPfKn2wtq0tNq9pcdvHdiRv3v/SxibF7vnU1eh+995s3L75lRSK29PrxxTevjEeXXS/WzOONkiS0c44pAz2DP3kU4xh6Btxw1LqSXA0pd/Ylobfn/FpIyH4x0533VRNReGO13bDqFd7GyQi5igY8DOn8jkDcJHMha4umqBKyfbSUi/jNHoNaNiWREoCQ0wpBdxdBS/YFSKNWrHwSIoS/ncj44AsrnsL/DpkZAi1Hnc6iZQbsLykKHE9I46vUxRlw9ZR0UmhGhlL4nDiT5PyWZLU5La3EeT24pJl6PxShV+AXpDRHnfXyTq1Cypq1vyv2RzhtoCnYuKIjqpQpKWj7FNqmyYN9aw6tT5m7rlwxBX6PuLzNBu243BjxepJeK/t8fLBUtNhSHp3FaUGNTHU2Xs05XXxw0b6+5NrNezs/zAiDJADWWZklHoT3vALbchLL4D8uKUcWB0c6giMjwQ4C9YV8cxpTKU6B/VByesHVJ1q08GUszIArpwcWx2eA7rjbTQ6sMs6Aq6bIdWJ7yMQZsW5wXodIcfccTWhZuCo0K3TGrG/vVs8sRCiZ3k4QD7YePHVdz76leZUC5TBoGZ0c2NSeG2+0+Xq3dG1ntSg25JSXN65odvKRznh2ZW+alkLrhpMKfcuq/eXVh9anbU1Li23bh6OHRg/vbNfbbCq1LeYyOTVSq9NqSXdHIr1pCxrdaPfqZdZ0d9jdHDU5fU6Z3u8wuHhO5/OYouP7h5o2LyqqcGly0XakZ/ZZpaRDEsXC0N4Vp+Mu9Qy+61hAIsFiM7jvaT6idq2MWwKQWsfVk9RaySRWfbYDjZpAW96ZM+laA9ta3qYF1ASohi6EMY7AA1ySDl7zOGNP+lHJ19n/VpvUMpLRqcBDUmuyK1HsC7GPq42VJF65G+zbksl+s2YavikzRr3OdDxqwb8D4Q6M/zTKt19L4V84ezvSg1mMOCTxQz3oPonlce/xYDqYZiwz+I+mMcY5A/WgsZHMzYAD09EVUDQOYBzGV9kvNN6qtXit5ad8F+Sn5rN3vheETqq6OUMcKt8ys6tx63iBpyQKRk7729Z0FlaVPOaWDX22dDSst5kcbnxMgUycrtJr77NvfXh7/tntn93bxOqNfDZl8Rspg9Vgzo4WUv0ZCMMIawBvCHgYc8TRlK38DidSaz8i2MbNs78h3iK9WBrrwVqmQi3QAh1jzGYmM4M/Be8YSnnr0UKB9M6Atmnt8o4Z0F4zlHN3mpi/9ySpdtc751kB2Xm9dqpGlHir7cBTO1d8aGNHUM3FRz4wtT842p3SUsh+UYGmRamRfX1eYGjqWRTdfM/qSOXvumhX0taYT+lNyf50qi9lBJ9b+5mrO0NDO+/49MrBzz58eEdJrtJo/QF70EAxLN2y9bZ+lVWnzG0+vKsw0mCkNCbVtjuXeDwto5DXiVmlwGsHFkI9F39yVCo1cDP460cxA8nNgGuOmlfQa6utTutJEKGXYg1KVaVTZCH8W2jiwGqp1p0NZpttcvD82V+iGTe8Fv87Z2RlxNPWqNetfdsDo3AINU0c8WfGEra35mXGCNpvHYK8eIP0QS+Vxbqx4WewOL4L02FBfFeJsrMeIRNC5U7hj0POlfAnjlGZJjIyA7TTpuWdM0A/x5h5rd80xbnJUHWHlhchad2soBEl/mpPMEMrQENKAipCTDISb7QdmNq79QtXt3u61rdlxpochV2PXr7twY1pR+NYQ8v6Lm/lh8vHx1bxsZ7kwBKXtTCWi/clTdsuW7cNrFx1x2QiNP6Bxfl1430ua2loZW7whslsfOKK7uyqRZ1WZ3l8Nd7VOTjU5cyl4qbwZWenfS3ZtMWUybV4hsdGUS9JqI8/gjY6iXVgTVO2FBRLoXC/6RT+JBrjDcXT7ZblkHhGkSVun5Ktmyee1Zr8+mCsc/Qwf+4jE+e6+BzxI21i/Ibj10SWDeT1kF8qigmVluQn9g/5BZEMbbt3MtS6f2rfLY9vDFb+bkoPpFPlhJGPdiebt4MfDj/+6Xt2lhgNrw94nWGjgtOqW7bc1qcy65jcxruXr3/0QOeKT/9s7eV3Q2lsHU/mFqVNHrRfAmXgtflY5YsCVvmigFWuFLHKVe8RqxCvNew5esOHjmwKZPYevR6+Byt/08aGig0DSV4TH4TvKR7n93/nPohVvr1//0sfRZjlpuU3L4uGFt+wBL5HgosRVvkoFNIjkgy07smTWAh/ssRydo6GL8yo1XhWhjhE/iog+DGELbWq4POxAIThF0IYTrB8R6QwRjybg/ovJeGnP71isHFSXK5iEJwxBhz+hFH+fVTuu9EqtgpGA8VofNM+muTCfqMDhkzHoLVDNTXyt5+mUed4gC2D634G0rQRa0fY5n9OJDzwhWWfFbCNH/p3OyTu/hN8Qhpepc7OhzVow+GdQM28gX3VvqJzmOYZEg2xN/JOnUKqNuneaIJuaWC4uLInqYQCJVWayxuvKa0/vDZp7rl68jh4k+IY6Xl4JjnUXrQ1dlvdVsoccvjDZq+TDw7t7s1s2Lq3vY5lFkMscwLe4zJs/Ukshf+kpBwe9w+X/MPD/hKhgv7rrxDLdEOce7Spic8hCNM3HkUQxukk+1YJIOdcT1aHMolLoZjc+wQxJ/pvmdnRccXyJg6CGLWaSg1ubs9PNNk83Vt7dys1DITzHLOncUULhDBd8YZVfRlGLrSIVKjbJq/rX314Q8beuLTYdflA8N51H7ssp7PYOY0tZE36LA6rJdUVjPVl6gDGku6NuhoRgHFIdX6HycWznN9rmQMwVHbRJqh7ZugPzlTxS+E8/OKB+IVyrQxYoEe86pgEARjoGTLvH74QZ/SafYwt5UPli2dnWSi5hFypAI9IzNHOeEM5ot3HGitb8crHwbZz4YspHnQmAh4N/mshsQrPvf2yCF+gHKydRTp6Hn5BWBbiF1Ujwi8Qs1bxC3UKXAUNjfFd4JcLACv0FheFL0f6bj21t/nyJTlOQeIIwFChzrWdjWs6vPbS5r7GNWEBvmyqwpcGT7d/6yO7Gp/Z+ujeZs5gVGlMfjMaGGiyGc0NIxDANFgYWwDPzMEXAk+tuUvMw09Ae/kKxC8NWBn7z9rUwP7Z555m8SGsH0TaZvDHjzFWK5P9En4jhs3+tKRCv0GTTxjAEkzjzOyvj6E5fo0I6SSTpH9m9o9HaTDkr/0CRudtJYV2eZcw/q9rBpSmS9D+GtvQdL8zkQiiWASgeX+vTkbqaGgyYjkOr88S/0sXgFYeXmH5eSBL+m5A1ivNVzy2a8UH17f6VGxk+OAX9/uHOuIsjAcI5NP8ub7k6O4eJ+CLncPR9R9ZHq5UNMGOhDXXkNQbE72JeHfcCI6s/9yB7vkwS6HSKNVaq84RMlBKNdN82e2DAtDaeNfuzFDWgoDW9rsnPO7WcXGPbhTq1ilhVoKAtX4GsZYeYq2fHsX0pAZhLeMlsVatpXUVaZ2SyCDSWoKQViDbasPl4Ftnf6rX8zoCaIyqhYBWvrk5K8AsiLNaBJlBOCsP4zprTWr6Zp87gWSjDyRPLQC8Cl9CwAsKECUKEEtgHTP4TceobAsZq/EyBuFYSWFa3i3wEtpb/Tm8rEIzNBvyPHgG5aXUp+gEig6gaAfyEqAkQNoLpD1A2g2kXUCaB9IckGaBtAFIM0ARB4oYUESBIgIUYSB1AcIJaLh0lnhvyxHlCls9ed7/gPBz+TuhxtrO+oWw8ZWWq4/s2/nZ3QVX+zoIGxvt+R2fuXz7A+sTjgKEjWs7PJXXdZG2yMSYPtqT7FtkN2VHsvGeuGHTxvXrwMpld6xJRRdfNyoCx/ahVbnh6yfT8YkrexPLR3ptAnBs8RQCOgQdk3FzZP3ZE76WXNpsSucRdJxAtqED2sLTAnbswjoF7PiEiB1n8BuP+bRaY+4UKEFrD0EkdIOy8Hz8iCRQXa3GvjSGnN+xVXIB9Dqtji267ug1kcU9aYMcTb+hY6XRxMQVZTcev2niskMrQo17H9u94rZ17T628pYxWU4mumK8NtSRcOTSMfCD4cdEGKk3RGz2gIliObZl8219tkh+8+FV6x65uiM8vPND/5LafvcSr6t5LJUbyZoVnFG0jctmfyOxzseSjwhY8hEBS+bEmSq59zpTxdp8zZeuvenY7nTLNSevu+H4rkzlr478SDI3UrDaC4vS2dG8FTff8r3DA70f/s4tH/zeoYHeO166a8vtY67o0luWXfahUXd02c2oNmL2H7hVkqjnvT511CXkva4/ahXHJpwVBicvnPdqqzlTXJiTikY0Pc2b1SQuU9KvsyYbhElxo9ypENpDsxShXk9JtCGvyWPipLcpUMm1jJZX7RI0CIslzVgz8pc8/se5vNefITYMgx3VvNeuExleGt+Mkl7bxYF96eowkH8i6cXDS6MREzsMdo1Mqjbrn8t0+FnOnfWkFjWFaDktl+BSha516fbiytuWx0zt+5bdDD6n029CJUIyfcjtSga92mfSY12NZlPEwZnsJogb3TqbXq112XXhgS0tDet2XD92bV6416HZ3xI98F6XYVcijPjoBRjx3xFGPAU0WBOmAIUSw93d9FAT3sQ1cQgyakpqiBl/p3aCXU6AYONmfgYk64NRUFv+Wu5rcsHkF/inYWNP14HPrGlc35+CyIJQq6hAy5JiojdtNheXtm5Gxh410r08Vk6bWXfOnxwvRRWofAonKS4/fnlp5IZlMXO6HEPJWZCfuG48pNKbOI05aI049Ga9ztPgcGW9WqnOa7d4NFK9L+uAZNWa7EboaWx6O8+p7Tadu3NTV2qsPcEQ0khpAuqZd/YtiLkiWBRamubppIudwbceC5AklpgB/3mUD1iSM4ArUZKYCyJd1yZKnDMBbT9CjPOxI3hn7GjHBfB4RMfeSNuSHvRwd6WX1amkUNAZ0E3b4h2Jhu4wd6NMqZBWNuKV14EXtKaSz1Li8BXqWakx5rcE3W4eVDRmVkZCLTn7gMLgw5WVgqgTa2Z/B+XEDyPu0ZNYEefrGPKzJR2mav292nnEie92PgzfCCgHhRnQNB3dCGOItIAmRZGooUlhWMM7zcnxX5gOQ2qkr44/7+m55pHV2VV9SZXY0k3K+IqLsvmhBuPOXZZYyKcx68wO3F6fqXctwxtM7OS9m3NgxdIPrU5RnJ5RGbxWs0srZbVqY7jJ09srkUrMLvAjjx0V4dgCZvolQAAQHL6iajt/SxyGupKGvqN7KgRdxs5aXmzHNMZAdVA9HY9rSYej5J0B6mnt5tIMUNaMabUzzXvNj1VL1uvI7XDzrvtXjF23qtWrVofKux7c4ultjqoV0I3QtCdVCrRPttiBNtXc6V16w+Lw2/0DfCIWUhvCrf5AY0AL1i778NqMp33lnlv62+64Zf+KLAyuObfXEeDlckoeGdiQp3WsAoZBk31DUqWaGtnWZjTFWwUZ8M3+g0jM4bUfVvHaqwivwTh/51HjRnrLu8ZrCVTNVXlYqnE3+BtabYQUfLCS5rQ6Nf4Uq1dJiWetYY+Ne/ttlVpOkEo9S9gzxca0VB8W8Foj5MUDkBcIrw2gvFgS3yrAsy3z4dkp/CD8dgd+sMRRhY6WbDIoJSO/NW3u/W2VKcJW2vvJi4nebz7CqfLngeY9n7ls46d2FM2FpU3J/rQ5t/UTGzffuyZuTA1mGpc0Wiu/6x8NNPo1an97YrDDoI305VLQ0evDnbGGnhAHrH17h0MuGPMGB7vbLIZsaSDesX0o7OtZ3xbqaysYLI1dQ+C1ZIvaHjTyQY9b5+2t2G3RoB/CgXCIt0SdHC8+N9MDaXQ9pFED1gOxjiMLxfQYplZjbehDSK83N54CShjXdgDVca9XFt9sngGsMOn3klhHevF8mWSuNld4poK4ng327npwe3ppZxhFFygZSodaFqXaVrc6gTbb3OFceuOScNP2ByZHrl3Z5ufe5iMtASiouoF+PhkL4W3Nt996YFWe0WgYpdbMOfx6mZJVhvs3FhhBTK9ZNPah9TlX24o9H3QMbStZzbEW7+CgjOHQ/efh/W+B94/2ICHW4fFPQWFw4jdgDGYB6Wlus28GpBfGOpKL5s22JDb+y86hq5e3+rnExk/t2vfJyUDlbY2/GEBFNlpfoz9cdKlw/qbvHhr0tK+75t6Jm7979+DQoW/ffvlHxlyRZTcv2y6+Q306AAW5JImjukqUO7vuaTvHYUZaC2OfDxz1bEK5M3UNVyDo84LgFC6ROGs7xykQJZJSys7eh6w++vT803oLxEPQUPxKrrNF7P6oUfZ5uVJBrrF40fMUXovFz1P4vg0U4OM+3smz0o+Q0LgS0F2+/STF+4V56nDNE5JmtZT4yyw6Hoc0HhSO35QimsegjThYzZc0i/mSbdV8CfgR8ntxSHPo9yL/C35PzJkc1KnXKq0przdppSubVbxSSsBAECRoS7SzIdMd1qxV8ZWb8cqfAQsiqeTjtcFLj8sM0YAj5nVwOK23sKglFnP2UBxUKknIm/Xz/V0TbjgebggLc+EeFfzdGbX7iBvf7X4YvhFuN9mI/F18I3UKMIK/4967v1to/0d0eGIGpadl72e2NK/tjTAoTJdRMsqZH29KDWatBhhKWZPhgMast9jxQG2kWuUKY9a7+ND6BrB84ra1GaVGS6uNXqvJrZFxeo020ByCeEgnkUhMLvAD6PKMyOWZ6G/jeGD4SsTL7qr+IH/XMhVpQhAGpU2gv5uA/g76eNXReJz0w3fR1zE1ZXoHP3deiuKc2vi6nhW2fHRy7LrlTW6l0t+945Pb/eViUJwlyyjk7obOYMfKRgvuvWbRxIFh7584T8GXXuLSB5H58GvA5qUf3pjztq/ac3Nf6+237l+ZkyvVNKMxa5wBvYyiqdjgxhzvjY5fvdZf9OnMOujnzOZ4i+DneqEMT8ztAf17dQ/oteoe0M6j5nf2c/O2gCZQUXXlE6TGlQlkW2yEHNxaSaI0nYbDp1m9UlZzdW/S8LPo6hhLyNaYEpwdgRUgHzZDPniwFNaOfF0YX4xpMC8+UaKsSodVA1/y9CnoADGsGd9W4uTp5nzCG5YSgd8aNrf9jri0r5Mu6Oqkl94B2vy976y577KcKTtWjPcmTen1h9euv3NFaNWa7GjOUvlzV29nj9rbFG5t0aNCIl/Ow42ODIyCwKcednRuGwgPdzdb+GzbQLzr8sGgv2dD8/h1MXOxYxB8O93clDKEvG6to6/iscRDAb3GH0xai21NAgZDtFhZlcn8lA2K4rZpFdZyCp+AUAA6MrTzAwWTmY6iEY2qqjer7fy8Wnx3+z6S854xIVaqgt27Hro8ONwW01AoJ6vwFvoTXaubbUCTKLZ7Vn5gxJvf/NHV49euaPIo/86HmvyhJp+adeeDDUvxUsvtt16zKkepNWqX3wl9GMMy8cENWVqnVoTH9g8vvmMDktXdN5tHIdyyJFpc3kJQZ6rXqZA+BG2QD9Pjn4AfHfgDMF43g4lpdhwizcVT5JJLxev6BQpVbv36Lbc/d6DQcevXb/3Q6QOFyp+cbSubOla32FziuxW/7ZN/f3Jy2WP/89Cn/vHFyRWP/e1flLcd2xEv7nlsL3yPFfZ+odbfEW8kjTBmt57EXPg9JYWBoxnaOkYuRuWtLwmdAP+ZQhUPzVIkDOEY4rd7UaGKz+IxsPJjBCkByBLU61QgjVqxARSv//dcvP57IV6/7ARXKIoh+1YhZB9HIfvyKenE/JAdvf1TpSrCto6rVqrys46xCGuItoVyyzpiDJr/jMsobevk1d2b7t+YMg3cuuN+8Be0tbPdFjLTckPU40r4PPo/9uxbM+J1NUVNdq+DtiQ8vNPIafw+c2bldeW2D9z92OWfFLd3hNmlvyEehPe9DNWqpPCvXxC7/0qM3ZcKsfvqE1wtal8sbvRIhI2ecRixL6lK0DvWqvzz4fqDzQef+UDX3iUFtMvDqulk/+Z6oco2pRYVL3PM9nqhyorelEomhOtyvnXyyq41926oF6qAq0YP7WjTWe2sxhp1xTwWp8Wc7I5EetJWGR9w2Hw6uSXdE3ZDYjp8DrnObzO6DGqhTmXiwEDT5pGCiiCTI9U6lX9IfKROwC0tIm65qrbPo6nilsXHJBC0RGbApqOuMWpxdXrv+wUuEp9e8zhjS3v9qFW8ol6rcjOqVYk3oloVjR7VqjwBloDrC8m/oslmqDniX8VilVjMgj/IcJREymiZs2QC33/2aVEuFkG5OESqIHZBz1PhTB27vADloXUG+NB+DzSSG6fjozBCXy8gFlEEFtzvefd4RdjwIebqVdq2j6XUcimBNnwUgY417ZeoWOGcTpcW1ayAz23/7J5mNc8rWVPQYfEbaIPFYG4YKyQHhLIVSwBPB9G+j705VzmD4wCk19yJsGi1bkUjJX4h0CEB/TiiQ9WPf7Pqx7+B/LgGcdE8Si/+X6zlkDxki/hc2rd9ShiPS9UGjngD1XK0FCDD0PqqtRxwff8lzsSc/TXxI6i/qI4hfFTMPYewKFYCwePQjUXHoQeLTMmWnBOP/f9etoA/v+ixRw7XyxZCRkqtU7dcdlu/yqKtli3s71rxyE/Xonyzp3UimV2UMXrQ/bbgX8L/TP5SI5M4oIW+T6jrtuFfA/eTP4HnnPVzrfi38euE77nq5wrw3+4Rzrnr5zz41/Bvkf8Bz3nq5zrh93aRr8Jz3vq5AXjuKeHf+urn4vDf7ha+56+fa4bfmxa+F6ify8FzDwjngvVzTQSGP0iW4blQ/dwQXgI3SHfCc9H6uV547oBwLiaegzxumfXhf8ZHhHy78Kzrr4RnXX+FnnV9ij3geYq8dr7r9p3numXneW78z5GltyyfvHnMB9+Xrb551P89vbfB6c041Tpv1uHNuNRfXvPxrYXilo9Nrr5/W6G49b4Nw+uLvKVxTcfwhgJ8Xy3aCNtsEtyP90O/bYN+G5wsUYLf/qN1P3mwmmkXHDd5iUw7uF/BB+32gIHaz+kZEpdSiiegCXOYbB6N5FjteTy8tVGOK+0mrQk6uy24BAcEjCrRGlpnc/h1kDY5LH8S0+HNx2OumAuDkG5FSaPwfGG39QYrbjX8R/AA0/BF4hoxDBa7q7xUtUxiGfe7Krzg8euUbMXMGVVSuEb2Fk/cpEjGHQ0hh0JKyQiZLt4+HOna1OVSJZYPlEGY0Vwb9pJqu9noshrVN3kKqYjOH9foNXKdy2Jz6Uw86yiOJDzd45u6Or1ivxjI6z3wfoaxJSexGPhTSdnT5+0peHt6vAVCZZrBG0tWTNXy2WxJZypnk0+094f/1W4n2w8ojnD8k0gQ5oos6s+0XrLGIne+883Ny5vWPS964JjA92RXHuyJDxRcChhE0YzMFmv2tXVqgi2RFppB7XQZRanck2xwFaMOuZLCCZKJto4mOja2O8sDwa6E2VaabLHTalah1DpNDquKU8VjvM/ESDkbrzez0kzcG1bzansA2kKKMepZW0N/tHe9BifsiRakC57ZJP4tvGteLSg4VssNfKTE8gFj/MlqYmA/dfBiiYGLFVNoz/GvRAb/Fsusowx+4enkyos0dDMQRMj+RmjcGW+w4GLX0erKs+Dr3zD6/DfWhPVGUuO2GTxWsxJ8BDU9F0K3UgCsqXyjhrl8+C68DWLN8ZNYHtxZy4OD/y5RmKrx0UPuh924e2b2uaPxTBm9lzidoYzqK07HrlZ8UWt8osZn5HAikT3vu7JCn0sLTy/uSi47OODtzAeUUhgck3KpzBhqCnuyPi3nLQR8zVYdqzWB+9CjLKyq8nNtVN9xWY+/obSp2wdjYobhzFqdhZMyrBIGnVaTz0jLNAawzsLLtQ4+ErgJtxSXiXuHA/Den4LyHcdKWHYqkJ8BJ45RRiOVQJ2RWIxq+Gw4TLo/zx1o/nzVqp2fB5hn3i7Id+sXzAPgT0VG9nSt3t9loq0N41ePmjIRB3oGh5YrTJ64NdER1lkmGjrWNNu+QRl8FnfBqLQErdaAiW5o3djrL266fVFkw/rlXSHou5UWi8mmJqH1sTd0+zizq7SqyxayKDVsri+i4WxoDlscyuhuyF8HFkDPmv5FzHGDv5YUmJ7QnDZfTR985wx3qzhkG99NkJS08g8Jaw45QikDIQWWymmVEiVvwD8gdJOC3+ttZoPq7EvoWX709C7e6Y/wDp2c5Jxiv51mSPNpSHMHhua29z2D+cEUpsacYKpEmWmbWQ1f8tgpgKBfHsyUGHkkTXge0h9ofJi49hKln75a2J87P+oHxFzUnzsn6MenP/9A797RyMCwPenWBAZ2lft39Lo623rHfpBKppKMOWRbwrGOhMvsNzH5xqY8tW+vIT2cL60LsP5EwZ0eydstmb5E86TLtw5kvB6/U20zGVWJyrNah9WiVlusDi4Q9Av90uB9PwDvG2GjDNqnB08LueumGXC8pAqUPosqPL8QPWD8nOzahWo7ffVcde4iGEkWJ+Z3kXiAsjVMXD3qaEr5GKhItEpmDTX6kl0RPa7yBOPGrrWtNiiKvZNXdxm/CVSWgMUSMDG0yW92FH4Y3bhueVcQhvU0pdKp4k6aoRyZbr9czchgPF1s3dQbaNx0ezhbjmg5e9BgDVpVGtGeNM1uxx8ERyF/HVNWyQy4s6TQMVaj7l/lEgZLZF46+1JG6LhXt3vS89oAiL0Z0JNSD2rpr/iicd9XaA2r/KovHvV9Vam+O+D4ioplVV9xBPzu0+jTabew71t5HNyA/wfmwdynoZzfhZ5dA4eRyIGjR/UO+has7QXh4bXXxKe8oQRc5OG1a7PZXIYEnNeJ+iARnoxbrXan3TildRqsXq0En9r75q0ffPMKSBwStaVqu+GGmzs7b77x+naChCcoVsy5wfUcENbjPYk5wF3Cs2vgGHp2Ddx1lDVT4oLQw2s1nFR/eK0VksE//+G1A2p3xoPTOgfv9HCSBvg/iUTjsRphaA7gb9TPd958ww1tKLdN0ixzxV9uu/XNvai/H06SRPv1N94M5S8x+wf8g/jH53DbMQG3HRN7lFzveZi86d33KIFm7IOe/n0ji/d2Wd19+0aX7+swv8gYgxYTVBQV1Bab30CBvkXXr0inl187MHDdqkxu1TX9+aEkr08M5FoXxThDcqC2Bwcewe9FnZQQbvtSiTFwN9AApVyuJ2+splwmL5ZzmYNuj8gNQYc9BKGbhmckQErLj0hojdNk92pJnQyG5qhjAPhuQSahLSbOqKHJDTgMtXBSKhHWkYRK2gnpk0N7FzrcfwJhtxgCb00lhcLwePB6ZcOnCSwhTiCan1V5D4itU8lUOjVGFUkoONUHUFVv1GtPBqwKUiGVyNhw01C0DWISdbicHwVSlu3xOyWcy6Ix6/XKnZagx621+VUaVqZxGCwmtV7LWFI9YUdzezlU8sJ78EAel+E9jGJXIbz2x5KyPOQtN3rLZW8jwUC8FiylMSabDWFJdRLXJe/vxEKAD93jYFkd5lA78OIfHeCIAzgcZOf1p3Uv63DdxwWxmETIZc/e1ZOC31s9if4TttIWxnOSS2RTcucSaC6XAhFdOT5+RU+otxDUyGlKYQk1hh1Ri1LlzofaKCXCM4y8q9QaTtsaInY5JBkBCCkdbh2Jt0y2OTh3xh1uC+meSw9nrQoVp/E6nDqlWslozazGpqNIlQlGpEpJyGPxsRxLqoxaVq+SU3oNw0dKQWs6aJdLTIEM1BX17D/wHfidAq5rOw/Xfbik4wOW0/GX43j8/iq4+wB14xy4m3w/6E6WwXeomJLCWEV3v6PUCvQsk+wVQuNK+8I5t7JEqSs/xf/1kRm3e12tVdQ6knWY9XajXgn6JJAeEhl0z7fbgbUiyHQKykMnfhtWQPg9BbGdN+qNMpYZ8LsSjTGvNICGjx6xA7sA7lJl9F7SGsxlCOETD4euO82/zOP8x6oCUEN3k+/84I//HHTHi+Cu2hyyMzxyxUC0N+Ng5LhUJlWYAoWwLerkmtpDrRYdqzOAW5Qqparypiaubl7X5X0lM97klNMqxu6AeiNlVDSld/KBoIzVgyivsQeCzq044OMDyMeG4f2ugvKPkMXQlC8zA44eo3iegmw7VvJg1E+SIHn4SPC54CtBIhgkjzifc+LOw+z1pwsvF/DCfbU7RVI+WbvRC3AeflGc558P81YF+za3Dl7e7XQtunWDIRV2MBIInmRy3hG2RZq8anNfpHVxzvSiK2yIG2i9U4+czb+nl7a6g4uuHB764IYiKadpLa8zq0hIKFM4j7KC2eFiMq5iEm1+TmnyinHvP/BmyGObiO/+Wq1h8CN8R2r+1XgdfeNC+I5YoIIB/h0JJfsdoTKH7JG0iSCx2cp/MWqVEvyQVlMSvIMz8byq0iCjUMWzigI/cATCdonKgnCdHdJ+B6Q92tPpxNY9g4XBEUyHeRGus7MusX4hfQocR3s6EF47qeOxr8X+b4yI5cmjgecD3w8QgbtN17/cDp5pB+2HRV6IzChOLoj3LlLSgBBfoIr4UBOzc+oZcvgO38DugfKOPr/G3eCxxJwaT/e2cnlrp7M9Xyp/35eMBeIZ1qyjGQS7NXaDEhXYZ8JH431piz7SGTMlQn610u5P2AMdKbMx2upP91ts4/9jczstZp9Ozun4yqusidczlN5gVikNGtot9ICA9BmC9AlD2Vw0ZYogk4IxDJaFQlryuV5pBI2HT1tftv7ESlit5A+S4Gjy+SSevNdfNcT31KWzLp7z6xjON7vnlmxe0GJsyD1y6wZLLu5SotIoszfpCDf51MDcG2ldkjP5IT0GtnY5X2QgdNc5dLQcGlB9GqwdvW1DTkoplTpd0CqnFKZQwcFqLdmBZGZpmyc4fGUxVYLEMXkNZq+BUgk5pAR+Ff5B0qGRSeKQDLcJ53z4jeAR0gzPJernkvhteKfwvWT9nAf+27JwLlU/p8ZvxHeQOnguXT+Xgt/rJFXwXKZ+LgzPrRL+bUP9nA3+22bhe9n6OTv83g7he7n6OQs8NyScy4vnMDAbn32deIJMV3tEgBOoRwQ4cW6PiHytYUythYxMotBagzZXgCNo4hMKjU34DJWMYVHNtp6V/AFpllzNQ2KRWM/sz8m8pEuo72iBXnwTtvIZeJVfYBRGg1+e0FPw5Rxrp8DrMFxfBX+WoZa9jvFYA/hxiXMufXBo3YOdW4sPWhIPqn2b4cLaXjiDAvNXRVRXV6KqBl2wWvIdQN87gUKwl9JaAw53UENQxEZKaws63AH4+exj7vLOgYkdbUZ3746B8R0l89eURpfW4NbTSoNTZ3LzCuKgp1f4ikn8Srv5ayoIb42u6ldcPMUgoslYHTSkNPqk0tK/bttcDkT7N+TbL+sLhPs3t8Vb3ErO2xQO5d0qrS979u1zv7CpFG92qzhfYzhUcKEviD2ujfh38LfIX2ukWI9wvB9/Bf+q0NOgV/CjE/jz+PPkG1gRKx6NRJS2GTCN0gPT6vh0UA1fRufp7Aw+O208Tc7glWpxXH3H6cwLqKO4ttq0tTqO2h+oRWtCXVG+VWx7VgsC8InMuo8s65+0szpaggAfrXQE0o5Mf4Jft9rb4LcqaY2M1UhoHcu6Y42BFXduaJCMrXxgV4uLU7C805R0yqEv0ih9HSuyV96o1OjkUrkzaXIaWIVCwyoaNt8n3ifBC/dZrt/3HuG4T7jv/fjL+Cj5C8yCxadI1Qz4YkmpUygwnfJxkuQkTxm/BG+Ww2er+0aoFcVcS2IIeub6+s6HA/ioVvU/f6Y5jv5zoJgPOY3gBlZD3hdxfdQd9AcrL6tYpQr/mtniFnmzGH+eUJFvwDX1V9f4HfwPAq8GasegIBwPCsdB/AVwv3A8VP/+a8LxcP0eu4TjRbXfS9zCPY/Ujgkz+St4PFq9/leJQeH6Y/W/95Tw/fH68Q+F4wmBZo1QVoahrHRiHScin8swj2o0CF/pDOUMwlcqVlvOaDIaQ+GzLWbSD8Vl2vAYlJpZcU+kKApOJHJu3Z4Qoc5LkdYB1/zp5oIeSvDhyMBlLc62fFyJdm1oRuFu6Ik3Nqf6lvSlooMbCpbmhoBMIpUAmUruiDe67X6DItW/tD9FfKl1ssUhZdSUQq13WvxWnVEXc7kjPn9xcXtxcdEqV2koKcOZdH67WqtW8SbGHfF4c+NVO/od/B6BDouF452QbpRA5yUCXao6BvFB4WmDRanAMAt4FjyBKTAPNKYW+O8r05hU8yVICSnSIaE7m2ixWoR+dZAaAmZGMjW/N12VMAZwz5OEQudzpvxS8g8S2hBy++NmRvJHkgxk3UGDnCA+hzsVSjlB60iD8uwiRiXDcRmrxI8wBqleIVTLC/LzHckBYd1LhXVz+Ev4J+C6vVjpJAbAF4+TpF4vM58C98BTHHispJBJ9QxEQA4GqQMhqENGjAXq688YBeDF6TzuLFfvLOcAdmDItIK2ugEGT69Z928MoQm7rT4YqixiLAygTcohQqF1mT0xHtDEm5U3zGagAkd5sxLGALTiy9Yut6vT+mUFAyMkpZmHa7bg34N+8xcwpk4f5TiZcgacnMaMdvh2TGZRPqWHUneUsj8lEcUuLaDDMz9+4Ux1yjgKaMX+cnPo0CZmBZH+ljm64krjqKohXvkPluNY8Fwa7cFVXgXdNEc4PJF8DkIEEweeiHh8wVSRM/JGdWV5COGgFIjibZLlmBZKgvE0ZiI6MZbowFzwnSSaBNt5seyDtIZe2hztm3r7NzSb7O2bygMbmkz3quwxe1sG/exI4l9bizaMtn5sVfV949I9HeYPHVqyu8PyYdGegzbcKhnD7JhxijF8GV6exixwAYSwgHRbpkaFaj8dYQxWrk3siytEbLiVUlWuUSpZ+qbbtBpKeT/t9ob1e2kl2O80mZweIy4fYwx+m43aLJfS1NmrzOi6JdCOJySrYVTpmFbi6tPwkk54cQUWgZ/w6sXPiI1Lq1dHF52/BZKrNzmu5RQS5sqIWq8239zZkC3Ykn6LTMHQatqfafU2Lmm0cZHBpitAnmbBTe3mSCxvPjS4KRQvavQam9dqVyr0HG3P9kf8vSNrWvY7xRxeF/DgUcijDsw/VbLMEJ1HPR4y9CxcZBEuVy+wKltPUs5vFFtXR8FO+WHgL5Lw3H0c8SZ4cSMH4NHY8NYWb2vSKZXLKIXMEmpw9A6OTBagj6Aau4fSzY5MwCanKAXLeFNtoS27R/snN+DmllWtTobTSuVGl8nBatj2QmOb0WkzdBaizVqDVuuy22mFlqNXrxvYopNQm8ScfwA04H2SIagbPsw9RdDw7k7Y3WafT2b+Erw5GeJCfZ8G3dlcjrK6d56vmiEkBwTal+kzdLj8QVvl51JGQSrpV6SsOexsDXfQzC/xn/0c55pvY1Qq5jYJazPGijy4TamhJDptJWQBX6msQPQeAF7cB3FfA8oVQkFET1BGELm9C5D74tSuh90XRN2+QP/2zkBj0CyTKxQKucmbcPSN9S2zJY06VQBMKNWsqvI3Q8KQX1Fy48nmDb1+Oa0kSbvHYKGVdKm3qYvmTWBRzOrx2I/jhK24RJwBAnW5EcpJCCIjuPIYXHkgQDrQyjm48uw8nT535WJmDLVu+n+dnVts01YYx33JxY6dOBfbuThu4iax0ybOzbk5TXDIraW0QDvari2iFJYxGGwSKgiGuElMu4hJE29sD9vjpG1IndiYmGAvSDyxhz2wSXuatudJvOxhG2HHSXpZx9DgxX70d87/+/6/c46PjzfRq7tvkt0yjS6F60vlPW2Vxj3x0XZLKWJ2kiSNdv8Qn27EGVhYUo4uvVkYidT89kAyEJAHbEhVH/SpL72zR24vz9ejVgPGAsiZcSw2ui/DimfO1apuuj6fY1kp1zuvF04gWcMY5IZct4Eb1SFar8puJmzMl+H1HRS5bgcjWdSEG3/DJdkfpIww3rnL8/AN2mUw0rwHAOYWmDpaHRZkuVX3gflxGg4i20BfeSEJUiDxphuPxSIRlL/TN8B013/WZVZ6ny2unctYWJf6X6809I2M/R8G6N647a3LZ9+anBvdee6ctqByzfHpqWs5NV8g+cRgJmXVRkt5TRupIPYT59vHtJfl6P7a8nEu3YyNLEXlJXi7nM3FmcHggMOvdT6Qm6FgI6UUs1Bfb6mrdwzoLa76Croz8Lw5qbdB6qeqGS1vcQZDd7QLP2VyuvbvjW4DSrhPHnulJU/aCAtJGN2C7FdaMgMH55Pqnow7VFsqT7VV5l1EKwsyb1U0sYX8KrcPLTSHnATG+0IsTuLDo4sZNjRQmlUr7Zaktt9OnDnqjmb925oD+p5L6EtERo9sMCgBJNAAgxIgX6v/j0Eyv225Prpf9fCV5cbokuq+YvMP85WUfq3KiGP60kIytXBhd/8+O36gyJ58Y4d+7ebcPHQXIdFDEA/5vrCS7G3wfB9EgAgM3QgAhO6vLS6vU2grhEiC7LxnJW3E2YthC/m+RRiM0scJ8neeYf08A99q0hWvB3vRZLLgj35ke94+Ct1DAuhxSNZb7gTPC4Inx8Ad2dTyDfigW3wb3gwfJODttCnG7jknxHxEJs/JYZ8ZJywUc6hZmC5w9qGx4mtw1As9LrIRKcGeDeZk0SmmKRflCbp9hF3wylokWKlPZQ/rsY1D1xEO6FKFYquV0Ndo4gbHGRND34LoCiBKBtztQKEKpCkgUOW54QNvgg8XG2+XQiU5YMJMFszsE9MDjbGJ+SxBUXixNp4q8WkdqRbc5t43cfDYrtb8fviisjvHWSi70Uz7ab+VshaSmTzNeV1qKqKAobGd9/hwSpia0uYdBnymWztJ6DZSQJf63BkIg9Z9hQ76CELnjgbKpvrM3CmwWiAi+jsPgb5GgrhnsnmlwEhUs5A/wQ9+gE9nViwEYVkxkB5GTNHwTpLCUYe987oHvtC51vsu9DpCo3Nr3En0uZMA3On1drevn5k7IPI+d2ix1a6KecljxjAcwzyDMt+abMxwCbfTFoEbJJjq/cXKdG62EoSvKnvLgtlCGIxennaDGi6UMyrmZGG/5OV574cI4k2P9XyoAuo3CvJkSD9PVedOos+dBOCOBrizUcfPxZ08Eh2sLqiTB/IuzD3cWK6lchhFEoTRzklccvsQDQcWU+2FC9liSPNRA3F+pAB/lJurCKnZlYY088KEOkgYzE5fkAZJFS7virmCh48W8y6HOiE7W/0xFnQTiaALa8xJAOZogDnVJzHHtc6ciH4W5S9YJM4FrIZO53u/H/7Y6UIFh4dxkR2HkzQRFI6YSyqrr8mq0Kddn3MDn0sC5uCMJAkCyt3pGx7oOMCcNYkd/8Ec9p/IYbcSR754/uSl8ena2OlTp4/UWpO7rip5JatUU7K1Ui8oI+XiCHzqwKtzi7k5SZgqTO+f26FMCeI07BDluBjO8J5C5zupFOBKw8OpeE/f1XV9AWdyoFZ0zsh63JF+apo3CfxUzohPxkwU98SaB+uxHTYLqBIjE4xxqfowAwf2yscXBW2hNLGcpy/DZTUQ58hUOVxH4uLs3smREGUxu908DfI5XJ4cdvGHlrMzFSE9syIdnqeFuCdX6o71occ1ow/0uxWyfQO8dTtkRcOQLi2T61WJvtBj+MNpw4nwviMnynd+ZiheMDOxENNdb/zE+JnBblIgEsJWSSOUvN/7KeaaNSvoQ8oe+PMBZbdTJoUXGzGvTz/L9vEt8+dIC0sD9bFV3XbAXAYVGKGFXHm0gqUvQ9Df3uUiKgAAAHicY2BkYGBgc+qveLnhUjy/zVcGeQ4GEHiifP0fjP6v96+YYx+HIZDLwcAEEgUAsh0O4QB4nGNgZGDgMPw3mYGBk/O/3q9nHPsYgCLIQIgFAIrDBcgAAAB4nO2Ya0xcRRTH/zszd7el2GBUYAWJCSVWa4vEFoFCIYWyyKOUCJGSaB9GbEVpjbVCLWtqKipKmhL9YKWRfmkag7ExPpJ+8PWFGGNrYo3WGj8YozHRxGipj6Lrf3Zhgd0FLtCq0fNL/pmZM+ecmXv37r33XPU9KkDUS4DnFOB8gkL1KNr0CFaqFKSpB7FaZaNLPwBlFqOQepZqppqoJdRmqpFqoEqotWoVBswZpJku9JrVqHeS0Ku/pQbR6/hxK/P1qqPQZjNtW9Hr/ZP2SmobNpi1jNlH+/so1eeR7BTiGXMCqb5SLDPXI0V/jJvVIRymbtfnEDC1COpmVLGtMV5Uqyfg1x8gw9o9v6JNJYXO6k/D/aB3H4LWbtaH/YOKdp3H/Qxxr7XodM4jm7GpejnW6SuQrpPQodvQod5kuxdN+h50eI5z7GCpOseWY3OIc33UETRZm76M9uPI0h1oN0fo9xTP6/OAeRetPDezwp7D2UVMjT3/sTYnOd42p9y7cVU4X2XifPZ3nXNuXgdzjZ0PJoCk2fqZAnTz+mmxivM7iO6JY31g8jgR1ofXdrfpR3Ncvv7xeP5Pp83F+fRof/tovBOJUSMx+0rGjbb1VnHdoYji1v4cTRPbGY/jj/EcJidmvR0ot4qLeQQZk9YcxH43a4V9VyHD24NlCffyIRbF2Q5gTaL+dOifEYj2ef+Jnfd1ocq3AFXexfFzM2F8qPa+B//ChfCbk/BH+zvgdxPvfcOd31g+6++tg3/Bc/Fr2DknddzmuzM+t6lBjZv1EuH5BcFwjiK0q0Whs1P5qUxcGfarjfgnwt7X57oP+xyItTmn423ROT4bzSsz35+tj1OGNF8PtXRmfzc+c8U+1yaO1dvIV8NoURUoYFvE52CR5yNkqn6kqwto8exBvWd/6Ix6h/3daDH30fc3apjvCMORe5wCx0Uo9vzOuAsRm8nAteG5o3x/KMLKRHtR2yj+o9XApTravwfPV+FrONwKgiD8G1Av4Jsp57bjlNs8Y+9hse20MaWR+/+kNVlHul1TBbEl2t+I+6m71MPoo+62tamdH6sBo2uOuHiffgydbvdwqTHHsF59yVr1J9TrH1HOWjhLf4d61r+t+i3kmjLUsR9IUHNfnajmNrvQrF5Gph5Ag34cdayTl+gebNIn0aw3IUefRpH+ApX6RdxCdVIbqNuo5dRWah0VoAqs4vZXkXh/OhclrIevUa9hDeveAvUDstWrKFdfo0YdxgqOi9nPZ60d/f09Q6ij5hWrXkcuY3PUTtykdjHuIaSoe5Gn9uAGtYU5n0aWakeGa7/PQisuxu/q7EXlxcgjCII7ot/qUtE49r1O9bn/ZhfOYb/bPckaaPTbnc1pv9/ZOTWIy9UdMz/3BEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQBEEQhP8eaifyqEaqjKqgrqNqqHyqeHQ+f15rtKKA2kgFqGoql2qgSqgKqtD2J8aEjs3vuARBEARBEARBEATh/0XoxD+9A0EQ3PIXK4wiWwB4nO3Cf0hTCRwA8Lm69ePWWvXa7eydrTl1LTPzvF3ndWt1tsxs2lpzty01m7Z7+eM9W0tfb3PN3ZCIEBkxQiIkRkjIkIgxIkZIDDkk+iOOEXHECBkiIRESQ3q+5lC3s+K6P+K+fD4sFqswScHysJ5nIVllWbqsXraMHVnhXxn8qpOj5FRwxjhPVvlW/b366priNQ/XFq4d/drARblabmhd2bpeXhVvdj2+fpI/sEG/4d5G0UbXJnSTB+Eg5Yhrc5uAL/B/c0DIE/q+vZGNZuPZsS3mLX7Ugk5915DDznFu1WydEJm3Cbd5xEKxTRzNFeV25MYlcolJMiBJ5MnyruRN58vzXflvCmQFWMGEVCAVbJduf5SZTPdRJubt6P8IiR2JwtULIMsS/QuedDsFjP6db4s4KVVJd5bapdzVV8xNwRjXlhhkxIvju+to3qSZ3TMlbSXRkpfzvi+lKTO4PqdUmDRYOpwy9d4PioyuypEFmlPCjD/T/djJcM/bo/tJXob8o9DP/XsDv5gU6D7JvgfplDfT7TfsNxzQ/Sot31seee+gT1U555Aq5cVyKni0scP8Raw05yJXluWbV3l9oSOVR3RpxqscR21HXUuplZ+kKul+dX61uzpeo64JHGs5NqbhacyacU3iOHX8iRbVemjREzUnhnQraV5avFaxAF57qzb6H5vVi/UqAD4D7yIvMvlNRVPTRtLEUqYyMcgZDkPEyDLuMSqNFcYao54xupQJ+SwaTf6TopOROlndYL2o3lI/3YA1BE8hpzyN0sbLp9mnn5rRJn5TX9PzZnGz70z5mTuWIsuw5fXvHoyD6bAAFsTCZyVn/S3iFqzlVaulNdj6ts3Wjra72mdxDq7Gdfgj/DEexWP4FD5DsAkuISBEhIwoZSiICsJLPO1QdIyfKz43bBVZLdbYef15L+OZTWLDbXcvCC6EOnM6r3Xxu7RdMbKBxEgr6SB7yX5ygPSTATJEjpJvPuziCPhChS4+pIooOaWgnFQv1Uf5qJvUbSpABakwFaEe0/6ya+0mu9ketIftYUe2wwIAAAAAAAAAAAAAAAAAAPA/NuR42V3Wfbt72ql2jjhjl1SXhj5g0iV12VyxnqKeyz2T7hw36X7GSMz5QwgAAAAAAAAAAIBPIAMAfCneAb+XpuMAAAABAAAbhQChABAAeAAFAAIAEAAvAGAAAA0CAT8AAwABeJy1WU9vG8cVH1tybDm2URRNE6BtMpfWckpQjgM4gH0pRVESE4oUSMqKT8Fwd0iOvdxd7OyKYb5DP0N7K3JuP0UL9NAceyj6GYqeemh/780suaQkww1ay1y+mX3z/v+ZGQohPrwRixuC/93YufkjD98Qt7fqHr4ptrd+5eEt8f5W4eFtcW/rdx6+BfjPHn5HvLv1Dw/fFs+35x6+I97b/puHd8QPbr3v4bs3Tm//0cPvil/uWA/fE+/t/MnD92/fe/9fHn4gfv7REJLc2N6BcD9kqQi+IR5sfejhm+LO1lMPb4n6VsvD2+KDrV97+BbgP3j4HfHjrb96+La42Pq3h++Ij7d/7+EdIbf/6eG7N397a9fD74oXOz/x8D3x8c5vPHz/wQc7f/fwA/H5R3fEt0KKJ+IxPp8AOhFGBCITibD4jEWOuSagTKT8VJgxgGJRx5uGiPAnRR9zEzHFO8sjjW8N7As8Q2DeF3fFMeAR5rSYA6cHehpUhmLBkBQd0F6AcsE8I0ATlkXikwBngbUlF7mU+rH4FNAvlqPPRI0lUKCQAleCrwIfohGI1x73c4ymmKW3BSS0S42GmDesRXStPGO2hBT7GI/whmYV22FdR0cn8ZpK5lLgbcD6lvadY23GMwWwQrabxPyU505EGzKRdQyvi9myz3m9ZgwtZuBJdg75Kb1EJa7kecteNZCl9N9KD3qfQwqDlRZWEN/KJ4+ffCJPTJAlNhnnsplkaZKp3CRxXTaiSPbNZJpb2ddWZxc6rN+/e6xHmZ7LXqrj4SLVsqMWSZHLKJmYQAZJushoiSTSjz+Vv6Cvz2qyr6J0Ko9VHCTBa8x+nkxjeVyElhgNp8bKqEpnnGRy34wiE6hIeo7AScBU2qTIAi1J3rnKtCziUGcyn2p50h7Kjgl0bPVzabWWejbSYahDGblZGWobZCYl/ZhHqHNlIgtTNNmzhr1qMFSRGWUA9mG7CJYT+0mE5+W0ecaJU10sV4uWln0mPUXp6Fy7Yh3tBUeJXXryKbz2BE/xQmeWlHhaf/J0k9omras5uqBVHIKU7iEHGIXoaw7m8VpwXi4WEx4XCLQSm1JvhjGloeFQrK/0gfeUzDMV6pnKXstk7Dy2jLxJlhQpTQfJLFWx0eSUty9S4soYFkinAhR2gWnFI58CUhwxzQSrRacIdpV9hEiQR1mS5G8y1AxLXN66LFecedLXQMNGGGN2xhm2wGgOKOfqZCHICHDEAjjTURUweE58/XBUc3aE4xlzngesbOxjgapXm00xxgyZoOC6Ypmu9hXKcKa7CmG5Vlp2r6vjVMdSP19ymYFOxAZNvZQxZmbM1dG0XD9WEhDHlHVx7iid4WSPuJZSfZz6ek5SuQAJWH7DGufLau9s5ri46hZ7vVyAjRhzJXFVI7La17zOaf0a4/ql1HzI1GZMYcF2KHz3qtq7DPvY1/eMwyf3XrbLyq3Z19IngdPGyTjxOJS533jqObRwHrpYeklxjFDSzdb0KoM9gCSK+Qee/2ZKzRJUPxRFFVuUvMyM5VjNTLSQc5NPpS1GeaQlcisOTTxBBQVqrmdYGYdItSxGHanLdi7HWuVFpq3MNEquycEjsDVpZwpdIFApYFoyK6LcpCAZFzOdAdPqnAlYmWYJ8o7SDtSjKJnLKTqBNEjnIJcmljk1BkiGJSjIMXgh3UdmwoQdo1x/nWOxea3rZcF8aOVMxQsZFGhATm6qHDE6QqagS2YslX+tZhIFBGxAcYIZa74Bep5AoQtSSUl0i5njRWUimKoMgukMFqXgyzkhnok9/IW8iaBAn12qQHVf5/YALzjwJ+wg2oQsMKsQAm4zIaZ5ntpne3thEtj6rCxQdVS4vXyRJpNMpdPFnhqh761kcBJEXLco7MacUi7tHGemC7JRESg7TmI4ACSvrpaWgzPlFHCbhpIeJcdLltQlxIID2W0k8uXmqMQuwzfwJYaCscb1lPBSv4mqlpOUkyX2YeyoaD9WvnRoDnzDmjvpRixHmYCbG5zcr3AlIbs0M17qUHurHuaKV8i2zn2RdNtZx7e25LOpgUv2Odsp4NJ2lc3mXlPDG9OIt6Buo3zZ9rTGFcBd4D9a2/BdTd3J8H1tW91OuiYkfRvJ2XPBWjnf1GBVvDflel6JAdLE6eKaWtm1s2WDDLlFxNwq1LWauthTa1HlCmzin04rBxecR247H3K5NX4r7ugQZsQl+/oYdYee2HtmRb3MEFNpflNuL8bb2R2C6DP0lh7zfsw1w9LS65FdY+8ohsPlVmDzaLCZDbsbNUPz0WbOzc9wBJBnFebIShNglO/2PM2vNo4bj3wGryrGqnGV0vw3B7q3PEDJn27Q6JQ05M+WEf0Kc85XZeS4Rhr5g9cqwt90KCwj8/qDYem902UG2coG3PndRYP2/Fz9j73/a6x35g9t5c7YtfGJ93UZzy6+Ur+xcxwS3iYq1rWMFiVWh+PNuvZ/8MfSSop1J9sZX/NDn7OB3xrGLGv1qGl482g5Pr2M1/sX8GD9eAyPP6rYKKxsaKs58db0xGoTXmJfXeVqG1WutP3m6og3sWZD71Ku1dXFKnNWHan0YU2Uhwk6NJRjXYmQlI8LEcfbtNJpndQjlkX7jlUsfVmtJ86He97jljMlWspQ5vZ6LL29Vaud3mlZ7TjrMb2yxJztOPuefiy7QsGHIWcZXZEg5CfxXNnlFTCCSg/J31CTXQcIWYOy8z27VM3d/u6C4asurGLuF2XHqR4pyp5xVV1ZX2W5Xjh/jbzuV/dfdY1Xs6UFLEdqzNRdJl0+rH3fKKj2umPRYoyeOMToHN2zzzNtzElU0z7evMDoALMHmHkIjIF//5A9ds496Rh4Z9zvHI0+nl2MX3KtOxSSxzT6Avhd0KK1LfEl82iB2oAx+0z7BLMdfLc8Hq1oYuYMY4KPuBo6fl2scldwbd8fnaRDzMulhutStZljKdkJRn3QP/ZvG6DdZnokP/E/ZLi7lPPQS9pgGxFlotmERB0e0ewZvk+BN2D+DdbZSdtlHQ7x3unSYgmIc93r6vDIPi/8G/IRydfB30qrBtvgmKVZ2a+J71NITvSP8HbInaKHlQes6YCt1/I2I207PFpp5TzVZG3IqmSDA8An+Bwtbdfnp5OlX6G2brtzfr/Ccvo1/LPJluvxyHmjyaMh+4re1rwv+6zHJtdzjsQWYzVY48EyQg45ep30ZXQ6Hr2KJI4f+bYqSxnV8g054qiU78+8py/bhazeYJuQXIMl5+sou/ys3I3ZIk0jo0NJx8a6fJkUOFwvZGE1DtXG8jSdmYNMq1zXZGhsGqmFO/unmcHbACga3wonfp3NTJ6D3GjBh/LymhWn6hlO91kJjIlD7fKlX5olYRHkNbq5uMDaGq0pGeAoP5+aYFqRbA6mJg6iItThSvokjhZy1zxy170VdFB4k7TudtjEE5lpm2cmcHcXJQO+sihpPWcL7BpwyfWM7hczumQJk3kcJSpct55yptIZqZOAFZ5Fnha5DDWpSThTHaXrFq3LRrzw6OQQw1cqUzMyOV+83787hNDjhK5WSGhv7JocKQtpk3h5B166YddfFOi4PjevTapDo+pJNtmj0R4wv/K35Y/gYA4MvjAhMldf7191Lf8Xj9EhjO/I0K8SaEXG0Rc6SlJn8PUfAMiYaz8BkHqn5CDL19rQHWbQWDfJFKwT1uQ405rvh6cqm0BrsjPsBa+CgExGuTIxmUXxjxBlrL29HiSSsjYJjKIYCZOgmMEryv1WYCLYZpcorukrB/5XiO8esUQhX545T1yJx9dyNF0JuZoPOZK+fB0ZxKrjTbQy9zMMOHAikYY1uvozY/rWbJC0gEJ2ykkL0qOCEtjSpI8TaLgHxa2mG70kNe4C7lpRXdKDpUscb2kWYj5NZm/QkVKhyGIIo5lAmEibsCyvdJCXIbaKZCRAaDj5npVhrkbJha78nBQnOSWOu/0zPpldrPhXdkoXiCO9lr+qompGAtgc4WTgpOVV5ZtM4LLuuCUHvcPheaPfku2BPO33XrQPWgfyYWOA8cOaPG8Pj3tnQwmMfqM7fCl7h7LRfSm/aHcParL15Wm/NRjIXl+2T0477Rbm2t1m5+yg3T2S+1jX7Q1lp418BNFhTxJDT6rdGhCxk1a/eYxhY7/daQ9f1uRhe9glmocg2pCnjf6w3TzrNPry9Kx/2hu0wP4AZLvt7mEfXFonre6wDq6Yk60XGMjBcaPTYVaNM0jfZ/mavdOX/fbR8VAe9zoHLUzutyBZY7/TcqygVLPTaJ/U5EHjpHHU4lU9UOkzmpfu/LjFU+DXwP/msN3rkhrNXnfYx7AGLfvD5dLz9qBVk41+e0AGOez3QJ7MiRU9JoJ13ZajQqaWax4BCo3PBq2VLAetRge0BrS4igx//i8ve9/uglf8B8N7R+cAAAB4nGzWU7Rkaxau6xi2PcZM2znDkbZt27Zt27Zt27ZtZ66V9tlnn1XR58Wpi4r/pvo7s7X6nggf6vu///nD+4b5/n/+4w39P/+F+FAf5qN9nE/0ST7Zp/hUn+bTfYbP9Fk+2+f4XJ/nS/Al86X1pfOl92XwZfRl8mX2ZfVl82X35fDl9CX6/L6AL+QL+yK+qC/my+XL48vry+cr4CviK+or5ivuK+Er6SvlK+0r4yvrK+cr76vgq+ir5Kvsq+qr5qvuq+Gr5avjq4ugCIbgCIGQCIXQCIOwCIfwiICIiITIiIKoiIboiIGYiIXYiIO4iIckIMmQ5EgKJCWSCkmNpEHSIumQ9EgGJCOSCcmMZEGyItmQ7EgOJCeSiPiRABJEQkgYiSBRJIbkQnIjeZC8SD4kP1IAKYgUQgojRZCiSDGkOFICKYmUQkojZZCySDmkPFIBqYhUQiojVZCqSDWkOlIDqYnUQmojdZC6SD2kPtIAaYg0QhojTZCmSDOkOdICaYm0QlojbZC2SDukPdIB6Yh0QjojXZCuSDekO9ID6Yn0QnojfZC+SD+kPzIAGYgMQgYjQ5ChyDBkODICGYmMQkYjY5CxyDhkPDIBmYhMQiYjU5CpyDRkOjIDmYnMQmYjc5C5yDxkPrIAWYgsQhYjS5ClyDJkObICWYmsQlYja5C1yDpkPbIB2YhsQjYjW5CtyDZkO7ID2YnsQnYje5C9yD5kP3IAOYgcQg4jR5CjyDHkOHICOYmcQk4jZ5CzyDnkPHIBuYhcQi4jV5CryDXkOnIDuYncQm4jd5C7yD3kPvIAeYg8Qh4jT5CnyDPkOfICeYm8Ql4jb5C3yDvkPfIB+Qf5F/mIfEI+I1+Qr8g35DvyA/mJ/EJ+I3+Qv6gPRVAUxVAcJVASpVAaZVAW5VAeFVARlVAZVVAV1VAdNVATtVAbdVAX9dAENBmaHE2BpkRToanRNGhaNB2aHs2AZkQzoZnRLGhWNBuaHc2B5kQTUT8aQINoCA2jETSKxtBcaG40D5oXzYfmRwugBdFCaGG0CFoULYYWR0ugJdFSaGm0DFoWLYeWRyugFdFKaGW0CloVrYZWR2ugNdFaaG20DloXrYfWRxugDdFGaGO0CdoUbYY2R1ugLdFWaGu0DdoWbYe2RzugHdFOaGe0C9oV7YZ2R3ugPdFeaG+0D9oX7Yf2RwegA9FB6GB0CDoUHYYOR0egI9FR6Gh0DDoWHYeORyegE9FJ6GR0CjoVnYZOR2egM9FZ6Gx0DjoXnYfORxegC9FF6GJ0CboUXYYuR1egK9FV6Gp0DboWXYeuRzegG9FN6GZ0C7oV3YZuR3egO9Fd6G50D7oX3YfuRw+gB9FD6GH0CHoUPYYeR0+gJ9FT6Gn0DHoWPYeeRy+gF9FL6GX0CnoVvYZeR2+gN9Fb6G30DnoXvYfeRx+gD9FH6GP0CfoUfYY+R1+gL9FX6Gv0DfoWfYe+Rz+g/6D/oh/RT+hn9Av6Ff2Gfkd/oD/RX+hv9A/6F/NhCIZiGIZjBEZiFEZjDMZiHMZjAiZiEiZjCqZiGqZjBmZiFmZjDuZiHpaAJcOSYymwlFgqLDWWBkuLpcPSYxmwjFgmLDOWBcuKZcOyYzmwnFgi5scCWBALYWEsgkWxGJYLy43lwfJi+bD8WAGsIFYIK4wVwYpixbDiWAmsJFYKK42Vwcpi5bDyWAWsIlYJq4xVwapi1bDqWA2sJlYLq43Vwepi9bD6WAOsIdYIa4w1wZpizbDmWAusJdYKa421wdpi7bD2WAesI9YJ64x1wbpi3bDuWA+sJ9YL6431wfpi/bD+2ABsIDYIG4wNwYZiw7Dh2AhsJDYKG42NwcZi47Dx2ARsIjYJm4xNwaZi07Dp2AxsJjYLm43NweZi87D52AJsIbYIW4wtwZZiy7Dl2ApsJbYKW42twdZi67D12AZsI7YJ24xtwbZi27Dt2A5sJ7YL243twfZi+7D92AHsIHYIO4wdwY5ix7Dj2AnsJHYKO42dwc5i57Dz2AXsInYJu4xdwa5i17Dr2A3sJnYLu43dwe5i97D72APsIfYIe4w9wZ5iz7Dn2AvsJfYKe429wd5i77D32AfsH+xf7CP2CfuMfcG+Yt+w79gP7Cf2C/uN/cH+4j4cwVEcw3GcwEmcwmmcwVmcw3lcwEVcwmVcwVVcw3XcwE3cwm3cwV3cwxPwZHhyPAWeEk+Fp8bT4GnxdHh6PAOeEc+EZ8az4FnxbHh2PAeeE0/E/XgAD+IhPIxH8Cgew3PhufE8eF48H54fL4AXxAvhhfEieFG8GF4cL4GXxEvhpfEyeFm8HF4er4BXxCvhlfEqeFW8Gl4dr4HXxGvhtfE6eF28Hl4fb4A3xBvhjfEmeFO8Gd4cb4G3xFvhrfE2eFu8Hd4e74B3xDvhnfEueFe8G94d74H3xHvhvfE+eF+8H94fH4APxAfhg/Eh+FB8GD4cH4GPxEfho/Ex+Fh8HD4en4BPxCfhk/Ep+FR8Gj4dn4HPxGfhs/E5+Fx8Hj4fX4AvxBfhi/El+FJ8Gb4cX4GvxFfhq/E1+Fp8Hb4e34BvxDfhm/Et+FZ8G74d34HvxHfhu/E9+F58H74fP4AfxA/hh/Ej+FH8GH4cP4GfxE/hp/Ez+Fn8HH4ev4BfxC/hl/Er+FX8Gn4dv4HfxG/ht/E7+F38Hn4ff4A/xB/hj/En+FP8Gf4cf4G/xF/hr/E3+Fv8Hf4e/4D/g/+Lf8Q/4Z/xL/hX/Bv+Hf+B/8R/4b/xP/hfwkcgBEpgBE4QBElQBE0wBEtwBE8IhEhIhEwohEpohE4YhElYhE04hEt4RAKRjEhOpCBSEqmI1EQaIi2RjkhPZCAyEpmIzEQWIiuRjchO5CByEomEnwgQQSJEhIkIESViRC4iN5GHyEvkI/ITBYiCRCGiMFGEKEoUI4oTJYiSRCmiNFGGKEuUI8oTFYiKRCWiMlGFqEpUI6oTNYiaRC2iNlGHqEvUI+oTDYiGRCOiMdGEaEo0I5oTLYiWRCuiNdGGaEu0I9oTHYiORCeiM9GF6Ep0I7oTPYieRC+iN9GH6Ev0I/oTA4iBxCBiMDGEGEoMI4YTI4iRxChiNDGGGEuMI8YTE4iJxCRiMjGFmEpMI6YTM4iZxCxiNjGHmEvMI+YTC4iFxCJiMbGEWEosI5YTK4iVxCpiNbGGWEusI9YTG4iNxCZiM7GF2EpsI7YTO4idxC5iN7GH2EvsI/YTB4iDxCHiMHGEOEocI44TJ4iTxCniNHGGOEucI84TF4iLxCXiMnGFuEpcI64TN4ibxC3iNnGHuEvcI+4TD4iHxCPiMfGEeEo8I54TL4iXxCviNfGGeEu8I94TH4h/iH+Jj8Qn4jPxhfhKfCO+Ez+In8Qv4jfxh/hL+kiEREmMxEmCJEmKpEmGZEmO5EmBFEmJlEmFVEmN1EmDNEmLtEmHdEmPTCCTkcnJFGRKMhWZmkxDpiXTkenJDGRGMhOZmcxCZiWzkdnJHGROMpH0kwEySIbIMBkho2SMzEXmJvOQecl8ZH6yAFmQLEQWJouQRcliZHGyBFmSLEWWJsuQZclyZHmyAlmRrERWJquQVclqZHWyBlmTrEXWJuuQdcl6ZH2yAdmQbEQ2JpuQTclmZHOyBdmSbEW2JtuQbcl2ZHuyA9mR7ER2JruQXcluZHeyB9mT7EX2JvuQfcl+ZH9yADmQHEQOJoeQQ8lh5HByBDmSHEWOJseQY8lx5HhyAjmRnEROJqeQU8lp5HRyBjmTnEXOJueQc8l55HxyAbmQXEQuJpeQS8ll5HJyBbmSXEWuJteQa8l15HpyA7mR3ERuJreQW8lt5HZyB7mT3EXuJveQe8l95H7yAHmQPEQeJo+QR8lj5HHyBHmSPEWeJs+QZ8lz5HnyAnmRvEReJq+QV8lr5HXyBnmTvEXeJu+Qd8l75H3yAfmQfEQ+Jp+QT8ln5HPyBfmSfEW+Jt+Qb8l35HvyA/kP+S/5kfxEfia/kF/Jb+R38gf5k/xF/ib/kH8pH4VQKIVROEVQJEVRNMVQLMVRPCVQIiVRMqVQKqVROmVQJmVRNuVQLuVRCVQyKjmVgkpJpaJSU2motFQ6Kj2VgcpIZaIyU1morFQ2KjuVg8pJJVJ+KkAFqRAVpiJUlIpRuajcVB4qL5WPyk8VoApShajCVBGqKFWMKk6VoEpSpajSVBmqLFWOKk9VoCpSlajKVBWqKlWNqk7VoGpStajaVB2qLlWPqk81oBpSjajGVBOqKdWMak61oFpSrajWVBuqLdWOak91oDpSnajOVBeqK9WN6k71oHpSvajeVB+qL9WP6k8NoAZSg6jB1BBqKDWMGk6NoEZSo6jR1BhqLDWOGk9NoCZSk6jJ1BRqKjWNmk7NoGZSs6jZ1BxqLjWPmk8toBZSi6jF1BJqKbWMWk6toFZSq6jV1BpqLbWOWk9toDZSm6jN1BZqK7WN2k7toHZSu6jd1B5qL7WP2k8doA5Sh6jD1BHqKHWMOk6doE5Sp6jT1BnqLHWOOk9doC5Sl6jL1BXqKnWNuk7doG5St6jb1B3qLnWPuk89oB5Sj6jH1BPqKfWMek69oF5Sr6jX1BvqLfWOek99oP6h/qU+Up+oz9QX6iv1jfpO/aB+Ur+o39Qf6i/toxEapTEapwmapCmaphmapTmapwVapCVaphVapTVapw3apC3aph3apT06gU5GJ6dT0CnpVHRqOg2dlk5Hp6cz0BnpTHRmOgudlc5GZ6dz0DnpRNpPB+ggHaLDdISO0jE6F52bzkPnpfPR+ekCdEG6EF2YLkIXpYvRxekSdEm6FF2aLkOXpcvR5ekKdEW6El2ZrkJXpavR1ekadE26Fl2brkPXpevR9ekGdEO6Ed2YbkI3pZvRzekWdEu6Fd2abkO3pdvR7ekOdEe6E92Z7kJ3pbvR3ekedE+6F92b7kP3pfvR/ekB9EB6ED2YHkIPpYfRw+kR9Eh6FD2aHkOPpcfR4+kJ9ER6Ej2ZnkJPpafR0+kZ9Ex6Fj2bnkPPpefR8+kF9EJ6Eb2YXkIvpZfRy+kV9Ep6Fb2aXkOvpdfR6+kN9EZ6E72Z3kJvpbfR2+kd9E56F72b3kPvpffR++kD9EH6EH2YPkIfpY/Rx+kT9En6FH2aPkOfpc/R5+kL9EX6En2ZvkJfpa/R1+kb9E36Fn2bvkPfpe/R9+kH9EP6Ef2YfkI/pZ/Rz+kX9Ev6Ff2afkO/pd/R7+kP9D/0v/RH+hP9mf5Cf6W/0d/pH/RP+hf9m/5D/2V8DMKgDMbgDMGQDMXQDMOwDMfwjMCIjMTIjMKojMbojMGYjMXYjMO4jMckMMmY5EwKJiWTiknNpGHSMumY9EwGJiOTicnMZGGyMtmY7EwOJieTyPiZABNkQkyYiTBRJsbkYnIzeZi8TD4mP1OAKcgUYgozRZiiTDGmOFOCKcmUYkozZZiyTDmmPFOBqchUYiozVZiqTDWmOlODqcnUYmozdZi6TD2mPtOAacg0YhozTZimTDOmOdOCacm0YlozbZi2TDumPdOB6ch0YjozXZiuTDemO9OD6cn0YnozfZi+TD+mPzOAGcgMYgYzQ5ihzDBmODOCGcmMYkYzY5ixzDhmPDOBmchMYiYzU5ipzDRmOjODmcnMYmYzc5i5zDxmPrOAWcgsYhYzS5ilzDJmObOCWcmsYlYza5i1zDpmPbOB2chsYjYzW5itzDZmO7OD2cnsYnYze5i9zD5mP3OAOcgcYg4zR5ijzDHmOHOCOcmcYk4zZ5izzDnmPHOBuchcYi4zV5irzDXmOnODucncYm4zd5i7zD3mPvOAecg8Yh4zT5inzDPmOfOCecm8Yl4zb5i3zDvmPfOB+Yf5l/nIfGI+M1+Yr8w35jvzg/nJ/GJ+M3+Yv6yPRViUxVicJViSpViaZViW5VieFViRlViZVViV1VidNViTtVibdViX9dgENhmbnE3BpmRTsanZNGxaNh2bns3AZmQzsZnZLGxWNhubnc3B5mQTWT8bYINsiA2zETbKxthcbG42D5uXzcfmZwuwBdlCbGG2CFuULcYWZ0uwJdlSbGm2DFuWLceWZyuwFdlKbGW2CluVrcZWZ2uwNdlabG22DluXrcfWZxuwDdlGbGO2CduUbcY2Z1uwLdlWbGu2DduWbce2ZzuwHdlObGe2C9uV7cZ2Z3uwPdlebG+2D9uX7cf2ZwewA9lB7GB2CDuUHcYOZ0ewI9lR7Gh2DDuWHceOZyewE9lJ7GR2CjuVncZOZ2ewM9lZ7Gx2DjuXncfOZxewC9lF7GJ2CbuUXcYuZ1ewK9lV7Gp2DbuWXceuZzewG9lN7GZ2C7uV3cZuZ3ewO9ld7G52D7uX3cfuZw+wB9lD7GH2CHuUPcYeZ0+wJ9lT7Gn2DHuWPceeZy+wF9lL7GX2CnuVvcZeZ2+wN9lb7G32DnuXvcfeZx+wD9lH7GP2CfuUfcY+Z1+wL9lX7Gv2DfuWfce+Zz+w/7D/sh/ZT+xn9gv7lf3Gfmd/sD/ZX+xv9g/7l/NxCIdyGIdzBEdyFEdzDMdyHMdzAidyEidzCqdyGqdzBmdyFmdzDudyHpfAJeOScym4lFwqLjWXhkvLpePScxm4jFwmLjOXhcvKZeOyczm4nFwi5+cCXJALcWEuwkW5GJeLy83l4fJy+bj8XAGuIFeIK8wV4YpyxbjiXAmuJFeKK82V4cpy5bjyXAWuIleJq8xV4apy1bjqXA2uJleLq83V4epy9bj6XAOuIdeIa8w14ZpyzbjmXAuuJdeKa8214dpy7bj2XAeuI9eJ68x14bpy3bjuXA+uJ9eL68314fpy/bj+3ABuIDeIG8wN4YZyw7jh3AhuJDeKG82N4cZy47jx3ARuIjeJm8xN4aZy07jp3AxuJjeLm83N4eZy87j53AJuIbeIW8wt4ZZyy7jl3ApuJbeKW82t4dZy67j13AZuI7eJ28xt4bZy27jt3A5uJ7eL283t4fZy+7j93AHuIHeIO8wd4Y5yx7jj3AnuJHeKO82d4c5y57jz3AXuIneJu8xd4a5y17jr3A3uJneLu83d4e5y97j73APuIfeIe8w94Z5yz7jn3AvuJfeKe8294d5y77j33AfuH+5f7iP3ifvMfeG+ct+479wP7if3i/vN/eH+8j4e4VEe43Ge4Eme4mme4Vme43le4EVe4mVe4VVe43Xe4E3e4m3e4V3e4xP4ZHxyPgWfkk/Fp+bT8Gn5dHx6PgOfkc/EZ+az8Fn5bHx2Pgefk0/k/XyAD/IhPsxH+Cgf43Pxufk8fF4+H5+fL8AX5AvxhfkifFG+GF+cL8GX5EvxpfkyfFm+HF+er8BX5CvxlfkqfFW+Gl+dr8HX5Gvxtfk6fF2+Hl+fb8A35BvxjfkmfFO+Gd+cb8G35Fvxrfk2fFu+Hd+e78B35DvxnfkufFe+G9+d78H35Hvxvfk+fF++H9+fH8AP5Afxg/kh/FB+GD+cH8GP5Efxo/kx/Fh+HD+en8BP5Cfxk/kp/FR+Gj+dn8HP5Gfxs/k5/Fx+Hj+fX8Av5Bfxi/kl/FJ+Gb+cX8Gv5Ffxq/k1/Fp+Hb+e38Bv5Dfxm/kt/FZ+G7+d38Hv5Hfxu/k9/F5+H7+fP8Af5A/xh/kj/FH+GH+cP8Gf5E/xp/kz/Fn+HH+ev8Bf5C/xl/kr/FX+Gn+dv8Hf5G/xt/k7/F3+Hn+ff8A/5B/xj/kn/FP+Gf+cf8G/5F/xr/k3/Fv+Hf+e/8D/w//Lf+Q/8Z/5L/xX/hv/nf/B/+R/8b/5P/xfwScgAipgAi4QAilQAi0wAitwAi8IgihIgiwogipogi4YgilYgi04git4QoKQTEgupBBSCqmE1EIaIa2QTkgvZBAyCpmEzEIWIauQTcgu5BByComCXwgIQSEkhIWIEBViQi4ht5BHyCvkE/ILBYSCQiGhsFBEKCoUE4oLJYSSQimhtFBGKCuUE8oLFYSKQiWhslBFqCpUE6oLNYSaQi2htlBHqCvUE+oLDYSGQiOhsdBEaCo0E5oLLYSWQiuhtdBGaCu0E9oLHYSOQiehs9BF6Cp0E7oLPYSeQi+ht9BH6Cv0E/oLA4SBwiBhsDBEGCoME4YLI4SRwihhtDBGGCuME8YLE4SJwiRhsjBFmCpME6YLM4SZwixhtjBHmCvME+YLC4SFwiJhsbBEWCosE5YLK4SVwiphtbBGWCusE9YLG4SNwiZhs7BF2CpsE7YLO4Sdwi5ht7BH2CvsE/YLB4SDwiHhsHBEOCocE44LJ4STwinhtHBGOCucE84LF4SLwiXhsnBFuCpcE64LN4Sbwi3htnBHuCvcE+4LD4SHwiPhsfBEeCo8E54LL4SXwivhtfBGeCu8E94LH4R/hH+Fj8In4bPwRfgqfBO+Cz+En8Iv4bfwR/gr+kREREVMxEVCJEVKpEVGZEVO5EVBFEVJlEVFVEVN1EVDNEVLtEVHdEVPTBCTicnFFGJKMZWYWkwjphXTienFDGJGMZOYWcwiZhWzidnFHGJOMVH0iwExKIbEsBgRo2JMzCXmFvOIecV8Yn6xgFhQLCQWFouIRcViYnGxhFhSLCWWFsuIZcVyYnmxglhRrCRWFquIVcVqYnWxhlhTrCXWFuuIdcV6Yn2xgdhQbCQ2FpuITcVmYnOxhdhSbCW2FtuIbcV2Ynuxg9hR7CR2FruIXcVuYnexh9hT7CX2FvuIfcV+Yn9xgDhQHCQOFoeIQ8Vh4nBxhDhSHCWOFseIY8Vx4nhxgjhRnCROFqeIU8Vp4nRxhjhTnCXOFueIc8V54nxxgbhQXCQuFpeIS8Vl4nJxhbhSXCWuFteIa8V14npxg7hR3CRuFreIW8Vt4nZxh7hT3CXuFveIe8V94n7xgHhQPCQeFo+IR8Vj4nHxhHhSPCWeFs+IZ8Vz4nnxgnhRvCReFq+IV8Vr4nXxhnhTvCXeFu+Id8V74n3xgfhQfCQ+Fp+IT8Vn4nPxhfhSfCW+Ft+Ib8V34nvxg/iP+K/4Ufwkfha/iF/Fb+J38Yf4U/wl/hb/iH8ln4RIqIRJuERIpERJtMRIrMRJvCRIoiRJsqRIqqRJumRIpmRJtuRIruRJCVIyKbmUQkoppZJSS2mktFI6Kb2UQcooZZIyS1mkrFI2KbuUQ8opJUp+KSAFpZAUliJSVIpJuaTcUh4pr5RPyi8VkApKhaTCUhGpqFRMKi6VkEpKpaTSUhmprFROKi9VkCpKlaTKUhWpqlRNqi7VkGpKtaTaUh2prlRPqi81kBpKjaTGUhOpqdRMai61kFpKraTWUhuprdROai91kDpKnaTOUhepq9RN6i71kHpKvaTeUh+pr9RP6i8NkAZKg6TB0hBpqDRMGi6NkEZKo6TR0hhprDROGi9NkCZKk6TJ0hRpqjRNmi7NkGZKs6TZ0hxprjRPmi8tkBZKi6TF0hJpqbRMWi6tkFZKq6TV0hpprbROWi9tkDZKm6TN0hZpq7RN2i7tkHZKu6Td0h5pr7RP2i8dkA5Kh6TD0hHpqHRMOi6dkE5Kp6TT0hnprHROOi9dkC5Kl6TL0hXpqnRNui7dkG5Kt6Tb0h3prnRPui89kB5Kj6TH0hPpqfRMei69kF5Kr6TX0hvprfROei99kP6R/pU+Sp+kz9IX6av0Tfou/ZB+Sr+k39If6a/skxEZlTEZlwmZlCmZlhmZlTmZlwVZlCVZlhVZlTVZlw3ZlC3Zlh3ZlT05QU4mJ5dTyCnlVHJqOY2cVk4np5czyBnlTHJmOYucVc4mZ5dzyDnlRNkvB+SgHJLDckSOyjE5l5xbziPnlfPJ+eUCckG5kFxYLiIXlYvJxeUSckm5lFxaLiOXlcvJ5eUKckW5klxZriJXlavJ1eUack25llxbriPXlevJ9eUGckO5kdxYbiI3lZvJzeUWcku5ldxabiO3ldvJ7eUOcke5k9xZ7iJ3lbvJ3eUeck+5l9xb7iP3lfvJ/eUB8kB5kDxYHiIPlYfJw+UR8kh5lDxaHiOPlcfJ4+UJ8kR5kjxZniJPlafJ0+UZ8kx5ljxbniPPlefJ8+UF8kJ5kbxYXiIvlZfJy+UV8kp5lbxaXiOvldfJ6+UN8kZ5k7xZ3iJvlbfJ2+Ud8k55l7xb3iPvlffJ++UD8kH5kHxYPiIflY/Jx+UT8kn5lHxaPiOflc/J5+UL8kX5knxZviJfla/J1+Ub8k35lnxbviPfle/J9+UH8kP5kfxYfiI/lZ/Jz+UX8kv5lfxafiO/ld/J7+UP8j/yv/JH+ZP8Wf4if5W/yd/lH/JP+Zf8W/4j/1V8CqKgCqbgCqGQCqXQCqOwCqfwiqCIiqTIiqKoiqboiqGYiqXYiqO4iqckKMmU5EoKJaWSSkmtpFHSKumU9EoGJaOSScmsZFGyKtmU7EoOJaeSqPiVgBJUQkpYiShRJabkUnIreZS8Sj4lv1JAKagUUgorRZSiSjGluFJCKamUUkorZZSySjmlvFJBqahUUiorVZSqSjWlulJDqanUUmordZS6Sj2lvtJAaag0UhorTZSmSjOludJCaam0UlorbZS2SjulvdJB6ah0UjorXZSuSjelu9JD6an0UnorfZS+Sj+lvzJAGagMUgYrQ5ShyjBluDJCGamMUkYrY5SxyjhlvDJBmahMUiYrU5SpyjRlujJDmanMUmYrc5S5yjxlvrJAWagsUhYrS5SlyjJlubJCWamsUlYra5S1yjplvbJB2ahsUjYrW5StyjZlu7JD2ansUnYre5S9yj5lv3JAOagcUg4rR5SjyjHluHJCOamcUk4rZ5SzyjnlvHJBuahcUi4rV5SryjXlunJDuancUm4rd5S7yj3lvvJAeag8Uh4rT5SnyjPlufJCeam8Ul4rb5S3yjvlvfJB+Uf5V/mofFI+K1+Ur8o35bvyQ/mp/FJ+K3+Uv6pPRVRUxVRcJVRSpVRaZVRW5VReFVRRlVRZVVRV1VRdNVRTtVRbdVRX9dQENZmaXE2hplRTqanVNGpaNZ2aXs2gZlQzqZnVLGpWNZuaXc2h5lQTVb8aUINqSA2rETWqxtRcam41j5pXzafmVwuoBdVCamG1iFpULaYWV0uoJdVSamm1jFpWLaeWVyuoFdVKamW1ilpVraZWV2uoNdVaam21jlpXrafWVxuoDdVGamO1idpUbaY2V1uoLdVWamu1jdpWbae2VzuoHdVOame1i9pV7aZ2V3uoPdVeam+1j9pX7af2VweoA9VB6mB1iDpUHaYOV0eoI9VR6mh1jDpWHaeOVyeoE9VJ6mR1ijpVnaZOV2eoM9VZ6mx1jjpXnafOVxeoC9VF6mJ1ibpUXaYuV1eoK9VV6mp1jbpWXaeuVzeoG9VN6mZ1i7pV3aZuV3eoO9Vd6m51j7pX3afuVw+oB9VD6mH1iHpUPaYeV0+oJ9VT6mn1jHpWPaeeVy+oF9VL6mX1inpVvaZeV2+oN9Vb6m31jnpXvafeVx+oD9VH6mP1ifpUfaY+V1+oL9VX6mv1jfpWfae+Vz+o/6j/qh/VT+pn9Yv6Vf2mfld/qD/VX+pv9Y/6V/NpiIZqmIZrhEZqlEZrjMZqnMZrgiZqkiZriqZqmqZrhmZqlmZrjuZqnpagJdOSaym0lFoqLbWWRkurpdPSaxm0jFomLbOWRcuqZdOyazm0nFqi5tcCWlALaWEtokW1mJZLy63l0fJq+bT8WgGtoFZIK6wV0YpqxbTiWgmtpFZKK62V0cpq5bTyWgWtolZJq6xV0apq1bTqWg2tplZLq63V0epq9bT6WgOtodZIa6w10ZpqzbTmWgutpdZKa6210dpq7bT2Wgeto9ZJ66x10bpq3bTuWg+tp9ZL66310fpq/bT+2gBtoDZIG6wN0YZqw7Th2ghtpDZKG62N0cZq47Tx2gRtojZJm6xN0aZq07Tp2gxtpjZLm63N0eZq87T52gJtobZIW6wt0ZZqy7Tl2gptpbZKW62t0dZq67T12gZto7ZJ26xt0bZq27Tt2g5tp7ZL263t0fZq+7T92gHtoHZIO6wd0Y5qx7Tj2gntpHZKO62d0c5q57Tz2gXtonZJu6xd0a5q17Tr2g3tpnZLu63d0e5q97T72gPtofZIe6w90Z5qz7Tn2gvtpfZKe6290d5q77T32gftH+1f7aP2SfusfdG+at+079oP7af2S/ut/dH+6j4d0VEd03Gd0Emd0mmd0Vmd03ld0EVd0mVd0VVd03Xd0E3d0m3d0V3d0xP0ZHpyPYWeUk+lp9bT6Gn1dHp6PYOeUc+kZ9az6Fn1bHp2PYeeU0/U/XpAD+ohPaxH9Kge03PpufU8el49n55fL6AX1AvphfUielG9mF5cL6GX1EvppfUyelm9nF5er6BX1CvplfUqelW9ml5dr6HX1GvptfU6el29nl5fb6A31BvpjfUmelO9md5cb6G31FvprfU2elu9nd5e76B31DvpnfUuele9m95d76H31HvpvfU+el+9n95fH6AP1Afpg/Uh+lB9mD5cH6GP1Efpo/Ux+lh9nD5en6BP1Cfpk/Up+lR9mj5dn6HP1Gfps/U5+lx9nj5fX6Av1Bfpi/Ul+lJ9mb5cX6Gv1Ffpq/U1+lp9nb5e36Bv1Dfpm/Ut+lZ9m75d36Hv1Hfpu/U9+l59n75fP6Af1A/ph/Uj+lH9mH5cP6Gf1E/pp/Uz+ln9nH5ev6Bf1C/pl/Ur+lX9mn5dv6Hf1G/pt/U7+l39nn5ff6A/1B/pj/Un+lP9mf5cf6G/1F/pr/U3+lv9nf5e/6D/o/+rf9Q/6Z/1L/pX/Zv+Xf+h/9R/6b/1P/pfw2cgBmpgBm4QBmlQBm0wBmtwBm8IhmhIhmwohmpohm4YhmlYhm04hmt4RoKRzEhupDBSGqmM1EYaI62RzkhvZDAyGpmMzEYWI6uRzchu5DByGomG3wgYQSNkhI2IETViRi4jt5HHyGvkM/IbBYyCRiGjsFHEKGoUM4obJYySRimjtFHGKGuUM8obFYyKRiWjslHFqGpUM6obNYyaRi2jtlHHqGvUM+obDYyGRiOjsdHEaGo0M5obLYyWRiujtdHGaGu0M9obHYyORiejs9HF6Gp0M7obPYyeRi+jt9HH6Gv0M/obA4yBxiBjsDHEGGoMM4YbI4yRxihjtDHGGGuMM8YbE4yJxiRjsjHFmGpMM6YbM4yZxixjtjHHmGvMM+YbC4yFxiJjsbHEWGosM5YbK4yVxipjtbHGWGusM9YbG4yNxiZjs7HF2GpsM7YbO4ydxi5jt7HH2GvsM/YbB4yDxiHjsHHEOGocM44bJ4yTxinjtHHGOGucM84bF4yLxiXjsnHFuGpcM64bN4ybxi3jtnHHuGvcM+4bD4yHxiPjsfHEeGo8M54bL4yXxivjtfHGeGu8M94bH4x/jH+Nj8Yn47PxxfhqfDO+Gz+Mn8Yv47fxx/hr+kzERE3MxE3CJE3KpE3GZE3O5E3BFE3JlE3FVE3N1E3DNE3LtE3HdE3PTDCTmcnNFGZKM5WZ2kxjpjXTmenNDGZGM5OZ2cxiZjWzmdnNHGZOM9H0mwEzaIbMsBkxo2bMzGXmNvOYec18Zn6zgFnQLGQWNouYRc1iZnGzhFnSLGWWNsuYZc1yZnmzglnRrGRWNquYVc1qZnWzhlnTrGXWNuuYdc16Zn2zgdnQbGQ2NpuYTc1mZnOzhdnSbGW2NtuYbc12Znuzg9nR7GR2NruYXc1uZnezh9nT7GX2NvuYfc1+Zn9zgDnQHGQONoeYQ81h5nBzhDnSHGWONseYY81x5nhzgjnRnGRONqeYU81p5nRzhjnTnGXONueYc8155nxzgbnQXGQuNpeYS81l5nJzhbnSXGWuNteYa8115npzg7nR3GRuNreYW81t5nZzh7nT3GXuNveYe8195n7zgHnQPGQeNo+YR81j5nHzhHnSPGWeNs+YZ81z5nnzgnnRvGReNq+YV81r5nXzhnnTvGXeNu+Yd8175n3zgfnQfGQ+Np+YT81n5nPzhfnSfGW+Nt+Yb8135nvzg/mP+a/50fxkfja/mF/Nb+Z384f50/xl/jb/mH8tn4VYqIVZuEVYpEVZtMVYrMVZvCVYoiVZsqVYqqVZumVYpmVZtuVYruVZCVYyK7mVwkpppbJSW2mstFY6K72VwcpoZbIyW1msrFY2K7uVw8ppJVp+K2AFrZAVtiJW1IpZuazcVh4rr5XPym8VsApahazCVhGrqFXMKm6VsEpapazSVhmrrFXOKm9VsCpalazKVhWrqlXNqm7VsGpatazaVh2rrlXPqm81sBpajazGVhOrqdXMam61sFparazWVhurrdXOam91sDpanazOVherq9XN6m71sHpavazeVh+rr9XP6m8NsAZag6zB1hBrqDXMGm6NsEZao6zR1hhrrDXOGm9NsCZak6zJ1hRrqjXNmm7NsGZas6zZ1hxrrjXPmm8tsBZai6zF1hJrqbXMWm6tsFZaq6zV1hprrbXOWm9tsDZam6zN1hZrq7XN2m7tsHZau6zd1h5rr7XP2m8dsA5ah6zD1hHrqHXMOm6dsE5ap6zT1hnrrHXOOm9dsC5al6zL1hXrqnXNum7dsG5at6zb1h3rrnXPum89sB5aj6zH1hPrqfXMem69sF5ar6zX1hvrrfXOem99sP6x/rU+Wp+sz9YX66v1zfpu/bB+Wr+s39Yf66/tsxEbtTEbtwmbtCmbthmbtTmbtwVbtCVbthVbtTVbtw3btC3bth3btT07wU5mJ7dT2CntVHZqO42d1k5np7cz2BntTHZmO4ud1c5mZ7dz2DntRNtvB+ygHbLDdsSO2jE7l53bzmPntfPZ+e0CdkG7kF3YLmIXtYvZxe0Sdkm7lF3aLmOXtcvZ5e0KdkW7kl3ZrmJXtavZ1e0adk27ll3brmPXtevZ9e0GdkO7kd3YbmI3tZvZze0Wdku7ld3abmO3tdvZ7e0Odke7k93Z7mJ3tbvZ3e0edk+7l93b7mP3tfvZ/e0B9kB7kD3YHmIPtYfZw+0R9kh7lD3aHmOPtcfZ4+0J9kR7kj3ZnmJPtafZ0+0Z9kx7lj3bnmPPtefZ8+0F9kJ7kb3YXmIvtZfZy+0V9kp7lb3aXmOvtdfZ6+0N9kZ7k73Z3mJvtbfZ2+0d9k57l73b3mPvtffZ++0D9kH7kH3YPmIftY/Zx+0T9kn7lH3aPmOftc/Z5+0L9kX7kn3ZvmJfta/Z1+0b9k37ln3bvmPfte/Z9+0H9kP7kf3YfmI/tZ/Zz+0X9kv7lf3afmO/td/Z7+0P9j/2v/ZH+5P92f5if7W/2d/tH/ZP+5f92/5j/3V8DuKgDubgDuGQDuXQDuOwDufwjuCIjuTIjuKojubojuGYjuXYjuO4juckOMmc5E4KJ6WTykntpHHSOumc9E4GJ6OTycnsZHGyOtmc7E4OJ6eT6PidgBN0Qk7YiThRJ+bkcnI7eZy8Tj4nv1PAKegUcgo7RZyiTjGnuFPCKemUcko7ZZyyTjmnvFPBqehUcio7VZyqTjWnulPDqenUcmo7dZy6Tj2nvtPAaeg0cho7TZymTjOnudPCaem0clo7bZy2TjunvdPB6eh0cjo7XZyuTjenu9PD6en0cno7fZy+Tj+nvzPAGegMcgY7Q5yhzjBnuDPCGemMckY7Y5yxzjhnvDPBmehMciY7U5ypzjRnujPDmenMcmY7c5y5zjxnvrPAWegschY7S5ylzjJnubPCWemsclY7a5y1zjpnvbPB2ehscjY7W5ytzjZnu7PD2enscnY7e5y9zj5nv3PAOegccg47R5yjzjHnuHPCOemcck47Z5yzzjnnvHPBuehcci47V5yrzjXnunPDuenccm47d5y7zj3nvvPAeeg8ch47T5ynzjPnufPCeem8cl47b5y3zjvnvfPB+cf51/nofHI+O1+cr84357vzw/np/HJ+O3+cv67PRVzUxVzcJVzSpVzaZVzW5VzeFVzRlVzZVVzV1VzdNVzTtVzbdVzX9dwEN5mb3E3hpnRTuandNG5aN52b3s3gZnQzuZndLG5WN5ub3c3h5nQTXb8bcINuyA27ETfqxtxcbm43j5vXzefmdwu4Bd1CbmG3iFvULeYWd0u4Jd1Sbmm3jFvWLeeWdyu4Fd1KbmW3ilvVreZWd2u4Nd1abm23jlvXrefWdxu4Dd1GbmO3idvUbeY2d1u4Ld1Wbmu3jdvWbee2dzu4Hd1Obme3i9vV7eZ2d3u4Pd1ebm+3j9vX7ef2dwe4A91B7mB3iDvUHeYOd0e4I91R7mh3jDvWHeeOdye4E91J7mR3ijvVneZOd2e4M91Z7mx3jjvXnefOdxe4C91F7mJ3ibvUXeYud1e4K91V7mp3jbvWXeeudze4G91N7mZ3i7vV3eZud3e4O91d7m53j7vX3efudw+4B91D7mH3iHvUPeYed0+4J91T7mn3jHvWPeeedy+4F91L7mX3invVveZed2+4N91b7m33jnvXvefedx+4D91H7mP3ifvUfeY+d1+4L91X7mv3jfvWfee+dz+4/7j/uh/dT+5n94v71f3mfnd/uD/dX+5v94/71/N5iId6mId7hEd6lEd7jMd6nMd7gid6kid7iqd6mqd7hmd6lmd7jud6npfgJfOSeym8lF4qL7WXxkvrpfPSexm8jF4mL7OXxcvqZfOyezm8nF6i5/cCXtALeWEv4kW9mJfLy+3l8fJ6+bz8XgGvoFfIK+wV8Yp6xbziXgmvpFfKK+2V8cp65bzyXgWvolfJq+xV8ap61bzqXg2vplfLq+3V8ep69bz6XgOvodfIa+w18Zp6zbzmXguvpdfKa+218dp67bz2Xgevo9fJ6+x18bp63bzuXg+vp9fL6+318fp6/bz+3gBvoDfIG+wN8YZ6w7zh3ghvpDfKG+2N8cZ647zx3gRvojfJm+xN8aZ607zp3gxvpjfLm+3N8eZ687z53gJvobfIW+wt8ZZ6y7zl3gpvpbfKW+2t8dZ667z13gZvo7fJ2+xt8bZ627zt3g5vp7fL2+3t8fZ6+7z93gHvoHfIO+wd8Y56x7zj3gnvpHfKO+2d8c5657zz3gXvonfJu+xd8a5617zr3g3vpnfLu+3d8e5697z73gPvoffIe+w98Z56z7zn3gvvpffKe+298d5677z33gfvH+9f76P3yfvsffG+et+8794P76f3y/vt/fH+JvgSkAQ0AUvAE4gEMoFKoBOYBDaBS+AThAQxQUqQE5QENUFL0BOMBDPBSrATnAQ3wUtISEiWkDwhRULKhFQJqRPSJKRNSJeQPiFDQsaETAmZE7IkZE3IlpA9IUdCzoTEBH9CICGYEEoIJ0QSogmxhFwJuRPyJORNyJeQP6EA1bVdy8Qi/sL/fRb9/z4DOf/7TPzvM/DfZ/C/z9B/n+H/PiP/fUb/+4z991nwv8//7gf+d7/Y//cZ/K8T/K8T9P/fz2LFivy/n/6cOf/vHX+ocGG6XMO2Tcs2zZ7zf4/E/z38/3uE/vcI/+8R+d8j+r9HjPnf/zxn/JUYf/njr0D8FYy/QvFXOP6K3/PH7/nj9/zxe/74PX/8ij9+xR+Jv+L3AvF7gfi9QPxeIH4vEP/7AvHLgfjlQPxyMH4vGL8XjN8Lxu8F4/eC8XvB+L1gNP6K/6Wh+OVQ/HIofjkUvxyKXw7FL4fil0PxvzQUvxyO3wvHr4TjV8LxK+H4lXD8SiT+V0XiVyLxvyoSvxeJ34vEr0TgSvzfG4n/VdH45Wj8cjR+ORq/HI1fjsb/0mi8EY1fjsYvx+L3YvF7sfi9WPxKLH4lFv9LY/F7sRgb//94Ijz98AzAMwTPMDwj8IzCE+4m5oQnJBIhkQiJxCA84W4i3E2Eu36464e7fjjmh2N++NP98Kf74a4f7gbgbgDuBuDvDUAiAIkAJAKQCMC/IgC1ANSCUAtCLQi1INSCUAtCLQi1INSCUAtCLQS1ENRCUAtBLQS1ENRCUAtBLQS1ENTCUAtDLQy1MNTCUAtDLQy1MNTCUAtDLQK1CNQiUItALQK1CNQiUItALQK1CNSiUItCLQq1KNSiUItCLQq1KNSiUItCLQa1GNRiUItBLQa1GNRiUItBLQY1kOD/fJPCMxGefngG4BmEZwieYXhG4BmFJ9TABz/44Acf/OCDH3zwJ0ItEWqghh/U8IMaflDDD2r4/VADQPwAiB8A8QMgfj/UwBI/WOIHS/xgiR8s8YMlfrDED5b4wRI/WOIHS/xgiR8s8YMlfrDED5b4wRI/WOIHS/xgiR8s8YMlfrDED5b4wRI/WOIHS/xgiR8s8YMlfgDED4D4ARA/AOIHQPwAiB8A8QMgfgDED4D4ARA/AOIHKvxAhR+o8AMVfqDCD1T4gQo/UOEHKvzggx988IMPfkDBDyj4AQU/oOAHFPyAgh9Q8AMKfkDBDxL4QQI/SBAACQIgQQAkCIAEAZAgABIEQIIASBAACQIgQQAkCIAEAZAgABIEQIIASBAACQIgQQAkCIAEAZAgABIEQIIASBAACQIgQQAkCIAEAZAgABIEQIIASBAACQIgQQAkCIAEAZh/AOYfgPkHYP4BmH8A5h+A+Qdg/gGYfwA2H4DNB2DoARh6AIYegKEHYOgBGHoAhh6AoQdCSRLwr4DNB2DoARh6ANYdgHUHYNIBmHQAJh2A3wQB+E0QgEkHYNIBmHQAJh2ASQdg0gH4yg/ApAMw6QBMOgBf+QFYdwDWHYB1B2DdAVh3ANYdgEkHYNIBmHQAJh2ASQdhx0HYcRB2HIQdB2HHQdhxEHYchB0HYcdBGG8QxhuE8QZhvEEYbxDGG4TxBmG8QRhvEMYbhPEGYbxBGG8QxhuE8QZhvEEYbxDGG4TxBmG8QRhvEMYbhPEGYbxBGG8QvsaDMN4gjDcI4w3CeIMw3iCMNwjjDcJ4g/DdHYQdB2HHQdhxEHYchB0HYcdB2HEQxhuE8QZDSe7CvwK+pYMw3iCMNwjf0kHYcRB2HIRv6SBMOgiTDsKkgzDpIEw6CN/dQfjuDsLQgzD0IAw9CEMPwtCDMPQgfHcHYfNB2HwQNh+EzQdh80HYfBA2H4TNB2HzQdh8EDYfhG/0IMw/CPMPws/8IEgQBAmCIEEIvtxDgEIIUAgBCiFAIQQohACFEKAQAhRCgEIIvtxD4EMIfAiBDyHwIQQ+hMCHEPgQAh9C4EMIfAiBDyHwIQQ+hMCHEPgQAh9C4EMIfAiBDyHwIQQ+hMCHEPgQAh9C4EMIfAjB93wIqAgBFSGgIgRUhICKEFARAipCQEUIqAgBFSGgIgQ/80OgRgjUCIEaIVAjBGqE4Ns/BICEAJAQABICQELw7R8CS0JgSQgsCYElIbAkBJaEwJIQWBICS0JgSQgsCYElIbAkBJaEwJIQWBICS0JgSQgsCYElIbAkBJaEwJIQWBICS0JgSQgsCYElIbAkBJaEwJIQWBICS0JgSQgsCYElIbAkBJaEwJIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIoWBIFS6JgSRQsiYIlUbAkCpZEwZIoWBIFS6JgSRQsiYIlUbAkCpZEwZIoWBIFS6JgSRQsiYIlUbAkCpZEwZIoWBIFS6JgSRQsiYIlUbAkCpZEwZIoWBIFS6JgSRQsiYIlUbAkCpZEwZIoWBIFS6JgSRQsiYIlUbAkCpZEwZIoWBIFS6JgSRQsiYIlUQAkClREgYooUBEFKqJARRSoiAIVUaAiClREgYooUBEFKqJARRSoiAIVUaAiClREgYooUBEFH6LgQxR8iIIPUfAhCihEAYUooBAFFKKAQhRQiAIKUUAhCihEAYUooBAFCaKw+ShsPgabj8HmY7D5GGw+BpuPweZjsPkYbD4Gm4/B5mOw+RhsPgabj8HmY7D5GGw+BpuPweZjsPkYbD4Gm4/B5mOw+RhsPgabj8HmY7D5GGw+BpuPweZjsPkYbD4Gm4/B5mOw+RhsPgabj8HmY7D5GGw+BpuPweZjsPkYbD4Gm4/B5mOw+RhsPgabj8HmY7D5GGw+BpuPwe+HGMw/Br8fYvD7IQYoxACFGKAQAxRigEIMUIgBCjFAIQYoxACFGKAQAxRigEIMUIgBCjFAIQYoxACFGKAQg98PMfAhBj7EwIcY+BADH2Lw+yEGVMSAihhQEQMqYkBFDKiIARUxoCIGVMSAihhQEYPfDzFQIwa/H2Lw+yEGlsRiMe6/Z2LOnDmTvBOTvP1J3gF4JwaTvENJ3uEk70iSdzTJO0nXn6TrT9L1J+n6k3T9Sbr+JF1/kq4/SdefpOtP0g0k6QaSdANJuoEk3UCSbiBJN5CkG0jSDSTpBpJ0g0m6wSTdYJJuMEk3mKQbTNINJukGk3SDSbrBJN1Qkm4oSTeUpBtK0g0l6YaSdENJuqEk3VCSbihJN5ykG07SDSfphpN0w0m64STdcJJuOEk3nKQbTtKNJOlGknQjSbqRJN1Ikm4kSTeSpBtJ0o0k6UaSdKM5meZtenZo8X9e/vgrEH8F469w/BWJv6LxV+x/r1j8Xiwx/opfjsUvx+KXY6H4K96IxRuxeCP2v8b/GXb8lRh/+eOvQPwVjL9C8Vc4/orEX9H4K95IjDcS443EeCMx3kiMNxLjjcR4IzHeSIw3EuMNf7zhjzf88YY/3vDHG/54wx9v+OMNf7zhjzcC8UYg3gjEG4F4IxBvBOKNQLwRiDcC8UYg3gjGG8F4IxhvBOONYLwRjDeC8UYw3gjGG8F4IxRvhOKNULwRijdC8UYo3gjFG6F4IxRvhOKNcLwRjjfC8UY43gjHG+F4IxxvhOONcLwRjjci8UYk3ojEG/9PEXdsLMGRA1HQpftAoXrWf8dIhXlaS1ujvFglA8/Gs/FsPBvPxrPxbGj677Oh7j91/6n777Oh8z+d/+n8T+d/Ov/T+Z/O/3T+p/M/nf/p/E/nfzr/0/nofHQ+Oh+dj85H56Pz0fnofHQ+Oh+dj85H56Pz0fnofHQ+Oh+dj85H56Pz0fnofHQ+Oh+dj85H56Pz0fnofHQ+Oh+dj85H56Pz0fnofHQ+Oh+dj85H56Pz0fnofHQ+Oh+dj85H56Pz0fnofHQ+Oh+dj85H56Pz0fnofHQ+Oh+dj85H56Pz0fnofHQ+Oh+dj85H56Pz0fnofHQ+Oh+dj85H56Pz0fnofNQ96h51j7pH3aPuUfeoe37//+X/vn7Vvepeda+6V92r7lX3qnvVvepeda+6V92r7lX3qnvVvepeda+6V92r7lX3qnvVvepeda+6V92r7lX3qnvVvepeda+6V92r7lX3qnvVvepeda+6V92r7lX3qnvVvepeda+6V92r7lX3qnvVvepeda+6V92r7lX3qnvVvepeda+6V92r7lX3qnvVvepeda+6V92r7lX3qnvVvepeda+6V92r7lX3qnvVvf7FV+er89X56nx1vjpfna/OV+er8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PT+en8dH46P52fzk/np/PT+en8dH46P52fzk/np/PT+en8dH46P52fzk/np/PT+en8dH46P52fzk/np/PT+en8dH46P52fzk/np/PT+en8dH46P52fzk/np/PT+en8dH46P52fzk/np/PT+en8dH46P52fzk/np/PT+en8dH46P52fzk/np/PT+en8dH46P52fzk/np/PT+en8dH46P52fzk/np/PT+en8dH46P52fzk/np/PT+en8dH46r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8On86fzp/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/On86/3T+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/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Kfzn85/Ov/p/Pdf5/O//zr/9/XnNV7rFa/zqtfz+rxs/Nn4s/Fn48/Gn40/G382/mz82fizMTbGxtgYG2NjbIyNsTE2xsbaWBtrY22sjbWxNtbG2lgbsREbsREbsREbsREbsREbZ+NsnI2zcTbOxtk4G2fjbNRGbdRGbdRGbdRGbdRGbTwbz8az8Ww8G8/Gs/FsPBvPxmfjs/HZ+Gx8Nj4bn43Pxmfjs/Gz8bPxs/Gz8bPxs/Gz8bPxs6FzCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghoIbCm4ouKHghn0b4m3otqHRhkEbomyIsiHKhigbomyIsiHKhigbomyIsiHKhigbomyIsiHKhigbomyIsiHKhigbomyIsiHKhigbomyIsiHKhigbomyIsiHKhigbomyIsiHKhigbomyIsiHK/n3Z0AxbNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1bNmzZsGXDlg1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btmzZsmXLli1btkTZEmVLlC1RtkTZEmVLlC1RtkTZEmVLlC1RtkTZEmVLlC1RtkTZEmVLlC1RtkTZEmVLlC1RtkTZEmVLlC1RtkTZEmVLlC1RtkTZEmVLlC1RtkTZEmVLlC1RtkTZEmVLlC1RtkTZEmVLlC1RtkTZEmVLlC1RtkTZEmVLlC1RtkTZEmVLlC1RtkTZEmVLlC1RtkTZEmVLlC1RtkTZEmVLlC1RtkTZEmVLlC1RtkTZEmVLlC1RtkTZEmXrrtqyZeuu2lJm667auqu25Nm6q7buqq27auuu2rqrtu6qrbtq667akmzrrtoybeuu2rqrtu6qrbtq667aUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS0FtxTcUnBLwS37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm/Lvi37tuzbsm9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9xVy0UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFF7fgwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XH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g2gmQjSDaCZCNINoJkI0g2gmQjSDaCZCNINoJkI0g2gmQjSDaCZCNINoJkI0g2gmQjSDaCZCNINoJkI0g2gmQjSDaCZCNINoJkI0g2gmQjSDaCZCNINoJkI0g2gmQjSDaCZCNINoJkI0g2gmQjSDaCZCNINoJkI0g2gmQjSDaCZCNINoJkI0g2gmQjSDaCZCNINoJkI0g2gmQjSDaCZCNINoJkI0g2gmQjSDaCZCNINoJkI0g2gmQjSDaCZCNINoJkI0g2gmQjSDaCZCNINoJkI0g2gmQjSDaCZCNINoJkI0g2gmQjSDaCZCNINoJkI0g2gmQjSDaCZCNINoJkI0g2gmQjSDaCZCNINoJkI0g2gmQjSDaCZCNINoJkI0g2gmQjSDaCZCNINoJkI0g2gmQjSDaCZCNINoJkI0g2gmQjSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNQLIJSDYBySYg2QQkm4BkE5BsApJNwK8J+DUBvybg1wT8moBfE/BrAn5NwK8J+DUBvybg1wT8moBfE/BrAn5NwK8J+DUBvybg1wT8moBfE/BrAn5NwK8J+DUBvybg1wT8moBfE/BrAn5NwK8J+DUBvybg1wT8moBfE/BrAn5NwK8J+DUBvybg1wT8moBfE/BrAn5NwK8J+DUBvybg1wT8moBfE/BrAn5NwK8J+DUBvybg1wT8moBfE/BrAn5NwK8J+DUBvybg1wT8moBfE/BrAn5NwK8J+DUBvybg1wT8moBfE/BrAn5NwK8J+DWB3+cmINkEJJuAZBOQbAK/z03AtAmYNgHTJvD73AR0m8DvcxNwbgK/z01AvAmINwHxJiDeBMSbwO9zE7BvAr/PTUDBCSg4AQUnoOAEFJyAghNQcAIK7v/p4Y6JAABgIISJevxra6dsiMgxCm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CG/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/sW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+xb7FvsW+5aLWxRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXF5w8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8X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DZIAŁALNOŚCI<span class="ff3"> <span class="_ _0"></span>STALPROF<span class="_ _0"></span>IL S.A. </span></div><div class="t m0 x7 h7 y12 ff3 fs2 fc2 sc0 ls0 ws0">w 2024 roku </div></div></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 xa hc y17 ff1 fs3 fc1 sc0 ls0 ws0">2 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 xb h3 y18 ff5 fs1 fc1 sc0 ls0 ws0">Spis treści<span class="ff2"> </span></div><div class="t m0 x3 hd y19 ff2 fs4 fc1 sc0 ls3 ws0">I.<span class="ff1 fs5 ls0"> <span class="_ _1"> </span><span class="ff5 fs4">ORGANIZACJA SPÓŁKI I <span class="_ _2"></span>PODSTAWOWE ZAS<span class="_ _2"></span>ADY ZARZĄDZANIA PRZE<span class="_ _2"></span>DSIĘBIORSTWEM SPÓŁ<span class="_ _2"></span>KI.<span class="_ _2"></span><span class="ff2"> <span class="_ _3"></span><span class="ls3">.........<span class="ls0"> <span class="_ _0"></span>4<span class="ff1 fs5"> </span></span></span></span></span></span></div><div class="t m0 xc hd y1a ff1 fs4 fc1 sc0 ls4 ws0">1.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">P<span class="fs6">ODSTAWOWE INFORM<span class="_ _0"></span>ACJE O <span class="fs4">S</span><span class="ff6">PÓŁCE<span class="_ _0"></span><span class="ff1 fs4"> <span class="_ _5"></span><span class="ls5">.............................................................................................................<span class="ls0"> <span class="_ _3"></span>4<span class="fs5"> </span></span></span></span></span></span></span></span></div><div class="t m0 xc hd y1b ff1 fs4 fc1 sc0 ls4 ws0">2.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">Z<span class="ff6 fs6">MIANY W PODSTA<span class="_ _0"></span>WOWYCH ZASAD<span class="_ _0"></span>ACH ZARZĄDZ<span class="_ _0"></span>ANIA PRZEDSI<span class="_ _0"></span>ĘBIORSTWEM <span class="ff1 fs4">STALPROFIL S.A.<span class="fs6"> </span></span>I JEGO GRUPĄ </span></span></span></div><div class="t m0 xc hd y1c ff6 fs6 fc1 sc0 ls0 ws0">KAPITAŁOWĄ<span class="_ _0"></span><span class="ff1 fs4"> <span class="ls5">......................................................................................................................................................</span> <span class="_ _3"></span>4<span class="fs5"> </span></span></div><div class="t m0 xc hd y1d ff1 fs4 fc1 sc0 ls4 ws0">3.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">I<span class="ff6 fs6">NFORMACJE O PO<span class="_ _0"></span>WIĄZANIACH K<span class="_ _0"></span>APITAŁO<span class="_ _0"></span>WYCH LUB ORGANIZ<span class="_ _0"></span>ACYJNYC<span class="_ _0"></span>H <span class="ff1 fs4">STALPR<span class="_ _2"></span>OFIL<span class="fs6"> </span>S.A.<span class="fs6"> Z</span> <span class="fs6">INNYMI PODMIOTAMI ORAZ </span></span></span></span></span></div><div class="t m0 xc hd y1e ff6 fs6 fc1 sc0 ls0 ws0">OKREŚLENIE JEGO GŁÓ<span class="_ _0"></span>WNYCH IN<span class="_ _0"></span>WESTYCJI KRAJO<span class="_ _0"></span>WYCH I<span class="ff1 fs4"> <span class="fs6">ZAGRANICZN<span class="_ _0"></span>YCH<span class="fs4"> <span class="_ _3"></span><span class="ls5">.......................................................................<span class="ls0"> <span class="_ _3"></span>7<span class="fs5"> </span></span></span></span></span></span></div><div class="t m0 x3 hd y1f ff2 fs4 fc1 sc0 ls3 ws0">II.<span class="ff1 fs5 ls0"> <span class="_ _6"> </span></span><span class="ls0">PRZEDMIOT <span class="ff5">DZIAŁALNOŚC<span class="_ _2"></span>I SPÓŁKI I JE<span class="_ _2"></span>J OTOCZENIE RYNKOWE<span class="_ _2"></span></span> <span class="_ _7"></span><span class="ls3">..........................................................<span class="ls0"> <span class="_ _0"></span>8<span class="ff1 fs5"> </span></span></span></span></div><div class="t m0 xc hd y20 ff1 fs4 fc1 sc0 ls4 ws0">1.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">I<span class="fs6">NFORMACJE O POD<span class="_ _0"></span>STAWOWYCH <span class="_ _0"></span>PRODUKTACH<span class="fs4">,</span> <span class="ff6">TOWARA<span class="_ _0"></span>CH I USŁUGACH<span class="ff1 fs4 ls5">................................................................<span class="ls0"> <span class="_ _8"></span>8<span class="fs5"> </span></span></span></span></span></span></span></div><div class="t m0 xc hd y21 ff1 fs4 fc1 sc0 ls4 ws0">2.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">P<span class="fs6">ODSTAWOWE RYNK<span class="_ _0"></span>I ZBYTU <span class="fs4">STALPROFIL</span> <span class="fs4">S.A. <span class="_ _9"></span><span class="ls5">................................................................................................<span class="ls0"> <span class="_ _8"></span>9<span class="fs5"> </span></span></span></span></span></span></span></div><div class="t m0 xc hd y22 ff1 fs4 fc1 sc0 ls4 ws0">3.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">G<span class="ff6 fs6">ŁÓWNI DOSTAWCY I OD<span class="_ _0"></span>BIORCY <span class="ff1 fs4">STALPROFIL<span class="fs6"> </span>S.A. <span class="_ _7"></span><span class="ls5">.........................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls4">10<span class="fs5 ls0"> </span></span></span></span></span></span></span></span></div><div class="t m0 xc hd y23 ff1 fs4 fc1 sc0 ls4 ws0">4.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">I<span class="ff6 fs6">NFORMACJE O ZA<span class="_ _0"></span>WARTYCH UMOW<span class="_ _0"></span>ACH ZNACZĄ<span class="_ _0"></span>CYCH DLA DZIAŁALNOŚ<span class="_ _0"></span>CI <span class="ff1 fs4">S</span>PÓŁKI<span class="ff1 fs4">,<span class="fs6"> W TYM UMO<span class="_ _0"></span>WACH ZAWAR<span class="_ _0"></span>TYCH </span></span></span></span></span></div><div class="t m0 xc hd y24 ff6 fs6 fc1 sc0 ls0 ws0">POMIĘDZY AKCJONARI<span class="_ _0"></span>USZAMI<span class="ff1 fs4">,<span class="fs6"> </span></span>UMO<span class="_ _0"></span>WACH WS<span class="_ _0"></span>PÓŁPRACY LUB<span class="_ _0"></span> KOOPERACJ<span class="_ _0"></span>I<span class="ff1 fs4"> <span class="_ _9"></span><span class="ls5">....................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">10<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xc hd y25 ff1 fs4 fc1 sc0 ls4 ws0">5.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">Z<span class="ff6 fs6">NACZĄCE UMO<span class="_ _0"></span>WY UBEZPIECZENI<span class="_ _0"></span>A ZAWAR<span class="_ _0"></span>TE PRZEZ <span class="ff1 fs4">S</span>PÓŁKĘ<span class="ff1 fs4">. <span class="_ _3"></span><span class="ls5">..............................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">11<span class="fs5 ls0"> </span></span></span></span></span></span></span></span></div><div class="t m0 xc hd y26 ff1 fs4 fc1 sc0 ls4 ws0">6.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">I<span class="fs6">NFORMACJE O TRAN<span class="_ _0"></span>SAKCJACH ZA<span class="_ _0"></span>WARTYCH <span class="_ _0"></span>PRZEZ <span class="fs4">STALPROFIL</span> <span class="fs4">S.A.</span> <span class="ff6">LUB JEDNOSTKI ZALEŻNE Z PODMIO<span class="_ _0"></span>TAMI </span></span></span></span></div><div class="t m0 xc hd y27 ff6 fs6 fc1 sc0 ls0 ws0">POWIĄZANYMI N<span class="_ _0"></span>A WARUNKAC<span class="_ _0"></span>H INNYCH N<span class="_ _0"></span>IŻ RYNKOWE<span class="ff1 fs4"> <span class="_ _9"></span><span class="ls5">.............................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls4">12<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xc hd y28 ff1 fs4 fc1 sc0 ls4 ws0">7.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">O<span class="ff6 fs6">CENA MOŻLIWOŚCI R<span class="_ _0"></span>EALIZACJI ZA<span class="_ _0"></span>MIERZEŃ INW<span class="_ _0"></span>ESTYCYJNYCH<span class="ff1 fs4">,<span class="fs6"> </span></span>W TYM IN<span class="_ _0"></span>WESTYCJI KAPITA<span class="_ _0"></span>ŁOWYCH<span class="ff1 fs4"> <span class="ls5">...........................</span> <span class="_ _8"></span><span class="ls4">12<span class="fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 xc hd y29 ff1 fs4 fc1 sc0 ls4 ws0">8.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">O<span class="ff6 fs6">PIS ISTOTNYCH CZYNNI<span class="_ _0"></span>KÓW RYZYK<span class="_ _0"></span>A I ZAGROŻEŃ DLA D<span class="_ _0"></span>ZIAŁALNOŚCI <span class="ff1 fs4">STALPROFIL<span class="fs6"> </span>S.A. <span class="_ _7"></span><span class="ls5">.........................................<span class="ls0"> <span class="_ _8"></span><span class="ls4">12<span class="fs5 ls0"> </span></span></span></span></span></span></span></span></div><div class="t m0 xc hd y2a ff1 fs4 fc1 sc0 ls4 ws0">9.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">I<span class="ff6 fs6">NFORMACJE O PRZYJ<span class="_ _0"></span>ĘTEJ STRATEGI<span class="_ _0"></span>I ROZ<span class="_ _0"></span>WOJU <span class="ff1 fs4">S</span>PÓŁKI I JEJ GRUPY K<span class="_ _0"></span>APITAŁOWEJ<span class="_ _0"></span> WRAZ Z<span class="ff1 fs4"> <span class="fs6">OPISEM PER<span class="_ _0"></span>SPEKTYW RO<span class="_ _0"></span>ZWOJU </span></span></span></span></span></div><div class="t m0 xc hd y2b ff6 fs6 fc1 sc0 ls0 ws0">DZIAŁALNOŚCI <span class="ff1 fs4">S</span>PÓŁ<span class="_ _0"></span>KI<span class="ff1 fs4"> <span class="_ _5"></span><span class="ls5">.........................................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">19<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xc hd y2c ff1 fs4 fc1 sc0 ls4 ws0">10.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs4">C<span class="ff6 fs6">HARAKTERYSTYKA Z<span class="_ _0"></span>EWNĘTRZNY<span class="_ _0"></span>CH I WEWNĘTRZ<span class="_ _0"></span>NYCH CZYNNIKÓ<span class="_ _0"></span>W ISTOTNYCH DLA R<span class="_ _0"></span>OZWOJU <span class="_ _0"></span>PRZEDSIĘBIORST<span class="_ _0"></span>WA <span class="_ _2"></span><span class="ff1 fs4">S</span>PÓŁKI</span></span></span></div><div class="t m0 xc hd y2d ff1 fs4 fc1 sc0 ls0 ws0"> <span class="_ _b"> </span><span class="ls4">23</span><span class="fs5"> </span></div><div class="t m0 x3 hd y2e ff2 fs4 fc1 sc0 ls3 ws0">III.<span class="ff1 fs5 ls0"> <span class="_ _c"> </span><span class="ff5 fs4">PODSTAWOWE WIEL<span class="_ _2"></span>KOŚCI EKONOMICZNO<span class="_ _2"></span><span class="ff2">-</span>FINANSOWE <span class="_ _2"></span>CHARAKTERYZUJĄCE<span class="_ _2"></span> SPÓŁKĘ<span class="_ _2"></span></span></span>...................<span class="ls0"> <span class="ls4">24</span><span class="ff1 fs5"> </span></span></div><div class="t m0 xc hd y2f ff1 fs4 fc1 sc0 ls4 ws0">1.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">O<span class="ff6 fs6">PIS CZYNNIKÓW I Z<span class="_ _0"></span>DARZEŃ<span class="ff1 fs4">,<span class="fs6"> W TYM<span class="_ _0"></span> O NIETYPOWYM C<span class="_ _0"></span>HARAKTERZE<span class="fs4">,</span> <span class="ff6">W<span class="_ _0"></span>RAZ Z OCENĄ IC<span class="_ _0"></span>H WPŁYWU NA <span class="_ _9"></span>W<span class="_ _2"></span>YNIKI FINAN<span class="_ _0"></span>SOWE </span></span></span></span></span></span></div><div class="t m0 xc hd y30 ff1 fs4 fc1 sc0 ls0 ws0">STALPROFIL<span class="fs6"> </span>S.A.<span class="_ _2"></span> <span class="_ _5"></span><span class="ls5">............................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls4">24<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xc hd y31 ff1 fs4 fc1 sc0 ls4 ws0">2.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">O<span class="ff6 fs6">PIS PODSTAWO<span class="_ _0"></span>WYCH WIELKOŚCI U<span class="_ _9"></span>JAW<span class="_ _2"></span>NIONYCH <span class="_ _0"></span>W SPRAWOZ<span class="_ _0"></span>DANIU Z CAŁKO<span class="_ _0"></span>WITYCH DOCHODÓ<span class="_ _0"></span>W<span class="ff1 fs4"> <span class="_ _7"></span><span class="ls5">...........................<span class="ls0"> <span class="_ _3"></span><span class="ls4">25<span class="fs5 ls0"> </span></span></span></span></span></span></span></span></div><div class="t m0 xc hd y32 ff1 fs4 fc1 sc0 ls4 ws0">3.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">O<span class="ff6 fs6">PIS PODSTAWO<span class="_ _0"></span>WYCH WIELKOŚCI U<span class="_ _9"></span>JAW<span class="_ _2"></span>NIONYCH <span class="_ _0"></span>W SPRAWOZ<span class="_ _0"></span>DANIU Z SYTUACJ<span class="_ _0"></span>I FINANSO<span class="_ _0"></span>WEJ<span class="ff1 fs4"> <span class="_ _2"></span><span class="ls5">................................</span>. <span class="_ _8"></span><span class="ls4">28<span class="fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 xc hd y33 ff1 fs4 fc1 sc0 ls4 ws0">4.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">O<span class="ff6 fs6">CENA ZARZĄDZAN<span class="_ _0"></span>IA ZASOBAMI FIN<span class="_ _0"></span>ANSOWYMI <span class="ff1 fs4">S</span>PÓŁKI Z U<span class="_ _0"></span>WZGLĘDNIEN<span class="_ _0"></span>IEM ZDOLNOŚCI <span class="_ _0"></span>WYWIĄZYWANIA <span class="_ _0"></span>SIĘ Z </span></span></span></div><div class="t m0 xc hd y34 ff6 fs6 fc1 sc0 ls0 ws0">ZACIĄGNIĘTYCH Z<span class="_ _0"></span>OBOWIĄZAŃ<span class="ff1 fs4"> <span class="_ _5"></span><span class="ls5">..............................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">30<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xc hd y35 ff1 fs4 fc1 sc0 ls4 ws0">5.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">I<span class="ff6 fs6">NFORMACJE O ZAC<span class="_ _0"></span>IĄGNIĘTYCH I W<span class="_ _0"></span>YPOWIEDZIAN<span class="_ _0"></span>YCH W ROKU OB<span class="_ _0"></span>ROTOWYM UMO<span class="_ _9"></span>W<span class="_ _2"></span>ACH DOT<span class="_ _0"></span>YCZĄCYCH KRE<span class="_ _0"></span>DYTÓW I </span></span></span></div><div class="t m0 xc hd y36 ff6 fs6 fc1 sc0 ls0 ws0">POŻYCZEK<span class="ff1 fs4"> <span class="_ _8"></span><span class="ls5">.........................................................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">33<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xc hd y37 ff1 fs4 fc1 sc0 ls4 ws0">6.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">I<span class="ff6 fs6">NFORMACJE O UDZIELON<span class="_ _9"></span>Y<span class="_ _2"></span>CH W RO<span class="_ _0"></span>KU OBRO<span class="_ _0"></span>TOWYM POŻYCZKAC<span class="_ _0"></span>H<span class="ff1 fs4">,<span class="fs6"> <span class="ls6">Z </span></span></span>UWZGLĘDNIENIEM POŻ<span class="_ _0"></span>YCZEK UDZIELO<span class="_ _0"></span>NYCH </span></span></span></div><div class="t m0 xc hd y38 ff6 fs6 fc1 sc0 ls0 ws0">JEDNOSTKOM POWI<span class="_ _0"></span>ĄZANYM<span class="ff1 fs4"> <span class="_ _d"></span><span class="ls5">................................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">34<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xc hd y39 ff1 fs4 fc1 sc0 ls4 ws0">7.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">I<span class="fs6">NFORMACJE O <span class="ff6">UDZIELON<span class="_ _9"></span>Y<span class="_ _2"></span>CH I OTRZ<span class="_ _0"></span>YMANYCH W R<span class="_ _0"></span>OKU OBROTOW<span class="_ _0"></span>YM PORĘCZENI<span class="_ _0"></span>ACH I<span class="ff1 fs4"> <span class="fs6">GWARANCJACH</span>,<span class="fs6"> W <span class="_ _0"></span>TYM </span></span></span></span></span></span></div><div class="t m0 xc hd y3a ff6 fs6 fc1 sc0 ls0 ws0">UDZIELONYCH PODMIO<span class="_ _0"></span>TOM PO<span class="_ _0"></span>WIĄZANYM<span class="ff1 fs4"> <span class="_ _0"></span><span class="ls5">.............................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls4">34<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xc hd y3b ff1 fs4 fc1 sc0 ls4 ws0">8.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">I<span class="fs6">NFORMACJE O INS<span class="_ _0"></span>TRUMENTACH F<span class="_ _0"></span>INANSOW<span class="_ _0"></span>YCH<span class="fs4">,</span> <span class="ff6">W TYM PRZYJĘTY<span class="_ _0"></span>CH PRZEZ <span class="ff1 fs4">S</span>PÓŁKĘ CEL<span class="_ _0"></span>ACH I<span class="ff1 fs4"> </span>METODACH ZAR<span class="_ _0"></span>ZĄDZANIA </span></span></span></span></div><div class="t m0 xc hd y3c ff1 fs6 fc1 sc0 ls0 ws0">RYZYKIEM FINANSO<span class="_ _0"></span>WYM<span class="fs4"> <span class="_ _9"></span><span class="ls5">.....................................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">35<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xc hd y3d ff1 fs4 fc1 sc0 ls4 ws0">9.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">O<span class="ff6 fs6">BJAŚNIENIE RÓŻNIC <span class="_ _0"></span>POMIĘDZY O<span class="_ _0"></span>SIĄGNIĘTYMI <span class="_ _0"></span>WYNIKAMI FINAN<span class="_ _0"></span>SOWYMI<span class="ff1 fs4">,<span class="fs6"> A</span> </span>PUBLIKO<span class="_ _0"></span>WANYMI PRZEZ S<span class="_ _0"></span>PÓŁKĘ </span></span></span></div><div class="t m0 xc hd y3e ff1 fs6 fc1 sc0 ls0 ws0">PROGNOZAMI<span class="fs4"> <span class="_ _9"></span><span class="ls5">................................................................................................<span class="_ _2"></span>...................................................<span class="ls0"> <span class="_ _8"></span><span class="ls4">36<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xc hd y3f ff1 fs4 fc1 sc0 ls4 ws0">10.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs4">Z<span class="ff6 fs6">DARZENIA WYSTĘPUJĄ<span class="_ _0"></span>CE PO DNIU <span class="_ _9"></span>BILANSOWYM<span class="ff1 fs4">. <span class="_ _5"></span><span class="ls5">............................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">36<span class="fs5 ls0"> </span></span></span></span></span></span></span></span></div><div class="t m0 x3 hd y40 ff2 fs4 fc1 sc0 ls0 ws0">IV.<span class="ff1 fs5"> <span class="_ _e"> </span></span><span class="ff5">POZOSTAŁE INFORM<span class="_ _2"></span>ACJE.</span> <span class="_ _7"></span><span class="ls3">.................................................................................................................<span class="ls0"> <span class="ls4">36</span><span class="ff1 fs5"> </span></span></span></div><div class="t m0 xc hd y41 ff1 fs4 fc1 sc0 ls4 ws0">1.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">I<span class="ff6 fs6">NFORMACJA NA <span class="_ _0"></span>TEMAT POLIT<span class="_ _0"></span>YKI WYNAGROD<span class="_ _0"></span>ZEŃ FUNKCJON<span class="_ _0"></span>UJĄCEJ W <span class="ff1 fs4">S</span>PÓŁCE<span class="ff1 fs4"> <span class="_ _9"></span><span class="ls5">......................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">36<span class="fs5 ls0"> </span></span></span></span></span></span></span></span></div><div class="t m0 xc hd y42 ff1 fs4 fc1 sc0 ls4 ws0">2.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">W<span class="ff6 fs6">ARTOŚĆ WYNAGRO<span class="_ _0"></span>DZEŃ WYPŁAC<span class="_ _0"></span>ONYCH OSOBOM ZAR<span class="_ _0"></span>ZĄDZAJĄCYM I <span class="_ _0"></span>NADZORUJ<span class="_ _0"></span>ĄCYM <span class="ff1 fs4">STALPROFIL<span class="fs6"> </span>S.<span class="_ _2"></span>A. <span class="_ _7"></span><span class="ls5">...............<span class="ls0"> <span class="_ _3"></span><span class="ls4">37<span class="fs5 ls0"> </span></span></span></span></span></span></span></span></div><div class="t m0 xc hd y43 ff1 fs4 fc1 sc0 ls4 ws0">3.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">I<span class="ff6 fs6">NFORMACJE O ZOB<span class="_ _0"></span>OWIĄZANIA<span class="_ _0"></span>CH WYNIKAJĄ<span class="_ _0"></span>CYCH Z EMERY<span class="_ _0"></span>TUR I ŚWIADCZEŃ O<span class="_ _0"></span> PODOBNYM C<span class="_ _0"></span>HARAKTERZE <span class="_ _0"></span>DLA BYŁYCH </span></span></span></div><div class="t m0 xc hd y44 ff6 fs6 fc1 sc0 ls0 ws0">OSÓB ZARZĄDZ<span class="_ _0"></span>AJĄCYCH I NADZ<span class="_ _0"></span>ORUJĄCYCH<span class="ff1 fs4"> <span class="_ _d"></span><span class="ls5">.............................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">38<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xc hd y45 ff1 fs4 fc1 sc0 ls4 ws0">4.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">U<span class="ff6 fs6">MOWY ZAWARTE M<span class="_ _0"></span>IĘDZY EMITENT<span class="_ _0"></span>EM<span class="ff1 fs4">,<span class="fs6"> </span></span>A OSOBAMI ZARZĄDZ<span class="_ _0"></span>AJĄCYMI<span class="ff1 fs4">,<span class="fs6"> </span></span>PR<span class="_ _0"></span>ZEWIDUJĄCE REKOM<span class="_ _0"></span>PENSATĘ W PR<span class="_ _0"></span>ZYPADKU ICH </span></span></span></div><div class="t m0 xc hd y46 ff1 fs6 fc1 sc0 ls0 ws0">REZYGNACJI LUB Z<span class="_ _0"></span>WOLNIENIA Z<span class="_ _0"></span> ZAJMOWANEGO S<span class="_ _0"></span>TANOWISKA<span class="fs4"> <span class="_ _5"></span><span class="ls5">....................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">39<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xc hd y47 ff1 fs4 fc1 sc0 ls4 ws0">5.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">A<span class="fs6">KCJE </span>S<span class="ff6 fs6">PÓŁKI ORAZ AK<span class="_ _0"></span>CJE I UDZIAŁY <span class="_ _0"></span>W PODMIOTACH PO<span class="_ _0"></span>WIĄZANY<span class="_ _0"></span>CH  BĘDĄCE W<span class="ff1 fs4"> </span>POSIADANIU OSÓB<span class="_ _0"></span> ZARZĄDZ<span class="_ _0"></span>AJĄCYCH I </span></span></span></div><div class="t m0 xc hd y48 ff6 fs6 fc1 sc0 ls0 ws0">NADZORUJĄCYCH<span class="_ _0"></span><span class="ff1 fs4"> <span class="_ _7"></span><span class="ls5">...............................................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">39<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xc hd y49 ff1 fs4 fc1 sc0 ls4 ws0">6.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">I<span class="fs6">NFORMACJE O ZNAN<span class="_ _0"></span>YCH <span class="fs4">S</span><span class="ff6">PÓŁCE U<span class="_ _0"></span>MOWACH<span class="ff1 fs4">,<span class="fs6"> </span></span>W WYNIK<span class="_ _0"></span>U KTÓRYCH MO<span class="_ _0"></span>GĄ W PRZYSZŁOŚ<span class="_ _0"></span>CI NASTĄPI<span class="_ _0"></span>Ć ZMIANY </span></span></span></span></div><div class="t m0 xc hd y4a ff1 fs6 fc1 sc0 ls0 ws0">W<span class="fs4"> </span>PROPORCJAC<span class="_ _0"></span>H POSIADANYC<span class="_ _0"></span>H AKCJI PRZ<span class="_ _0"></span>EZ DOTYCHCZASOW<span class="_ _0"></span>YCH AKCJO<span class="_ _0"></span>NARIUSZY<span class="fs4"> <span class="_ _5"></span><span class="ls5">.........................................................<span class="ls0"> <span class="_ _8"></span><span class="ls4">39<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xc hd y4b ff1 fs4 fc1 sc0 ls4 ws0">7.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">I<span class="ff6 fs6">NFORMACJA O S<span class="_ _0"></span>YSTEMIE KONTROLI <span class="_ _0"></span>PROGRAMÓ<span class="_ _0"></span>W AKCJI PRACO<span class="_ _0"></span>WNICZYCH<span class="ff1 fs4"> <span class="_ _5"></span><span class="ls5">............................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">39<span class="fs5 ls0"> </span></span></span></span></span></span></span></span></div><div class="t m0 xc hd y4c ff1 fs4 fc1 sc0 ls4 ws0">8.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">I<span class="ff6 fs6">NFORMACJA O NAB<span class="_ _0"></span>YCIU AKCJI <span class="_ _0"></span>WŁASNYCH<span class="ff1 fs4">. <span class="_ _3"></span><span class="ls5">......................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls4">39<span class="fs5 ls0"> </span></span></span></span></span></span></span></span></div></div><a class="l" href="#pf4" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:1454.560000px;width:443.800000px;height:24.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:1430.140000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:1405.740000px;width:433.800000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:1381.320000px;width:443.800000px;height:12.210000px;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:185.700000px;bottom:1356.900000px;width:433.800000px;height:12.210000px;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:165.700000px;bottom:1332.500000px;width:443.800000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:1284.080000px;width:443.800000px;height:24.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:1259.660000px;width:433.800000px;height:12.210000px;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:185.700000px;bottom:1235.260000px;width:433.800000px;height:12.200000px;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:185.700000px;bottom:1210.840000px;width:433.800000px;height:12.210000px;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:185.700000px;bottom:1186.420000px;width:433.800000px;height:12.210000px;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:165.700000px;bottom:1162.000000px;width:443.800000px;height:12.210000px;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:185.700000px;bottom:1137.600000px;width:433.800000px;height:12.200000px;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:185.700000px;bottom:1113.180000px;width:433.800000px;height:12.210000px;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:165.700000px;bottom:1088.760000px;width:443.800000px;height:12.210000px;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:185.700000px;bottom:1064.360000px;width:433.800000px;height:12.200000px;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:185.700000px;bottom:1039.940000px;width:433.800000px;height:12.210000px;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:185.700000px;bottom:1015.520000px;width:433.800000px;height:12.210000px;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:165.700000px;bottom:991.120000px;width:443.800000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf17" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:966.700000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf17" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:942.280000px;width:42.990000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:893.860000px;width:443.800000px;height:24.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:869.460000px;width:433.800000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:845.040000px;width:443.800000px;height:12.210000px;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:185.700000px;bottom:820.620000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1c" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:796.220000px;width:433.800000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:771.800000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:747.380000px;width:443.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:722.960000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:698.560000px;width:443.800000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:674.140000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:649.720000px;width:443.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:625.320000px;width:433.800000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:600.900000px;width:443.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:576.480000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:552.080000px;width:443.800000px;height:12.200000px;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:185.700000px;bottom:527.660000px;width:433.800000px;height:12.210000px;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:165.700000px;bottom:503.240000px;width:443.800000px;height:12.210000px;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:185.700000px;bottom:478.820000px;width:433.800000px;height:12.210000px;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:165.700000px;bottom:430.420000px;width:443.800000px;height:24.200000px;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:185.700000px;bottom:406.000000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:381.580000px;width:433.800000px;height:12.210000px;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:185.700000px;bottom:357.180000px;width:433.800000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:332.760000px;width:443.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:308.340000px;width:434.410000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:283.940000px;width:443.800000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:259.520000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:235.100000px;width:443.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:210.680000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:186.274000px;width:443.800000px;height:12.203000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:161.860000px;width:433.800000px;height:12.207000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:137.446000px;width:433.800000px;height:12.207000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 xa hc y17 ff1 fs3 fc1 sc0 ls0 ws0">3 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 xc hd y4d ff1 fs4 fc1 sc0 ls4 ws0">9.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">O<span class="ff6 fs6">PIS WYKORZYSTANIA <span class="_ _0"></span>WPŁYWÓ<span class="_ _0"></span>W Z EMISJI PAPIERÓ<span class="_ _0"></span>W WARTOŚC<span class="_ _0"></span>IOWYCH<span class="ff1 fs4">. <span class="_ _d"></span><span class="ls5">.............................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">40<span class="fs5 ls0"> </span></span></span></span></span></span></span></span></div><div class="t m0 xc hd y4e ff1 fs4 fc1 sc0 ls4 ws0">10.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs4">W<span class="ff6 fs6">YPŁACONA </span>(<span class="fs6">LUB ZAD<span class="_ _0"></span>EKLAROWAN<span class="_ _0"></span>A<span class="fs4">)</span> DYWIDENDA<span class="fs4"> <span class="_ _3"></span><span class="ls5">...........................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">40<span class="fs5 ls0"> </span></span></span></span></span></span></span></span></div><div class="t m0 xc hd y4f ff1 fs4 fc1 sc0 ls4 ws0">11.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs4">W<span class="ff6 fs6">SKAZANIE ISTOTN<span class="_ _0"></span>YCH POSTĘPOW<span class="_ _0"></span>AŃ TOCZĄCYCH SIĘ <span class="_ _0"></span>PRZED SĄDEM<span class="ff1 fs4">,<span class="fs6"> </span></span>ORG<span class="_ _0"></span>ANEM WŁAŚCI<span class="_ _0"></span>WYM DLA POSTĘPO<span class="_ _9"></span>W<span class="_ _2"></span>ANIA </span></span></span></div><div class="t m0 xc hd y50 ff6 fs6 fc1 sc0 ls0 ws0">ARBITRAŻOWEGO<span class="_ _0"></span> LUB ORGANEM AD<span class="_ _9"></span>MINIST<span class="_ _2"></span>RACJI P<span class="_ _0"></span>UBLICZNEJ<span class="ff1 fs4"> <span class="_ _5"></span><span class="ls5">.....................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">40<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xc hd y51 ff1 fs4 fc1 sc0 ls4 ws0">12.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs4">I<span class="ff6 fs6">NFORMACJA O UMO<span class="_ _0"></span>WACH POMI<span class="_ _0"></span>ĘDZY <span class="ff1 fs4">S</span>PÓŁKĄ<span class="ff1 fs4">,<span class="fs6"> </span></span>A FIRM<span class="_ _0"></span>Ą AUDYTORSKĄ<span class="ff1 fs4">,<span class="fs6"> </span></span>W T<span class="_ _0"></span>YM O WYSOKOŚ<span class="_ _0"></span>CI WYPŁACONEG<span class="_ _0"></span>O LUB </span></span></span></div><div class="t m0 xc hd y52 ff6 fs6 fc1 sc0 ls0 ws0">NALEŻNEGO WYNAGR<span class="_ _0"></span>ODZENIA<span class="_ _0"></span><span class="ff1 fs4"> <span class="ls5">.............................................................................................................................</span> <span class="_ _8"></span><span class="ls4">41<span class="fs5 ls0"> </span></span></span></div><div class="t m0 xc hd y53 ff1 fs4 fc1 sc0 ls4 ws0">13.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs4">B<span class="ff6 fs6">ADANIA I ROZWÓJ<span class="_ _0"></span><span class="ff1 fs4"> <span class="_ _8"></span><span class="ls5">.....................................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">42<span class="fs5 ls0"> </span></span></span></span></span></span></span></span></div><div class="t m0 xc hd y54 ff1 fs4 fc1 sc0 ls4 ws0">14.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs4">I<span class="ff6 fs6">NFORMACJA NA <span class="_ _0"></span>TEMAT DZIAŁALNO<span class="_ _9"></span>Ś<span class="_ _2"></span>CI CHARYT<span class="_ _0"></span>ATYWNEJ I SPON<span class="_ _0"></span>SORINGOWEJ<span class="ff1 fs4"> <span class="_ _8"></span><span class="ls5">.........................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">42<span class="fs5 ls0"> </span></span></span></span></span></span></span></span></div><div class="t m0 x3 hd y55 ff2 fs4 fc1 sc0 ls7 ws0">V.<span class="ff1 fs5 ls0"> <span class="_ _f"> </span><span class="ff5 fs4">OŚWIADCZENIE O <span class="_ _2"></span>STOSOWANIU ŁADU KORPOR<span class="_ _2"></span>ACYJNEGO<span class="_ _2"></span><span class="ff2"> <span class="_ _7"></span><span class="ls3">..............................................................<span class="ls0"> <span class="ls4">42</span><span class="ff1 fs5"> </span></span></span></span></span></span></div><div class="t m0 xc hd y56 ff1 fs4 fc1 sc0 ls4 ws0">1.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">W<span class="ff6 fs6">SKAZANIE ZBIORU Z<span class="_ _0"></span>ASAD ŁADU KO<span class="_ _0"></span>RPORACYJN<span class="_ _0"></span>EGO PRZYJĘTEGO DO<span class="_ _0"></span> STOSOWANIA PRZ<span class="_ _0"></span>EZ <span class="ff1 fs4">S</span>PÓŁKĘ<span class="ff1 fs4"> <span class="_ _9"></span><span class="ls5">.............................<span class="ls0"> <span class="_ _3"></span><span class="ls4">42<span class="fs5 ls0"> </span></span></span></span></span></span></span></span></div><div class="t m0 xc hd y57 ff1 fs4 fc1 sc0 ls4 ws0">2.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">S<span class="ff6 fs6">TOSOWANIE ZASAD Ł<span class="_ _0"></span>ADU KORPOR<span class="_ _0"></span>ACYJNEGO W <span class="ff1 fs4 ls4">2024</span><span class="ff1"> R<span class="fs4">. <span class="_ _5"></span><span class="ls5">..................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">42<span class="fs5 ls0"> </span></span></span></span></span></span></span></span></span></div><div class="t m0 xc hd y58 ff1 fs4 fc1 sc0 ls4 ws0">3.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">O<span class="ff6 fs6">PIS GŁÓWNYCH CEC<span class="_ _0"></span>H STOSOWANY<span class="_ _0"></span>CH W <span class="ff1 fs4">S</span>PÓŁCE SYSTEMÓW <span class="_ _0"></span>KONTROLI WE<span class="_ _0"></span>WNĘTRZNEJ I<span class="ff1 fs4"> </span>ZARZĄDZ<span class="_ _0"></span>ANIA RYZY<span class="_ _0"></span>KIEM W </span></span></span></div><div class="t m0 xc hd y59 ff6 fs6 fc1 sc0 ls0 ws0">ODNIESIENIU DO PRO<span class="_ _0"></span>CESU SPORZ<span class="_ _0"></span>ĄDZANIA S<span class="_ _0"></span>PRAWOZDAŃ FINAN<span class="_ _0"></span>SOWYCH<span class="ff1 fs4">. <span class="_ _7"></span><span class="ls5">.....................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">45<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xc hd y5a ff1 fs4 fc1 sc0 ls4 ws0">4.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">W<span class="ff6 fs6">SKAZANIE AKCJONAR<span class="_ _0"></span>IUSZY POSIAD<span class="_ _0"></span>AJĄCYCH ZN<span class="_ _0"></span>ACZNE PAKIE<span class="_ _0"></span>TY AKCJI <span class="ff1 fs4">STALPROFIL<span class="fs6"> </span>S.A.<span class="_ _2"></span> <span class="_ _7"></span><span class="ls5">........................................<span class="ls0"> <span class="_ _8"></span><span class="ls4">46<span class="fs5 ls0"> </span></span></span></span></span></span></span></span></div><div class="t m0 xc hd y5b ff1 fs4 fc1 sc0 ls4 ws0">5.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">W<span class="ff6 fs6">SKAZANIE POSIAD<span class="_ _0"></span>ACZY WSZELKIC<span class="_ _0"></span>H PAPIERÓW <span class="_ _0"></span>WARTOŚCIOWYCH<span class="ff1 fs4">,<span class="fs6"> </span></span>KTÓRE D<span class="_ _0"></span>AJĄ SPECJALNE U<span class="_ _0"></span>PRAWNIENI<span class="_ _0"></span>A KONTROLN<span class="_ _0"></span>E<span class="ff1 fs4">. <span class="_ _d"></span><span class="ls4">47<span class="fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 xc hd y5c ff1 fs4 fc1 sc0 ls4 ws0">6.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">W<span class="ff6 fs6">SKAZANIE OGRANICZ<span class="_ _0"></span>EŃ DOTYCZĄ<span class="_ _0"></span>CYCH WYKON<span class="_ _0"></span>YWANIA PRA<span class="_ _0"></span>WA GŁOSU<span class="ff1 fs4">. <span class="ls5">.............................................................</span> <span class="_ _3"></span><span class="ls4">47<span class="fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 xc hd y5d ff1 fs4 fc1 sc0 ls4 ws0">7.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">W<span class="ff6 fs6">SKAZANIE OGRANICZ<span class="_ _0"></span>EŃ DOTYCZĄ<span class="_ _0"></span>CYCH PRZENO<span class="_ _0"></span>SZENIA PRAWA <span class="_ _0"></span>WŁASNOŚCI P<span class="_ _0"></span>APIERÓW WAR<span class="_ _0"></span>TOŚCIOWYC<span class="_ _0"></span>H EMITENTA<span class="ff1 fs4">. <span class="_ _9"></span><span class="ls5">..<span class="ls0"> <span class="_ _3"></span><span class="ls4">47<span class="fs5 ls0"> </span></span></span></span></span></span></span></span></div><div class="t m0 xc hd y5e ff1 fs4 fc1 sc0 ls4 ws0">8.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">O<span class="ff6 fs6">PIS ZASAD DOTYCZĄ<span class="_ _0"></span>CYCH POWOŁ<span class="_ _0"></span>YWANIA I ODWOŁ<span class="_ _0"></span>YWANIA OSÓ<span class="_ _0"></span>B ZARZĄDZAJ<span class="_ _0"></span>ĄCYCH ORAZ ICH <span class="_ _0"></span>UPRAWNI<span class="_ _0"></span>EŃ<span class="_ _2"></span><span class="ff1 fs4">,<span class="fs6"> <span class="ls8">W </span></span></span></span></span></span></div><div class="t m0 xc hd y5f ff6 fs6 fc1 sc0 ls0 ws0">SZCZEGÓLNOŚCI PRA<span class="_ _0"></span>WO DO PODJ<span class="_ _0"></span>ĘCIA DECYZJ<span class="_ _0"></span>I O EMISJI LUB <span class="_ _0"></span>WYKUPIE AK<span class="_ _0"></span>CJI<span class="ff1 fs4">. <span class="_ _7"></span><span class="ls5">..................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">47<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xc hd y60 ff1 fs4 fc1 sc0 ls4 ws0">9.<span class="fs5 ls0"> <span class="_ _4"> </span><span class="fs4">O<span class="fs6">PIS ZASAD ZMIAN<span class="_ _0"></span>Y STATUTU <span class="fs4">S</span><span class="ff6">PÓŁKI</span><span class="fs4">.<span class="_ _0"></span> <span class="_ _7"></span><span class="ls5">............................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls4">48<span class="fs5 ls0"> </span></span></span></span></span></span></span></span></div><div class="t m0 xc hd y61 ff1 fs4 fc1 sc0 ls4 ws0">10.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs4">S<span class="ff6 fs6">POSÓB DZIAŁANIA </span>W<span class="fs6">ALNEGO<span class="_ _0"></span> <span class="fs4">Z</span>GROMADZ<span class="_ _0"></span>ENIA<span class="fs4">,</span> JEGO ZASADNI<span class="_ _0"></span>CZE UPRAWNI<span class="_ _0"></span>ENIA ORAZ OPIS PR<span class="_ _0"></span>AW AK<span class="_ _0"></span>CJONARIUSZY I </span></span></span></div><div class="t m0 xc hd y62 ff1 fs6 fc1 sc0 ls0 ws0">SPOSOBU ICH <span class="_ _0"></span>WYKONYWANI<span class="_ _0"></span>A<span class="fs4">. <span class="ls5">.............................................................................................................................</span> <span class="_ _8"></span><span class="ls4">48<span class="fs5 ls0"> </span></span></span></div><div class="t m0 xc hd y63 ff1 fs4 fc1 sc0 ls4 ws0">11.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs4">O<span class="ff6 fs6">PIS DZIAŁANIA OR<span class="_ _0"></span>GANÓW ZARZĄD<span class="_ _0"></span>ZAJĄCYCH<span class="ff1 fs4">,<span class="fs6"> </span></span>NADZOR<span class="_ _0"></span>UJĄCYCH LUB AD<span class="_ _9"></span>MINIST<span class="_ _2"></span>RUJĄCY<span class="_ _0"></span>CH ORAZ ICH KOMI<span class="_ _0"></span>TETÓW WRAZ<span class="_ _0"></span> ZE </span></span></span></div><div class="t m0 xc hd y64 ff6 fs6 fc1 sc0 ls0 ws0">WSKAZANIEM SK<span class="_ _0"></span>ŁADU OSOBO<span class="_ _0"></span>WEGO I ZMIAN<span class="ff1 fs4">,<span class="fs6"> </span></span>KTÓR<span class="_ _0"></span>E W NICH ZASZ<span class="_ _0"></span>ŁY W CIĄG<span class="_ _0"></span>U ROKU SPRA<span class="_ _0"></span>WOZDAWCZEGO<span class="ff1 fs4">. <span class="_ _3"></span><span class="ls5">.........................<span class="ls0"> <span class="_ _3"></span><span class="ls4">49<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xc hd y65 ff1 fs4 fc1 sc0 ls4 ws0">12.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs4">G<span class="ff6 fs6">ŁÓWNE ZAŁOŻENIA <span class="fs4 ls9">„P</span><span class="ff1">O<span class="_ _0"></span>LITYKI WYB<span class="_ _0"></span>ORU FIRMY AUDYTORS<span class="_ _0"></span>KIEJ W <span class="fs4">STALPROFIL</span> <span class="ff6 fs4">S.A.”</span> <span class="ff6">WRAZ Z INFORMACJĄ NA TEM<span class="_ _0"></span>AT </span></span></span></span></span></div><div class="t m0 xc hd y66 ff6 fs6 fc1 sc0 ls0 ws0">WYPEŁNIANIA OB<span class="_ _0"></span>OWIĄZUJĄCEJ <span class="_ _0"></span>W <span class="ff1 fs4">S</span>PÓŁCE <span class="fs4 ls9">„P</span><span class="ff1">ROCEDURY W<span class="_ _0"></span>YBORU FIRM<span class="_ _0"></span>Y AUDYTORSKIEJ<span class="ff6 fs4 ls9">”.<span class="_ _0"></span><span class="ff1 ls0"> <span class="_ _0"></span><span class="ls5">...............................................<span class="ls0"> <span class="_ _8"></span><span class="ls4">53<span class="fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xc hd y67 ff1 fs4 fc1 sc0 ls4 ws0">13.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs4">G<span class="ff6 fs6">ŁÓWNE ZAŁOŻENIA <span class="fs4 ls9">„P</span><span class="ff1">O<span class="_ _0"></span>LITYKI <span class="ff6 fs4">Ś</span>WIADCZENI<span class="_ _0"></span>A <span class="fs4">D</span>ODATKOW<span class="_ _0"></span>YCH <span class="fs4">U</span><span class="ff6">SŁUG PRZEZ </span><span class="fs4">F</span><span class="ff6">IR<span class="_ _0"></span>MĘ <span class="ff1 fs4">A</span>UDYTORSKĄ NA RZ<span class="_ _0"></span>ECZ </span></span></span></span></span></div><div class="t m0 xc he y68 ff6 fs4 fc1 sc0 ls0 ws0">„STALPROFIL<span class="ff1 fs6"> </span>S.A.”<span class="_ _2"></span><span class="ff1 fs6"> <span class="ff6">WRAZ Z INFOR<span class="_ _0"></span>MACJĄ O ŚWIAD<span class="_ _0"></span>CZENIU PRZEZ FIR<span class="_ _0"></span>MĘ AUDYTORSK<span class="_ _0"></span>Ą BADAJĄCĄ <span class="_ _0"></span>SPRAWO<span class="_ _0"></span>ZDANIE FINANSOW<span class="_ _0"></span>E </span></span></div><div class="t m0 xc hd y69 ff1 fs4 fc1 sc0 ls0 ws0">S<span class="ff6 fs6">PÓŁKI DOZWOLONY<span class="_ _0"></span>CH USŁUG NIEB<span class="_ _0"></span>ĘDĄCYCH B<span class="_ _0"></span>ADANIEM<span class="ff1 fs4">. <span class="_ _8"></span><span class="ls5">..........................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">54<span class="fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 xc hd y6a ff1 fs4 fc1 sc0 ls4 ws0">14.<span class="fs5 ls0"> <span class="_ _a"> </span><span class="fs4">O<span class="ff6 fs6">PIS POLITYKI RÓŻN<span class="_ _0"></span>ORODNOŚCI S<span class="_ _0"></span>TOSOWANEJ DO O<span class="_ _0"></span>RGANÓW ADMINI<span class="_ _0"></span>STRUJĄCYCH<span class="ff1 fs4">,<span class="fs6"> </span></span>ZARZĄDZAJ<span class="_ _0"></span>ĄCYCH I NADZO<span class="_ _9"></span>RUJĄCYCH </span></span></span></div><div class="t m0 xc hd y6b ff1 fs6 fc1 sc0 ls0 ws0">EMITENTA<span class="fs4">. <span class="_ _9"></span><span class="ls5">.......................................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls4">54<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x3 hf y6c ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y6d ff1 fs4 fc1 sc0 ls0 ws0"> <span class="_ _10"> </span> </div></div><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:1517.620000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:1493.220000px;width:433.800000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:1468.800000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:1444.380000px;width:443.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf29" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:1419.960000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf29" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:1395.560000px;width:443.800000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:1371.140000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:1346.720000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:1298.320000px;width:443.800000px;height:24.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:1273.900000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:1249.480000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2d" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:1225.080000px;width:433.800000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2d" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:1200.660000px;width:443.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2e" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:1176.240000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:1151.820000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:1127.420000px;width:433.800000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:1103.000000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:1078.580000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:1054.180000px;width:443.800000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:1029.760000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:1005.340000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:980.940000px;width:443.800000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:956.520000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:932.100000px;width:443.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf35" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:907.680000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf35" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:883.280000px;width:443.800000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:858.860000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:834.440000px;width:443.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:810.040000px;width:443.800000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:185.700000px;bottom:785.620000px;width:433.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:761.200000px;width:443.800000px;height:12.210000px;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 x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 xa hc y17 ff1 fs3 fc1 sc0 ls0 ws0">4 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 xd h10 y18 ff2 fs1 fc1 sc0 lsa ws0">I.<span class="ff7 ls0"> <span class="_ _11"> </span><span class="ff2">ORGANIZACJA<span class="fs7"> </span><span class="ff5">SP<span class="_ _2"></span>ÓŁKI</span><span class="fs7"> </span>I<span class="fs7"> </span>PODSTAWO<span class="_ _2"></span>WE<span class="fs7"> </span>ZASADY<span class="_ _2"></span><span class="fs7"> </span></span></span></div><div class="t m0 xe h3 y6e ff5 fs1 fc1 sc0 ls0 ws0">ZARZĄDZANIA<span class="_ _2"></span><span class="ff2 fs7"> </span>PRZEDSIĘBIORSTWEM<span class="ff2 fs7"> </span>SPÓŁKI<span class="ff2">.<span class="_ _2"></span> </span></div><div class="t m0 xf h11 y6f ff2 fs5 fc1 sc0 lsb ws0">1.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Podstawowe informacje o Spółce<span class="ff2"> </span></span></span></div><div class="t m0 x3 he y70 ff6 fs4 fc1 sc0 ls0 ws0">Firma Spółki:<span class="ff1"> <span class="_ _b"> </span> <span class="_ _13"> </span> <span class="_ _13"> </span> <span class="_ _13"> </span> <span class="_ _14"> </span></span>„STALPROFIL” Spół<span class="_ _2"></span>ka Akcyjna<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y71 ff6 fs4 fc1 sc0 ls0 ws0">Skrót firmy:<span class="ff1"> <span class="_ _15"> </span> <span class="_ _14"> </span> <span class="_ _13"> </span> <span class="_ _13"> </span> <span class="_ _14"> </span></span>„STALPR<span class="_ _2"></span>OFIL” S.A.<span class="ff1"> </span></div><div class="t m0 x3 he y72 ff6 fs4 fc1 sc0 ls0 ws0">Siedziba Spółki:<span class="ff1"> <span class="_ _e"> </span> <span class="_ _14"> </span> <span class="_ _13"> </span> <span class="_ _14"> </span> <span class="_ _13"> </span></span>Dąbrowa Górnicza<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y73 ff6 fs4 fc1 sc0 ls0 ws0">Adres Spółki:<span class="ff1"> <span class="_ _b"> </span> <span class="_ _14"> </span> <span class="_ _13"> </span> <span class="_ _14"> </span> <span class="_ _13"> </span></span>ul. Roździeńs<span class="_ _2"></span>kiego 11a, 41<span class="ff1">-</span>308 Dą<span class="_ _2"></span>browa Górnicza <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y74 ff1 fs4 fc1 sc0 ls0 ws0">Adres poczty elektron<span class="_ _2"></span>icznej: <span class="_ _16"> </span> <span class="_ _14"> </span> <span class="_ _13"> </span>biuro@stalp<span class="_ _2"></span>rofil.com.pl </div><div class="t m0 x3 he y75 ff1 fs4 fc1 sc0 ls0 ws0">Strona internetowa:<span class="_ _2"></span> <span class="_ _17"> </span> <span class="_ _14"> </span> <span class="_ _13"> </span> <span class="_ _13"> </span>www.stalprofil.com.pl<span class="_ _2"></span> </div><div class="t m0 x3 he y76 ff1 fs4 fc1 sc0 ls0 ws0">Statystyczn<span class="_ _2"></span>y Numer Identyfikacyjny REGON: <span class="_ _2"></span> <span class="_ _18"> </span>001367518 </div><div class="t m0 x3 he y77 ff1 fs4 fc1 sc0 ls0 ws0">Numer Identyfikacji Podat<span class="_ _2"></span>kowej NIP: <span class="_ _2"></span> <span class="_ _19"> </span> <span class="_ _14"> </span><span class="ls4">629</span>-001-<span class="_ _2"></span><span class="ls4">21</span>-<span class="ls4">66</span> </div><div class="t m0 x3 he y78 ff6 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _1a"></span>STALPROFIL <span class="_ _1a"></span>S.A. <span class="_ _1a"></span>została <span class="_ _1a"></span>zarejestrowana <span class="_ _1a"></span>30 <span class="_ _1a"></span>czerwca <span class="_ _1a"></span>1998 <span class="_ _1a"></span>roku <span class="_ _1a"></span>w <span class="_ _1a"></span>Sądzie <span class="_ _1a"></span>Rejonowym <span class="_ _1a"></span>w <span class="_ _1a"></span>Katowicach </div><div class="t m0 x3 he y79 ff1 fs4 fc1 sc0 ls0 ws0">pod <span class="_ _1b"> </span>numerem <span class="_ _1b"> </span>KRS <span class="ff6">0000113043 <span class="_ _1b"> </span>i <span class="_ _1b"> </span>powstała <span class="_ _1b"> </span>w <span class="_ _1b"> </span>wyniku <span class="_ _1b"> </span>przekształcenia <span class="_ _1b"> </span>Przedsiębiorstwa <span class="_ _1b"> </span>Handlowo<span class="_ _1c"></span></span>-</div><div class="t m0 x3 he y7a ff6 fs4 fc1 sc0 ls0 ws0">Usługowego <span class="_ _1c"></span>STALPR<span class="_ _2"></span>OFIL <span class="_ _1c"></span>spółka <span class="_ _1a"></span>z <span class="_ _2"></span>ogran<span class="_ _2"></span>iczoną <span class="_ _1c"></span>odpowiedzialnoś<span class="_ _2"></span>cią <span class="_ _1c"></span>w <span class="_ _1c"></span>spół<span class="_ _2"></span>kę <span class="_ _1a"></span>akcyjną. <span class="_ _1c"></span>Siedziba <span class="_ _1c"></span>Spółki <span class="_ _1c"></span>mieści<span class="_ _2"></span> </div><div class="t m0 x3 he y7b ff6 fs4 fc1 sc0 ls0 ws0">się w Dąbrowie Górnicz<span class="_ _2"></span>ej przy ul.<span class="_ _2"></span><span class="ff1"> </span>Roździeńskiego 11a.<span class="ff1"> </span></div><div class="t m0 x3 he y7c ff6 fs4 fc1 sc0 ls0 ws0">Od początku funkcjon<span class="_ _2"></span>owania Spółki do chwili obecnej pods<span class="_ _2"></span>tawowym przedmiotem jej działaln<span class="_ _2"></span>ości jest obrót </div><div class="t m0 x3 he y7d ff6 fs4 fc1 sc0 ls0 ws0">krajowy <span class="_ _1d"> </span>i <span class="_ _1d"> </span>zagraniczny <span class="_ _1d"> </span>wyrobami <span class="_ _a"> </span>hutn<span class="_ _2"></span>iczymi. <span class="_ _1d"> </span>Działalność <span class="_ _a"> </span>w <span class="_ _1d"> </span>zakresie <span class="_ _1d"> </span>sprzedaży <span class="_ _1d"> </span>eksportowej <span class="_ _1d"> </span>wyrobów </div><div class="t m0 x3 he y7e ff6 fs4 fc1 sc0 ls0 ws0">hutniczych Sp<span class="_ _2"></span>ółka rozpoczęła jeszcze w ra<span class="_ _2"></span>mach sp. z o<span class="_ _2"></span>.o.<span class="ff1"> <span class="_ _2"></span></span>w roku 1990. Sprzedaż<span class="_ _2"></span> wyrobów<span class="_ _2"></span> hutniczych Spó<span class="_ _2"></span>łka </div><div class="t m0 x3 he y7f ff1 fs4 fc1 sc0 ls0 ws0">prowadzi <span class="_ _1e"> </span>z  <span class="_ _1e"> </span><span class="ff6">dwóch <span class="_ _1e"> </span>własnych, <span class="_ _1e"> </span>nowoczesnych <span class="_ _1f"> </span>składów <span class="_ _1f"> </span>han<span class="_ _2"></span>dlowych <span class="_ _1f"> </span>zlo<span class="_ _2"></span>kalizowanych <span class="_ _1f"> </span>w <span class="_ _1e"> </span>Katowicach <span class="_ _20"> </span>–</span> </div><div class="t m0 x3 he y80 ff1 fs4 fc1 sc0 ls0 ws0">Panewnikach oraz w <span class="_ _2"></span> <span class="ff6">Dąbrowie Górniczej.</span> <span class="_ _2"></span> </div><div class="t m0 x3 he y81 ff6 fs4 fc1 sc0 ls0 ws0">Dokonane <span class="_ _1a"></span>w <span class="_ _1a"></span>2016 <span class="_ _1a"></span>r. <span class="_ _1a"></span>połączenie <span class="_ _1a"></span>STALPROFIL <span class="_ _1a"></span>S.A. <span class="_ _1a"></span>z <span class="_ _1a"></span>siedzibą <span class="_ _1a"></span>w <span class="_ _1a"></span>Dąbro<span class="_ _2"></span>wie <span class="_ _1a"></span>Górniczej <span class="_ _1a"></span>(Spółka <span class="_ _1a"></span>Przejmująca) <span class="_ _1a"></span>ze </div><div class="t m0 x3 he y82 ff6 fs4 fc1 sc0 ls0 ws0">spółką <span class="_ _21"> </span>zależną <span class="_ _21"> </span>ZRUG<span class="_ _0"></span> <span class="_ _21"> </span>Zabrze  S.A. <span class="_ _21"> </span>z <span class="_ _21"> </span>siedzibą <span class="_ _21"> </span>w<span class="_ _0"></span> <span class="_ _21"> </span>Zabrzu  (Spółka <span class="_ _21"> </span>Przejmowana) <span class="_ _21"> </span>poprzez <span class="_ _21"> </span>przeniesienie  na </div><div class="t m0 x3 he y83 ff6 fs4 fc1 sc0 ls0 ws0">STALPROFIL <span class="_ _2"></span>S.A., <span class="_ _2"></span>jako <span class="_ _2"></span>jedyneg<span class="_ _2"></span>o ak<span class="_ _2"></span>cjonariusza, <span class="_ _2"></span>całego <span class="_ _2"></span>maj<span class="_ _2"></span>ątku <span class="_ _2"></span>ZRUG <span class="_ _2"></span>Zabrze <span class="_ _2"></span>S.A.<span class="ff1"> <span class="_ _2"></span></span>po<span class="_ _2"></span>zwoliło <span class="_ _2"></span>Spółce <span class="_ _2"></span>na <span class="_ _2"></span>rozwój </div><div class="t m0 x3 hf y84 ff6 fs4 fc1 sc0 ls0 ws0">swojej <span class="_ _a"> </span>d<span class="_ _2"></span>ziałalności <span class="_ _1d"> </span>i <span class="_ _a"> </span>oparcie<span class="_ _2"></span> <span class="_ _a"> </span>jej <span class="_ _1d"> </span>na <span class="_ _a"> </span>dwóch <span class="_ _1d"> </span>podstawowy<span class="_ _2"></span>ch <span class="_ _a"> </span>s<span class="_ _2"></span>egmentach<span class="_ _2"></span><span class="ff2"> <span class="_ _1d"> </span>(segment <span class="_ _1d"> </span>stalowy <span class="_ _1d"> </span>i <span class="_ _a"> </span>segment </span></div><div class="t m0 x3 hf y85 ff5 fs4 fc1 sc0 ls0 ws0">infrastruktury sieci pr<span class="_ _2"></span>zesyłowych)<span class="ff6">, k<span class="_ _2"></span>tóre aktualnie stan<span class="_ _2"></span>owią fundamenty działalnoś<span class="_ _2"></span>ci STALPROFIL S.A.<span class="_ _2"></span><span class="ff1"> </span></span></div><div class="t m0 x3 he y86 ff6 fs4 fc1 sc0 ls0 ws0">Spółka dywersyfikuje swoją <span class="_ _0"></span>działalność takż<span class="_ _2"></span>e <span class="_ _0"></span>za pośrednictwem <span class="_ _0"></span>spółek zależnych, które <span class="_ _9"></span>ł<span class="_ _2"></span>ącznie z<span class="ff1"> pod<span class="_ _2"></span>miotem </span></div><div class="t m0 x3 he y87 ff6 fs4 fc1 sc0 ls0 ws0">dominującym  tworzą  Grupę  Kapitałową  STALPROFIL  S.A.  Do  Grupy  Kapitałowej  STALPROFIL  S.A.  należą </div><div class="t m0 x3 he y88 ff6 fs4 fc1 sc0 ls0 ws0">następujące s<span class="_ _2"></span>półki zależne:<span class="ff1"> </span></div><div class="t m0 xf h12 y89 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">IZOSTAL S.A. <span class="_ _2"></span> <span class="_ _23"> </span> <span class="_ _14"> </span> <span class="_ _13"> </span><span class="ff6">z siedzib<span class="_ _2"></span>ą w Kolonowskiem, od<span class="_ _2"></span> roku 2005,</span> </span></span></div><div class="t m0 xf h12 y8a ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">KOLB Sp. z o.o. <span class="_ _2"></span> <span class="_ _12"> </span> <span class="_ _13"> </span> <span class="_ _13"> </span><span class="ff6">z siedzibą w Kolon<span class="_ _2"></span>owskiem, od roku<span class="_ _2"></span> 2008,</span> </span></span></div><div class="t m0 xf h12 y8b ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">STF DYSTRYBUCJA Sp. <span class="_ _2"></span>z o.o. <span class="_ _24"> </span><span class="ff6">z siedzibą w Dąbro<span class="_ _2"></span>wie Górniczej, od roku 2018<span class="_ _2"></span></span>, </span></span></div><div class="t m0 xf h12 y8c ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">STF INFRASTRUKT<span class="_ _2"></span>URA Sp. z o.o.<span class="_ _2"></span> <span class="_ _22"> </span><span class="ff6">z siedzib<span class="_ _2"></span>ą w </span>Zabrzu, o<span class="_ _2"></span>d roku 2023. </span></span></div><div class="t m0 x3 he y8d ff6 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _12"> </span>STALPROFIL <span class="_ _1b"> </span>S.A. <span class="_ _12"> </span>notowana <span class="_ _12"> </span>jest <span class="_ _1b"> </span>na <span class="_ _12"> </span>rynku <span class="_ _12"> </span>podstawowym <span class="_ _1b"> </span>Gi<span class="_ _2"></span>ełdy <span class="_ _1b"> </span>Pap<span class="_ _2"></span>ierów <span class="_ _1b"> </span>Wartościowych<span class="_ _2"></span> </div><div class="t m0 x3 he y8e ff1 fs4 fc1 sc0 ls0 ws0">w  Warszawie od roku<span class="_ _2"></span> 2000. </div><div class="t m0 x3 he y8f ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xf h11 y43 ff2 fs5 fc1 sc0 lsb ws0">2.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Zmiany <span class="_ _11"> </span>w<span class="_ _2"></span> <span class="_ _25"> </span>podstawowych <span class="_ _11"> </span>zasadach <span class="_ _25"> </span>zarządzania <span class="_ _25"> </span>przedsiębiorstwem </span></span></div><div class="t m0 x10 h13 y90 ff2 fs5 fc1 sc0 ls0 ws0">STALPROFIL <span class="ff5">S.A. i jego grupą kapitałową</span> </div><div class="t m0 x3 he y91 ff1 fs4 fc1 sc0 ls0 ws0">W roku 2024 <span class="ff6">nie zas<span class="_ _2"></span>zły istotne zmiany w zasad<span class="_ _2"></span>ach zarządzania przed<span class="_ _2"></span>siębiorstwem STALPROFIL S.A.<span class="_ _1c"></span></span> </div><div class="t m0 x3 he y92 ff6 fs4 fc1 sc0 ls0 ws0">W strukturze o<span class="_ _2"></span>rganizacyjnej Spółki funkcjon<span class="_ _2"></span>ują:<span class="ff1"> </span></div><div class="t m0 xc h12 y93 ff1 fs4 fc1 sc0 lsc ws0">a.<span class="ff3 ls0"> <span class="_ _4"> </span><span class="ff6">Zakład <span class="_ _1a"></span>Główny <span class="_ _26"> </span>–<span class="ff1"> <span class="_ _1a"></span></span>Centrala <span class="_ _26"></span>Spółki <span class="_ _26"></span>z <span class="_ _1a"></span>siedzibą <span class="_ _26"></span>w <span class="_ _1a"></span>Dąbrowie <span class="_ _26"></span>Górniczej <span class="_ _1a"></span>łączn<span class="_ _2"></span>ie <span class="_ _1a"></span>ze <span class="_ _26"></span>składami <span class="_ _26"></span>handlowymi </span></span></div><div class="t m0 x11 he y94 ff6 fs4 fc1 sc0 ls0 ws0">Spółki (Składem <span class="_ _9"></span>Handlowym „A” <span class="_ _0"></span>w <span class="_ _0"></span>Katowicach <span class="_ _0"></span>i <span class="_ _0"></span>Składem <span class="_ _0"></span>Handlowym „B” <span class="_ _9"></span>w Dąbrowie <span class="_ _0"></span>Górniczej) <span class="_ _0"></span>oraz,<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc h12 y95 ff1 fs4 fc1 sc0 lsd ws0">b.<span class="ff3 ls0"> <span class="_ _27"> </span><span class="ff6">wyodrębniony <span class="_ _1b"> </span>organizacyjnie, <span class="_ _20"> </span>samobilans<span class="_ _2"></span>ujący <span class="_ _20"> </span>się <span class="_ _20"> </span>Oddział,<span class="_ _2"></span> <span class="_ _20"> </span>prowadzący <span class="_ _1b"> </span>działalność <span class="_ _20"> </span>na <span class="_ _20"> </span>rynku </span></span></div><div class="t m0 x11 he y96 ff6 fs4 fc1 sc0 ls0 ws0">wykonawstwa rurociągów, <span class="_ _2"></span>pod naz<span class="_ _2"></span>wą „STALPROFIL” S.A. O<span class="_ _2"></span>ddział w Zabrzu<span class="_ _2"></span>.<span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 xa hc y17 ff1 fs3 fc1 sc0 ls0 ws0">5 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff6 fs4 fc1 sc0 ls0 ws0">Centrala <span class="_ _26"> </span>Spółki <span class="_ _26"> </span>działa <span class="_ _26"> </span>przede <span class="_ _26"> </span>wszystkim <span class="_ _26"> </span>w <span class="_ _26"></span>segmencie <span class="_ _26"></span>„Dystrybucji <span class="_ _26"> </span>i <span class="_ _26"> </span>przetwórstwa <span class="_ _26"> </span>wyrobów <span class="_ _26"> </span>hutniczych”<span class="_ _1c"></span><span class="ff1">. </span></div><div class="t m0 x3 he y4e ff1 fs4 fc1 sc0 ls0 ws0">N<span class="ff6">atomiast  Od<span class="_ _2"></span>dział  Spółki  w  Zabrzu<span class="_ _2"></span></span>  <span class="ff6">d<span class="_ _2"></span>ziała</span>  <span class="ff6">w  segmencie  „<span class="_ _2"></span>Infrastruktury  sieci  przes<span class="_ _2"></span>yłowej  gazu  i  innych </span></div><div class="t m0 x3 he y4f ff6 fs4 fc1 sc0 ls0 ws0">mediów”. <span class="_ _2"></span>Oddział <span class="_ _1c"></span>w <span class="_ _2"></span>Zabrzu<span class="_ _2"></span><span class="ff1"> <span class="_ _2"></span></span>jest <span class="_ _2"></span>Odd<span class="_ _2"></span>ziałem <span class="_ _2"></span>samobilansu<span class="_ _2"></span>jący<span class="ff1">m <span class="_ _2"></span></span>się.<span class="ff1"> <span class="_ _2"></span>W <span class="_ _1c"></span></span>stosunku <span class="_ _1c"></span>do <span class="_ _2"></span>swoich <span class="_ _2"></span>pracownik<span class="_ _2"></span>ów <span class="_ _2"></span>jest </div><div class="t m0 x3 h14 y50 ff6 fs4 fc1 sc0 ls0 ws0">odrębnym <span class="_ _1c"></span>pracod<span class="_ _2"></span>awcą, <span class="_ _1c"></span>w <span class="_ _1c"></span>rozumieniu <span class="_ _1c"></span>art. <span class="_ _1c"></span>3<span class="_ _2"></span><span class="ff1"> Kodeksu<span class="_ _2"></span> <span class="_ _1c"></span>Pracy.<span class="fs8 fc4"> <span class="_ _1c"></span></span></span>Oddziałem <span class="_ _1c"></span>kieruje <span class="_ _1c"></span>Dy<span class="_ _2"></span>rektor <span class="_ _1c"></span>Oddziału, <span class="_ _1c"></span>pod<span class="_ _2"></span>legły </div><div class="t m0 x3 he y51 ff6 fs4 fc1 sc0 ls0 ws0">bezpośrednio <span class="_ _2"></span><span class="ff1">P</span>rezesowi Zarządu <span class="_ _2"></span><span class="ff1">- Dyrektorowi Generalnem<span class="_ _2"></span>u STALPROFIL S.A.<span class="_ _2"></span> </span></div><div class="t m0 x3 he y97 ff1 fs4 fc1 sc0 ls0 ws0">Wskutek <span class="_ _2"></span>zmniejszenia od <span class="_ _2"></span>marca 2021 <span class="_ _2"></span><span class="ff6">r. liczby<span class="_ _2"></span> członków za<span class="_ _2"></span>rządu do trzech <span class="_ _2"></span>osób,</span> <span class="_ _2"></span><span class="lse">w <span class="_ _2"></span></span>strukturze organizacyjn<span class="_ _2"></span>ej </div><div class="t m0 x3 he y98 ff6 fs4 fc1 sc0 ls0 ws0">Spółki <span class="_ _a"> </span>funkcjonują <span class="_ _a"> </span>obecnie <span class="_ _a"> </span><span class="ff1">trzy <span class="_ _a"> </span></span>piony, <span class="_ _a"> </span>obejmujące <span class="_ _21"> </span>jednos<span class="_ _2"></span>tki <span class="_ _21"> </span>organizacy<span class="_ _2"></span>jne <span class="_ _21"> </span>Spółki <span class="_ _a"> </span>według <span class="_ _21"> </span>za<span class="_ _2"></span>kresu <span class="_ _21"> </span>ich </div><div class="t m0 x3 he y99 ff6 fs4 fc1 sc0 ls0 ws0">działania. <span class="_ _20"> </span>Członkowie <span class="_ _20"> </span>Zarządu, <span class="_ _20"> </span>jako <span class="_ _1e"> </span>Dy<span class="_ _2"></span>rektorzy <span class="_ _20"> </span>Spółki, <span class="_ _1e"> </span>zgodnie <span class="_ _20"> </span>z <span class="_ _20"> </span>Regulaminem <span class="_ _1e"> </span>Zar<span class="_ _2"></span>ządu, <span class="_ _1e"> </span>p<span class="_ _2"></span>odlegają </div><div class="t m0 x3 he y9a ff6 fs4 fc1 sc0 ls0 ws0">bezpośrednio <span class="_ _1e"> </span>Prezeso<span class="_ _2"></span>wi <span class="_ _1f"> </span>Zarząd<span class="_ _2"></span>u <span class="_ _1e"> </span><span class="ff1">- <span class="_ _1e"> </span></span>Dyrektorowi <span class="_ _1e"> </span>Gen<span class="_ _2"></span>eralnemu <span class="_ _1e"> </span>i <span class="_ _1e"> </span>zgodnie <span class="_ _1e"> </span>z <span class="_ _1e"> </span>wewnęt<span class="_ _2"></span>rznym <span class="_ _1e"> </span>podziałem </div><div class="t m0 x3 he y56 ff6 fs4 fc1 sc0 ls0 ws0">obowiązków, <span class="_ _1a"></span>opisan<span class="_ _2"></span>ym <span class="_ _1a"></span>w <span class="_ _1a"></span>Regulaminie <span class="_ _1c"></span>Organ<span class="_ _2"></span>izacyjnym, <span class="_ _1a"></span>zarządza<span class="_ _2"></span>ją <span class="_ _1a"></span>oraz <span class="_ _1a"></span>sprawują <span class="_ _1a"></span>bezpośredni <span class="_ _1a"></span>nadzór <span class="_ _1a"></span>nad </div><div class="t m0 x3 he y57 ff1 fs4 fc1 sc0 ls0 ws0">funkcjonowaniem posz<span class="_ _2"></span><span class="ff6">czególnych p<span class="_ _2"></span>ionów organizacyjn<span class="_ _2"></span>ych i tak: </span> </div><div class="t m0 xf h12 y9b ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _6"> </span><span class="ff6">Prezesowi <span class="_ _26"></span>Zarządu, <span class="_ _1a"></span>Dyrektoro<span class="_ _2"></span>wi <span class="_ _1a"></span>Generalne<span class="_ _2"></span>mu <span class="_ _1a"></span>pod<span class="_ _2"></span>lega: <span class="_ _1a"></span>Biuro<span class="_ _2"></span> <span class="_ _1a"></span>Zarzą<span class="_ _2"></span>du <span class="_ _1a"></span>o<span class="_ _2"></span>raz <span class="_ _1a"></span>komórka <span class="_ _26"></span>Z<span class="_ _0"></span>arządzania </span></span></div><div class="t m0 x10 he y9c ff6 fs4 fc1 sc0 ls0 ws0">Jakością, <span class="_ _1a"></span>Komórka <span class="_ _1a"></span>ds. <span class="_ _1a"></span>Zgodności, <span class="_ _1a"></span>Dział <span class="_ _1a"></span>Inwestycji, <span class="_ _1a"></span>BHP, <span class="_ _1a"></span>komórka <span class="_ _1a"></span>ds. <span class="_ _1a"></span>Ochrony <span class="_ _1a"></span>Danych <span class="_ _1a"></span>Osobowych<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x10 he y9d ff6 fs4 fc1 sc0 ls0 ws0">oraz <span class="_ _1c"></span>Od<span class="_ _2"></span>dział <span class="_ _1c"></span>STALPROFI<span class="_ _2"></span>L <span class="_ _1c"></span>S.A.<span class="_ _2"></span> <span class="_ _1c"></span>w <span class="_ _1c"></span>Za<span class="_ _2"></span>brzu<span class="_ _2"></span><span class="ff1 ls5">. <span class="_ _1c"></span></span>Prezes <span class="_ _1a"></span>Zarządu <span class="_ _1a"></span>jest <span class="_ _1c"></span>bezpoś<span class="_ _2"></span>rednim <span class="_ _1c"></span>przełożon<span class="_ _2"></span>ym <span class="_ _1c"></span>członkó<span class="_ _2"></span>w </div><div class="t m0 x10 he y9e ff6 fs4 fc1 sc0 ls0 ws0">Zarządu w operacy<span class="_ _2"></span>jnym trybie działan<span class="_ _2"></span>ia,<span class="ff1"> </span></div><div class="t m0 xf h12 y9f ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _6"> </span><span class="ff6">Wiceprezesowi <span class="_ _26"> </span>Zarządu<span class="_ _2"></span>, <span class="_ _26"></span>Dyrektorowi <span class="_ _26"> </span>Handlowemu <span class="_ _26"> </span>podle<span class="_ _2"></span>ga: <span class="_ _26"></span>Dział <span class="_ _26"></span>Sprzedaży <span class="_ _26"></span>Zagranicznej <span class="_ _26"> </span>i <span class="_ _26"> </span>Dział </span></span></div><div class="t m0 x10 he ya0 ff6 fs4 fc1 sc0 ls0 ws0">Sprzedaży Krajowej, Dz<span class="_ _2"></span>iał Zakupów<span class="_ _2"></span><span class="ff1"> wraz z </span>Działem Magazy<span class="_ _2"></span>nów Handlowych<span class="_ _2"></span><span class="ff1">, </span></div><div class="t m0 xf h12 ya1 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _6"> </span><span class="ff6">Wiceprezesowi Zarządu, <span class="_ _0"></span>Dyrektorowi Finansowemu <span class="_ _9"></span>pod<span class="_ _2"></span>lega: Dział <span class="_ _9"></span>Rachun<span class="_ _2"></span>kowości <span class="_ _0"></span>i <span class="_ _9"></span>Dzia<span class="_ _2"></span>ł <span class="ff1">Finansowy </span></span></span></div><div class="t m0 x10 he ya2 ff6 fs4 fc1 sc0 ls0 ws0">oraz Dział Ubezpieczeń Fina<span class="_ _2"></span>nsowych i Windy<span class="_ _2"></span>kacji<span class="ff1">. </span></div><div class="t m0 x3 he ya3 ff6 fs4 fc1 sc0 ls0 ws0">Schemat Organizacyjny Sp<span class="_ _2"></span>ółki dostępn<span class="_ _2"></span>y jest na jej stronie internetowej w<span class="_ _2"></span>ww.stalprofil.com.pl.<span class="_ _1c"></span><span class="ff1"> </span></div><div class="t m0 x3 he ya4 ff6 fs4 fc1 sc0 ls0 ws0">W Spółce na dzień 31 <span class="_ _0"></span>grudnia 20<span class="ff1">24 zatrudnionych </span>było <span class="ff1">2<span class="ls4">82</span> </span>pracowników, w <span class="_ _0"></span>tym <span class="ff1">94 </span>osób<span class="ff1"> </span>było zatrudnionych </div><div class="t m0 x3 he ya5 ff6 fs4 fc1 sc0 ls0 ws0">w  „STALPROFIL”  S.<span class="_ _2"></span>A.  Oddział<span class="_ _2"></span>  w  <span class="ff1">Zabrzu. <span class="_ _21"> </span>T<span class="_ _0"></span>abela  1  <span class="ff6">p<span class="_ _2"></span>rzedstawia  strukt<span class="_ _2"></span>urę  zatrudnienia  w  Spółce  w<span class="_ _2"></span>edług </span></span></div><div class="t m0 x3 he ya6 ff1 fs4 fc1 sc0 ls0 ws0">charakteru wykony<span class="_ _2"></span>wanej pracy. </div><div class="t m0 x3 he ya7 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y32 ff1 fs4 fc1 sc0 ls0 ws0">Tabela 1 <span class="ff6">Struktura z<span class="_ _2"></span>atrudnienia w STALPROFIL S.<span class="_ _2"></span>A. według char<span class="_ _2"></span>akteru wykonywanej p<span class="_ _2"></span>racy<span class="_ _2"></span></span> </div></div><div class="c x12 ya8 w7 h15"><div class="t m0 x13 h9 ya9 ff5 fs3 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff2"> </span></div></div><div class="c x14 yaa w8 h16"><div class="t m0 x15 h9 yab ff2 fs3 fc1 sc0 ls0 ws0">Stan na 31.12.2024 </div></div><div class="c x16 yaa w9 h16"><div class="t m0 x15 h9 yab ff2 fs3 fc1 sc0 ls0 ws0">Stan na 31.12.2023 </div></div><div class="c x17 ya8 wa h15"><div class="t m0 xa h9 yac ff2 fs3 fc1 sc0 ls0 ws0">Zmiana </div><div class="t m0 x18 h9 yad ff2 fs3 fc1 sc0 ls0 ws0">2024/2023 </div></div><div class="c x14 ya8 wb h17"><div class="t m0 x19 h9 yae ff2 fs3 fc1 sc0 ls0 ws0">liczba </div><div class="t m0 x1a h9 yaf ff5 fs3 fc1 sc0 ls0 ws0">pracowników<span class="ff2"> </span></div></div><div class="c xb ya8 wc h17"><div class="t m0 x1b h9 yb0 ff5 fs3 fc1 sc0 ls0 ws0">udział<span class="ff2"> </span></div></div><div class="c x16 ya8 wd h17"><div class="t m0 x19 h9 yae ff2 fs3 fc1 sc0 ls0 ws0">liczba </div><div class="t m0 x1a h9 yaf ff5 fs3 fc1 sc0 ls0 ws0">pracowników<span class="ff2"> </span></div></div><div class="c x1c ya8 we h17"><div class="t m0 x1b h9 yb0 ff5 fs3 fc1 sc0 ls0 ws0">udział<span class="ff2"> </span></div></div><div class="c x12 yb1 w7 h18"><div class="t m0 x1d hc yb2 ff6 fs3 fc1 sc0 ls0 ws0">Pracownicy umysłowi, w </div><div class="t m0 x1d hc yb3 ff1 fs3 fc1 sc0 ls0 ws0">tym: </div></div><div class="c x14 yb1 wb h18"><div class="t m0 x1e hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">144<span class="ls0"> </span></div></div><div class="c xb yb1 wc h18"><div class="t m0 x1f hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">51%<span class="ls0"> </span></div></div><div class="c x16 yb1 wd h18"><div class="t m0 x1e hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">133<span class="ls0"> </span></div></div><div class="c x1c yb1 we h18"><div class="t m0 x1f hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">50%<span class="ls0"> </span></div></div><div class="c x17 yb1 wa h18"><div class="t m0 x15 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">8,<span class="ls0">3% </span></div></div><div class="c x12 yb5 w7 h18"><div class="t m0 x1b h19 yb6 ff9 fs3 fc1 sc0 ls0 ws0">Oddział STALPROFIL S.A. </div><div class="t m0 x1b h19 yb3 ffa fs3 fc1 sc0 ls0 ws0">w Zabrzu </div></div><div class="c x14 yb5 wb h18"><div class="t m0 x20 h19 yb4 ffa fs3 fc1 sc0 ls2 ws0">48<span class="ls0"> </span></div></div><div class="c xb yb5 wc h18"><div class="t m0 x1f h19 yb4 ffa fs3 fc1 sc0 ls2 ws0">17%<span class="ls0"> </span></div></div><div class="c x16 yb5 wd h18"><div class="t m0 x20 h19 yb4 ffa fs3 fc1 sc0 ls2 ws0">45<span class="ls0"> </span></div></div><div class="c x1c yb5 we h18"><div class="t m0 x1f h19 yb4 ffa fs3 fc1 sc0 ls2 ws0">17%<span class="ls0"> </span></div></div><div class="c x17 yb5 wa h18"><div class="t m0 x15 h19 yb4 ffa fs3 fc1 sc0 ls2 ws0">6,<span class="ls0">7% </span></div></div><div class="c x12 yb7 w7 h1a"><div class="t m0 x1d hc yb8 ff1 fs3 fc1 sc0 ls0 ws0">Pracownicy fizyczni, w tym: </div></div><div class="c x14 yb7 wb h1a"><div class="t m0 x1e hc yb8 ff1 fs3 fc1 sc0 ls2 ws0">138<span class="ls0"> </span></div></div><div class="c xb yb7 wc h1a"><div class="t m0 x1f hc yb8 ff1 fs3 fc1 sc0 ls2 ws0">49%<span class="ls0"> </span></div></div><div class="c x16 yb7 wd h1a"><div class="t m0 x1e hc yb8 ff1 fs3 fc1 sc0 ls2 ws0">134<span class="ls0"> </span></div></div><div class="c x1c yb7 we h1a"><div class="t m0 x1f hc yb8 ff1 fs3 fc1 sc0 ls2 ws0">50%<span class="ls0"> </span></div></div><div class="c x17 yb7 wa h1a"><div class="t m0 x15 hc yb8 ff1 fs3 fc1 sc0 ls0 ws0">3,0% </div></div><div class="c x12 yb9 w7 h18"><div class="t m0 x1b h19 yb6 ff9 fs3 fc1 sc0 ls0 ws0">Oddział STALPROFIL S.A. </div><div class="t m0 x1b hc yb3 ffa fs3 fc1 sc0 ls0 ws0">w Zabrzu<span class="ff1"> </span></div></div><div class="c x14 yb9 wb h18"><div class="t m0 x20 h19 yb4 ffa fs3 fc1 sc0 ls2 ws0">46<span class="ls0"> </span></div></div><div class="c xb yb9 wc h18"><div class="t m0 x1f h19 yb4 ffa fs3 fc1 sc0 ls2 ws0">16%<span class="ls0"> </span></div></div><div class="c x16 yb9 wd h18"><div class="t m0 x20 h19 yb4 ffa fs3 fc1 sc0 ls2 ws0">49<span class="ls0"> </span></div></div><div class="c x1c yb9 we h18"><div class="t m0 x1f h19 yb4 ffa fs3 fc1 sc0 ls2 ws0">18%<span class="ls0"> </span></div></div><div class="c x17 yb9 wa h18"><div class="t m0 x21 h19 yb4 ffa fs3 fc1 sc0 ls0 ws0">-<span class="ls2">6,</span>1% </div></div><div class="c x12 yba w7 h1b"><div class="t m0 x22 h9 ybb ff2 fs3 fc1 sc0 ls0 ws0">Razem, w tym </div></div><div class="c x14 yba wb h1b"><div class="t m0 x1e h9 ybb ff2 fs3 fc1 sc0 ls2 ws0">282<span class="ls0"> </span></div></div><div class="c xb yba wc h1b"><div class="t m0 x23 h9 ybb ff2 fs3 fc1 sc0 ls2 ws0">100%<span class="ls0"> </span></div></div><div class="c x16 yba wd h1b"><div class="t m0 x1e h9 ybb ff2 fs3 fc1 sc0 ls2 ws0">267<span class="ls0"> </span></div></div><div class="c x1c yba we h1b"><div class="t m0 x23 h9 ybb ff2 fs3 fc1 sc0 ls2 ws0">100%<span class="ls0"> </span></div></div><div class="c x17 yba wa h1b"><div class="t m0 x15 h9 ybb ff2 fs3 fc1 sc0 ls0 ws0">5,6% </div></div><div class="c x12 ybc w7 h18"><div class="t m0 x24 h19 yb2 ff9 fs3 fc1 sc0 ls0 ws0">Oddział STALPROFIL S.A. w </div><div class="t m0 x25 h19 yb3 ffa fs3 fc1 sc0 ls0 ws0">Zabrzu<span class="ffb"> </span></div></div><div class="c x14 ybc wb h18"><div class="t m0 x20 h1c yb4 ffb fs3 fc1 sc0 ls2 ws0">94<span class="ls0"> </span></div></div><div class="c xb ybc wc h18"><div class="t m0 x1f h1c yb4 ffb fs3 fc1 sc0 ls2 ws0">33%<span class="ls0"> </span></div></div><div class="c x16 ybc wd h18"><div class="t m0 x20 h1c yb4 ffb fs3 fc1 sc0 ls2 ws0">94<span class="ls0"> </span></div></div><div class="c x1c ybc we h18"><div class="t m0 x1f h1c yb4 ffb fs3 fc1 sc0 ls2 ws0">35%<span class="ls0"> </span></div></div><div class="c x17 ybc wa h18"><div class="t m0 x15 h1c yb4 ffb fs3 fc1 sc0 ls0 ws0">0,0% </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he ybd ff6 fs4 fc1 sc0 ls0 ws0">STALPROFIL <span class="_ _1a"></span>S.A. <span class="_ _1a"></span>jest <span class="_ _1a"></span>podmiotem <span class="_ _1a"></span>dominującym <span class="_ _1a"></span>wobec <span class="_ _26"></span><span class="ff1">czterech <span class="_ _1a"></span></span>spółek <span class="_ _1a"></span>zależnych: <span class="_ _1a"></span>IZOSTAL<span class="ff1"> <span class="_ _2"></span>S.A., <span class="_ _1a"></span>KOLB <span class="_ _1a"></span>sp. <span class="_ _1a"></span>z </span></div><div class="t m0 x3 he ybe ff1 fs4 fc1 sc0 ls0 ws0">o.o., ST<span class="_ _0"></span>F <span class="_ _0"></span>INFRASTRUKTURA sp. <span class="_ _9"></span>z o.o. <span class="_ _9"></span>i<span class="_ _2"></span><span class="lsf">  </span>STF <span class="_ _9"></span>DY<span class="_ _2"></span>STRYBUCJA <span class="_ _0"></span>sp. z <span class="_ _9"></span>o.o. Wskutek <span class="_ _0"></span>dokonanej <span class="_ _0"></span>w <span class="_ _9"></span>d<span class="_ _2"></span>niu <span class="_ _0"></span>2 <span class="_ _0"></span>stycznia 2018<span class="_ _0"></span> </div><div class="t m0 x3 he ybf ff6 fs4 fc1 sc0 ls0 ws0">roku <span class="_ _26"></span>sprzedaży <span class="_ _1a"></span>spółce <span class="_ _26"></span>zależnej <span class="_ _1a"></span><span class="ff1">IZOST<span class="_ _2"></span>AL <span class="_ _1a"></span></span>S.A. <span class="_ _26"></span>100% <span class="_ _1a"></span>udzia<span class="_ _2"></span>łów <span class="_ _1a"></span>w <span class="_ _26"></span>spółce <span class="_ _1a"></span>KOLB <span class="_ _26"></span>sp. <span class="_ _1a"></span>z <span class="_ _26"></span>o.o.<span class="ff1">, <span class="_ _26"></span></span>zmienił <span class="_ _1a"></span>się <span class="_ _26"></span><span class="ff1">poziom </span></div><div class="t m0 x3 he yc0 ff6 fs4 fc1 sc0 ls0 ws0">zależności w <span class="_ _0"></span>Grupie <span class="_ _0"></span>pomiędzy Spółką dominującą, <span class="_ _0"></span>a <span class="_ _0"></span>spółkami <span class="_ _0"></span>zależnymi. W <span class="_ _9"></span>wyn<span class="_ _2"></span>iku tej <span class="_ _9"></span>tra<span class="_ _2"></span>nsakcji spółka <span class="_ _0"></span>KOLB </div><div class="t m0 x3 he yc1 ff6 fs4 fc1 sc0 ls0 ws0">sp. <span class="_ _21"> </span>z <span class="_ _21"> </span>o.o.  sta<span class="_ _2"></span>ła <span class="_ _21"> </span>się  spół<span class="_ _2"></span>ką <span class="_ _21"> </span>be<span class="_ _0"></span>zpośrednio <span class="_ _21"> </span>zależną <span class="_ _21"> </span>od <span class="_ _a"> </span><span class="ff1">IZOSTAL  </span>S.A.,<span class="_ _2"></span> <span class="_ _21"> </span>plasując <span class="_ _21"> </span>się <span class="_ _21"> </span>jednocześnie <span class="_ _21"> </span>w<span class="_ _0"></span> <span class="_ _21"> </span>G<span class="ff1">rupie </span></div><div class="t m0 x3 he yc2 ff6 fs4 fc1 sc0 ls0 ws0">Kapitałowej <span class="ff1">STALPROFIL <span class="_ _2"></span></span>S.A. na <span class="_ _2"></span>drugim poziomie podporzą<span class="_ _2"></span>dkowania wobec Spółki d<span class="_ _2"></span>ominującej.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he yc3 ff6 fs4 fc1 sc0 ls0 ws0">Spółki <span class="_ _1c"></span>tworzące <span class="_ _1c"></span>G<span class="_ _2"></span>rupę <span class="_ _1c"></span>Kapitał<span class="_ _2"></span>ową <span class="_ _1c"></span>STALPROFIL <span class="_ _1a"></span>S.A. <span class="_ _2"></span>(rys: <span class="_ _1c"></span>1 <span class="_ _1a"></span>i <span class="_ _2"></span>2), <span class="_ _1a"></span>z <span class="_ _2"></span>uwagi <span class="_ _1a"></span>na <span class="_ _2"></span>rozd<span class="_ _2"></span>zielność <span class="_ _1c"></span>ryn<span class="_ _2"></span>ków, <span class="_ _1c"></span>na <span class="_ _1c"></span>których </div><div class="t m0 x3 he yc4 ff6 fs4 fc1 sc0 ls0 ws0">funkcjonują, <span class="_ _26"></span>prowadzą <span class="_ _1a"></span>samodzielną <span class="_ _1a"></span>i <span class="_ _1a"></span>n<span class="_ _2"></span>iezależną <span class="_ _1a"></span>działaln<span class="_ _2"></span>ość, <span class="_ _1a"></span>korzystając <span class="_ _28"></span>także <span class="_ _1a"></span>ze <span class="_ _1a"></span>s<span class="_ _2"></span>woich <span class="_ _1a"></span>własnych<span class="_ _2"></span> <span class="_ _1a"></span>marek, </div><div class="t m0 x3 he yc5 ff6 fs4 fc1 sc0 ls0 ws0">które są rozp<span class="_ _2"></span>oznawalne dla uczestników właś<span class="_ _2"></span>ciwych dla n<span class="_ _2"></span>ich rynków.<span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 xa hc y17 ff1 fs3 fc1 sc0 ls0 ws0">6 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff6 fs4 fc1 sc0 ls0 ws0">Wspólnym <span class="_ _26"> </span>mianownikie<span class="_ _2"></span>m <span class="_ _28"> </span>d<span class="_ _2"></span>la <span class="_ _26"> </span>działaln<span class="_ _2"></span>ości <span class="_ _26"> </span>Grupy <span class="_ _26"> </span>Kapita<span class="_ _2"></span>łowej <span class="_ _28"></span>STALP<span class="_ _2"></span>ROFIL <span class="_ _26"> </span>S.A. <span class="_ _26"> </span>jest <span class="_ _29"> </span>wyrób <span class="_ _26"> </span>h<span class="_ _2"></span>utniczy, <span class="_ _26"> </span>który </div><div class="t m0 x3 he y4e ff1 fs4 fc1 sc0 ls0 ws0">w   <span class="ff6">aktywności <span class="_ _21"> </span>gospodarczej  poszczególnych  przed<span class="_ _2"></span>siębiorstw  tworzących  Grupę  po<span class="_ _2"></span>jawia  się  jako  towar, </span></div><div class="t m0 x3 he y4f ff6 fs4 fc1 sc0 ls0 ws0">materiał <span class="_ _0"></span>do <span class="_ _0"></span>produkcji, czy <span class="_ _9"></span>produkt do<span class="_ _0"></span> <span class="_ _0"></span>głębszego <span class="_ _0"></span>przetworzenia, bądź <span class="_ _9"></span>też jako <span class="_ _9"></span>element świadczonej <span class="_ _0"></span>usługi, <span class="_ _0"></span>np. </div><div class="t m0 x3 he y50 ff6 fs4 fc1 sc0 ls0 ws0">usługi <span class="_ _1c"></span>budownictwa <span class="_ _1c"></span>inwestycyjn<span class="_ _2"></span>ego. <span class="_ _2"></span>Relacje <span class="_ _1c"></span>biznesow<span class="_ _2"></span>e <span class="_ _2"></span>wy<span class="_ _2"></span>stępujące <span class="_ _2"></span>p<span class="_ _2"></span>omiędzy <span class="_ _2"></span>s<span class="_ _1c"></span>półkami <span class="_ _1c"></span>zależnymi <span class="_ _1c"></span>i<span class="ff1"> </span>sp<span class="_ _2"></span>ółką </div><div class="t m0 x3 he y51 ff6 fs4 fc1 sc0 ls0 ws0">matką <span class="_ _29"> </span>obejmują  współpracę  handlową <span class="_ _29"> </span>oraz  w<span class="_ _0"></span>sparcie <span class="_ _29"> </span>ich  potencjału <span class="_ _29"> </span>finansowego <span class="_ _29"> </span>(pożyczk<span class="_ _2"></span>i, <span class="_ _29"> </span>poręczenia, </div><div class="t m0 x3 he y52 ff6 fs4 fc1 sc0 ls0 ws0">udział <span class="_ _2"></span>w <span class="_ _2"></span>ko<span class="_ _2"></span>nsorcjach <span class="_ _2"></span>wykon<span class="_ _2"></span>awczych). <span class="_ _2"></span>Podmiot<span class="_ _2"></span>y <span class="_ _2"></span>z <span class="_ _2"></span>Grupy <span class="_ _1c"></span>w <span class="_ _2"></span>wyniku<span class="_ _2"></span> <span class="_ _2"></span>swojej <span class="_ _2"></span>działaln<span class="_ _2"></span>ości <span class="_ _2"></span>powiększają <span class="_ _1c"></span>wartość, </div><div class="t m0 x3 he y53 ff6 fs4 fc1 sc0 ls0 ws0">nabywanego głównie <span class="_ _0"></span>od spółki matki w<span class="_ _0"></span>yrobu hutniczego o wartość <span class="_ _0"></span>dodaną (obróbka, przetworzenie, <span class="_ _0"></span>usługa) </div><div class="t m0 x3 he y54 ff6 fs4 fc1 sc0 ls0 ws0">i lokują go na <span class="_ _2"></span>odmiennych rynkach (rys<span class="_ _2"></span>. 1).<span class="ff1"> </span></div><div class="t m0 x3 he yc6 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he yc7 ff1 fs4 fc1 sc0 ls0 ws0">Rysunek 1 <span class="ff6">Relacje bizn<span class="_ _2"></span>esowe występujące we<span class="_ _2"></span>wnątrz i na zewnątrz Grup<span class="_ _2"></span>y Kapitałowej <span class="_ _2"></span></span>STALPROFIL S.A.<span class="_ _2"></span> </div><div class="t m0 x26 he yc8 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he yc9 ff6 fs4 fc1 sc0 ls0 ws0">Z <span class="_ _28"> </span>uwagi <span class="_ _26"> </span>na <span class="_ _26"> </span>powyższe, <span class="_ _29"> </span><span class="ff1">STALPROFIL <span class="_ _26"> </span></span>S.A. <span class="_ _26"> </span>bud<span class="_ _2"></span>ując <span class="_ _28"> </span>tożs<span class="_ _2"></span>amość <span class="_ _28"> </span>ko<span class="_ _2"></span>rporacyjną <span class="_ _26"> </span>dla <span class="_ _26"> </span>swojej <span class="_ _28"> </span>Gr<span class="_ _2"></span>upy <span class="_ _26"> </span>przyjął <span class="_ _26"> </span>model, </div><div class="t m0 x3 he yca ff1 fs4 fc1 sc0 ls0 ws0">w <span class="ff6">którym <span class="_ _0"></span><span class="ff1">STALPROFIL <span class="ff6">S.A. <span class="_ _9"></span>jak<span class="_ _2"></span>o <span class="_ _0"></span>spółka dominująca <span class="_ _0"></span>korzysta <span class="_ _9"></span>wizerunko<span class="_ _2"></span>wo <span class="_ _9"></span>gł<span class="_ _2"></span>ównie <span class="_ _0"></span>z <span class="_ _0"></span>„efektu skali”, <span class="_ _0"></span>informując </span></span></span></div><div class="t m0 x3 he ycb ff6 fs4 fc1 sc0 ls0 ws0">otoczenie <span class="_ _28"></span>o <span class="_ _28"></span>szerokim <span class="_ _28"> </span>za<span class="_ _2"></span>kresie <span class="_ _28"></span>działaln<span class="_ _2"></span>ości <span class="_ _28"></span>w <span class="_ _28"></span>ramach <span class="_ _28"></span>prze<span class="_ _2"></span>dsiębiorstw <span class="_ _28"> </span>tworzących<span class="_ _2"></span> <span class="_ _28"></span>Grupę <span class="_ _28"></span>oraz <span class="_ _28"></span>o<span class="_ _1c"></span><span class="ff1"> </span>rozległym<span class="_ _2"></span> </div><div class="t m0 x3 he ycc ff6 fs4 fc1 sc0 ls0 ws0">obszarze <span class="_ _2"></span>jej działania. <span class="_ _2"></span>Spółki zależne ko<span class="_ _2"></span>rzystają nat<span class="_ _2"></span>omiast z „efek<span class="_ _2"></span>tu au<span class="_ _2"></span>reoli”, informując <span class="_ _2"></span>o<span class="ff1"> </span>przy<span class="_ _2"></span>należności do </div><div class="t m0 x3 he ycd ff6 fs4 fc1 sc0 ls0 ws0">uznanej <span class="_ _26"> </span>na <span class="_ _26"> </span>ryn<span class="_ _2"></span>ku <span class="_ _28"> </span>(takż<span class="_ _2"></span>e <span class="_ _28"> </span>giełdowym) <span class="_ _26"> </span>organ<span class="_ _2"></span>izacji <span class="_ _26"> </span>i <span class="_ _26"> </span>możliwości <span class="_ _26"> </span>korzy<span class="_ _2"></span>stania <span class="_ _26"> </span>w <span class="_ _26"> </span>szczególnych <span class="_ _26"> </span>sy<span class="_ _2"></span>tuac<span class="_ _2"></span><span class="ff1">jach <span class="_ _26"> </span>z <span class="_ _26"> </span>jej </span></div><div class="t m0 x3 he yce ff6 fs4 fc1 sc0 ls0 ws0">wsparcia, w<span class="_ _0"></span> <span class="_ _0"></span>tym <span class="_ _0"></span>wsparcia kapitałowego <span class="_ _0"></span>(pozyskanie kapitału <span class="_ _0"></span>właścicielskiego, pozyskanie <span class="_ _0"></span>kapitału dłużnego), </div><div class="t m0 x3 he ycf ff6 fs4 fc1 sc0 ls0 ws0">wsparcia <span class="_ _1a"></span>biznesowego <span class="_ _1c"></span>(uczestn<span class="_ _2"></span>ictwo <span class="_ _1c"></span>w <span class="_ _1c"></span>ko<span class="_ _2"></span>nsorcjach <span class="_ _1a"></span>przetargowych <span class="_ _1c"></span>i <span class="_ _1a"></span>innych <span class="_ _1c"></span>wsp<span class="_ _2"></span>ólnych <span class="_ _1c"></span>przedsięwzięciach<span class="_ _2"></span>), </div><div class="t m0 x3 he yd0 ff6 fs4 fc1 sc0 ls0 ws0">po wsparcie związane z u<span class="_ _2"></span>zyskiwaniem<span class="ff1"> </span>por<span class="_ _2"></span>ęczeń, gwarancji, itp<span class="_ _2"></span>.<span class="ff1"> </span></div><div class="t m0 x3 he yd1 ff6 fs4 fc1 sc0 ls0 ws0">Dzięki ekonomii ska<span class="_ _2"></span>li cała Grupa STALPROFIL <span class="_ _2"></span>S.A. znacznie us<span class="_ _2"></span>prawnia swoje funkcjon<span class="_ _2"></span>owanie.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he yd2 ff1 fs4 fc1 sc0 ls0 ws0"> <span class="_ _10"> </span> </div></div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi x8 y13 w5 h8" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 xa hc y17 ff1 fs3 fc1 sc0 ls0 ws0">7 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 xf h11 yd3 ff2 fs5 fc1 sc0 lsb ws0">3.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Informacje <span class="_ _2a"> </span>o <span class="_ _2a"> </span>powiązani<span class="_ _0"></span>ach <span class="_ _2a"> </span>kapitałowych <span class="_ _29"> </span>lub <span class="_ _2a"> </span>organizacyjnych <span class="_ _2a"> </span>STALPROFIL <span class="_ _2a"> </span>S.A. </span></span></div><div class="t m0 x10 h13 yd4 ff2 fs5 fc1 sc0 ls0 ws0">z <span class="ff5">innymi <span class="_ _12"> </span>podmiotami <span class="_ _12"> </span>oraz <span class="_ _12"> </span>określenie <span class="_ _12"> </span>jego <span class="_ _12"> </span>głównych <span class="_ _12"> </span>inwestycji <span class="_ _12"> </span>krajowych </span></div><div class="t m0 x10 h13 yd5 ff2 fs5 fc1 sc0 ls0 ws0">i zagranicznych </div><div class="t m0 x3 he y1b ff6 fs4 fc1 sc0 ls0 ws0">Według <span class="_ _2"></span>stanu <span class="_ _2"></span>na <span class="_ _2"></span>dzień <span class="_ _2"></span>31.12.20<span class="_ _2"></span><span class="ff1">24 </span>r., <span class="_ _2"></span>S<span class="_ _2"></span>TALPROFIL <span class="_ _2"></span>S.A. <span class="_ _2"></span>był <span class="_ _2"></span>podmiotem <span class="_ _2"></span>dominu<span class="_ _2"></span>jącym <span class="_ _2"></span>wobec <span class="_ _2"></span><span class="ff1">czt<span class="_ _2"></span>er</span>ech <span class="_ _2"></span>spółek<span class="_ _2"></span> </div><div class="t m0 x3 he y1c ff6 fs4 fc1 sc0 ls0 ws0">zależnych: IZOSTAL<span class="ff1"> S.A., <span class="_ _0"></span>KOLB sp. z<span class="_ _0"></span> o.o., <span class="_ _9"></span>STF DYSTRYBUCJA sp. <span class="_ _0"></span>z o.o. <span class="_ _0"></span>i <span class="_ _0"></span>STF <span class="_ _0"></span>INFRASTRUKTURA sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o.  <span class="_ _9"></span>(<span class="ls10">tab</span>.2).  </span></div><div class="t m0 x3 he y1d ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he yd6 ff1 fs4 fc1 sc0 ls0 ws0">Tabela 2 <span class="ff6">Bezpoś<span class="_ _2"></span>redni i pośredni udział k<span class="_ _2"></span>apitałowy STALPROFIL S.A. w spó<span class="_ _2"></span>łkach zależnych na 31.12.20<span class="_ _1c"></span></span>24 <span class="ls11">r.</span> </div></div><div class="c x12 yd7 wf h1d"><div class="t m0 x27 h9 yd8 ff5 fs3 fc1 sc0 ls0 ws0">Nazwa spółki zależnej<span class="ff2"> </span></div></div><div class="c x28 yd9 w10 h1e"><div class="t m0 x29 h9 yad ff2 fs3 fc1 sc0 ls0 ws0">Stan na 31.12.2024 </div></div><div class="c x2a yd9 w11 h1e"><div class="t m0 x20 h9 yad ff2 fs3 fc1 sc0 ls0 ws0">Stan na 31.12.2023 </div></div><div class="c x28 yd7 w12 h1f"><div class="t m0 xa h9 yda ff5 fs3 fc1 sc0 ls0 ws0">Wysokość </div><div class="t m0 x2b h9 yb6 ff5 fs3 fc1 sc0 ls0 ws0">kapitału </div><div class="t m0 x24 h9 yb3 ff5 fs3 fc1 sc0 ls0 ws0">zakładowego<span class="ff2"> </span></div></div><div class="c x2c yd7 w13 h1f"><div class="t m0 x8 h9 yda ff5 fs3 fc1 sc0 ls0 ws0">Udział % STALPROFIL </div><div class="t m0 x25 h9 yb6 ff2 fs3 fc1 sc0 ls0 ws0">S.A. </div><div class="t m0 x18 h9 yb3 ff5 fs3 fc1 sc0 ls0 ws0">w kapitale zakładowym<span class="ff2"> </span></div></div><div class="c x2a yd7 w14 h1f"><div class="t m0 x2d h9 ydb ff5 fs3 fc1 sc0 ls0 ws0">Wysokość kapitału </div><div class="t m0 x2e h9 ydc ff5 fs3 fc1 sc0 ls0 ws0">zakładowego<span class="ff2"> </span></div></div><div class="c x2f yd7 w15 h1f"><div class="t m0 x8 h9 yda ff5 fs3 fc1 sc0 ls0 ws0">Udział % STALPROFIL </div><div class="t m0 x25 h9 yb6 ff2 fs3 fc1 sc0 ls0 ws0">S.A. </div><div class="t m0 x18 h9 yb3 ff5 fs3 fc1 sc0 ls0 ws0">w kapitale zakładowym<span class="ff2"> </span></div></div><div class="c x12 ydd wf h20"><div class="t m0 x1d hc yde ff1 fs3 fc1 sc0 ls0 ws0">IZOSTAL S.A. </div></div><div class="c x28 ydd w12 h20"><div class="t m0 x1b hc yde ff1 fs3 fc1 sc0 ls2 ws0">65 488 000<span class="ls0"> </span></div></div><div class="c x2c ydd w13 h20"><div class="t m0 x30 hc yde ff1 fs3 fc1 sc0 ls0 ws0">60,28% </div></div><div class="c x2a ydd w14 h20"><div class="t m0 x23 hc yde ff1 fs3 fc1 sc0 ls2 ws0">65 488 000<span class="ls0"> </span></div></div><div class="c x2f ydd w15 h20"><div class="t m0 x30 hc yde ff1 fs3 fc1 sc0 ls0 ws0">60,28% </div></div><div class="c x12 ydf wf h21"><div class="t m0 x1d hc ye0 ff1 fs3 fc1 sc0 ls0 ws0">KOLB Sp. z o.o.* </div></div><div class="c x28 ydf w12 h21"><div class="t m0 x1b hc ye0 ff1 fs3 fc1 sc0 ls2 ws0">12<span class="ls0"> </span>098 000<span class="ls0"> </span></div></div><div class="c x2c ydf w13 h21"><div class="t m0 x30 hc ye0 ff1 fs3 fc1 sc0 ls0 ws0">60,28% </div></div><div class="c x2a ydf w14 h21"><div class="t m0 x23 hc ye0 ff1 fs3 fc1 sc0 ls2 ws0">12<span class="ls0"> </span>098 000<span class="ls0"> </span></div></div><div class="c x2f ydf w15 h21"><div class="t m0 x30 hc ye0 ff1 fs3 fc1 sc0 ls0 ws0">60,28% </div></div><div class="c x12 ye1 wf h18"><div class="t m0 x1d hc yb6 ff1 fs3 fc1 sc0 ls0 ws0">STF DYSTRYBUCJA Sp.  </div><div class="t m0 x1d hc yb3 ff1 fs3 fc1 sc0 ls0 ws0">z o.o. </div></div><div class="c x28 ye1 w12 h18"><div class="t m0 x22 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">100 000<span class="ls0"> </span></div></div><div class="c x2c ye1 w13 h18"><div class="t m0 x31 hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">100,00% </div></div><div class="c x2a ye1 w14 h18"><div class="t m0 x32 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">100 000<span class="ls0"> </span></div></div><div class="c x2f ye1 w15 h18"><div class="t m0 x31 hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">100,00% </div></div><div class="c x12 ye2 wf h18"><div class="t m0 x1d hc yb6 ff1 fs3 fc1 sc0 ls0 ws0">STF INFRASTRUKTURA </div><div class="t m0 x1d hc yb3 ff1 fs3 fc1 sc0 ls0 ws0">Sp. z o.o. </div></div><div class="c x28 ye2 w12 h18"><div class="t m0 x22 hc ydc ff1 fs3 fc1 sc0 ls2 ws0">500 000<span class="ls0"> </span></div></div><div class="c x2c ye2 w13 h18"><div class="t m0 x31 hc ydc ff1 fs3 fc1 sc0 ls0 ws0">100,00% </div></div><div class="c x2a ye2 w14 h18"><div class="t m0 x32 hc ydc ff1 fs3 fc1 sc0 ls2 ws0">500 000<span class="ls0"> </span></div></div><div class="c x2f ye2 w15 h18"><div class="t m0 x31 hc ydc ff1 fs3 fc1 sc0 ls0 ws0">100,00% </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he ye3 ff6 fs4 fc1 sc0 ls0 ws0">*100% <span class="_ _0"></span>udziałów <span class="_ _0"></span>KOLB Sp. <span class="_ _9"></span>z o.o. <span class="_ _9"></span>n<span class="_ _2"></span>ależy <span class="_ _0"></span>do <span class="_ _0"></span>IZOSTAL <span class="_ _0"></span>S.A., w <span class="_ _9"></span>z<span class="_ _2"></span>wiązku z <span class="_ _9"></span>tym do <span class="_ _9"></span>STALPR<span class="_ _2"></span>OFIL <span class="_ _0"></span>S.A. pośrednio <span class="_ _0"></span>należy </div><div class="t m0 x3 he ye4 ff6 fs4 fc1 sc0 ls0 ws0">60,28% udziałów KOLB Sp<span class="_ _2"></span>. z o.o.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he ye5 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he ye6 ff1 fs4 fc1 sc0 ls0 ws0">Rysunek 2  <span class="_ _2"></span>Struktura <span class="ff6">Grupy Kapita<span class="_ _2"></span>łowej STALPROFIL S.A.</span> <span class="ff6">n<span class="_ _2"></span>a dzień 31 grud<span class="_ _2"></span>nia 20</span>24 <span class="ls11">r.</span> </div><div class="t m0 x33 he ye7 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he ye8 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 he ye9 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he yea ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he yeb ff1 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 xa hc y17 ff1 fs3 fc1 sc0 ls0 ws0">8 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x10 h10 y18 ff2 fs1 fc1 sc0 lsa ws0">II.<span class="ff7 ls0"> <span class="_ _11"> </span><span class="ff2">PRZEDMIOT<span class="fs7"> </span><span class="ff5">DZIAŁ<span class="_ _2"></span>ALNOŚCI</span><span class="fs7"> </span><span class="ff5">SPÓŁKI<span class="_ _2"></span></span><span class="fs7"> </span>I<span class="fs7"> </span>JEJ<span class="fs7"> </span>OTOCZEN<span class="_ _2"></span>IE<span class="fs7"> </span></span></span></div><div class="t m0 x34 h3 y6e ff2 fs1 fc1 sc0 ls0 ws0">RYNKOWE </div><div class="t m0 xf h11 y6f ff2 fs5 fc1 sc0 lsb ws0">1.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff2">Informacje o podstawowych <span class="ff5">produktach, towarach i usługach</span> </span></span></div><div class="t m0 x3 he yec ff6 fs4 fc1 sc0 ls0 ws0">STALPROFIL S.A. fun<span class="_ _2"></span>kcjonuje w dwóch segmenta<span class="_ _2"></span>ch działalnoś<span class="_ _2"></span>ci:<span class="ff1"> </span></div><div class="t m0 x3 h12 y71 ff1 fs4 fc1 sc0 ls4 ws0">1)<span class="ff3 ls0"> <span class="_ _27"> </span><span class="ff5">Handel,  przetwórstwo <span class="_ _21"> </span>i  działalność  u<span class="_ _2"></span>sługowa  na <span class="_ _21"> </span>rynku  stalowym<span class="_ _2"></span><span class="ff1"> <span class="_ _21"> </span><span class="ff6">(segment  stalowy), <span class="_ _21"> </span>obejmujący </span></span></span></span></div><div class="t m0 xf he y72 ff6 fs4 fc1 sc0 ls0 ws0">głównie <span class="ff1">handel wyrob<span class="_ _2"></span>ami hutniczymi realizowany p<span class="_ _2"></span>rzez </span>Ce<span class="_ _2"></span>ntralę Spółki<span class="_ _2"></span><span class="ff1">, </span></div><div class="t m0 x3 h12 yed ff1 fs4 fc1 sc0 ls4 ws0">2)<span class="ff3 ls0"> <span class="_ _27"> </span><span class="ff5">Dzi<span class="_ _0"></span>ałalność <span class="_ _26"> </span>związana <span class="_ _26"> </span>z <span class="_ _29"> </span>infrastrukt<span class="_ _2"></span>urą <span class="_ _28"></span>sieci <span class="_ _26"> </span>pr<span class="_ _2"></span>zesyłowych <span class="_ _26"> </span>gazu<span class="_ _2"></span><span class="ff1"> <span class="_ _26"> </span><span class="ff6">(segment <span class="_ _26"> </span>infrastrukt<span class="_ _2"></span>ury), <span class="_ _26"> </span>obejmująca </span></span></span></span></div><div class="t m0 xf he yee ff6 fs4 fc1 sc0 ls0 ws0">usługi <span class="_ _a"> </span>budowlano<span class="_ _2"></span><span class="ff1">-</span>montażowe <span class="_ _21"> </span>sieci <span class="_ _a"> </span>przesyłowych<span class="_ _2"></span> <span class="_ _21"> </span>gazu, <span class="_ _a"> </span>oferowane <span class="_ _21"> </span>p<span class="_ _2"></span>rzez <span class="_ _21"> </span>STALP<span class="_ _2"></span>ROFIL <span class="_ _a"> </span>S.A. <span class="_ _21"> </span>Oddział<span class="_ _2"></span> </div><div class="t m0 xf he yef ff1 fs4 fc1 sc0 ls0 ws0">w Zabrzu. </div><div class="t m0 x3 he yf0 ff1 fs4 fc1 sc0 ls12 ws0">W <span class="_ _1a"></span><span class="ls4">20<span class="ls0">24 <span class="_ _1a"></span><span class="ff6">r. <span class="_ _1a"></span>Spółka <span class="_ _1a"></span>uzy<span class="_ _2"></span>skała <span class="_ _1a"></span></span>1<span class="_ _2"></span> 044 <span class="_ _1c"></span>13<span class="_ _2"></span>4 <span class="ff6">tys. <span class="_ _1a"></span>zł <span class="_ _1a"></span>przy<span class="_ _2"></span>chodów <span class="_ _1a"></span>ze <span class="_ _1a"></span>sprzedaży,<span class="_ _2"></span> <span class="_ _1a"></span>czyli <span class="_ _1a"></span>o <span class="_ _1a"></span></span>13,3<span class="ls13">% <span class="_ _1a"></span></span><span class="ff6">więc</span><span class="ls14">ej</span> <span class="_ _1a"></span>r<span class="_ _2"></span>/r. <span class="_ _1a"></span><span class="ff6">Większoś<span class="_ _2"></span>ć</span> </span></span></div><div class="t m0 x3 he yf1 ff6 fs4 fc1 sc0 ls0 ws0">przychodów <span class="_ _2"></span>została z<span class="ff1">realizowana w s<span class="_ _2"></span>egmencie stalowym.<span class="_ _2"></span> </span></div><div class="t m0 x3 he yf2 ff1 fs4 fc1 sc0 ls0 ws0">Tabela 3 <span class="ff6">Struktura p<span class="_ _2"></span>rzychodów ze sprzedaży<span class="_ _2"></span> (tys. zł)</span> </div></div><div class="c x12 yf3 w16 h22"><div class="t m0 x35 h9 yf4 ff2 fs3 fc1 sc0 ls0 ws0">Asortyment </div></div><div class="c x36 yf5 w17 h23"><div class="t m0 x37 h9 yf6 ff2 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c x38 yf5 w18 h23"><div class="t m0 x39 h9 yf6 ff2 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">3 </span></div></div><div class="c x3a yf3 w19 h22"><div class="t m0 x3b h9 yf7 ff2 fs3 fc1 sc0 ls0 ws0">Zmiana </div><div class="t m0 x3c h9 yf8 ff2 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4/2023 </span></div></div><div class="c x36 yf3 w1a h23"><div class="t m0 x2b h9 yf6 ff5 fs3 fc1 sc0 ls0 ws0">tys. zł<span class="ff2"> </span></div></div><div class="c x3d yf3 w1b h23"><div class="t m0 x2e h9 yf6 ff5 fs3 fc1 sc0 ls0 ws0">udział<span class="ff2"> </span></div></div><div class="c x38 yf3 w1a h23"><div class="t m0 x2b h9 yf6 ff5 fs3 fc1 sc0 ls0 ws0">tys. zł<span class="ff2"> </span></div></div><div class="c x3e yf3 w1c h23"><div class="t m0 x6 h9 yf6 ff5 fs3 fc1 sc0 ls0 ws0">udział<span class="ff2"> </span></div></div><div class="c x12 yf9 w16 h23"><div class="t m0 x3f hc yf6 ff1 fs3 fc1 sc0 ls0 ws0">Przychody segmentu stalowego </div></div><div class="c x36 yf9 w1a h23"><div class="t m0 x13 hc yf6 ff1 fs3 fc1 sc0 ls2 ws0">954 157<span class="ls0"> </span></div></div><div class="c x3d yf9 w1b h23"><div class="t m0 x22 hc yf6 ff1 fs3 fc1 sc0 ls0 ws0">91,4% </div></div><div class="c x38 yf9 w1a h23"><div class="t m0 x13 hc yf6 ff1 fs3 fc1 sc0 ls2 ws0">820 881<span class="ls0"> </span></div></div><div class="c x3e yf9 w1c h23"><div class="t m0 x40 hc yf6 ff1 fs3 fc1 sc0 ls0 ws0">89,1% </div></div><div class="c x3a yf9 w19 h23"><div class="t m0 x40 hc yf6 ff1 fs3 fc1 sc0 ls0 ws0">16,2% </div></div><div class="c x12 yfa w16 h18"><div class="t m0 x3f hc yb6 ff1 fs3 fc1 sc0 ls15 ws0">       <span class="ls0">Towary </span></div><div class="t m0 x41 hc yb3 ff1 fs3 fc1 sc0 ls0 ws0">w tym: </div></div><div class="c x36 yfa w1a h18"><div class="t m0 x13 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">951 943<span class="ls0"> </span></div></div><div class="c x3d yfa w1b h18"><div class="t m0 x22 hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">91,2% </div></div><div class="c x38 yfa w1a h18"><div class="t m0 x13 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">819 281<span class="ls0"> </span></div></div><div class="c x3e yfa w1c h18"><div class="t m0 x40 hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">88,9% </div></div><div class="c x3a yfa w19 h18"><div class="t m0 x40 hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">16,2% </div></div><div class="c x12 yfb w16 h23"><div class="t m0 x42 h19 yf6 ff9 fs3 fc1 sc0 ls0 ws0">wyroby hutnicze długie<span class="ffa"> </span></div></div><div class="c x36 yfb w1a h23"><div class="t m0 x13 h19 yf6 ffa fs3 fc1 sc0 ls2 ws0">675 598<span class="ls0"> </span></div></div><div class="c x3d yfb w1b h23"><div class="t m0 x22 h19 yf6 ffa fs3 fc1 sc0 ls0 ws0">64,7% </div></div><div class="c x38 yfb w1a h23"><div class="t m0 x13 h19 yf6 ffa fs3 fc1 sc0 ls2 ws0">617 747<span class="ls0"> </span></div></div><div class="c x3e yfb w1c h23"><div class="t m0 x40 h19 yf6 ffa fs3 fc1 sc0 ls0 ws0">67,0% </div></div><div class="c x3a yfb w19 h23"><div class="t m0 x41 h19 yf6 ffa fs3 fc1 sc0 ls0 ws0">9,4% </div></div><div class="c x12 yfc w16 h23"><div class="t m0 x43 h19 yf6 ff9 fs3 fc1 sc0 ls0 ws0">wyroby hutnicze płaskie<span class="ffa"> </span></div></div><div class="c x36 yfc w1a h23"><div class="t m0 x13 h19 yf6 ffa fs3 fc1 sc0 ls2 ws0">274 717<span class="ls0"> </span></div></div><div class="c x3d yfc w1b h23"><div class="t m0 x22 h19 yf6 ffa fs3 fc1 sc0 ls0 ws0">26,3% </div></div><div class="c x38 yfc w1a h23"><div class="t m0 x13 h19 yf6 ffa fs3 fc1 sc0 ls2 ws0">200 454<span class="ls0"> </span></div></div><div class="c x3e yfc w1c h23"><div class="t m0 x40 h19 yf6 ffa fs3 fc1 sc0 ls0 ws0">21,8% </div></div><div class="c x3a yfc w19 h23"><div class="t m0 x40 h19 yf6 ffa fs3 fc1 sc0 ls0 ws0">37,0% </div></div><div class="c x12 yfd w16 h23"><div class="t m0 x44 h19 yf6 ff9 fs3 fc1 sc0 ls0 ws0">pozostałe<span class="ffa"> </span></div></div><div class="c x36 yfd w1a h23"><div class="t m0 x45 h19 yf6 ffa fs3 fc1 sc0 ls2 ws0">1 628<span class="ls0"> </span></div></div><div class="c x3d yfd w1b h23"><div class="t m0 x46 h19 yf6 ffa fs3 fc1 sc0 ls0 ws0">0,2% </div></div><div class="c x38 yfd w1a h23"><div class="t m0 x45 h19 yf6 ffa fs3 fc1 sc0 ls2 ws0">1 080<span class="ls0"> </span></div></div><div class="c x3e yfd w1c h23"><div class="t m0 x41 h19 yf6 ffa fs3 fc1 sc0 ls0 ws0">0,1% </div></div><div class="c x3a yfd w19 h23"><div class="t m0 x40 h19 yf6 ffa fs3 fc1 sc0 ls0 ws0">50,7% </div></div><div class="c x12 yfe w16 h23"><div class="t m0 x3f hc yf6 ff1 fs3 fc1 sc0 ls15 ws0">       <span class="ff6 ls0">Usługi<span class="ff1"> </span></span></div></div><div class="c x36 yfe w1a h23"><div class="t m0 x45 hc yf6 ff1 fs3 fc1 sc0 ls2 ws0">2 214<span class="ls0"> </span></div></div><div class="c x3d yfe w1b h23"><div class="t m0 x46 hc yf6 ff1 fs3 fc1 sc0 ls0 ws0">0,2% </div></div><div class="c x38 yfe w1a h23"><div class="t m0 x45 hc yf6 ff1 fs3 fc1 sc0 ls2 ws0">1 600<span class="ls0"> </span></div></div><div class="c x3e yfe w1c h23"><div class="t m0 x41 hc yf6 ff1 fs3 fc1 sc0 ls0 ws0">0,2% </div></div><div class="c x3a yfe w19 h23"><div class="t m0 x40 hc yf6 ff1 fs3 fc1 sc0 ls0 ws0">38,4% </div></div><div class="c x12 yff w16 h23"><div class="t m0 x3f hc yf6 ff1 fs3 fc1 sc0 ls0 ws0">Przychody segmentu infrastruktury </div></div><div class="c x36 yff w1a h23"><div class="t m0 x47 hc yf6 ff1 fs3 fc1 sc0 ls2 ws0">89 977<span class="ls0"> </span></div></div><div class="c x3d yff w1b h23"><div class="t m0 x46 hc yf6 ff1 fs3 fc1 sc0 ls0 ws0">8,6% </div></div><div class="c x38 yff w1a h23"><div class="t m0 x13 hc yf6 ff1 fs3 fc1 sc0 ls2 ws0">100 732<span class="ls0"> </span></div></div><div class="c x3e yff w1c h23"><div class="t m0 x40 hc yf6 ff1 fs3 fc1 sc0 ls0 ws0">10,9% </div></div><div class="c x3a yff w19 h23"><div class="t m0 x21 hc yf6 ff1 fs3 fc1 sc0 ls0 ws0">- 10,7% </div></div><div class="c x12 y100 w16 h24"><div class="t m0 x43 h9 y101 ff2 fs3 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x36 y100 w1a h24"><div class="t m0 x2e h9 y101 ff2 fs3 fc1 sc0 ls0 ws0">1 <span class="ls2">044 134</span> </div></div><div class="c x3d y100 w1b h24"><div class="t m0 x19 h9 y101 ff2 fs3 fc1 sc0 ls0 ws0">100,0% </div></div><div class="c x38 y100 w1a h24"><div class="t m0 x13 h9 y101 ff2 fs3 fc1 sc0 ls2 ws0">921 613<span class="ls0"> </span></div></div><div class="c x3e y100 w1c h24"><div class="t m0 x21 h9 y101 ff2 fs3 fc1 sc0 ls0 ws0">100,0% </div></div><div class="c x3a y100 w19 h24"><div class="t m0 x48 h9 y101 ff2 fs3 fc1 sc0 ls0 ws0">13,3% </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y102 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y103 ff1 fs4 fc1 sc0 ls12 ws0">W <span class="_ _a"> </span><span class="ls0">okresie <span class="_ _a"> </span><span class="ff6">sprawozdawczym <span class="_ _a"> </span>STALPRO<span class="_ _2"></span>FIL <span class="_ _21"> </span>S.A. <span class="_ _a"> </span>zrealizo<span class="_ _2"></span>wał <span class="_ _a"> </span></span>w <span class="_ _a"> </span>segmencie <span class="_ _a"> </span>stalowym <span class="_ _a"> </span><span class="ff6">w<span class="_ _2"></span>olumen <span class="_ _21"> </span>s<span class="_ _2"></span>przedaży </span></span></div><div class="t m0 x3 he y104 ff6 fs4 fc1 sc0 ls0 ws0">wyrobów <span class="_ _1c"></span>h<span class="_ _2"></span>utniczych <span class="_ _1a"></span>na <span class="_ _1c"></span>poziomie <span class="_ _1a"></span><span class="ff1">266 <span class="_ _1c"></span>303<span class="_ _2"></span> <span class="_ _1c"></span>ton, <span class="_ _1a"></span>czyli <span class="_ _1c"></span>o <span class="_ _1a"></span>32,6<span class="lse">% <span class="_ _1c"></span></span></span>wi<span class="_ _2"></span>ęc<span class="ff1 ls14">ej<span class="ls0"> <span class="_ _1c"></span>r<span class="_ _2"></span>/r. <span class="_ _1c"></span></span></span>Obrót <span class="_ _1a"></span>realizowany <span class="_ _1a"></span>w <span class="_ _1c"></span>ramach <span class="_ _1a"></span>tego </div><div class="t m0 x3 he y105 ff6 fs4 fc1 sc0 ls0 ws0">segmentu osiągnął<span class="_ _2"></span> wartość <span class="ff1">954 157 </span>tys<span class="_ _2"></span>. zł, o <span class="ff1">16,2<span class="lse">% <span class="_ _2"></span></span></span>więc<span class="ff1">e</span>j niż rok <span class="_ _2"></span>wcześniej.<span class="ff1"> </span></div><div class="t m0 x3 he y106 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y107 ff1 fs4 fc1 sc0 ls0 ws0">Tabela 4 <span class="ff6">Asortymentowa s<span class="_ _2"></span>truktura s<span class="_ _2"></span>przedaży towarów<span class="_ _2"></span></span> </div></div><div class="c x49 y108 w1d h25"><div class="t m0 x37 h9 y109 ff2 fs3 fc1 sc0 ls0 ws0">Asortyment </div></div><div class="c x4a y10a w1e h26"><div class="t m0 x4b h9 y10b ff2 fs3 fc1 sc0 ls2 ws0">20<span class="ls0">24 </span></div></div><div class="c x4c y10a w1f h26"><div class="t m0 x4d h9 y10b ff2 fs3 fc1 sc0 ls2 ws0">20<span class="ls0">23 </span></div></div><div class="c x4e y108 w20 h25"><div class="t m0 x6 h9 y10c ff2 fs3 fc1 sc0 ls0 ws0">Zmiana </div><div class="t m0 x4f h9 yb8 ff2 fs3 fc1 sc0 ls2 ws0">20<span class="ls0">24/2023 </span></div></div><div class="c x4a y108 w21 h27"><div class="t m0 x50 h9 y10d ff2 fs3 fc1 sc0 ls0 ws0">tony </div></div><div class="c x51 y108 w22 h27"><div class="t m0 x2e h9 y10d ff2 fs3 fc1 sc0 ls0 ws0">u<span class="ff5">dział</span> </div></div><div class="c x4c y108 w23 h27"><div class="t m0 x52 h9 y10d ff2 fs3 fc1 sc0 ls0 ws0">tony </div></div><div class="c x53 y108 w24 h27"><div class="t m0 x1b h9 y10d ff5 fs3 fc1 sc0 ls0 ws0">udział<span class="ff2"> </span></div></div><div class="c x49 y10e w1d h18"><div class="t m0 x54 hc ydc ff6 fs3 fc1 sc0 ls0 ws0">Wyroby hutnicze długie<span class="ff1"> </span></div></div><div class="c x4a y10e w21 h18"><div class="t m0 x55 hc ydc ff1 fs3 fc1 sc0 ls2 ws0">186 021<span class="ls0"> </span></div></div><div class="c x51 y10e w22 h18"><div class="t m0 x55 hc ydc ff1 fs3 fc1 sc0 ls0 ws0">69,8% </div></div><div class="c x4c y10e w23 h18"><div class="t m0 x21 hc ydc ff1 fs3 fc1 sc0 ls2 ws0">151 102<span class="ls0"> </span></div></div><div class="c x53 y10e w24 h18"><div class="t m0 x15 hc ydc ff1 fs3 fc1 sc0 ls0 ws0">75,3% </div></div><div class="c x4e y10e w20 h18"><div class="t m0 x48 hc ydc ff1 fs3 fc1 sc0 ls0 ws0">23,1% </div></div><div class="c x49 y10f w1d h28"><div class="t m0 x54 hc y110 ff6 fs3 fc1 sc0 ls0 ws0">Wyroby hutnicze płaskie<span class="ff1"> </span></div></div><div class="c x4a y10f w21 h28"><div class="t m0 x15 hc y110 ff1 fs3 fc1 sc0 ls2 ws0">79 798<span class="ls0"> </span></div></div><div class="c x51 y10f w22 h28"><div class="t m0 x55 hc y110 ff1 fs3 fc1 sc0 ls0 ws0">30,0% </div></div><div class="c x4c y10f w23 h28"><div class="t m0 x48 hc y110 ff1 fs3 fc1 sc0 ls2 ws0">49 436<span class="ls0"> </span></div></div><div class="c x53 y10f w24 h28"><div class="t m0 x15 hc y110 ff1 fs3 fc1 sc0 ls0 ws0">24,6% </div></div><div class="c x4e y10f w20 h28"><div class="t m0 x48 hc y110 ff1 fs3 fc1 sc0 ls0 ws0">61,4% </div></div><div class="c x49 y111 w1d h29"><div class="t m0 x54 hc y110 ff6 fs3 fc1 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c x4a y111 w21 h29"><div class="t m0 x56 hc y110 ff1 fs3 fc1 sc0 ls2 ws0">484<span class="ls0"> </span></div></div><div class="c x51 y111 w22 h29"><div class="t m0 x15 hc y110 ff1 fs3 fc1 sc0 ls0 ws0">0,2% </div></div><div class="c x4c y111 w23 h29"><div class="t m0 x57 hc y110 ff1 fs3 fc1 sc0 ls2 ws0">291<span class="ls0"> </span></div></div><div class="c x53 y111 w24 h29"><div class="t m0 x23 hc y110 ff1 fs3 fc1 sc0 ls0 ws0">0,1% </div></div><div class="c x4e y111 w20 h29"><div class="t m0 x48 hc y110 ff1 fs3 fc1 sc0 ls0 ws0">66,3% </div></div><div class="c x49 y112 w1d h2a"><div class="t m0 x58 h9 ybb ff2 fs3 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x4a y112 w21 h2a"><div class="t m0 x55 h9 ybb ff2 fs3 fc1 sc0 ls2 ws0">266 303<span class="ls0"> </span></div></div><div class="c x51 y112 w22 h2a"><div class="t m0 x59 h9 ybb ff2 fs3 fc1 sc0 ls0 ws0">100,0% </div></div><div class="c x4c y112 w23 h2a"><div class="t m0 x21 h9 ybb ff2 fs3 fc1 sc0 ls2 ws0">200 829<span class="ls0"> </span></div></div><div class="c x53 y112 w24 h2a"><div class="t m0 x55 h9 ybb ff2 fs3 fc1 sc0 ls0 ws0">100,0% </div></div><div class="c x4e y112 w20 h2a"><div class="t m0 x48 h9 ybb ff2 fs3 fc1 sc0 ls0 ws0">32,6% </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y92 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y93 ff1 fs4 fc1 sc0 ls12 ws0">W <span class="_ _1a"></span><span class="ls4">20<span class="ls0">24 <span class="_ _1a"></span><span class="ls11">r. <span class="_ _28"></span></span>91,2<span class="ff6">% <span class="_ _1a"></span>przy<span class="_ _2"></span>chodów<span class="_ _2"></span></span> <span class="_ _1a"></span><span class="ff6">STALPROFIL <span class="_ _28"></span>S.A. <span class="_ _1a"></span>poch<span class="_ _2"></span>odziło <span class="_ _1a"></span>ze <span class="_ _28"></span>sprzedaży <span class="_ _28"></span>towarów, <span class="_ _1a"></span>tj. <span class="_ _28"></span>wyrobów <span class="_ _1a"></span>hutn<span class="_ _2"></span>iczych </span></span></span></div><div class="t m0 x3 he y113 ff6 fs4 fc1 sc0 ls0 ws0">długich  i <span class="_ _26"> </span>płas<span class="_ _2"></span>kich.  <span class="ff1">U<span class="_ _0"></span><span class="ff6">dział <span class="_ _29"> </span>wyrobów  długich<span class="ff1"> <span class="_ _29"> </span></span>(podstawowego  asortymentu  Spółki)  <span class="ff1 lse">w <span class="_ _26"> </span><span class="ls0">strukturze  </span></span>sprzedaży </span></span></div><div class="t m0 x3 he y114 ff6 fs4 fc1 sc0 ls0 ws0">ilościowej <span class="ff1">zmni<span class="_ _2"></span>ej</span>szył <span class="_ _2"></span>się o <span class="_ _2"></span><span class="ff1">5,5 punktu<span class="_ _2"></span> procentowego <span class="_ _2"></span>(do 69,<span class="_ _2"></span>8%</span>) na <span class="_ _2"></span>rzecz sprzedaż<span class="_ _2"></span>y wyrobów <span class="_ _2"></span>płaskich,<span class="_ _2"></span> które </div><div class="t m0 x3 he y115 ff6 fs4 fc1 sc0 ls0 ws0">osiągnęły 30<span class="ff1">-</span>procento<span class="_ _2"></span>wy udział w sprzed<span class="_ _2"></span>aży<span class="ff1">. </span></div><div class="t m0 x3 he y116 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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hoAAADaGgAAANoaAACAtgYAAIC2BgAAoK0BAACgrQEAAGhrAAAAaGsAAABoawAAANoaAAAA2hoAAIC2BgAAgLYGAACgrQEAAKCtAQAAoK0BAABoawAAAGhrAAAA2hoAAADaGgAAgLYGAACAtgYAAIC2BgAAoK0BAACgrQEAAGhrAAAAaGsAAADaGgAAANoaAAAA2hoAAIC2BgAAgLYGAACgrQEAAKCtAQAAaGsAAABoawAAAGhrAAAA2hoAAADaGgAAgLYGAACAtgYAAKCtAQAAoK0BAACgrQEAAGhrAAAAaGsAAADaGgAAANoaAACAtgYAAIC2BgAAgLYGAACgrQEAAKCtAQAAaGsAAABoawAAANoaAAAA2hoAAADaGgAAgLYGAACAtgYAAKCtAQAAoK0BAACgrQEAAGhrAAAAaGsAAADaGgAAANoaAACAtgYAAIC2BgAAgLYGAACgrQEAAKCtAQAAaGsAAABoawAAANoaAAAA2hoAAADaGgAAgLYGAACAtgYAAKCtAQAAoK0BAABoawAAAGhrAAAAaGsAAADaGgAAANoaAACAtgYAAIC2BgAAoK0BAACgrQEAAKCtAQAAaGsAAABoawAAANoaAAAA2hoAAIC2BgAAgLYGAACAtgYAAKCtAQAAoK0BAABoawAAAGhrAAAA2hoAAADaGgAAANoaAACAtgYAAIC2BgAAoK0BAACgrQEAAGhrAAAAaGsAAABoawAAANoaAAAA2hoAAIC2BgAAgLYGAACgrQEAAKCtAQAAoK0BAABoawAAAGhrAAAA2hoAAADaGgAAgLYGAACAtgYAAIC2BgAAoK0BAACgrQEAAGhrAAAAaGsAAABoawAAANoaAAAA2hoAAIC2BgAAgLYGAACgrQEAAKCtAQAAoK0BAABoawAAAGhrAAAA2hoAAADaGgAAgLYGAACAtgYAAIC2BgAAoK0BAACgrQEAAGhrAAAAaGsAAADaGgAAANoaAAAA2hoAAIC2BgAAgLYGAACgrQEAAKCtAQAAaGsAAABoawAAAGhrAAAA2hoAAADaGgAAgLYGAACAtgYAAKCtAQAAoK0BAACgrQEAAGhrAAAAaGsAAADaGgAAANoaAACAtgYAAIC2BgAAgLYGAACgrQEAAKCtAQAAaGsAAABoawAAANoaAAAA2hoAAADaGgAAgLYGAACAtgYAAKCtAQAAoK0BAABoawAAAGhrAAAAaGsAAADaGgAAANoaAACAtgYAAIC2BgAAgLYGAACgrQEAAKCtAQAAaGsAAABoawAAANoaAAAA2hoAAADaGgAAgLYGAACAtgYAAKCtAQAAoK0BAABoawAAAGhrAAAAaGsAAADaGgAAANoaAACAtgYAAIC2BgAAoK0BAACgrQEAAKCtAQAAaGsAAABoawAAANoaAAAA2hoAAIC2BgAAgLYGAACAtgYAAKCtAQAAoK0BAABoawAAAGhrAAAA2hoAAADaGgAAANoaAACAtgYAAIC2BgAAoK0BAACgrQEAAGhrAAAAaGsAAABoawAAANoaAAAA2hoAAIC2BgAAgLYGAACgrQEAAKCtAQAAoK0BAABoawAAAGhrAAAA2hoAAADaGgAAgLYGAACAtgYAAIC2BgAAoK0BAACgrQEAAGhrAAAAaGsAAADaGgAAANoaAAAA2hoAAIC2BgAAgLYGAACgrQEAAKCtAQAAoK0BAABoawAAAGhrAAAA2hoAAADaGgAAgLYGAACAtgYAAIC2BgAAoK0BAACgrQEAAGhrAAAAaGsAAADaGgAAANoaAAAA2hoAAIC2BgAAgLYGAACgrQEAAKCtAQAAaGsAAABoawAAAGhrAAAA2hoAAADaGgAAgLYGAACAtgYAAKCtAQAAoK1xGKqqqqpq5hczt9PT07Xbqamp2m3tUwZvF+VOXE9DrmfmwxL5WwzeievxKEjkevb3WUftrz/ale96Gn49gk35emY+gAz+2d/tdqWQY1ubnJyUA6M1MTFhHYKHCVj8mQ5IC8iCs7UseXRhHYKHCVj8GJC2RoocXmMdgocJWPwYkLZGimyHYB2ChwlY/BiQtkaKbIdgHYKHCVj8GJC2Ropsh2AdgocJWPwYkLZGimyHYB2ChwlY/BiQtkaKbIdgHYKHCVj8GJC2Ropsh2AdgocJWPwYkLZGimyHYB2ChwlY/BiQtkaKbIdgHYKHCVj8GJC2Roo6nY4QsA7BwwQsfgxIWyM5rVZLCFiH4GECFj8GpK2RHNshWIfgYQIWPwakrZEi2yFYh+BhAhY/BqStkSLbIViH4GECFj8GpK2RItshWIfgYQIWPwakrZGidrstBKxD8DABix8D0tZIztjYmBCwDsHDBCx+DEhbIzm2Q7AOwcMELH4MSFsjRbZDsA7BwwQsfgxIWyNFtkOwDsHDBCx+DEhbI0W2Q7AOwcMELH4MSFsDAABAW2Nhut2uELAOwcMELH4MSFsjOVVVCQHrEDxMwOLHgLQ1kmM7BOsQPEzA4seAtDVSZDsE6xA8TMDix4C0NVJkOwTrEDxMwOLHgLQ1UmQ7BOsQPEzA4seAtDVSZDsE6xA8TMDix4C0NVJkOwTrEDxMwOLHgLQ1UmQ7BOsQPEzA4seAtDVSZDsE6xA8TMDix4C0NVLU6XSEgHUIHiZg8WNA2hrJabVaQsA6BA8TsPgxIG2N5NgOwToEDxOw+DGg4i0TQY5ardbk5KQcGPk6nHm6b7VaM7ftdntsbGz+bUR0u92qqvZ3O//TF/FOXM/825l5jTaBwTtpzvUMvU85H7XrOejTlIiW6Hoiwr9VEv+fuBcayUJlTlmOrao8AzJyExMT1qFJIXz5I/xMB6QFZMFXQmbJ4TXWISYlfOQvfAxIWyNFvjEU6xCTEj7yFz4GpK2Rona7LQSsQ0xK+Mhf+BiQtkZyZr7fF6xDTEr4yF/4GJC2Rlpsh2AdYlLCR/7Cx4C0NVJkOwTrEJMSPvIXPgakrZEi2yFYh5iU8JG/8DEgbY0U2Q7BOsSkhI/8hY8BaWsAAABoayyMnz2PdYhJCR/5Cx8D0tZIUVVVQsA6xKSEj/yFjwFpayTHdgjWISYlfOQvfAxIWyNFtkOwDjEp4SN/4WNA2hopsh2CdYhJCR/5Cx8D0tZIke0QrENMSvjIX/gYkLZGimyHYB1iUsJH/sLHgLQ1UmQ7BOsQkxI+8hc+BqStkSLbIViHmJTwkb/wMSBtjRTZDsE6xKSEj/yFjwFpa6So0+kIAesQkxI+8hc+BqStkZxWqyUErENMSvjIX/gYkLZGcmyHYB1iUsJH/sLHgLQ1UmQ7BOsQkxI+8hc+BqStkSLbIViHmJTwkb/wMaDydcnQ3OzmbmcecvNv2+127bb2KYO3i3InrqdR15PI32LwTlxPbUwjT2DwTppzPXIe7fWIaFTXI9XEr0cLyEXlhy3kqKoMDusQkxI+8hc+BlQ4XwmZJYfXWIeYlPCRv/AxoPJ7tVad5dhsh2AdYlLCR/7Cx4BK52wtS7ZDsA4xKeEjf+FjQOX3aq06y7HZDsE6xKSEj/yFjwGVztlalmyHYB1iUsJH/sLHgMrv1Vp1lmOzHYJ1iEkJH/kLHwMqnbO1LM39oAywDjEp4SN/4WNAxfZqrTrLsdkOwTrEpISP/IWPAZXO2VqWbIdgHWJSwkf+wseAyu/VWnWWY7MdgnWISQkf+QsfAyqds7Us2Q7BOsSkhI/8hY8Bld+rteosx2Y7BOsQkxI+8hc+BlQ6Z2sAAABJ9mqtGgAAIEHO1vIs2VUlBKxDTEr4yF/4GFDhk3K2BgAAkCBna3mWbNshWIeYlPCRv/AxoOIn5WwNAAAgQc7W8izZtkOwDjEp4SN/4WNAxU/K2RoAAECCnK3lWbJth2AdYlLCR/7Cx4CKn5SzNQAAgAQ5W8uzZNsOwTrEpISP/IWPAWlrJKjT6QgB6xCTEj7yFz4GVHiv9pWQWY6tMjisQ0xK+Mhf+BhQ4ZytZcl2CNYhJiV85C98DKj8Xq1VZzk22yFYh5iU8JG/8DGg0jlby5LtEKxDTEr4yF/4GFD5vVqrznJstkOwDjEp4SN/4WNApXO2lqV2uy0ErENMSvjIX/gYUOG9WqvOcmy2Q7AOMSnhI3/hY0Clc7aWJdshWIeYlPCRv/AxoPJ7tVad5dhsh2AdYlLCR/7Cx4BK52wtS7ZDsA4xKeEjf+FjQOX3aq06y7HZDsE6xKSEj/yFjwGVztlalmyHYB1iUsJH/sLHgMrv1Vp1lmOzHYJ1iEkJH/kLHwMqnbM1AACAJHu1Vg0AAJAgZ2t5luyqEgLWISYlfOQvfAxIWyM5vjEU6xCTEj7yFz4GpK2RorGxsZkdkbnb6enp2u3U1FTttvYpg7eLcieupznXM7MOU/hbDN6J65l/OzOp0SYweCcNuZ7Bp2s5H83rWcjTlIfGEl3P/ha/VBO5nrGxMf+izoLvWwMAAEiRs7U8S7YvNcY6xKSEj/yFjwEVPylnawAAAAlytpZnybYdgnWISQkf+QsfAyp+Us7WAAAAEuRsLc+SbTsE6xCTEj7yFz4GVPyknK0BAAAkyNlaniXbdgjWISYlfOQvfAyo+Ek5WwMAAEiQs7U8S7btEKxDTEr4yF/4GFDxk3K2BgAAkCBna3mWbNshWIeYlPCRv/AxIG2NBHU6HSFgHWJSwkf+wseACu/VvhIyy7FVBod1iEkJH/kLHwMqnLO1LNkOwTrEpISP/IWPAZXfq7XqLMdmOwTrEJMSPvIXPgZUOmdrWbIdgnWISQkf+QsfAyq/V2vVWY7NdgjWISYlfOQvfAyodM7WstRut4WAdYhJCR/5Cx8DKrxXa9VZjs12CNYhJiV85C98DKh0ztayZDsE6xCTEj7yFz4GVH6v1qqzHJvtEKxDTEr4yF/4GFDpnK1lyXYI1iEmJXzkL3wMqPxerVVnOTbbIViHmJTwkb/wMaDSOVsDAABIsldr1QAAAAlytpZnya4qIWAdYlLCR/7Cx4AKn5SzNQAAgAQ5W8uzZNsOwTrEpISP/IWPARU/KWdrAAAACXK2lmfJth2CdYhJCR/5Cx8DKn5SztYAAAAS5Gwtz5JtOwTrEJMSPvIXPgZU/KScrQEAACTI2VqeJdt2CNYhJiV85C98DEhbI0GdTkcIWIeYlPCRv/AxoMJ7ta+EzHJslcFhHWJSwkf+wseACudsLUu2Q7AOMSnhI3/hY0Dl92qtOsux2Q7BOsSkhI/8hY8Blc7ZWpZsh2AdYlLCR/7Cx4C0NVLUarVmXsln7nZ6erp2OzU1Vbutfcrg7aLcietpzvXMrMMU/haDd+J65t/OTGq0CQzeSUOuZ/DpWs5H83oW8jTlobFE17O/xS/VRK6n1Wr5F3UWnIHmOTaH11iHmJTwkb/wMaDSOVvLksNrrENMSvjIX/gYUPm9WqvOcmy2Q7AOMSnhI3/hY0Clc7aWJdshWIeYlPCRv/AxoPJ7tVad5dhsh2AdYlLCR/7Cx4BK52wtS7ZDsA4xKeEjf+FjQOX3aq06y7HZDsE6xKSEj/yFjwGVztlaltrtthCwDjEp4SN/4WNAhfdqrTrLsdkOwTrEpISP/IWPAZXO2VqWbIdgHWJSwkf+wseAyu/VWnWWY7MdgnWISQkf+QsfAyqds7Us2Q7BOsSkhI/8hY8Bld+rteosx2Y7BOsQkxI+8hc+BlQ6Z2sAAABJ9mqtGgAAIEHO1vIs2VUlBKxDTEr4yF/4GFDhk3K2BgAAkCBna3mWbNshWIeYlPCRv/AxoOIn5WwNAAAgQc7W8izZtkOwDjEp4SN/4WNAxU/K2RoAAECCnK3lWbJth2AdYlLCR/7Cx4CKn5SzNQAAgAQ5W8uzZNsOwTrEpISP/IWPAWlrJKjT6QgB6xCTEj7yFz4GVHiv9pWQWY6tMjisQ0xK+Mhf+BhQ4ZytZcl2CNYhJiV85C98DKj8Xq1VZzk22yFYh5iU8JG/8DGg0jlby5LtEKxDTEr4yF/4GFD5vVqrznJstkOwDjEp4SN/4WNApXO2lqV2uy0ErENMSvjIX/gYUOG9WqvOcmy2Q9+FP3cAACAASURBVLAOMSnhI3/hY0Clc7aWJdshWIeYlPCRv/AxoPJ7tVad5dhsh2AdYlLCR/7Cx4BK52wtS7ZDsA4xKeEjf+FjQOX3aq06y7HZDsE6xKSEj/yFjwGVztlalmyHYB1iUsJH/sLHgMrv1Vp1lmOzHYJ1iEkJH/kLHwMqnbM1AACAJHu1Vg0AAJAgZ2t5luyqEgLWISYlfOQvfAxIWyPdx9jc7fT0dO12amqqdlv7lCW6E9fTkOuZnp4e/NxR/S0G78T1DN6ONoHBO2nI9ch5tNezkKcpD40lup6k/m9oyoN34t/S2fyb31dCAgAAJMjZGgAAgLYGAACAtgYAAKCtAQAAoK0BAABoawAAAGhrAAAAaGsAAADaGgAAANoaAACAtgYAAIC2BgAAoK0BAACgrQEAAKCtAQAAaGsAAABoawAAANoaAAAA2hoAAIC2BgAAgLYGAACAtgYAAKCtAQAAoK0BAABoawAAAGhrAAAA2hoAAADaGgAAANoaAACAtgYAAIC2BgAAoK0BAACgrQEAAGhrAAAAaGsAAABoawAAANoaAAAA2hoAAIC2BgAAgLYGAACgrQEAAKCtAQAAoK0BAABoawAAAGhrAAAA2hoAAADaGgAAgLYGAACAtgYAAIC2BgAAoK0BAACgrQEAAGhrAAAAaGsAAADaGgAAANoaAAAA2hoAAIC2BgAAgLYGAACgrZGUqqqqqpr5xczt9PR07XZqaqp2W/uUwdtFuRPX43rmbg/jU0abhuuxepfiekZ72aNdsa6n4dcj2JSvZ+YDyOCf/d1uVwo5trXJyUk5kLiJiQkLFY8CjwIsftIckBaQBWdrWfLoIgv+Pw2errH4MSC0tcZxeE0WJiYmhICnayFg8WNAaGvNYjuELDhbA0/XWPwYENpa49gOIQvO1sDTNRY/BoS21jidTkcIpG/nzp1CwNO1ELD4MSC0tWZptVpCIH1r1qwRAp6uhYDFjwGhrTWL7RCy4GwNPF1j8WNAaGuNYzuELDhbA0/XWPwYENpa49gOIQvO1sDTNRY/BoS21ji2Q8iCszXwdI3FjwGhrTVOu90WAum79957hYCnayFg8WNAaGvNMjY2JgTSd8oppwgBT9dCwOLHgNDWmsV2CFlwtgaerrH4MSC0tcaxHUIWnK2Bp2ssfgwIba1xbIeQBWdr4Okaix8DQltrHNshZMHZGni6xuLHgNDWGsd2CFlwtgaerrH4MSC0tcaxHUIWnK2Bp2ssfgwIbQ0AAEBbIwHdblcIpG9yclIIeLoWAhY/BoS21ixVVQmB9E1MTAgBT9dCwOLHgNDWmsV2CFlwtgaerrH4MSC0tcaxHUIWnK2Bp2ssfgwIba1xbIeQBWdr4Okaix8DQltrHNshZMHZGni6xuLHgNDWGsd2CFlwtgaerrH4MSC0tcaxHUIWnK2Bp2ssfgwIba1xbIeQBWdr4Okaix8DQltrHNshZMHZGni6xuLHgNDWGqfT6QiB9O3cuVMIeLoWAhY/BoS21iytVksIpG/NmjVCwNO1ELD4MSC0tWaxHUIWnK2Bp2ssfgwIba1xbIeQBWdr4Okaix8DQltrHNshZMHZGni6xuLHgNDWGsd2CFlwtgaerrH4MSC0tcZ57LHHhED6fvaznwkBT9dCwOLHgDhslR+Nl+XYqsrPHSZ9ExMT3W63qqr93XY6nVarNXjbbrfHxsbm30bEod7VotxJAdcz9wGjvfLBO2nO9Qy9TzkfteuJCBGN5Hoiwr9V0v9/tBy0NbQ1Gv1/AgvVIIQvfPkLH22Nw+YrIbPkG0PJglcZ8YyB8OUvfAwIba1xfGMoWfAqI54xEL78hY8Boa01TrvdFgLpu/fee4XgGUP4QpC/8DEgtLVmmfl+X0jcKaecIgTPGMIXgvyFjwGhrTWL7RCy4GzNMwbCl7/wMSC0tcaxHUIWnK15xkD48hc+BoS21ji2Q8iCszXPGAhf/sLHgNDWGsd2CFlwtuYZA+HLX/gYENpa49gOIQvO1jxjIHz5Cx8DQltrHNshZMHZmmcMhC9/4WNAaGsAAADaGgnodrtCIH2Tk5NC8IwhfCHIX/gYENpas1RVJQTSNzExIQTPGMIXgvyFjwGhrTWL7RCy4GzNMwbCl7/wMSC0tcaxHUIWnK15xkD48hc+BoS21ji2Q8iCszXPGAhf/sLHgNDWGsd2CFlwtuYZA+HLX/gYENpa49gOIQvO1jxjIHz5Cx8DQltrHNshZMHZmmcMhC9/4WNAaGuNYzuELDhb84yB8OUvfAwIba1xbIeQBWdrnjEQvvyFjwGhrTVOp9MRAunbuXOnEDxjCF8I8hc+BoS21iytVksIpG/NmjVC8IwhfCHIX/gYENpas9gOIQvO1jxjIHz5Cx8D4oh0ydDc7OZuZx5y82/b7XbttvYpg7eLcieux/XM/3/AoX7KaNMo+HpGfuWDd9Kc65HzaK9HRKO6Hqkmfj1aQC4qLwiTo6oyOCxUDEL4yF/4GFDhfCVkluY2RcBCxSCEj/yFjwEV26u16izHZjsECxWDED7yFz4GVDpna1myHYKFikEIH/kLHwMqv1dr1VmOzXYIFioGIXzkL3wMqHTO1rJkOwQLFYMQPvIXPgZUfq/WqrMcm+0QLFQMQvjIX/gYUOmcrWXJdggWKgYhfOQvfAyo/F6tVWc5NtshWKgYhPCRv/AxoNI5WwMAAEiyV2vVAAAACXK2lmfJriohYKFiEMJH/sLHgAqflLM1AACABDlby7Nk2w7BQsUghI/8hY8BFT8pZ2sAAAAJcraWZ8m2HYKFikEIH/kLHwMqflLO1gAAABLkbC3Pkm07BAsVgxA+8hc+BlT8pJytAQAAJMjZWp4l23YIFioGIXzkL3wMSFsjQZ1ORwhYqBiE8JG/8DGgwnu1r4TMcmyVwWGhYhDCR/7Cx4AK52wtS7ZDsFAxCOEjf+FjQOX3aq06y7HZDsFCxSCEj/yFjwGVztlalmyHYKFiEMJH/sLHgMrv1Vp1lmOzHYKFikEIH/kLHwMqnbO1LLXbbSFgoWIQwkf+wseACu/VWnWWY7MdgoWKQQgf+QsfAyqds7Us2Q7BQsUghI/8hY8Bld+rteosx2Y7BAsVgxA+8hc+BlQ6Z2tZsh2ChYpBCB/5Cx8DKr9Xa9VZjs12CBYqBiF85C98DKh0ztYAAACS7NVaNQAAQIKcreVZsqtKCFioGITwkb/wMaDCJ+VsDQAAIEHO1vIs2bZDsFAxCOEjf+FjQMVPytkaAABAgpyt5Vmyq2pmR2Tudnp6unY7NTVVu619yuDtotyJ63E9c7eH8SmjTaPg6xn5lQ/eSXOuR86jvR4Rjep6pJr49Thby+af/c7WMm1rBoeFikEIH/kLHwMqm7O1LHU6HSFgoWIQwkf+wseACu/VWnWWY7MdgoWKQQgf+QsfAyqds7Us2Q7BQsUghI/8hY8Bld+rteosx2Y7BAsVgxA+8hc+BlQ6Z2tZarfbQsBCxSCEj/yFjwEV3qu16izHZjsECxWDED7yFz4GVDpna1myHYKFikEIH/kLHwMqv1dr1VmOzXYIFioGIXzkL3wMqHTO1rJkOwQLFYMQPvIXPgZUfq/WqrMcm+0QLFQMQvjIX/gYUOmcrWXJdggWKgYhfOQvfAyo/F6tVWc5NtshWKgYhPCRv/AxoNI5WwMAAEiyV2vVAAAACXK2lmfJriohYKFiEMJH/sLHgAqflLM1AACABDlby7Nk2w7BQsUghI/8hY8BFT8pZ2sAAAAJcraWZ8m2HYKFikEIH/kLHwMqflLO1gAAABLkbC3Pkm07BAsVgxA+8hc+BlT8pJytAQAAJMjZWp4l23YIFioGIXzkL3wMSFsjQZ1ORwhYqBiE8JG/8DGgwnu1r4TMcmyVwWGhYhDCR/7Cx4AK52wtS7ZDsFAxCOEjf+FjQOX3aq06y7HZDsFCxSCEj/yFjwGVztlalmyHYKFiEMJH/sLHgMrv1Vp1lmOzHYKFikEIH/kLHwMqnbO1LLXbbSFgoWIQwkf+wseACu/VWnWWY7MdgoWKQQgf+QsfAyqds7Us2Q7BQsUghI/8hY8Bld+rteosx2Y7BAsVgxA+8hc+BlQ6Z2tZsh2ChYpBCB/5Cx8DKr9Xa9VZjs12CBYqBiF85C98DKh0ztYAAACS7NVaNQAAQIKcreVZsqtKCFioGITwkb/wMaDCJ+VsDQAAIEHO1vIs2VU1syMydzs9PV27nZqaqt3WPmXwdlHuxPW4nrnbw/iU0aZR8PWM/MoH76Q51yPn0V6PiEZ1PVJN/HqcrWXzz35na5m2NYPDQsUghI/8hY8Blc3ZWpY6nY4QsFAxCOEjf+FjQIX3aq06y7HZDsFCxSCEj/yFjwGVztlalmyHYKFiEMJH/sLHgMrv1Vp1lmOzHYKFikEIH/kLHwMqnbO1LNkOwULFIISP/IWPAZXfq7XqLMdmOwQLFYMQPvIXPgZUOmdrWWq320LAQsUghI/8hY8BFd6rteosx2Y7BAsVgxA+8hc+BlQ6Z2tZsh2ChYpBCB/5Cx8DKr9Xa9VZjs12CBYqBiF85C98DKh0ztayZDsECxWDED7yFz4GVH6v1qqzHJvtECxUDEL4yF/4GFDpnK0BAAAk2au1agAAgAQ5W8uzZFeVELBQMQjhI3/hY0CFT8rZGgAAQIKcreVZsm2HYKFiEMJH/sLHgIqflLM1AACABDlby7Nk2w7BQsUghI/8hY8BFT8pZ2sAAAAJcraWZ8m2HYKFikEIH/kLHwMqflLO1gAAABLkbC3Pkm07BAsVgxA+8hc+BqStkaBOpyMELFQMQvjIX/gYUOG92ldCZjm2yuCwUDEI4SN/4WNAhXO2liXbIVioGITwkb/wMaDye7VWneXYbIdgoWIQwkf+wseASudsLUu2Q7BQMQjhI3/hY0Dl92qtOsux2Q7BQsUghI/8hY8Blc7ZWpba7bYQsFAxCOEjf+FjQIX3aq06y7HZDsFCxSCEj/yFjwGVztlalmyHYKFiEMJH/sLHgMrv1Vp1lmOzHYKFikEIH/kLHwMqnbO1LNkOwULFIISP/IWPAZXfq7XqLMdmOwQLFYMQPvIXPgZUOmdrWbIdgoWKQQgf+QsfAyq/V2vVWY7NdggWKgYhfOQvfAyodM7WAAAAkuzVWjUAAECCnK3lWbKrSghYqBiE8JG/8DGgwiflbA0AACBBztbyLNlVNbMjMnc7PT1du52amqrd1j5l8HZR7sT1uJ6528P4lNGmUeT1zH3AaK988E6acz1yHu31iGhU1yPVxK/H2Vo2/+x3tgYAAJAgZ2sAAADaGgAAANoaAACAtgYAAIC2BgAAoK0BAACgrQEAAKCtAQAAaGsAAABoawAAANoaAAAA2hoAAIC2BgAAgLYGAACAtgYAAKCtAQAAoK0BAABoawAAAGhrAAAA2hoAAADaGgAAANoaAACAtgYAAIC2BgAAoK0BAACgrQEAAGhrAAAAaGsAAABoawAAANoaAAAA2hoAAIC2BgAAgLYGAACgrQEAAKCtAQAAoK0BAABoawAAAGhrAAAA2hoAAADaGgAAgLYGAACAtgYAAIC2BgAAoK0BAACgrQEAAGhrAAAAaGsAAADaGgAAANoaAAAA2hoAAIC2BgAAgLYGAACgrQEAAKCtAQAAaGsAAABoawAAAGhrAAAA2hoAAADaGgAAgLYGAACAtgYAAKCtAQAAoK3x/+3dMY4bR9MGYDawDAhMLqeKNnLuzIkzXcEn8CUEx059FWeKfIuNFCty0gQWbgLjYGBiMcTCC2OWrCo+T8Dol0y91eVfb/d+MAAAgLYGAACgrQEAAKCtAQAAaGsAAABoawAAAGhrAAAA2hoAAADaGgAAgLYGAACAtgYAAKCtAQAAoK0BAACgrQEAAGhrAAAAaGsAAADaGgAAANoaAACAtgYAAIC2BgAAgLYGAACgrQEAAKCtAQAAaGsAAABoawAAANoaAAAA2hoAAADaGgAAgLYGAACAtgYAAKCtAQAAoK0BAABoawAAAGhrAAAAaGsAAADaGgAAANoaAACAtgYAAIC2BgAAoK0BAACgrQEAAKCtAQAAaGsAAABoawAAANoaAAAA2hoAAIC2BgAAgLYGAACAtgYAAKCtAQAAoK0BAABoawAAAGhrAAAA2hoAAADaGgAAANoaAACAtgYAAIC2BgAAoK0BAACgrQEAAGhrAAAAaGsAAABoawAAANoaAAAA2hoAAIC2BgAAgLYGAACAtgYAAKCtAQAAoK0BAABoawAAAGhrAAAA2hoAAADaGgAAANoaAACAtgYAAIC2BgAAoK0BAACgrQEAAGhrAAAAaGsAAABoawAAANoaAAAA2hoAAIC2BgAAgLYGAACgrQEAAKCtAQAAoK0BAABoawAAAGhrAAAA2hoAAADaGgAAgLYGAACAtgYAAIC2BgAAoK0BAACgrQEAAGhrAAAAaGsAAADaGgAAANoaAAAA2hoAAIC2BgAAgLYGAACgrQEAAKCtAQAAaGsAAABoawAAAGhrAAAA2hoAAADaGgAAgLYGAACAtgYAAKCtAQAAoK0BAACgrQEAAGhrAAAAaGsAAADaGgAAANoaAACAtgYAAIC2BgAAgLYGAACgrQEAAKCtAQAAaGsAAABoawAAANoaAAAA2hoAAADaGgAAgLYGAACAtgYAAKCtAQAAoK0BAACgrQEAAGhrAAAAaGsAAADaGgAAANoaAACAtgYAAIC2BgAAgLYGAACgrQEAAKCtAQAAaGsAAABoawAAANoaAAAA2hoAAADaGgAAgLYGAACAtgYAAKCtAQAAoK0BAABoawAAAGhrAAAAaGsAAADaGgAAANoaAACAtgYAAIC2BgAAoK0BAACgrQEAAKCtAQAAaGsAAABoawAAANoaAAAA2hoAAIC2BgAAgLYGAACAtgYAAKCtAQAAoK0BAABoawAAAGhrAAAA2hoAAADaGgAAANoaAACAtgYAAIC2BgAAoK0RxPPzsxAAAPA3SW2NcA6HQ2ttt9udP0+n0+rzeDyuPle/5PJzk9/E9/F9Mn4fgVz/j+b7bP59lv8z4/B9fB/f5z9/k8Ph4K/TWbR5nqWQb2ytPT09yQE28fj4aKFwmMH5vKtZqABZeFtLqfcuBLBQ4DDjfGIW2hrhTNMkBLBQ4DDjfGIW2hrhuBEBCwUOM84nZqGtEZEbEbBQ4DDjfGIW2hoRuREBCwUOM84nZqGtEZEbEbBQ4DDjfGIW2hoAAADaGm/jP5EBFgocZpxPzEJbI6Llv0YPWChwmHE+MQttjVjciICFAocZ5xOz0NaIyI0IWChwmHE+MQttjYjciICFAocZ5xOz0NaIyI0IWChwmHE+MQttjYjciICFAocZ5xOz0NaIyI0IWChwmHE+MQttjYjciICFAocZ5xOz0NaIyI0IWChwmHE+MQttjYjGGEIACwUOM84nZqGtEc5+vxcCWChwmHE+MQttjXDciICFAocZ5xOz0NaIyI0IWChwmHE+MQttjYjciICFAocZ5xOz0NaIyI0IWChwmHE+MQttjYh670IACwUOM84nZqGtEc40TUIACwUOM84nZqGtEY4bEbBQ4DDjfGIW2hoRuREBCwUOM84nZqGtEZEbEbBQ4DDjfGIW2hoRuREBCwUOM84nZqGtAQAAoK3xNvM8CwEsFDjMOJ+YhbZGOK01IYCFAocZ5xOz0NYIx40IWChwmHE+MQttjYjciICFAocZ5xOz0NaIyI0IWChwmHE+MQttjYjciICFAocZ5xOz0NaIyI0IWChwmHE+MQttjYjciICFAocZ5xOz0NaIyI0IWChwmHE+MQttjYjciICFAocZ5xOzKO9BBACPj4/zPLfWls8xxn6/f/nZe5+m6eXnbrd7+UsuPzf5Ta78fa7zR1syv9U/PVoa256W5TDfSSDv933O/2ZwFLf9Pv5/Dfyfau0lNOmNyNPTkxxgq6pmoQQuW8Qo2Hu7o5RDCn4SMqUxhhDAQgkc2YpRsJiFtkY4fpwALJTAka0YBYtZaGtE1HsXAlgogSNbMQoWs9DWCGf5X/cCFkrgyFaMgsUstDVicSMCFkrgyFaMgsUstDUiciMCFkrgyFaMgsUstDUiciMCFkrgyFaMgsUstDUiciMCFkrgyFaMgsUstDUAAAC0Nd7Gf34eLJTAka0YBYtZaGtE1FoTAlgogSNbMQoWs9DWCMeNCFgogSNbMQoWs9DWiMiNCFgogSNbMQoWs9DWiMiNCFgogSNbMQoWs9DWiMiNCFgogSNbMQoWs9DWiMiNCFgogSNbMQoWs9DWiMiNCFgogSNbMQoWs9DWiMiNCFgogSNbMQoWs9DWiMiNCFgogSNbMQoWs9DWiGiMIQSwUAJHtmIULGahrRHOfr8XAlgogSNbMQoWs9DWCMeNCFgogSNbMQoWs9DWiMiNCFgogSNbMQoWs9DWiMiNCFgogSNbMQoWs6hvJqHz7M6fy9a9/Oy9rz5Xv+Tyc5PfxPfxfTJ+H4Fc84+2uNU/PVoam5+W+wnk/b7Py78jOYobfh+phvo+/jqdRfPfW8ioNYMDCyVwZCtGwWIWxflJyJTOdyeAhRI4shWjYDGLstVasU45NjciYKEEjmzFKFjMojpvaym5EQELJXBkK0bBYhb1q7VinXJsbkTAQgkc2YpRsJhFdd7WUnIjAhZK4MhWjILFLOpXa8U65djciICFEjiyFaNgMYvqvK0BAACErNaKNQAAQEDe1nKW7NaEABZK4MhWjILFLIoPy9saAABAQN7WcpZsNyJgoQSObMUoWMyi/LC8rQEAAATkbS1nyXYjAhZK4MhWjILFLMoPy9saAABAQN7WcpZsNyJgoQSObMUoWMyi/LC8rQEAAATkbS1nyXYjAhZK4MhWjILFLLQ1AhpjCAEslMCRrRgFi1kUr9Z+EjLl2JrBgYUSOLIVo2Axi+K8raXkRgQslMCRrRgFi1nUr9aKdcqxuREBCyVwZCtGwWIW1XlbS8mNCFgogSNbMQoWs6hfrRXrlGNzIwIWSuDIVoyCxSyq87aWUu9dCGChBI5sxShYzKJ4tVasU47NjQhYKIEjWzEKFrOozttaSm5EwEIJHNmKUbCYRf1qrVinHJsbEbBQAke2YhQsZlGdt7WU3IiAhRI4shWjYDGL+tVasU45NjciYKEEjmzFKFjMojpvawAAACGrtWINAAAQkLe1nCW7NSGAhRI4shWjYDGL4sPytgYAABCQt7WcJduNCFgogSNbMQoWsyg/LG9rAAAAAXlby1my3YiAhRI4shWjYDGL8sPytgYAABCQt7WcJduNCFgogSNbMQoWsyg/LG9rAAAAAXlby1myW1suRc6fp9Np9Xk8Hlefq19y+bnJb+L7+D4Zv49ArvlHW9zqnx4tjc1Py/0E8n7f58xR3Pb7SDXU9/HX6TR/7fe2lrStGRxYKIEjWzEKFrOozdtaSmMMIYCFEjiyFaNgMYvi1VqxTjk2NyJgoQSObMUoWMyiOm9rKbkRAQslcGQrRsFiFvWrtWKdcmxuRMBCCRzZilGwmEV13tZSciMCFkrgyFaMgsUs6ldrxTrl2NyIgIUSOLIVo2Axi+q8raXUexcCWCiBI1sxChazKF6tFeuUY3MjAhZK4MhWjILFLKrztpaSGxGwUAJHtmIULGZRv1or1inH5kYELJTAka0YBYtZVOdtLSU3ImChBI5sxShYzKJ+tVasU47NjQhYKIEjWzEKFrOoztsaAABAyGqtWAMAAATkbS1nyW5NCGChBI5sxShYzKL4sLytAQAABORtLWfJdiMCFkrgyFaMgsUsyg/L2xoAAEBA3tZylmw3ImChBI5sxShYzKL8sLytAQAABORtLWfJdiMCFkrgyFaMgsUsyg/L2xoAAEBA3tZylmw3ImChBI5sxShYzEJbI6AxhhDAQgkc2YpRsJhF8WrtJyFTjq0ZHFgogSNbMQoWsyjO21pKbkTAQgkc2YpRsJhF/WqtWKccmxsRsFACR7ZiFCxmUZ23tZTciICFEjiyFaNgMYv61VqxTjk2NyJgoQSObMUoWMyiOm9rKbkRAQslcGQrRsFiFvWrtWKdcmxuRMBCCRzZilGwmEV13tZS6r0LASyUwJGtGAWLWRSv1op1yrG5EQELJXBkK0bBYhbVeVtLyY0IWCiBI1sxChazqF+tFeuUY3MjAhZK4MhWjILFLKrztpaSGxGwUAJHtmIULGZRv1or1inH5kYELJTAka0YBYtZVOdtDQAAQFtjI96vwUIJHNmKUbCYhbZGRNM0tdZ2u93583Q6rT6Px+Pqc/VLLj83+U18H98n3fexUFf+oy2B3+qfHi2NbU/La9mWDOT9vs8So6O4+fe5/JetVG/1faZp8tfpLPzQas6x+WljsFACR7ZiFCxmUZ23tZS8X4OFEjiyFaNgMYv61VqxTjk2NyJgoQSObMUoWMyiOm9rAAAAIau1Yg0AABCQt7WcJbs1IYCFEjiyFaNgMYviw/K2BgAAEJC3tZwl240IWCiBI1sxChazKD8sb2sAAAABeVvLWbLdiICFEjiyFaNgMYvyw/K2BgAAEJC3tZwl240IWCiBI1sxChazKD8sb2sAAAABeVvLWbLdiICFEjiyFaNgMQttjYDGGEIACyVwZCtGwWIWxau1n4RMObZmcGChBI5sxShYzKI4b2spuREBCyVwZCtGwWIW9au1Yp1ybG5EwEIJHNmKUbCYRXXe1lJyIwIWSuDIVoyCxSzqV2vFOuXY3IiAhRI4shWjYDGL6rytpdR7FwJYKIEjWzEKFrMoXq0V65RjcyMCFkrgyFaMgsUsqvO2lpIbEbBQAke2YhQsZlG/WivWKcfmRgQslMCRrRgFi1lU520tJTciYKEEjmzFKFjMon61VqxTjs2NCFgogSNbMQoWs6jO2xoAAEDIaq1YAwAABORtLWfJbk0IYKEEjmzFKFjMoviw7OW/agAABKNJREFUvK0BAAAE5G0tZ8l2IwIWSuDIVoyCxSzKD8vbGgAAQEDe1nKWbDciYKEEjmzFKFjMovywvK0BAAAE5G0tZ8l2IwIWSuDIVoyCxSzKD8vbGgAAQEDe1nKWbDciYKEEjmzFKFjMovywvK0BAAAE5G0tZ8l2IwIWSuDIVoyCxSy0NQIaYwgBLJTAka0YBYtZFK/WfhIy5diawYGFEjiyFaNgMYvivK2l5EYELJTAka0YBYtZaGtEtN/vlx84Pn+eTqfV5/F4XH2ufsnl5ya/ie/j+6T7Phbqyn+0JfBb/dOjpbHtb/JatiUDeb/vs8ToKG7+fS7/ZSvVG/67wl+ns/AMCgAAEJG3NQAAAG0NAAAAbQ0AAEBbAwAAQFsDAADQ1gAAANDWAAAA0NYAAAC0NQAAALQ1AAAAbQ0AAABtDQAAQFsDAABAWwMAAEBbAwAA0NYAAADQ1gAAALQ1AAAAtDUAAABtDQAAAG0NAAAAbQ0AAEBbAwAAQFsDAADQ1gAAANDWAAAAtDUAAAC0NQAAALQ1AAAAbQ0AAABtDQAAQFsDAABAWwMAANDWAAAA0NYAAADQ1gAAALQ1AAAAtDUAAABtDQAAAG0NAABAWwMAAEBbAwAAQFsDAADQ1gAAANDWAAAAtDUAAAC0NQAAAG0NAAAAbQ0AAABtDQAAQFsDAABAWwMAANDWAAAA0NYAAAC0NQAAALQ1AAAAtDUAAABtDQAAAG0NAABAWwMAAEBbAwAA0NYAAADQ1gAAANDWAAAAtDUAAAC0NQAAAG0NAAAAbQ0AAABtDQAAQFsDAABAWwMAANDWAAAA0NYAAAC0NQAAALQ1AAAAtDUAAABtDQAAAG0NAABAWwMAAEBbAwAA0NYAAADQ1gAAANDWAAAAtDUAAAC0NQAAAG0NAAAAbQ0AAEBbAwAAQFsDAABAWwMAANDWAAAA0NYAAAC0NQAAALQ1AAAAbQ0AAABtDQAAAG0NAABAWwMAAEBbAwAA0NYAAADQ1gAAALQ1AAAAtDUAAAC0NQAAAG0NAAAAbQ0AAEBbAwAAQFsDAADQ1gAAANDWAAAA0NYAAAC0NQAAALQ1AAAAbQ0AAABtDQAAQFsDAABAWwMAAEBbAwAA0NYAAADQ1gAAALQ1AAAAtDUAAABtDQAAAG0NAAAAbQ0AAEBbAwAAQFsDAADQ1gAAANDWAAAA0NYAAAC0NQAAALQ1AAAAbQ0AAABtDQAAQFsDAABAWwMAAEBbAwAA0NYAAADQ1gAAALQ1AAAAtDUAAABtDQAAAG0NAACAfz2IAAAA7tnPv/35V/9bDq/5+GH6/ZcftDUAAODalqr2x68/ieLSp89fvn7rt/qn+0lIAACAiLQ1AAAAbQ0AAABtDQAAQFsDAABAWwMAANDWAAAA0NYAAADQ1gAAALQ1AAAAtDUAAABtDQAAAG0NAABAWwMAAEBbAwAAQFsDAADQ1gAAANDWAAAAtDUAAAC0NQAAAG0NAACA23n49PmLFAAA4J59/DAJ4bVkvn7rNylNP37/XZvn2QwAAACi8ZOQAAAA2hoAAADaGgAAgLYGAACAtgYAAKCtAQAAcH3/AGKNaivCanZdAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 xa hc y17 ff1 fs3 fc1 sc0 ls0 ws0">9 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _9"></span>2024 <span class="_ _9"></span><span class="ff6">r. <span class="_ _9"></span>p<span class="_ _2"></span>rzychody <span class="_ _9"></span>z <span class="_ _0"></span>usług <span class="_ _9"></span>wykonaws<span class="_ _2"></span>twa <span class="_ _9"></span>sieci <span class="_ _9"></span>przesyłowyc<span class="_ _2"></span>h <span class="_ _9"></span>gazu osiągnęły <span class="_ _9"></span>poziom <span class="_ _0"></span><span class="ff1">89 <span class="_ _9"></span>977 <span class="_ _9"></span><span class="ff6">ty<span class="_ _2"></span>s. <span class="_ _9"></span>zł, <span class="_ _9"></span>co <span class="_ _0"></span>stanowi </span></span></span></div><div class="t m0 x3 he y4e ff1 fs4 fc1 sc0 ls0 ws0">8,6<span class="ff6">%  przychodów  ze <span class="_ _29"> </span>sprzedaży  ogółem.  Przychody  działającego  na <span class="_ _29"> </span>rynku  budowy  g<span class="_ _0"></span>azociągów  Oddziału </span></div><div class="t m0 x3 he y4f ff1 fs4 fc1 sc0 ls0 ws0">STALPROFIL <span class="_ _1f"> </span>S.A. <span class="_ _1f"> </span>w Zabrzu<span class="_ _2"></span> <span class="_ _1f"> </span>spad<span class="ff6">ły <span class="_ _1f"> </span>o <span class="_ _1f"> </span></span><span class="ls4">10</span>,7% <span class="_ _1f"> </span>r/r. <span class="_ _1e"> </span>B<span class="ff6">yło <span class="_ _1f"> </span>to <span class="_ _1f"> </span>konsekwencją <span class="_ _1f"> </span>trwaj<span class="_ _2"></span>ącego <span class="_ _1f"> </span>zastoju <span class="_ _1f"> </span>na <span class="_ _1f"> </span>rynku </span></div><div class="t m0 x3 he y50 ff1 fs4 fc1 sc0 ls0 ws0">infrastruktury<span class="_ _2"></span>  w  latach  poprzednich  i  braku  <span class="ff6">dużych  kontraktów  będących  w  fazie  realizacji<span class="_ _2"></span></span>.  Po  zastoju </div><div class="t m0 x3 he y51 ff6 fs4 fc1 sc0 ls0 ws0">inwestycyjnym, trwający<span class="_ _2"></span>m na przestrzeni ostatnich dwóch la<span class="_ _2"></span>t, w <span class="_ _2"></span><span class="ff1 ls4">2024 </span>r. zostały uru<span class="_ _2"></span>chomione duże przetargi </div><div class="t m0 x3 he y52 ff6 fs4 fc1 sc0 ls0 ws0">na  dostawy  izolowanych  rur <span class="_ _29"> </span>stalowych  i  w<span class="_ _0"></span>ykonawstwo  gazociągów,  związane <span class="_ _29"> </span>głó<span class="_ _2"></span>wnie <span class="_ _29"> </span>z  budową  części </div><div class="t m0 x3 he y53 ff6 fs4 fc1 sc0 ls0 ws0">lądowej terminala FSRU.<span class="ff1"> </span>Zapoczątkowana<span class="_ _2"></span><span class="ff1"> w II <span class="_ _0"></span>kwartale 2024 r. poprawa sytuacji na kra<span class="_ _0"></span>jowym rynku budowy </span></div><div class="t m0 x3 he y54 ff6 fs4 fc1 sc0 ls0 ws0">gazociągów przesyłowych<span class="ff1"> </span>pozwoliła na istotne zwiększenie<span class="ff1"> </span>portfela zamówień Oddziału<span class="_ _2"></span><span class="ff1">. Efekt  <span class="_ _0"></span>realizacji tych </span></div><div class="t m0 x3 he yc6 ff6 fs4 fc1 sc0 ls0 ws0">zamówień <span class="ff1">powinien <span class="_ _2"></span></span>być już <span class="ff1">widoczn<span class="_ _2"></span>y </span>w przychod<span class="_ _2"></span>ach Spółki za rok 2025<span class="ff1 ls5">. <span class="ls0"> </span></span></div><div class="t m0 xf h11 y117 ff2 fs5 fc1 sc0 lsb ws0">2.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff2">Podstawowe rynki zbytu STALPROFIL S.A. </span></span></div><div class="t m0 x3 he y118 ff6 fs4 fc1 sc0 ls0 ws0">STALPROFIL <span class="_ _1c"></span>S.A. <span class="_ _2"></span>uzy<span class="_ _2"></span>skał <span class="_ _1c"></span><span class="ff1">w <span class="_ _2"></span>2024 <span class="_ _1c"></span><span class="ls11">r. <span class="_ _1c"></span><span class="ls4">975 <span class="_ _2"></span>634</span></span> <span class="_ _1c"></span></span>tys<span class="_ _2"></span>. <span class="_ _2"></span>zł <span class="_ _2"></span>przy<span class="_ _2"></span>chodów <span class="_ _2"></span>ze <span class="_ _2"></span>sprzed<span class="_ _2"></span>aży <span class="_ _2"></span>krajowej<span class="_ _2"></span><span class="ff1">, <span class="_ _2"></span><span class="ls10">tj.</span> <span class="_ _2"></span>o 16,8<span class="lse">% <span class="_ _1c"></span></span></span>więc<span class="ff1">ej <span class="_ _1c"></span>r/r.<span class="_ _2"></span> </span></div><div class="t m0 x3 he y119 ff6 fs4 fc1 sc0 ls0 ws0">Całość <span class="_ _21"> </span>przychodów  ze <span class="_ _21"> </span>sprzedaży  zagranicznej <span class="_ _21"> </span>została  zrealizowana <span class="_ _21"> </span>w  segmencie  s<span class="_ _2"></span>talowym.  Spół<span class="_ _2"></span>ka  nie<span class="_ _2"></span> </div><div class="t m0 x3 he y11a ff6 fs4 fc1 sc0 ls0 ws0">sprzedaje <span class="_ _2"></span>usług <span class="_ _2"></span>wykon<span class="_ _2"></span>awstwa sieci <span class="_ _2"></span>przesyło<span class="_ _2"></span>wych gaz<span class="_ _2"></span>u p<span class="_ _2"></span>oza granicami <span class="_ _2"></span>kraju. <span class="_ _1a"></span><span class="ff1">Przychody <span class="_ _2"></span>z <span class="_ _2"></span>eksportu <span class="_ _2"></span>wy<span class="_ _2"></span>nio</span>sły </div><div class="t m0 x3 he y11b ff1 fs4 fc1 sc0 ls4 ws0">68 500<span class="ls0"> tys. <span class="ff6 ls16">zł<span class="_ _2"></span></span><span class="ls5">. </span><span class="ff6">Udział przychodów z</span> <span class="ff6">eks<span class="_ _2"></span>portu w przychod<span class="_ _2"></span>ach ogółem wyniósł <span class="_ _2"></span></span></span>6,<span class="ls0">6<span class="lse">%.</span> </span></div><div class="t m0 x3 he y11c ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y11d ff1 fs4 fc1 sc0 ls0 ws0">Tabela 5 <span class="ff6">Przychody<span class="_ _2"></span> ze sprzedaży STALPROFIL <span class="_ _2"></span>S.A. w podziale n<span class="_ _2"></span>a rynek krajowy i za<span class="_ _2"></span>graniczny (tys. zł)<span class="_ _1c"></span></span> </div></div><div class="c x12 yf3 w25 h25"><div class="t m0 x2b h9 y109 ff5 fs3 fc1 sc0 ls0 ws0">Kierunek sprzedaży<span class="ff2"> </span></div></div><div class="c x5a y11e w26 h2b"><div class="t m0 x20 h9 y11f ff2 fs3 fc1 sc0 ls2 ws0">20<span class="ls0">24 </span></div></div><div class="c x5b y11e w27 h2b"><div class="t m0 x4d h9 y11f ff2 fs3 fc1 sc0 ls2 ws0">20<span class="ls0">23 </span></div></div><div class="c x5c yf3 w28 h25"><div class="t m0 x5d h9 y10c ff2 fs3 fc1 sc0 ls0 ws0">Zmiana </div><div class="t m0 xa h9 yb8 ff2 fs3 fc1 sc0 ls2 ws0">20<span class="ls0">24/2023 </span></div></div><div class="c x5a yf3 w29 h27"><div class="t m0 x52 h9 y120 ff5 fs3 fc1 sc0 ls0 ws0">tys. zł<span class="ff2"> </span></div></div><div class="c x5e yf3 w21 h27"><div class="t m0 x5d h9 y120 ff2 fs3 fc1 sc0 ls0 ws0">u<span class="ff5">dział</span> </div></div><div class="c x5b yf3 w2a h27"><div class="t m0 x5d h9 y120 ff2 fs3 fc1 sc0 ls0 ws0">tys. z<span class="ff5">ł</span> </div></div><div class="c x5f yf3 w21 h27"><div class="t m0 x5d h9 y120 ff5 fs3 fc1 sc0 ls0 ws0">udział<span class="ff2"> </span></div></div><div class="c x12 y121 w25 h2a"><div class="t m0 x3b hc ye0 ff1 fs3 fc1 sc0 ls0 ws0">Kraj </div></div><div class="c x5a y121 w29 h2a"><div class="t m0 x48 hc ye0 ff1 fs3 fc1 sc0 ls2 ws0">975 634<span class="ls0"> </span></div></div><div class="c x5e y121 w21 h2a"><div class="t m0 x48 hc ye0 ff1 fs3 fc1 sc0 ls2 ws0">93,<span class="ls0">4% </span></div></div><div class="c x5b y121 w2a h2a"><div class="t m0 x55 hc ye0 ff1 fs3 fc1 sc0 ls2 ws0">835 527<span class="ls0"> </span></div></div><div class="c x5f y121 w21 h2a"><div class="t m0 x48 hc ye0 ff1 fs3 fc1 sc0 ls0 ws0">90,7% </div></div><div class="c x5c y121 w28 h2a"><div class="t m0 x60 hc ye0 ff1 fs3 fc1 sc0 ls0 ws0">16,8% </div></div><div class="c x12 y122 w25 h2c"><div class="t m0 x3b hc yb8 ff1 fs3 fc1 sc0 ls0 ws0">Eksport </div></div><div class="c x5a y122 w29 h2c"><div class="t m0 x41 hc yb8 ff1 fs3 fc1 sc0 ls2 ws0">68 500<span class="ls0"> </span></div></div><div class="c x5e y122 w21 h2c"><div class="t m0 x41 hc yb8 ff1 fs3 fc1 sc0 ls2 ws0">6,<span class="ls0">6% </span></div></div><div class="c x5b y122 w2a h2c"><div class="t m0 x15 hc yb8 ff1 fs3 fc1 sc0 ls2 ws0">86 086<span class="ls0"> </span></div></div><div class="c x5f y122 w21 h2c"><div class="t m0 x41 hc yb8 ff1 fs3 fc1 sc0 ls0 ws0">9,3% </div></div><div class="c x5c y122 w28 h2c"><div class="t m0 x40 hc yb8 ff1 fs3 fc1 sc0 ls0 ws0">- 20,4% </div></div><div class="c x12 y123 w25 h2c"><div class="t m0 x1f h9 yb8 ff2 fs3 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x5a y123 w29 h2c"><div class="t m0 x61 h9 yb8 ff2 fs3 fc1 sc0 ls0 ws0">1 <span class="ls2">044 134</span> </div></div><div class="c x5e y123 w21 h2c"><div class="t m0 x21 h9 yb8 ff2 fs3 fc1 sc0 ls0 ws0">100,0% </div></div><div class="c x5b y123 w2a h2c"><div class="t m0 x55 h9 yb8 ff2 fs3 fc1 sc0 ls2 ws0">921 613<span class="ls0"> </span></div></div><div class="c x5f y123 w21 h2c"><div class="t m0 x21 h9 yb8 ff2 fs3 fc1 sc0 ls0 ws0">100,0% </div></div><div class="c x5c y123 w28 h2c"><div class="t m0 x60 h9 yb8 ff2 fs3 fc1 sc0 ls0 ws0">13,3% </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y124 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y125 ff1 fs4 fc1 sc0 ls0 ws0">Tabela 6 <span class="ff6">Wolumen s<span class="_ _2"></span>przedaży wyrobów h<span class="_ _2"></span>utniczych </span>STALPR<span class="_ _2"></span>OFIL S.A. w podziale na ry<span class="_ _2"></span>n<span class="ls17">ki</span> </div></div><div class="c x12 y126 w2b h25"><div class="t m0 x5d h9 y127 ff2 fs3 fc1 sc0 ls0 ws0">Kierunek <span class="ff5">sprzedaży</span> </div></div><div class="c x14 yfe w2c h26"><div class="t m0 x35 h9 y11f ff2 fs3 fc1 sc0 ls2 ws0">20<span class="ls0">24 </span></div></div><div class="c x5b yfe w27 h26"><div class="t m0 x4d h9 y11f ff2 fs3 fc1 sc0 ls2 ws0">20<span class="ls0">23 </span></div></div><div class="c x5c y126 w28 h25"><div class="t m0 x5d h9 y128 ff2 fs3 fc1 sc0 ls0 ws0">Zmian<span class="ls18">a </span></div><div class="t m0 xa h9 yb8 ff2 fs3 fc1 sc0 ls2 ws0">20<span class="ls0">24/2023 </span></div></div><div class="c x14 y126 w2d h27"><div class="t m0 x13 h9 y10d ff2 fs3 fc1 sc0 ls0 ws0">tony </div></div><div class="c x5e y126 w21 h27"><div class="t m0 x5d h9 y10d ff5 fs3 fc1 sc0 ls0 ws0">udział<span class="ff2"> </span></div></div><div class="c x5b y126 w2a h27"><div class="t m0 x50 h9 y10d ff2 fs3 fc1 sc0 ls0 ws0">tony </div></div><div class="c x5f y126 w21 h27"><div class="t m0 x5d h9 y10d ff2 fs3 fc1 sc0 ls0 ws0">u<span class="ff5">dział</span> </div></div><div class="c x12 y129 w2b h2d"><div class="t m0 x3b hc y12a ff1 fs3 fc1 sc0 ls0 ws0">Kraj </div></div><div class="c x14 y129 w2d h2d"><div class="t m0 x21 hc y12a ff1 fs3 fc1 sc0 ls2 ws0">246 668<span class="ls0"> </span></div></div><div class="c x5e y129 w21 h2d"><div class="t m0 x48 hc y12a ff1 fs3 fc1 sc0 ls2 ws0">92,<span class="ls0">6% </span></div></div><div class="c x5b y129 w2a h2d"><div class="t m0 x55 hc y12a ff1 fs3 fc1 sc0 ls2 ws0">180 406<span class="ls0"> </span></div></div><div class="c x5f y129 w21 h2d"><div class="t m0 x48 hc y12a ff1 fs3 fc1 sc0 ls0 ws0">89,8% </div></div><div class="c x5c y129 w28 h2d"><div class="t m0 x60 hc y12a ff1 fs3 fc1 sc0 ls0 ws0">36,7% </div></div><div class="c x12 y12b w2b h2e"><div class="t m0 x3b hc y12c ff1 fs3 fc1 sc0 ls0 ws0">Eksport </div></div><div class="c x14 y12b w2d h2e"><div class="t m0 x48 hc y12c ff1 fs3 fc1 sc0 ls2 ws0">19 635<span class="ls0"> </span></div></div><div class="c x5e y12b w21 h2e"><div class="t m0 x41 hc y12c ff1 fs3 fc1 sc0 ls0 ws0">7,4% </div></div><div class="c x5b y12b w2a h2e"><div class="t m0 x15 hc y12c ff1 fs3 fc1 sc0 ls2 ws0">20 423<span class="ls0"> </span></div></div><div class="c x5f y12b w21 h2e"><div class="t m0 x48 hc y12c ff1 fs3 fc1 sc0 ls0 ws0">10,2% </div></div><div class="c x5c y12b w28 h2e"><div class="t m0 x60 hc y12c ff1 fs3 fc1 sc0 ls0 ws0">- 3,9% </div></div><div class="c x12 y12d w2b h2f"><div class="t m0 x25 h9 y12e ff2 fs3 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x14 y12d w2d h2f"><div class="t m0 x21 h9 y12e ff2 fs3 fc1 sc0 ls2 ws0">266 303<span class="ls0"> </span></div></div><div class="c x5e y12d w21 h2f"><div class="t m0 x21 h9 y12e ff2 fs3 fc1 sc0 ls0 ws0">100,0% </div></div><div class="c x5b y12d w2a h2f"><div class="t m0 x55 h9 y12e ff2 fs3 fc1 sc0 ls2 ws0">200 829<span class="ls0"> </span></div></div><div class="c x5f y12d w21 h2f"><div class="t m0 x21 h9 y12e ff2 fs3 fc1 sc0 ls0 ws0">100,0% </div></div><div class="c x5c y12d w28 h2f"><div class="t m0 x60 h9 y12e ff2 fs3 fc1 sc0 ls0 ws0">32,6% </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y12f ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y130 ff6 fs4 fc1 sc0 ls0 ws0">Największym <span class="_ _0"></span>zagranicznym <span class="_ _9"></span>rynkiem <span class="_ _0"></span>zbytu <span class="_ _9"></span>był<span class="_ _2"></span>y <span class="_ _9"></span>w <span class="_ _9"></span>analizowany<span class="_ _2"></span>m <span class="_ _9"></span>okresie <span class="_ _0"></span>kraje <span class="_ _9"></span>Unii <span class="_ _9"></span>Euro<span class="_ _2"></span>pejskiej, <span class="_ _9"></span>któ<span class="_ _2"></span>rych <span class="_ _9"></span>udział </div><div class="t m0 x3 he y131 ff6 fs4 fc1 sc0 ls0 ws0">w <span class="_ _1a"></span>przychod<span class="_ _2"></span>ach <span class="_ _1a"></span>ze <span class="_ _1a"></span>sp<span class="_ _2"></span>rzedaży <span class="_ _1a"></span>eksp<span class="_ _2"></span>ortowej <span class="_ _28"></span>wyniósł <span class="_ _28"></span><span class="ff1">81,9%. <span class="_ _1a"></span></span>Główny<span class="_ _2"></span>mi <span class="_ _1a"></span>odbiorcami<span class="_ _2"></span> <span class="_ _1a"></span>z <span class="_ _1a"></span>tego<span class="_ _2"></span> <span class="_ _1a"></span>regionu <span class="_ _1a"></span>b<span class="_ _2"></span>yły <span class="_ _1a"></span>firmy </div><div class="t m0 x3 he y132 ff1 fs4 fc1 sc0 ls0 ws0">z <span class="ff6">takich <span class="_ _1c"></span>krajów <span class="_ _1c"></span>jak: <span class="_ _1c"></span></span>Czechy, <span class="_ _1c"></span>Rumun<span class="_ _2"></span>ia, <span class="_ _2"></span>Litwa, <span class="_ _1c"></span><span class="ff6">Sł<span class="_ _2"></span>owacja, <span class="_ _2"></span></span>E<span class="_ _2"></span>stonia<span class="ls19">, <span class="_ _1c"></span></span>Niemcy<span class="ls5">. <span class="_ _1c"></span></span>Istotny <span class="_ _1c"></span>eksportowy <span class="_ _1c"></span>rynek <span class="_ _1c"></span>zbytu<span class="_ _2"></span> <span class="_ _2"></span>dla </div><div class="t m0 x3 he y133 ff6 fs4 fc1 sc0 ls0 ws0">towarów <span class="_ _26"> </span>oferowan<span class="_ _2"></span>ych <span class="_ _26"> </span>przez <span class="_ _29"> </span>Spółkę <span class="_ _29"> </span>stanowiły <span class="_ _29"> </span>kraje <span class="_ _26"> </span>europejskie <span class="_ _29"> </span>nie <span class="_ _26"> </span>będące <span class="_ _29"> </span>członkami <span class="_ _29"> </span>Unii <span class="_ _26"> </span>Euro<span class="_ _2"></span>pejskiej. </div><div class="t m0 x3 he y134 ff6 fs4 fc1 sc0 ls0 ws0">Udział tych krajów <span class="_ _9"></span>w sprzedaży<span class="_ _2"></span> e<span class="_ _0"></span>ksportowej wyniósł <span class="ff1">18,1%. W tej <span class="_ _0"></span>grupie <span class="ff6">znalazły się <span class="_ _9"></span>gł<span class="_ _2"></span>ównie <span class="ff1">firmy <span class="_ _0"></span>z Ukrainy, </span></span></span></div><div class="t m0 x3 he y135 ff1 fs4 fc1 sc0 ls0 ws0">Turcji, Serbii i Norwegii.<span class="_ _2"></span> </div><div class="t m0 x3 he y136 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y137 ff1 fs4 fc1 sc0 ls0 ws0">Tabela 7 <span class="ff6">Kierunki s<span class="_ _2"></span>przedaży ekspo<span class="_ _2"></span>rtowej STALPROFIL S.A.</span> <span class="ff6">(t<span class="_ _2"></span>ys. zł)</span> </div></div><div class="c x12 y7 w2e h30"><div class="t m0 x45 h9 y138 ff2 fs3 fc1 sc0 ls0 ws0">Obszar geograficzny </div></div><div class="c x62 y139 w2f h31"><div class="t m0 x63 h9 y13a ff2 fs3 fc1 sc0 ls2 ws0">20<span class="ls0">24 </span></div></div><div class="c x64 y139 w30 h31"><div class="t m0 x65 h9 y13a ff2 fs3 fc1 sc0 ls2 ws0">20<span class="ls0">23 </span></div></div><div class="c x66 y7 w31 h30"><div class="t m0 x67 h9 y13b ff2 fs3 fc1 sc0 ls0 ws0">Zmiana </div><div class="t m0 x68 h9 y13c ff2 fs3 fc1 sc0 ls2 ws0">20<span class="ls0">24/2023 </span></div></div><div class="c x62 y7 w32 h27"><div class="t m0 x1b h9 y10d ff5 fs3 fc1 sc0 ls0 ws0">tys. zł<span class="ff2"> </span></div></div><div class="c x69 y7 w33 h27"><div class="t m0 x2b h9 y10d ff5 fs3 fc1 sc0 ls0 ws0">udział<span class="ff2"> </span></div></div><div class="c x64 y7 w34 h27"><div class="t m0 x3b h9 y10d ff5 fs3 fc1 sc0 ls0 ws0">tys. zł<span class="ff2"> </span></div></div><div class="c x6a y7 w35 h27"><div class="t m0 x2b h9 y10d ff5 fs3 fc1 sc0 ls0 ws0">udział<span class="ff2"> </span></div></div><div class="c x12 y13d w2e h32"><div class="t m0 x54 hc y12c ff1 fs3 fc1 sc0 ls0 ws0">Unia Europejska (UE-<span class="ls2">28)</span> </div></div><div class="c x62 y13d w32 h32"><div class="t m0 x21 hc y12c ff1 fs3 fc1 sc0 ls2 ws0">56 103<span class="ls0"> </span></div></div><div class="c x69 y13d w33 h32"><div class="t m0 x47 hc y12c ff1 fs3 fc1 sc0 ls0 ws0">81,9% </div></div><div class="c x64 y13d w34 h32"><div class="t m0 x59 hc y12c ff1 fs3 fc1 sc0 ls2 ws0">65 261<span class="ls0"> </span></div></div><div class="c x6a y13d w35 h32"><div class="t m0 x47 hc y12c ff1 fs3 fc1 sc0 ls0 ws0">75,8% </div></div><div class="c x66 y13d w31 h32"><div class="t m0 x15 hc y12c ff1 fs3 fc1 sc0 ls0 ws0">- <span class="ls2">14<span class="ls19">,0</span></span>% </div></div><div class="c x12 y13e w2e h33"><div class="t m0 x54 hc y13f ff1 fs3 fc1 sc0 ls0 ws0">Europa (poza UE-<span class="ls2">28)</span> </div></div><div class="c x62 y13e w32 h33"><div class="t m0 x21 hc y13f ff1 fs3 fc1 sc0 ls2 ws0">12 397<span class="ls0"> </span></div></div><div class="c x69 y13e w33 h33"><div class="t m0 x47 hc y13f ff1 fs3 fc1 sc0 ls0 ws0">18,1% </div></div><div class="c x64 y13e w34 h33"><div class="t m0 x59 hc y13f ff1 fs3 fc1 sc0 ls2 ws0">20 825<span class="ls0"> </span></div></div><div class="c x6a y13e w35 h33"><div class="t m0 x47 hc y13f ff1 fs3 fc1 sc0 ls0 ws0">24,2% </div></div><div class="c x66 y13e w31 h33"><div class="t m0 x15 hc y13f ff1 fs3 fc1 sc0 ls0 ws0">- 40,5% </div></div><div class="c x12 y140 w2e h34"><div class="t m0 x20 h9 y141 ff2 fs3 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x62 y140 w32 h34"><div class="t m0 x21 h9 y141 ff2 fs3 fc1 sc0 ls2 ws0">68 500<span class="ls0"> </span></div></div><div class="c x69 y140 w33 h34"><div class="t m0 x50 h9 y141 ff2 fs3 fc1 sc0 ls0 ws0">100,0% </div></div><div class="c x64 y140 w34 h34"><div class="t m0 x59 h9 y141 ff2 fs3 fc1 sc0 ls2 ws0">86 086<span class="ls0"> </span></div></div><div class="c x6a y140 w35 h34"><div class="t m0 x50 h9 y141 ff2 fs3 fc1 sc0 ls0 ws0">100,0% </div></div><div class="c x66 y140 w31 h34"><div class="t m0 x15 h9 y141 ff2 fs3 fc1 sc0 ls0 ws0">- 20,4% </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y142 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">10<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 xf h11 yd3 ff2 fs5 fc1 sc0 lsb ws0">3.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Główni dostawcy i odbiorcy STALPROFIL S.A.<span class="ff2"> </span></span></span></div><div class="t m0 x3 he y143 ff6 fs4 fc1 sc0 ls0 ws0">STALPROFIL <span class="_ _1c"></span>S.A. <span class="_ _1c"></span>zaop<span class="_ _2"></span>atruje <span class="_ _1c"></span>się <span class="_ _1c"></span>w <span class="_ _1c"></span>wyroby <span class="_ _1a"></span>hutnicze <span class="_ _2"></span>za<span class="_ _2"></span>równo <span class="_ _1c"></span>na <span class="_ _1c"></span>rynku <span class="_ _1a"></span>krajowym, <span class="_ _2"></span>jak <span class="_ _1c"></span>i <span class="_ _1c"></span>zagraniczn<span class="_ _2"></span>ym. <span class="_ _2"></span>Wś<span class="_ _2"></span>ród </div><div class="t m0 x3 he y144 ff6 fs4 fc1 sc0 ls0 ws0">dostawców <span class="_ _1d"> </span>Spółki <span class="_ _a"> </span>zn<span class="_ _2"></span>ajdują <span class="_ _a"> </span>się <span class="_ _1d"> </span>przede <span class="_ _a"> </span>wszy<span class="_ _2"></span>stkim <span class="_ _a"> </span>wiodący<span class="_ _2"></span> <span class="_ _a"> </span>pols<span class="_ _2"></span>cy <span class="_ _a"> </span>i <span class="_ _1d"> </span>europejscy <span class="_ _1d"> </span>producenci <span class="_ _a"> </span>stali <span class="_ _1d"> </span>oraz, </div><div class="t m0 x3 he y145 ff1 fs4 fc1 sc0 ls0 ws0">w <span class="ff6">mniejszym <span class="_ _a"> </span>stopniu, <span class="_ _a"> </span>znaczący <span class="_ _a"> </span>dys<span class="_ _2"></span>trybutorzy <span class="_ _a"> </span>wyrobów <span class="_ _a"> </span>hutniczych. <span class="_ _a"> </span>W <span class="_ _a"> </span>zależności <span class="_ _a"> </span>od <span class="_ _a"> </span>zapotrz<span class="_ _2"></span>ebowania </span></div><div class="t m0 x3 he y146 ff6 fs4 fc1 sc0 ls0 ws0">odbiorców i <span class="_ _2"></span>bieżącej sy<span class="_ _2"></span>tuacji rynkowej, <span class="_ _2"></span>STALPROFIL<span class="_ _2"></span><span class="ff1"> </span>S.A. ma <span class="_ _2"></span>możliwość <span class="_ _2"></span>zaopatrywania <span class="_ _2"></span>się również <span class="_ _2"></span>w wyroby<span class="_ _2"></span> </div><div class="t m0 x3 he y147 ff6 fs4 fc1 sc0 ls0 ws0">hutnicze produ<span class="_ _2"></span>kowane poza Unią Europ<span class="_ _2"></span>ejską, w tym w<span class="_ _2"></span><span class="ff1"> Europie Wschodniej i w Azji.<span class="_ _2"></span> </span></div><div class="t m0 x3 he y148 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y149 ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _2"></span>2024 <span class="_ _2"></span>r. <span class="_ _2"></span>koncern <span class="_ _2"></span>ArcelorMit<span class="_ _2"></span>tal <span class="_ _2"></span><span class="ff6">był <span class="_ _2"></span>największy<span class="_ _2"></span>m</span> <span class="_ _2"></span>dostawc<span class="ff6">ą</span> <span class="_ _2"></span>STALPROFIL <span class="_ _2"></span>S.A. <span class="_ _2"></span><span class="ff6">Warto<span class="_ _2"></span>ść <span class="_ _2"></span>zakupion<span class="_ _2"></span>ych <span class="_ _2"></span>od <span class="_ _2"></span>niego </span></div><div class="t m0 x3 he y14a ff6 fs4 fc1 sc0 ls0 ws0">wyrobów <span class="_ _12"> </span>hutniczych<span class="_ _2"></span> <span class="_ _12"> </span>osiągnęła <span class="_ _12"> </span><span class="ff1">30,7</span>% <span class="_ _12"> </span>łącznych <span class="_ _12"> </span>kosztów <span class="_ _12"> </span>sprzedany<span class="_ _2"></span>ch <span class="_ _12"> </span>produktów, <span class="_ _1b"> </span>u<span class="_ _2"></span>sług, <span class="_ _12"> </span>towarów </div><div class="t m0 x3 he y14b ff1 fs4 fc1 sc0 ls0 ws0">i <span class="ff6">materiałów</span> S<span class="_ _2"></span>TALPROFIL S.<span class="_ _2"></span>A. <span class="_ _2"></span>ArcelorMittal j<span class="_ _2"></span>est <span class="ff6">d<span class="_ _2"></span>rugim co d<span class="_ _2"></span>o wielkości<span class="_ _2"></span></span> prod<span class="_ _2"></span>ucent<span class="ls1a">em</span> <span class="ff6">stali <span class="_ _2"></span>na świecie, a <span class="_ _2"></span>jego </span></div><div class="t m0 x3 he y14c ff6 fs4 fc1 sc0 ls0 ws0">podmiot <span class="_ _21"> </span>zależny <span class="_ _21"> </span>–<span class="ff1">  ArcelorM<span class="_ _2"></span>ittal <span class="_ _21"> </span>Poland <span class="_ _21"> </span>S.A.  </span>–<span class="ff1"> <span class="_ _21"> </span></span>posiada <span class="_ _21"> </span>wiodący <span class="_ _21"> </span>udział  w<span class="_ _2"></span><span class="ff1"> </span>krajowej <span class="_ _21"> </span>produkcji <span class="_ _21"> </span>wyrobów </div><div class="t m0 x3 he y14d ff6 fs4 fc1 sc0 ls0 ws0">hutniczych. <span class="_ _21"> </span>Pozycja <span class="_ _21"> </span>tego <span class="_ _21"> </span>koncernu <span class="_ _21"> </span>powoduje, <span class="_ _21"> </span>że <span class="_ _21"> </span>jest <span class="_ _21"> </span>on <span class="_ _21"> </span>głównym <span class="_ _21"> </span>dostawcą <span class="_ _21"> </span>wyrobów <span class="_ _21"> </span>hutniczych <span class="_ _21"> </span>dla </div><div class="t m0 x3 he y14e ff6 fs4 fc1 sc0 ls0 ws0">czołowych pols<span class="_ _2"></span>kich dystrybutorów stal<span class="_ _2"></span><span class="ff1">i, w tym dla STALPROFIL<span class="_ _2"></span> S.A. </span></div><div class="t m0 x3 he y14f ff6 fs4 fc1 sc0 ls0 ws0">Należąca <span class="_ _2"></span>do <span class="_ _1c"></span><span class="ff1">ArcelorMittal <span class="_ _2"></span>s</span>półk<span class="_ _2"></span><span class="ff1">a <span class="_ _2"></span>ArcelorMittal <span class="_ _2"></span>Investment <span class="_ _1c"></span>Management <span class="_ _2"></span>Poland<span class="_ _2"></span> <span class="_ _2"></span>Sp. <span class="_ _2"></span>z <span class="_ _2"></span>o.o. <span class="_ _1c"></span></span>jest <span class="_ _2"></span>największym </div><div class="t m0 x3 he y150 ff1 fs4 fc1 sc0 ls0 ws0">akcjonariuszem STALPR<span class="_ _2"></span>OFIL S.A., <span class="_ _2"></span><span class="ff6">posiadającym 31,48% akcji s<span class="_ _2"></span>półki i 32,68% głosów n<span class="_ _2"></span>a WZA.</span> </div><div class="t m0 x3 he y151 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y152 ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="_ _26"> </span>8 <span class="_ _26"> </span><span class="ff6">Główni <span class="_ _26"> </span>dosta<span class="_ _2"></span>wcy <span class="_ _28"> </span>(c<span class="_ _2"></span>o <span class="_ _26"> </span>najmniej <span class="_ _26"> </span>10% <span class="_ _26"> </span>udział<span class="_ _2"></span> <span class="_ _28"> </span>w <span class="_ _26"> </span>ko<span class="_ _2"></span>sztach  sprzedanych <span class="_ _28"> </span>p<span class="_ _2"></span>roduktów, <span class="_ _26"> </span>usł<span class="_ _2"></span>ug, <span class="_ _26"> </span>towarów</span> </div><div class="t m0 x3 he y153 ff1 fs4 fc1 sc0 ls0 ws0">i <span class="ff6">materiałów</span>) </div></div><div class="c x12 y154 w36 h35"><div class="t m0 x6b h9 y155 ff5 fs3 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff2"> </span></div></div><div class="c x38 y156 w37 h28"><div class="t m0 x6c h9 y110 ff2 fs3 fc1 sc0 ls2 ws0">2024<span class="ls0"> </span></div></div><div class="c x38 y154 w38 h36"><div class="t m0 x15 h9 yab ff5 fs3 fc1 sc0 ls0 ws0">tys. zł<span class="ff2"> </span></div></div><div class="c x6d y154 w39 h36"><div class="t m0 x6e h9 yab ff5 fs3 fc1 sc0 ls0 ws0">udział<span class="ff2"> </span></div></div><div class="c x12 y157 w36 h37"><div class="t m0 x3f hc y158 ff1 fs3 fc1 sc0 ls0 ws0">Grupa ArcelorMittal </div></div><div class="c x38 y157 w38 h37"><div class="t m0 x65 hc y158 ff1 fs3 fc1 sc0 ls2 ws0">300 727<span class="ls0"> </span></div></div><div class="c x6d y157 w39 h37"><div class="t m0 x1e hc y158 ff1 fs3 fc1 sc0 ls0 ws0">30,7% </div></div><div class="c x12 y159 w36 h1a"><div class="t m0 x3f h9 yb8 ff2 fs3 fc1 sc0 ls0 ws0">Razem <span class="ff5">koszty sprzedanych produktów, usług, towarów</span> <span class="ls1b">i </span><span class="ff5">materiałów</span> </div></div><div class="c x38 y159 w38 h1a"><div class="t m0 x65 h9 yb8 ff2 fs3 fc1 sc0 ls2 ws0">977 984<span class="ls0"> </span></div></div><div class="c x6d y159 w39 h1a"><div class="t m0 x32 h9 yb8 ff2 fs3 fc1 sc0 ls0 ws0">100,0% </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y15a ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y15b ff1 fs4 fc1 sc0 ls0 ws0">Tabela 9 <span class="ff6">Główni odbiorcy (co <span class="_ _2"></span>najmniej 10% udział<span class="_ _2"></span> w przychodach z<span class="_ _2"></span>e sprzedaży)<span class="_ _2"></span></span> </div></div><div class="c x12 yaa w36 h38"><div class="t m0 x6b h9 y15c ff5 fs3 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff2"> </span></div></div><div class="c x38 y15d w37 h33"><div class="t m0 x6c h9 y13f ff2 fs3 fc1 sc0 ls2 ws0">2024<span class="ls0"> </span></div></div><div class="c x38 yaa w3a h1b"><div class="t m0 x15 h9 ybb ff5 fs3 fc1 sc0 ls0 ws0">tys. zł<span class="ff2"> </span></div></div><div class="c x6d yaa w3b h1b"><div class="t m0 x6e h9 ybb ff5 fs3 fc1 sc0 ls0 ws0">udział<span class="ff2"> </span></div></div><div class="c x12 y15e w36 h39"><div class="t m0 x3f hc y15f ff1 fs3 fc1 sc0 ls0 ws0">Proma Sp. z o.o. </div></div><div class="c x38 y15e w3a h39"><div class="t m0 x29 hc y15f ff1 fs3 fc1 sc0 ls2 ws0">168 340<span class="ls0"> </span></div></div><div class="c x6d y15e w3b h39"><div class="t m0 x35 hc y15f ff1 fs3 fc1 sc0 ls0 ws0">16,1% </div></div><div class="c x12 y160 w36 h3a"><div class="t m0 x3f hc y161 ff1 fs3 fc1 sc0 ls0 ws0">Tersteel Group Sp. z o. <span class="ls1c">o.</span> </div></div><div class="c x38 y160 w3a h3a"><div class="t m0 x29 hc y161 ff1 fs3 fc1 sc0 ls0 ws0">1<span class="ls2">12 123</span> </div></div><div class="c x6d y160 w3b h3a"><div class="t m0 x35 hc y161 ff1 fs3 fc1 sc0 ls0 ws0">10,7% </div></div><div class="c x12 y162 w36 h3b"><div class="t m0 x3f h9 ydc ff2 fs3 fc1 sc0 ls0 ws0">Razem <span class="ff5">przychody ze sprzedaży</span> </div></div><div class="c x38 y162 w3a h3b"><div class="t m0 x6f h9 ydc ff2 fs3 fc1 sc0 ls0 ws0">1 <span class="ls2">044 134</span> </div></div><div class="c x6d y162 w3b h3b"><div class="t m0 x63 h9 ydc ff2 fs3 fc1 sc0 ls0 ws0">100,0% </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y163 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y164 ff1 fs4 fc1 sc0 ls0 ws0">Dwaj <span class="_ _a"> </span>odbiorcy<span class="_ _2"></span> <span class="_ _a"> </span><span class="ff6">znaleźli <span class="_ _a"> </span>się <span class="_ _a"> </span></span>w<span class="ff6">śród<span class="_ _2"></span> <span class="_ _a"> </span>podmiotów, <span class="_ _a"> </span>któ<span class="_ _2"></span>rych <span class="_ _a"> </span>udział <span class="_ _a"> </span>w<span class="_ _2"></span></span> <span class="ff6">przychodach<span class="_ _2"></span> <span class="_ _a"> </span>ze <span class="_ _a"> </span>sprzedaży <span class="_ _1d"> </span></span>w <span class="_ _21"> </span>2024 <span class="_ _1d"> </span>r. </div><div class="t m0 x3 he y165 ff6 fs4 fc1 sc0 ls0 ws0">przekroczył <span class="_ _29"> </span>10%<span class="ff1">. <span class="_ _26"> </span></span>Sprz<span class="_ _2"></span>edaż <span class="_ _29"> </span>do <span class="_ _26"> </span>tych<span class="_ _2"></span> <span class="_ _26"> </span>odbiorców <span class="_ _29"> </span>związana <span class="_ _29"> </span>jest <span class="_ _29"> </span>głównie <span class="_ _29"> </span>z <span class="_ _26"> </span>dos<span class="_ _2"></span>tawami <span class="_ _29"> </span>wyrobów <span class="_ _26"> </span>p<span class="_ _2"></span>łaskich <span class="_ _29"> </span>do </div><div class="t m0 x3 he y166 ff1 fs4 fc1 sc0 ls0 ws0">produkcji <span class="_ _1f"> </span>rur <span class="_ _1d"> </span>stalowych<span class="_ _2"></span> <span class="_ _1d"> </span>na <span class="_ _1f"> </span>potrzeby <span class="_ _1d"> </span>rynku <span class="_ _1f"> </span>infrastruktury.<span class="_ _2"></span> <span class="_ _1d"> </span><span class="ff6">Pomiędzy <span class="_ _1f"> </span>STALPROFIL <span class="_ _1d"> </span>S.A.<span class="_ _2"></span></span>, <span class="_ _1d"> </span>a <span class="_ _1f"> </span>odbiorcami<span class="_ _2"></span> </div><div class="t m0 x3 he y167 ff1 fs4 fc1 sc0 ls0 ws0">wymienionymi w tab<span class="_ _2"></span>. <span class="ff6">9 nie istnieją żadn<span class="_ _2"></span>e formalne powiązania.<span class="_ _2"></span></span> </div><div class="t m0 xf h11 y168 ff2 fs5 fc1 sc0 lsb ws0">4.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff2">Informacje <span class="_ _a"> </span>o <span class="_ _a"> </span>zawartych <span class="_ _1d"> </span>u<span class="ff5">mowach <span class="_ _a"> </span>znaczących <span class="_ _a"> </span>dla <span class="_ _a"> </span>działalności <span class="_ _a"> </span>Spółki, <span class="_ _a"> </span>w <span class="_ _a"> </span>tym </span></span></span></div><div class="t m0 x10 h13 y169 ff2 fs5 fc1 sc0 ls0 ws0">umowach <span class="_ _12"> </span><span class="ff5">zaw<span class="_ _2"></span>artych <span class="_ _12"> </span>pomiędzy <span class="_ _2b"> </span>akcjonariuszami, <span class="_ _12"> </span>umowach <span class="_ _12"> </span>współpracy <span class="_ _2b"> </span>lub </span></div><div class="t m0 x10 h13 y16a ff2 fs5 fc1 sc0 ls0 ws0">kooperacji </div><div class="t m0 x3 he y16b ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _2"></span>okresie <span class="_ _2"></span>spra<span class="_ _2"></span>wozdawczym <span class="_ _2"></span>STALPROFIL <span class="_ _1c"></span>S.A. <span class="_ _2"></span>dokon<span class="_ _2"></span><span class="ls1d">yw</span><span class="ff6">ał <span class="_ _2"></span>zn<span class="_ _2"></span>aczących <span class="_ _2"></span>trans<span class="_ _2"></span>akcji <span class="_ _2"></span>zakupu <span class="_ _2"></span>wyrob<span class="_ _2"></span>ów <span class="_ _2"></span>hutniczych </span></div><div class="t m0 x3 he y16c ff1 fs4 fc1 sc0 ls0 ws0">z podmiotami z <span class="ff6">Grupy ArcelorMittal. Współp<span class="_ _2"></span>raca handlowa <span class="_ _9"></span>z tym koncernem odbywa się <span class="_ _0"></span>na bazie zamówień </span></div><div class="t m0 x3 he y16d ff6 fs4 fc1 sc0 ls0 ws0">handlowych <span class="_ _1a"></span>skład<span class="_ _2"></span>anych <span class="_ _1a"></span><span class="ff1 lse">w <span class="_ _1a"></span></span>ArcelorMittal <span class="_ _1a"></span>Poland <span class="_ _1c"></span>S<span class="_ _2"></span>.A. <span class="_ _1a"></span>z <span class="_ _1c"></span>s<span class="_ _2"></span>iedzibą <span class="_ _1a"></span>w<span class="ff1"> </span>Dąb<span class="_ _2"></span>rowie <span class="_ _1a"></span>Górniczej <span class="_ _1a"></span>oraz <span class="_ _1a"></span><span class="ff1 lse">w <span class="_ _1a"></span><span class="ls0">ArcelorMittal </span></span></div><div class="t m0 x3 he y16e ff6 fs4 fc1 sc0 ls0 ws0">Commercial <span class="_ _1c"></span>Sections <span class="_ _1a"></span>S.A. <span class="_ _2"></span>z <span class="_ _1c"></span>s<span class="_ _2"></span>iedzibą <span class="_ _1c"></span>w <span class="_ _1c"></span>Luksemburgu,<span class="_ _2"></span> <span class="_ _2"></span>kt<span class="_ _2"></span>óry <span class="_ _2"></span>d<span class="_ _2"></span>la <span class="_ _1c"></span>Spółki <span class="_ _1c"></span>pełni <span class="_ _1c"></span>rolę <span class="_ _1c"></span>dos<span class="_ _2"></span>tawcy <span class="_ _1c"></span>wyrobów <span class="_ _1c"></span>dłu<span class="_ _2"></span>gich </div><div class="t m0 x3 he y16f ff1 fs4 fc1 sc0 ls0 ws0">produkowany<span class="_ _2"></span>ch p<span class="_ _2"></span>rzez <span class="_ _2"></span>zagraniczne <span class="_ _2"></span><span class="ff6">huty<span class="_ _2"></span> n<span class="_ _2"></span>ależące do <span class="_ _1c"></span>Grupy <span class="_ _2"></span>ArcelorMittal</span>.<span class="_ _2"></span> <span class="_ _2"></span>Grupa <span class="_ _2"></span>ArcelorMittal <span class="_ _2"></span>jest <span class="_ _1c"></span>jednym <span class="_ _2"></span>z </div><div class="t m0 x3 he y170 ff6 fs4 fc1 sc0 ls0 ws0">dwóch <span class="_ _1d"> </span>największy<span class="ff1 ls1e">ch<span class="ls0"> <span class="_ _1d"> </span>prod<span class="_ _2"></span>ucent</span></span><span class="ls1f">ów</span><span class="ff1"> <span class="_ _1d"> </span></span>stali <span class="_ _1d"> </span>na <span class="_ _1d"> </span>świecie, <span class="_ _1d"> </span><span class="ff1">a </span>jednocześ<span class="_ _2"></span>nie <span class="_ _1d"> </span>jest <span class="_ _a"> </span>gł<span class="_ _2"></span>ównym <span class="_ _1d"> </span>dostawcą <span class="_ _1d"> </span>wyrobów </div><div class="t m0 x3 he y171 ff6 fs4 fc1 sc0 ls0 ws0">hutniczych <span class="_ _2"></span>dla STALPROFIL<span class="_ _2"></span> S.A. <span class="_ _2"></span>Łączna <span class="_ _2"></span>wartość d<span class="_ _2"></span>ostaw zre<span class="_ _2"></span>alizowanych p<span class="_ _2"></span>rzez koncern <span class="_ _2"></span>ArcelorMittal <span class="_ _2"></span>na rz<span class="_ _2"></span>ecz </div><div class="t m0 x3 he y172 ff6 fs4 fc1 sc0 ls0 ws0">Spółki została <span class="_ _2"></span>zaprezentowana w<span class="_ _2"></span><span class="ff1"> tab. <span class="ls4">8.</span> </span></div></div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">11<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _1c"></span>2024 <span class="_ _1c"></span><span class="ff6">roku <span class="_ _1c"></span>Sp<span class="_ _2"></span>ółka <span class="_ _1c"></span>brała <span class="_ _1a"></span>ró<span class="_ _0"></span>wnież<span class="ff1"> <span class="_ _1c"></span></span>ud<span class="_ _2"></span>ział <span class="_ _1c"></span>w <span class="_ _1c"></span>dostawach<span class="_ _2"></span> <span class="_ _2"></span>wyro<span class="_ _2"></span>b<span class="ls1f">ów</span><span class="ff1"> <span class="_ _1c"></span>hutn<span class="_ _2"></span>iczy<span class="ls1e">ch</span> <span class="_ _1c"></span>do <span class="_ _1a"></span>produkcji <span class="_ _2"></span>rur <span class="_ _1a"></span>stalowych <span class="_ _1c"></span>n<span class="_ _2"></span>a </span></span></div><div class="t m0 x3 he y4e ff6 fs4 fc1 sc0 ls0 ws0">potrzeby realizacji kontraktów gazowych <span class="ff1">zawartych przez </span>spółkę zależną IZOSTAL S.A.<span class="ff1"> Tym samym w</span>ażne dla </div><div class="t m0 x3 he y4f ff6 fs4 fc1 sc0 ls0 ws0">zwiększenia <span class="_ _2"></span>obrotów <span class="_ _2"></span>Spółki <span class="_ _2"></span>w<span class="_ _2"></span><span class="ff1"> </span>segmencie <span class="_ _2"></span>stalowym <span class="_ _2"></span>były<span class="_ _2"></span><span class="ff1"> </span>między <span class="_ _2"></span>inny<span class="_ _2"></span>mi<span class="ff1"> <span class="_ _2"></span></span>Umowy zawi<span class="_ _2"></span>erane <span class="_ _2"></span>pomiędzy <span class="_ _2"></span>spółką </div><div class="t m0 x3 he y50 ff6 fs4 fc1 sc0 ls0 ws0">zależną <span class="_ _2"></span>IZOSTAL <span class="_ _1c"></span>S.A. <span class="_ _2"></span>a <span class="_ _2"></span>OGP <span class="_ _1c"></span>Gaz<span class="_ _2"></span><span class="ff1">-</span>System <span class="_ _2"></span>S.A. <span class="_ _2"></span>w <span class="_ _1c"></span>przedmiocie <span class="_ _1c"></span>dostaw <span class="_ _2"></span>izolowan<span class="_ _2"></span>ych <span class="_ _2"></span>zewnętrznie <span class="_ _1c"></span>i <span class="_ _2"></span>malowanych<span class="_ _2"></span> </div><div class="t m0 x3 he y51 ff6 fs4 fc1 sc0 ls0 ws0">wewnętrznie <span class="_ _2"></span>rur <span class="_ _1c"></span>sta<span class="_ _2"></span>lowych, <span class="_ _1c"></span>o <span class="_ _2"></span>kt<span class="_ _2"></span>órych <span class="_ _2"></span>Sp<span class="_ _2"></span>ółka <span class="_ _2"></span>informowała <span class="_ _1c"></span>w <span class="_ _2"></span>ro<span class="_ _2"></span>ku <span class="_ _2"></span>2024 <span class="_ _1c"></span>w <span class="_ _2"></span>rap<span class="_ _2"></span>ortach <span class="_ _2"></span>b<span class="_ _2"></span>ieżących<span class="_ _2"></span><span class="ff1"> <span class="_ _1c"></span>(RB <span class="_ _2"></span>5/2024,<span class="_ _2"></span>  </span></div><div class="t m0 x3 he y52 ff1 fs4 fc1 sc0 ls0 ws0">RB 28/2024,  RB 30/202<span class="_ _2"></span>4,  RB 31/2024,  RB 32/2024)<span class="_ _2"></span>. </div><div class="t m0 x3 he y98 ff6 fs4 fc1 sc0 ls0 ws0">Po zastoju inwestycyjnym, trwającym <span class="ff1">w<span class="_ _0"></span> segmencie <span class="_ _0"></span>infrastrukt<span class="_ _2"></span>ury na przestrzeni <span class="ff6">w<span class="_ _0"></span>cześniejszy<span class="_ _2"></span>ch dwóch <span class="_ _0"></span>lat, w<span class="_ _0"></span> </span></span></div><div class="t m0 x3 he y99 ff1 fs4 fc1 sc0 ls0 ws0">2024 <span class="_ _1c"></span>r. <span class="_ _1a"></span><span class="ff6">zostały <span class="_ _1a"></span>uruchomione <span class="_ _1a"></span>także <span class="_ _1c"></span>duże <span class="_ _1a"></span>przetargi <span class="_ _1c"></span>na <span class="_ _1a"></span>budowę</span> <span class="_ _1a"></span><span class="ff6">gazociągów</span> <span class="_ _1a"></span><span class="ff6">przesyłowych. <span class="_ _1a"></span></span> <span class="_ _1c"></span>O <span class="_ _1a"></span>udziale <span class="_ _1c"></span>w <span class="_ _1a"></span>tych </div><div class="t m0 x3 he y9a ff1 fs4 fc1 sc0 ls0 ws0">przetargach <span class="_ _0"></span>i <span class="_ _9"></span>zawartych i<span class="_ _0"></span>stotnych <span class="_ _0"></span>umowach <span class="_ _9"></span>na ge<span class="_ _0"></span>neraln<span class="ff6 lsc">ą <span class="_ _0"></span><span class="ls0">realizację <span class="_ _9"></span>inwestycji<span class="ff1"> <span class="_ _9"></span><span class="ff6">p<span class="_ _2"></span>omiędzy <span class="_ _9"></span>STALPROFIL S.A.<span class="ff1"> <span class="_ _9"></span>jako </span></span></span></span></span></div><div class="t m0 x3 he y56 ff6 fs4 fc1 sc0 ls0 ws0">wykonawcą<span class="ff1">, <span class="_ _21"> </span>a <span class="_ _21"> </span>OG<span class="_ _0"></span>P <span class="_ _21"> </span>Gaz-System  S.<span class="_ _2"></span>A. <span class="_ _21"> </span><span class="ff6">jako <span class="_ _21"> </span>zamawiającym, <span class="_ _21"> </span>Spółka  in<span class="_ _2"></span>formowała <span class="_ _21"> </span>na  bieżąco <span class="_ _21"> </span>w  rap<span class="_ _2"></span>ortach </span></span></div><div class="t m0 x3 he y57 ff6 fs4 fc1 sc0 ls0 ws0">bieżących<span class="ff1"> <span class="_ _28"> </span>(RB<span class="_ _2"></span> <span class="_ _28"></span>35/2024, <span class="_ _28"></span>RB <span class="_ _26"> </span>44/2024, <span class="_ _26"> </span>RB <span class="_ _28"></span>3/202<span class="_ _2"></span>5)</span>, <span class="_ _28"></span>a <span class="_ _28"></span>szczegó<span class="_ _2"></span>łowa <span class="_ _28"></span>informacja <span class="_ _28"></span>na <span class="_ _28"> </span>t<span class="_ _2"></span>emat <span class="_ _28"></span>tych <span class="_ _26"> </span>umów <span class="_ _28"></span>została<span class="_ _2"></span> </div><div class="t m0 x3 he y58 ff1 fs4 fc1 sc0 ls0 ws0">przedstawiona w tab<span class="_ _2"></span>. <span class="ls4">11.</span> </div><div class="t m0 x3 he y173 ff6 fs4 fc1 sc0 ls0 ws0">Inne umowy <span class="_ _2"></span>istotne <span class="_ _2"></span>dla działalności <span class="_ _2"></span>STALPROFIL S.A. <span class="_ _2"></span>opisane zos<span class="_ _2"></span>tały w pu<span class="_ _2"></span>nktach II.5 <span class="_ _2"></span>(Umowy ubezpieczenia </div><div class="t m0 x3 he y174 ff6 fs4 fc1 sc0 ls0 ws0">zawarte <span class="_ _29"> </span>w <span class="_ _26"> </span>o<span class="_ _2"></span>kresie <span class="_ _26"> </span>s<span class="_ _2"></span>prawozdawczym), <span class="_ _29"> </span>III.5 <span class="_ _29"> </span>(umowy <span class="_ _29"> </span>dotyczące <span class="_ _29"> </span>kredytów  i <span class="_ _26"> </span>pożyczek) <span class="_ _29"> </span>oraz <span class="_ _29"> </span>III.7 <span class="_ _29"> </span>(udzielone </div><div class="t m0 x3 he y175 ff1 fs4 fc1 sc0 ls0 ws0">i <span class="ff6">otrzymane poręczenia i<span class="_ _2"></span></span> gwarancje).<span class="_ _2"></span> </div><div class="t m0 xf h11 y176 ff2 fs5 fc1 sc0 lsb ws0">5.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Znaczące umowy ubezpieczenia zawarte przez Spółkę<span class="ff2">. </span></span></span></div><div class="t m0 x3 he y177 ff6 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _26"> </span>ogranicza <span class="_ _26"> </span>wpływ <span class="_ _28"></span>ryzyk <span class="_ _26"> </span>na <span class="_ _28"> </span>jej <span class="_ _26"> </span>działaln<span class="_ _2"></span>ość, <span class="_ _28"></span>m.in. <span class="_ _28"></span>poprzez <span class="_ _26"> </span>ubezpieczenie: <span class="_ _28"> </span>mająt<span class="_ _2"></span>ku <span class="_ _26"> </span>Spółki, <span class="_ _28"> </span>n<span class="_ _2"></span>ależności </div><div class="t m0 x3 he y178 ff6 fs4 fc1 sc0 ls0 ws0">handlowych <span class="_ _1b"> </span>z <span class="_ _12"> </span>tytułu <span class="_ _1b"> </span>sprzedaży <span class="_ _1b"> </span>wyrobów <span class="_ _1b"> </span>hutniczych<span class="_ _2"></span>, <span class="_ _1b"> </span>odpowiedzialności <span class="_ _1b"> </span>cywilnej <span class="_ _1b"> </span>przed<span class="_ _2"></span>siębiorstwa, </div><div class="t m0 x3 he y179 ff6 fs4 fc1 sc0 ls0 ws0">odpowiedzialności zawod<span class="_ _2"></span>owej i odpowiedzialnoś<span class="_ _2"></span>ci cywilnej<span class="ff1"> <span class="_ _2"></span></span>władz i kierownictwa Sp<span class="_ _2"></span>ółki. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y17a ff6 fs4 fc1 sc0 ls0 ws0">Szczegółowe <span class="_ _28"></span>zestawienie <span class="_ _28"></span>umów <span class="_ _28"></span>ubezpieczenio<span class="_ _2"></span>wych <span class="_ _1a"></span>zawar<span class="_ _2"></span>tych <span class="_ _28"></span>przez <span class="_ _28"></span>STALPROFIL <span class="_ _28"></span>S.A., <span class="_ _28"></span>obowiązujący<span class="_ _2"></span>ch <span class="_ _1a"></span>na </div><div class="t m0 x3 he y17b ff6 fs4 fc1 sc0 ls0 ws0">dzień 31.12.2024 r., p<span class="_ _2"></span>rezentuje poniżs<span class="_ _2"></span>za tabela.<span class="ff1"> </span></div><div class="t m0 x3 he y17c ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y17d ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="ls4">10</span> <span class="ff6">Umowy u<span class="_ _2"></span>bezpieczenia zawarte p<span class="_ _2"></span>rzez STALPROFIL S.A., ob<span class="_ _2"></span>owiązujące na 31.12.2024 r. (<span class="_ _2"></span>w tys. zł)<span class="_ _2"></span></span> </div></div><div class="c x12 y17e w3c h3c"><div class="t m0 x45 h9 y17f ff2 fs3 fc1 sc0 ls0 ws0">Ubezpieczyciel </div></div><div class="c x70 y17e w3d h3c"><div class="t m0 x71 h9 y180 ff2 fs3 fc1 sc0 ls0 ws0"> <span class="ff5">Rodzaje ryzyk działalności gospodarczej ubezpiec<span class="_ _0"></span>zone przez <span class="_ _2"></span><span class="ff2"> </span></span></div><div class="t m0 x72 h9 y181 ff2 fs3 fc1 sc0 ls0 ws0">STALPROFIL S.A. </div></div><div class="c x73 y17e w3e h3c"><div class="t m0 x59 h9 y180 ff2 fs3 fc1 sc0 ls0 ws0">Suma  </div><div class="t m0 x2d h9 y181 ff2 fs3 fc1 sc0 ls0 ws0">ubezpieczenia </div></div><div class="c x12 y182 w3c h18"><div class="t m0 x3f hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">STU ERGO Hestia S.A. </div></div><div class="c x70 y182 w3d h18"><div class="t m0 x3f hc yb2 ff6 fs3 fc1 sc0 ls0 ws0">Polisa ubezpieczenia odpowiedzialności cywilnej p<span class="_ _0"></span>rzedsiębiorstwa </div><div class="t m0 x3f hc yb3 ff6 fs3 fc1 sc0 ls0 ws0">dla Spółek Grupy Kapitałowej STALPROFIL S.A.<span class="ff1"> </span></div></div><div class="c x73 y182 w3e h18"><div class="t m0 x45 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">30<span class="ls0"> </span>000*<span class="ls0"> </span></div></div><div class="c x12 y183 w3c h3d"><div class="t m0 x3f hc y184 ff1 fs3 fc1 sc0 ls0 ws0">Chubb European Group SE </div><div class="t m0 x3f hc yaf ff6 fs3 fc1 sc0 ls0 ws0">Europejska Oddział w Polsce<span class="ff1"> </span></div></div><div class="c x70 y183 w3d h3d"><div class="t m0 x3f hc y184 ff6 fs3 fc1 sc0 ls0 ws0">Polisa ubezpieczenia odpowiedzialności cywilnej władz Spółek </div><div class="t m0 x3f hc yaf ff1 fs3 fc1 sc0 ls0 ws0">Grupy <span class="ff6">Kapitałowej STALPROFIL S.A.</span> </div></div><div class="c x73 y183 w3e h3d"><div class="t m0 x45 hc yb0 ff1 fs3 fc1 sc0 ls2 ws0">20<span class="ls0"> </span>000*<span class="ls0"> </span></div></div><div class="c x12 y185 w3c h18"><div class="t m0 x3f hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">STU ERGO Hestia S.A. </div></div><div class="c x70 y185 w3d h18"><div class="t m0 x3f hc yb2 ff6 fs3 fc1 sc0 ls0 ws0">Polisa ubezpieczenia za szkody w środowisku dla Spółek Grupy </div><div class="t m0 x3f hc yb3 ff6 fs3 fc1 sc0 ls0 ws0">Kapitałowej STALPROFIL S.A.<span class="ff1"> </span></div></div><div class="c x73 y185 w3e h18"><div class="t m0 x23 hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">1 <span class="ls2">000*</span> </div></div><div class="c x12 y186 w3c h18"><div class="t m0 x3f hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">UNIQA T.U. S.A. </div></div><div class="c x70 y186 w3d h18"><div class="t m0 x3f hc yb6 ff6 fs3 fc1 sc0 ls0 ws0">Polisa OC odpowiedzialności zawodowej dla Spółek Grupy </div><div class="t m0 x3f hc yb3 ff6 fs3 fc1 sc0 ls0 ws0">Kapitałowej <span class="ff1">STALPROFIL S.A. </span></div></div><div class="c x73 y186 w3e h18"><div class="t m0 x23 hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">5 <span class="ls2">000*</span> </div></div><div class="c x12 y187 w3c h3e"><div class="t m0 x3f hc y188 ff1 fs3 fc1 sc0 ls0 ws0">STU ERGO Hestia S.A. </div></div><div class="c x70 y187 w3d h3e"><div class="t m0 x3f hc y188 ff6 fs3 fc1 sc0 ls0 ws0">Polisa ubezpieczenia OC maszyn i urządzeń<span class="ff1"> </span></div></div><div class="c x73 y187 w3e h3e"><div class="t m0 x23 hc y188 ff1 fs3 fc1 sc0 ls2 ws0">89 396<span class="ls0"> </span></div></div><div class="c x12 y189 w3c h1b"><div class="t m0 x3f hc ye0 ff1 fs3 fc1 sc0 ls0 ws0">STU ERGO Hestia S.A. </div></div><div class="c x70 y189 w3d h1b"><div class="t m0 x3f hc ye0 ff6 fs3 fc1 sc0 ls0 ws0">Polisy ubezpieczenia majątkowego<span class="ff1"> </span></div></div><div class="c x73 y189 w3e h1b"><div class="t m0 x15 hc ye0 ff1 fs3 fc1 sc0 ls2 ws0">158 855<span class="ls0"> </span></div></div><div class="c x12 y18a w3c h1f"><div class="t m0 x3f hc yda ff1 fs3 fc1 sc0 ls0 ws0">Polski Gaz TUW, </div><div class="t m0 x3f hc yb6 ff1 fs3 fc1 sc0 ls0 ws0">Interrisk S.A. </div><div class="t m0 x3f hc yb3 ff1 fs3 fc1 sc0 ls0 ws0">STU Ergo Hestia S.A. </div></div><div class="c x70 y18a w3d h1f"><div class="t m0 x3f hc yb6 ff6 fs3 fc1 sc0 ls0 ws0">Polisy OC i NNW kontraktów <span class="ff1">budowlanych </span></div></div><div class="c x73 y18a w3e h1f"><div class="t m0 x15 hc yb6 ff1 fs3 fc1 sc0 ls2 ws0">146 120<span class="ls0"> </span></div></div><div class="c x12 y18b w3c h3f"><div class="t m0 x3f hc yde ff1 fs3 fc1 sc0 ls0 ws0">TUiR Allianz Polska S.A. </div></div><div class="c x70 y18b w3d h3f"><div class="t m0 x3f hc yde ff6 fs3 fc1 sc0 ls0 ws0">Polisa ubezpieczeniowa w podróży<span class="ff1"> </span></div></div><div class="c x73 y18b w3e h3f"><div class="t m0 x1f hc yde ff1 fs3 fc1 sc0 ls2 ws0">1 000<span class="ls0"> </span></div></div><div class="c x12 y18c w3c h20"><div class="t m0 x3f hc yde ff1 fs3 fc1 sc0 ls0 ws0">COFACE</div><div class="t m0 x45 h40 y101 ff1 fs9 fc1 sc0 ls0 ws0">1</div><div class="t m0 x46 hc yde ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x70 y18c w3d h20"><div class="t m0 x3f hc yde ff6 fs3 fc1 sc0 ls0 ws0">Ubezpieczenie należności handlowych<span class="ff1"> </span></div></div><div class="c x73 y18c w3e h20"><div class="t m0 x23 hc yde ff1 fs3 fc1 sc0 ls2 ws0">29 800<span class="ls0"> </span></div></div><div class="c x12 y18d w3c h41"><div class="t m0 x3f hc y188 ff1 fs3 fc1 sc0 ls0 ws0">STU ERGO Hestia S.A. </div></div><div class="c x70 y18d w3d h41"><div class="t m0 x3f hc y188 ff1 fs3 fc1 sc0 ls0 ws0">Polisa ubezpieczenia mienia w transporcie (cargo) </div></div><div class="c x73 y18d w3e h41"><div class="t m0 x32 hc y188 ff1 fs3 fc1 sc0 ls2 ws0">400<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y18e ffa fsa fc1 sc0 ls0 ws0">* Suma ubezpieczenia do <span class="_ _2"></span><span class="ff9">wykorzystania przez wszystkie ubezpieczone Spółki Grupy Kap<span class="_ _2"></span>itałowej STALPROFIL S.A.<span class="_ _2"></span><span class="ff1 fs4"> </span></span></div><div class="t m0 x74 h12 y18f ff3 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h42 y190 ff1 fsb fc1 sc0 ls0 ws0">1</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x75 h43 y191 ff1 fs6 fc1 sc0 ls0 ws0"> <span class="ff6">pełna nazwa: COMP<span class="_ _0"></span>AGNIE FRANC<span class="_ _0"></span>AISE D&apos;ASSURAN<span class="_ _0"></span>CE POUR LE COM<span class="_ _0"></span>MERC<span class="_ _0"></span>E EXTERIEUR S.A. O<span class="_ _0"></span>ddział w Polsc<span class="_ _0"></span>e Warszawa<span class="ff1"> </span></span></div></div><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:231.780000px;bottom:309.840000px;width:7.550000px;height:10.990000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">12<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 xf h11 yd3 ff2 fs5 fc1 sc0 lsb ws0">6.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Informacje o tr<span class="_ _2"></span>ansakcjach zawartych przez <span class="_ _2"></span>STALPROFIL S.A. lub jednostki zależn<span class="_ _2"></span>e </span></span></div><div class="t m0 x10 h13 yd4 ff5 fs5 fc1 sc0 ls0 ws0">z podmiotami powiązanym<span class="_ _0"></span>i na warunkach innych niż rynkowe<span class="ff2"> </span></div><div class="t m0 x3 he y192 ff1 fs4 fc1 sc0 ls0 ws0">Transakcje handlowe zawie<span class="_ _0"></span>rane w <span class="_ _0"></span>2024 roku <span class="_ _0"></span>przez <span class="ff6">Spółki <span class="_ _0"></span>z <span class="_ _0"></span>Grupy Kapitałowej <span class="_ _0"></span>STALPROFIL S.A. <span class="_ _0"></span>z<span class="ff1"> po<span class="_ _2"></span>dmiotami </span></span></div><div class="t m0 x3 he y193 ff6 fs4 fc1 sc0 ls0 ws0">powiązanymi <span class="_ _1c"></span>miały<span class="_ _2"></span> <span class="_ _1c"></span>charakter <span class="_ _1c"></span>typowy,<span class="_ _2"></span> <span class="_ _2"></span>rutyn<span class="_ _2"></span>owy <span class="_ _1c"></span>i<span class="ff1"> <span class="_ _2"></span></span>zawierane <span class="_ _2"></span>były <span class="_ _1c"></span>na <span class="_ _1a"></span>warunkach <span class="_ _2"></span>ry<span class="_ _2"></span>nkowych, <span class="_ _1c"></span>a<span class="_ _2"></span><span class="ff1"> ich <span class="_ _1c"></span>charakter </span></div><div class="t m0 x3 he y194 ff6 fs4 fc1 sc0 ls0 ws0">wynikał z bieżącej d<span class="_ _2"></span>ziałalności operacyjnej<span class="_ _2"></span><span class="ff1"> prowadzon<span class="_ _2"></span>ej przez te podmioty<span class="_ _2"></span></span>. Były to <span class="_ _2"></span>głównie<span class="ff1">: </span></div><div class="t m0 xf h12 y195 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">transakcje zak<span class="_ _2"></span>upu wyrobów hutniczych<span class="_ _2"></span> od koncernu ArcelorMittal,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xf h12 y196 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">transakcje <span class="_ _2b"> </span>handlowe <span class="_ _12"> </span>pomi<span class="_ _2"></span>ędzy <span class="_ _12"> </span>sp<span class="_ _2"></span>ółkami <span class="_ _12"> </span>Grupy <span class="_ _2b"> </span>Kapitałowej <span class="_ _12"> </span>S<span class="_ _2"></span>TALPROFIL <span class="_ _12"> </span>S.A., <span class="_ _2b"> </span>wynikają<span class="_ _2"></span>ce </span></span></div><div class="t m0 x10 he y197 ff1 fs4 fc1 sc0 ls0 ws0">z <span class="ff6">uzupełniaj<span class="_ _2"></span>ącej się działalności prowadzonej p<span class="_ _2"></span>rzez Spółki Grupy.<span class="_ _2"></span></span> </div><div class="t m0 xf h11 y198 ff2 fs5 fc1 sc0 lsb ws0">7.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Ocena <span class="_ _2d"> </span>możliwości <span class="_ _2d"> </span>realizacji <span class="_ _2d"> </span>zamierzeń <span class="_ _2d"> </span>inwestycyjnych, <span class="_ _2d"> </span>w <span class="_ _e"> </span>tym <span class="_ _2d"> </span>inwestycji </span></span></div><div class="t m0 x10 h13 y199 ff5 fs5 fc1 sc0 ls0 ws0">kapitałowych<span class="ff2"> </span></div><div class="t m0 x3 hf y19a ff2 fs4 fc1 sc0 ls0 ws0">Inwestycje zrealizowan<span class="_ _2"></span>e w 2024 <span class="ls20">r.</span> </div><div class="t m0 x3 he y19b ff6 fs4 fc1 sc0 ls0 ws0">Nakłady <span class="_ _26"> </span>inwestycyjne <span class="_ _28"></span>poniesione <span class="_ _26"> </span><span class="ff1">w <span class="_ _28"> </span>202<span class="_ _2"></span>4 <span class="_ _28"></span>r. <span class="_ _28"></span></span>przez <span class="_ _28"> </span>STALPR<span class="_ _2"></span>OFIL <span class="_ _28"></span>S.A. <span class="_ _28"> </span>na <span class="_ _26"> </span>rzeczowe <span class="_ _28"></span>aktyw<span class="_ _2"></span>a <span class="_ _28"></span>trwałe <span class="_ _28"></span>i <span class="_ _28"></span>wartości </div><div class="t m0 x3 he yf2 ff6 fs4 fc1 sc0 ls0 ws0">niematerialne wyniosł<span class="_ _2"></span>y  <span class="ff1">23 192 </span>tys<span class="_ _2"></span>. zł.<span class="ff1 ls21">  <span class="ls0"> </span></span></div><div class="t m0 x3 he y19c ff6 fs4 fc1 sc0 ls0 ws0">W  segmencie  stalowym  kluczową  inwestycją  rozwojową  by<span class="_ _2"></span>ła  rozpoczęta  w  2023 <span class="_ _29"> </span>r.  budowa  Magazynu </div><div class="t m0 x3 he y19d ff6 fs4 fc1 sc0 ls0 ws0">Wysokiego <span class="_ _21"> </span>Składowania  w <span class="_ _21"> </span>Dąbrowie  Górniczej. <span class="_ _21"> </span>Zakończenie  realizacji <span class="_ _21"> </span>inwestycji,  o <span class="_ _21"> </span>łącznych  n<span class="_ _2"></span>akładach </div><div class="t m0 x3 he y19e ff1 fs4 fc1 sc0 ls4 ws0">42<span class="ls0"> <span class="ff6">mln zł, nas<span class="_ _2"></span>tąpiło w lutym 2025 r.<span class="_ _2"></span></span> </span></div><div class="t m0 x3 he y19f ff1 fs4 fc1 sc0 ls0 ws0">W  ramach <span class="_ _21"> </span>segmentu <span class="_ _21"> </span>infrastruktury <span class="_ _21"> </span>inwestycje  <span class="ls1f">ob</span><span class="ff6">jęły<span class="_ _2"></span></span>:  (1)<span class="ff6">za<span class="_ _2"></span>kup  wyp<span class="_ _2"></span>osażenia</span> <span class="_ _21"> </span>zaplecza  technicznego<span class="_ _2"></span>  do<span class="_ _2"></span> </div><div class="t m0 x3 he y1a0 ff6 fs4 fc1 sc0 ls0 ws0">budowy gazociągów<span class="_ _2"></span><span class="ff1"> oraz (2) zak<span class="_ _2"></span>up </span>środków tran<span class="_ _2"></span>sportu<span class="ff1">. </span></div><div class="t m0 x3 he y1a1 ff1 fs4 fc1 sc0 ls0 ws0">Poniesione <span class="_ _1c"></span>w <span class="_ _2"></span>2024 <span class="_ _1c"></span>r. <span class="_ _1c"></span><span class="ff6">nakłady</span>, <span class="_ _1c"></span><span class="ff6">zarówno <span class="_ _1c"></span>w <span class="_ _2"></span>segmencie <span class="_ _1c"></span>stalowym<span class="_ _2"></span></span>, <span class="_ _2"></span>jak <span class="_ _1c"></span>i <span class="_ _1c"></span>w <span class="_ _2"></span>segmencie <span class="_ _1c"></span>infrastruktu<span class="_ _2"></span>ry, <span class="_ _2"></span>sta<span class="_ _2"></span>nowi<span class="ff6 ls22">ły</span> </div><div class="t m0 x3 he y1a2 ff6 fs4 fc1 sc0 ls0 ws0">konsekwencję długofalow<span class="_ _2"></span>ej strategii inwesty<span class="_ _2"></span>cyjnej Spó<span class="_ _2"></span>łki<span class="ff1 ls5">. <span class="ls0"> </span></span></div><div class="t m0 x3 he y1a3 ff6 fs4 fc1 sc0 ls0 ws0">Realizacja <span class="_ _28"> </span>pro<span class="_ _2"></span>wadzonych <span class="_ _26"> </span>inwestycji <span class="_ _26"> </span>nie <span class="_ _28"> </span>jest <span class="_ _26"> </span>zagrożo<span class="_ _2"></span>na<span class="_ _2"></span><span class="ff1">. <span class="_ _28"></span></span>Spółka<span class="ff1"> <span class="_ _26"> </span>posiada <span class="_ _28"> </span></span>dos<span class="_ _2"></span>tępne <span class="_ _28"> </span>źródła <span class="_ _26"> </span>ich <span class="_ _28"> </span>finan<span class="_ _2"></span>sowania </div><div class="t m0 x3 he y1a4 ff6 fs4 fc1 sc0 ls0 ws0">(środki własn<span class="_ _2"></span>e<span class="ff1"> oraz leasing)<span class="ls5">. </span> </span></div><div class="t m0 x3 he y1a5 ff6 fs4 fc1 sc0 ls0 ws0">Wartość <span class="_ _2"></span>nakładów <span class="_ _2"></span>inwestycyjnych zrealizowan<span class="_ _2"></span>ych w <span class="_ _2"></span>roku 2<span class="_ _2"></span>02<span class="ff1">4 <span class="_ _2"></span>przez <span class="_ _2"></span>STALPROFIL <span class="_ _2"></span>S.A., w <span class="_ _2"></span>podzia<span class="_ _2"></span>le na gru<span class="_ _2"></span>py, </span></div><div class="t m0 x3 he y1a6 ff6 fs4 fc1 sc0 ls0 ws0">przedstawiono <span class="_ _a"> </span>w <span class="_ _a"> </span>Nocie <span class="_ _a"> </span>nr <span class="_ _1d"> </span>1: <span class="_ _21"> </span>„Rzeczo<span class="_ _2"></span>we <span class="_ _21"> </span>Akt<span class="_ _2"></span>ywa <span class="_ _a"> </span>Trwałe” <span class="_ _a"> </span>i <span class="_ _a"> </span>w <span class="_ _a"> </span>Nocie <span class="_ _a"> </span>nr <span class="_ _a"> </span>2: <span class="_ _a"> </span>„Warto<span class="_ _2"></span>ści <span class="_ _a"> </span>Niematerialne” </div><div class="t m0 x3 he y1a7 ff6 fs4 fc1 sc0 ls0 ws0">Sprawozdania Fina<span class="_ _2"></span>nsowego Spółki <span class="_ _2"></span>za 202<span class="ff1">4 <span class="ls11">r.</span> </span></div><div class="t m0 x3 he y1a8 ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _1b"> </span>2024 <span class="_ _20"> </span><span class="ff6">r. <span class="_ _1b"> </span>STALPROFIL <span class="_ _20"> </span>S.<span class="_ _2"></span>A. <span class="_ _1b"> </span>lokował <span class="_ _20"> </span>przejś<span class="_ _2"></span>ciowe <span class="_ _20"> </span>nadwyżk<span class="_ _2"></span>i <span class="_ _20"> </span>śro<span class="_ _2"></span>dków <span class="_ _20"> </span>p<span class="_ _2"></span>ieniężnych <span class="_ _1b"> </span>w: <span class="_ _20"> </span>(a) <span class="_ _20"> </span>o<span class="_ _2"></span>bligacje </span></div><div class="t m0 x3 he y1a9 ff6 fs4 fc1 sc0 ls0 ws0">krótkoterminowe <span class="_ _1a"></span>emitowane <span class="_ _1a"></span>przez <span class="_ _1a"></span>instytucje <span class="_ _1a"></span>finansowe<span class="ff1"> <span class="_ _1a"></span>(b) <span class="_ _1a"></span></span>krótkoterminowe <span class="_ _1a"></span><span class="ff1">lokaty <span class="_ _1a"></span>bankowe <span class="_ _1a"></span><span class="ls23">(c)</span> </span>pożyczki </div><div class="t m0 x3 he y1aa ff1 fs4 fc1 sc0 ls0 ws0">dla <span class="_ _2"></span>s<span class="ff6">półki <span class="_ _2"></span>zależnej <span class="_ _2"></span>IZOSTAL <span class="_ _2"></span>S.<span class="_ _2"></span>A.</span> <span class="_ _2"></span><span class="ff6">Wartość <span class="_ _2"></span>otrzymany<span class="_ _2"></span>ch i <span class="_ _2"></span>nali<span class="_ _2"></span>czonych <span class="_ _2"></span>w <span class="_ _2"></span>202<span class="_ _2"></span></span>4 <span class="ff6">r. <span class="_ _2"></span>ods<span class="_ _2"></span>etek <span class="_ _2"></span>z <span class="_ _2"></span>krótkoterminowych<span class="_ _2"></span> </span></div><div class="t m0 x3 he y1ab ff1 fs4 fc1 sc0 ls0 ws0">obligacji, lokat <span class="_ _2"></span><span class="ff6">i pożyczek wyniosła <span class="_ _2"></span></span>3 498 <span class="ff6">tys. zł.</span> </div><div class="t m0 x3 hf y1ac ff5 fs4 fc1 sc0 ls0 ws0">Ocena możliwości real<span class="_ _2"></span>izacji zamierzeń inwestycyjnych z<span class="_ _2"></span>aplanowanych n<span class="_ _2"></span>a rok 202<span class="_ _2"></span><span class="ff2">5 </span></div><div class="t m0 x3 he y1ad ff1 fs4 fc1 sc0 ls0 ws0">W  2025 <span class="_ _21"> </span>r.  <span class="ff6">Spółka  p<span class="_ _2"></span>lanuje  realizację  inwestycji<span class="_ _2"></span></span>  <span class="ff6">o <span class="_ _21"> </span>łącznych  nakładach<span class="_ _2"></span>  </span>7 <span class="_ _21"> </span>688 <span class="ff6">tys.  zł.</span>,  <span class="ff6">głównie  n<span class="_ _2"></span>a  rozwój </span></div><div class="t m0 x3 he y1ae ff6 fs4 fc1 sc0 ls0 ws0">infrastruktury<span class="_ _2"></span> IT oraz zakup wyposaż<span class="_ _2"></span>enia<span class="ff1"> </span>za<span class="_ _2"></span>plecza technicznego do budowy gazo<span class="_ _2"></span>ciągów<span class="ff1">.<span class="_ _2"></span> </span></div><div class="t m0 x3 he y1af ff1 fs4 fc1 sc0 ls0 ws0">Emitent nie planuje w 202<span class="_ _2"></span>5 <span class="ff6">r. inwestycji kap<span class="_ _2"></span>itałowych. <span class="_ _2"></span></span> </div><div class="t m0 x3 he y1b0 ff6 fs4 fc1 sc0 ls0 ws0">Do podstawowych ź<span class="_ _2"></span>ródeł finansowania <span class="_ _2"></span>zamierzeń inwestycyjn<span class="_ _2"></span>ych będą należeć środ<span class="_ _2"></span>ki własne oraz <span class="_ _2"></span><span class="ff1">leas<span class="_ _2"></span>ing. </span></div><div class="t m0 x3 he y1b1 ff6 fs4 fc1 sc0 ls0 ws0">Spółka nie widzi zagro<span class="_ _2"></span>żenia dla możliwoś<span class="_ _2"></span>ci <span class="ff1">sfinansowania <span class="_ _2"></span>inwestycji przewidzianych <span class="_ _2"></span>do realizacj<span class="_ _2"></span>i w <span class="ls4">202</span>5 r. </span></div><div class="t m0 xf h11 y1b2 ff2 fs5 fc1 sc0 lsb ws0">8.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Opis istotnych czynników ryzyka i zagrożeń dla działa<span class="_ _0"></span>lności STALPROFIL S.A.<span class="_ _2"></span><span class="ff2"> </span></span></span></div><div class="t m0 x3 he y1b3 ff1 fs4 fc1 sc0 ls0 ws0">STALPROFIL <span class="_ _1c"></span>S.A. <span class="_ _2"></span>z <span class="_ _1c"></span>racji <span class="_ _1c"></span><span class="ff6">prowa<span class="_ _2"></span>dzonej <span class="_ _1c"></span>działalności <span class="_ _1c"></span>w <span class="_ _2"></span>ob<span class="_ _2"></span>rębie <span class="_ _2"></span>segmentu <span class="_ _1c"></span>stalowego<span class="_ _2"></span></span> <span class="_ _1c"></span>i <span class="_ _1c"></span>segmentu<span class="_ _2"></span> <span class="_ _2"></span>infrastru<span class="_ _2"></span>ktury, </div><div class="t m0 x3 he y1b4 ff6 fs4 fc1 sc0 ls0 ws0">narażony jes<span class="_ _2"></span>t na następujące ryzyka:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 h13 y1b5 ff2 fs5 fc1 sc0 ls0 ws0">Ryzyka w segmencie stalowym </div><div class="t m0 x3 h44 y1b6 ffc fs4 fc1 sc0 ls0 ws0">Ryzyko związane z wahan<span class="_ _2"></span>iami koniunktury na rynku wyrobów <span class="_ _2"></span>hutniczych, w tym związane ze<span class="_ _1c"></span><span class="ffb"> </span>zmiennoś<span class="_ _2"></span>cią </div><div class="t m0 x3 hf y1b7 ffb fs4 fc1 sc0 ls0 ws0">cen i popytu na sta<span class="_ _2"></span>l<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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NQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBr/L9dO7RhEAjDMJwmSDy1DFBfh6ljBSboEgSN7So4VBdBo2pOYa6iskFgOBKeZ4FLvlNv8gMAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAG8djqIAAAcKSURBVAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAGCrzAQAAHBmTf/+hMUOa8oifz3vag0AANjbL9WG7mGKf3U7TnNI9bpLSAAAgCNSawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAACCdrG5HKwAAwJmVRW6EtWWmOSSJpup2vcQY/QEAAMDRuIQEAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAADs7wsNwIoG2y9nxgAAAABJRU5ErkJggg=="/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">13<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff6 fs4 fc1 sc0 ls0 ws0">Największy wpływ n<span class="_ _2"></span>a wyniki segm<span class="_ _2"></span>entu stalowego ma s<span class="_ _2"></span>tan gos<span class="_ _2"></span>podarki polskiej o<span class="_ _2"></span>raz krajów <span class="_ _2"></span><span class="ff1">Unii<span class="_ _2"></span> Europejskiej,<span class="_ _2"></span> </span></div><div class="t m0 x3 he y4e ff6 fs4 fc1 sc0 ls0 ws0">które<span class="ff1"> <span class="_ _1a"></span></span>są <span class="_ _1a"></span>dla <span class="_ _1a"></span>Spół<span class="_ _2"></span>ki <span class="_ _1a"></span>rynkami <span class="_ _1a"></span>zbytu. <span class="_ _1a"></span>Przekłada <span class="_ _1a"></span>się <span class="_ _28"></span><span class="ff1 ls10">to <span class="_ _1a"></span><span class="ls0">wprost <span class="_ _1a"></span>na <span class="_ _1a"></span>stan <span class="_ _1a"></span>koniunktury <span class="_ _1a"></span>na <span class="_ _1a"></span>rynku <span class="_ _1a"></span>stalowym, <span class="_ _1a"></span>a <span class="_ _1a"></span>tym </span></span></div><div class="t m0 x3 he y4f ff6 fs4 fc1 sc0 ls0 ws0">samym na wielkość sp<span class="_ _2"></span>rzedaży wyrobów hu<span class="_ _2"></span>tniczych i osiągane marże.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y1b8 ff1 fs4 fc1 sc0 ls0 ws0">2024 <span class="_ _1a"></span>r. <span class="_ _1a"></span>nie <span class="_ _1a"></span>przyni<span class="ff6">ósł</span> <span class="_ _1a"></span><span class="ff6">odwrócenia <span class="_ _1a"></span>negatywnych <span class="_ _1a"></span>tendencji <span class="_ _1a"></span>panują<span class="_ _2"></span>cych <span class="_ _1a"></span>na <span class="_ _1a"></span>rynku <span class="_ _1a"></span>stali. <span class="_ _1c"></span>Utrzy<span class="_ _2"></span>mująca <span class="_ _1a"></span>się <span class="_ _1a"></span>nadal </span></div><div class="t m0 x3 he y1b9 ff6 fs4 fc1 sc0 ls0 ws0">niska <span class="_ _2"></span>akty<span class="_ _2"></span>wność <span class="_ _2"></span>gospodarcza <span class="_ _2"></span>w <span class="_ _2"></span>s<span class="_ _2"></span>ektorach <span class="_ _2"></span>konsu<span class="_ _2"></span>mujących <span class="_ _2"></span>stal <span class="_ _2"></span>sku<span class="_ _2"></span>tkowała <span class="_ _2"></span>niskim <span class="_ _1c"></span>popytem <span class="_ _2"></span>na <span class="_ _2"></span>sta<span class="_ _2"></span>l <span class="_ _2"></span>zarówno </div><div class="t m0 x3 he y97 ff6 fs4 fc1 sc0 ls0 ws0">w Polsce, jak i <span class="_ _0"></span>w UE, <span class="_ _0"></span>wpływając negatywnie na ceny wyrobów<span class="_ _0"></span> hutniczych, a<span class="ff1"> w konsekwencji na wyniki </span>Spółki<span class="ff1 ls24">. </span></div><div class="t m0 x3 he y98 ff6 fs4 fc1 sc0 ls0 ws0">Średnia <span class="_ _1c"></span>cena <span class="_ _1a"></span>jednego <span class="_ _1c"></span>z <span class="_ _1a"></span>głównych <span class="_ _1c"></span>asortymentów <span class="_ _1a"></span>w <span class="_ _2"></span>o<span class="_ _2"></span>fercie <span class="_ _1c"></span>handlowej <span class="_ _1a"></span>STALPROFIL <span class="_ _1c"></span>S.A., <span class="_ _1a"></span>tj. <span class="_ _1c"></span>profilu <span class="_ _1c"></span>H<span class="_ _2"></span>EB <span class="_ _1c"></span>200, </div><div class="t m0 x3 he y99 ff6 fs4 fc1 sc0 ls0 ws0">według Polskiej Unii Dys<span class="_ _2"></span>trybutorów Stali, w 202<span class="_ _2"></span>4 r. była niższa o<span class="_ _2"></span> <span class="_ _2"></span><span class="ff1">1<span class="ls4">4,</span>3% r/r. </span></div><div class="t m0 x3 he y1ba ff1 fs4 fc1 sc0 ls0 ws0">Nadal <span class="_ _1f"> </span>istnieje <span class="_ _1d"> </span>ryzyko<span class="_ _2"></span> <span class="_ _1d"> </span><span class="ff6">s<span class="_ _2"></span>padku <span class="_ _1d"> </span>cen <span class="_ _1f"> </span>wyrobów <span class="_ _1f"> </span>hutniczych<span class="_ _2"></span></span> <span class="_ _1d"> </span><span class="ff6">wynikają<span class="_ _2"></span>ce <span class="_ _1d"> </span>ze <span class="_ _1f"> </span>zmiennej <span class="_ _1d"> </span>s<span class="_ _2"></span>ytuacji <span class="_ _1f"> </span>na <span class="_ _1d"> </span>ryn<span class="_ _2"></span>kach </span></div><div class="t m0 x3 he y1bb ff1 fs4 fc1 sc0 ls0 ws0">surowcowych<span class="ls5">. <span class="_ _2"></span></span><span class="ff6">Czy<span class="_ _2"></span>nnikiem <span class="_ _2"></span>ryzyka<span class="_ _2"></span> <span class="_ _2"></span>dla <span class="_ _2"></span>cen <span class="_ _2"></span>s<span class="_ _2"></span>tali <span class="_ _2"></span>pozostaje <span class="_ _1c"></span>także <span class="_ _2"></span>nadmiar <span class="_ _2"></span>mocy <span class="_ _2"></span>p<span class="_ _2"></span>rodukcyjnych <span class="_ _1c"></span>w <span class="_ _2"></span>europejskim<span class="_ _2"></span> </span></div><div class="t m0 x3 he y1bc ff1 fs4 fc1 sc0 ls0 ws0">i <span class="ff6">światowym hutnictwie oraz <span class="_ _2"></span>problem spad<span class="_ _2"></span>ku konkurencyjności <span class="_ _2"></span></span>euro<span class="_ _2"></span>pejskiego hutnictwa.<span class="_ _2"></span> </div><div class="t m0 x3 he y1bd ff6 fs4 fc1 sc0 ls0 ws0">Czynnikiem <span class="_ _1a"></span>ryzyka, <span class="_ _1a"></span>którego <span class="_ _1a"></span>wpływ <span class="_ _1c"></span>na <span class="_ _1a"></span>gospodarkę <span class="_ _1a"></span>polską <span class="_ _1c"></span>i <span class="_ _1a"></span>światową, <span class="_ _1a"></span>a <span class="_ _1c"></span>w <span class="_ _1a"></span>konsekwencji <span class="_ _1a"></span>na <span class="_ _1a"></span>rynek <span class="_ _1c"></span>sta<span class="_ _2"></span>li, <span class="_ _1c"></span>jest </div><div class="t m0 x3 he y1be ff6 fs4 fc1 sc0 ls0 ws0">trudny d<span class="_ _2"></span>o oszacowania, jest inwazja zbro<span class="_ _2"></span>jna Rosji na Ukrainę. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y1bf ff6 fs4 fc1 sc0 ls0 ws0">Odporność  Spółki<span class="ff1">  </span>na <span class="_ _29"> </span>czas  e<span class="_ _0"></span>wentualnej <span class="_ _29"> </span>dekon<span class="_ _2"></span>iunktury  na <span class="_ _29"> </span>rynku  wyrobów <span class="_ _29"> </span>hutniczych  znacząco <span class="_ _29"> </span>zwięks<span class="_ _2"></span>za </div><div class="t m0 x3 he y1c0 ff6 fs4 fc1 sc0 ls0 ws0">scentralizowany <span class="_ _1c"></span>sys<span class="_ _2"></span>tem <span class="_ _2"></span>dystrybu<span class="_ _2"></span>cji, <span class="_ _2"></span>generujący <span class="_ _1c"></span>relatywnie <span class="_ _1c"></span>nis<span class="_ _2"></span>kie <span class="_ _2"></span>koszty<span class="_ _2"></span> <span class="_ _2"></span>stałe. <span class="_ _1c"></span>STALPROFIL <span class="_ _1c"></span>S.A., <span class="_ _1c"></span>dyspon<span class="_ _2"></span>ując </div><div class="t m0 x3 he y1c1 ff6 fs4 fc1 sc0 ls0 ws0">odpowiednimi <span class="_ _1a"></span>zasobami <span class="_ _1a"></span>kapi<span class="_ _2"></span>tałowymi <span class="_ _1a"></span>i <span class="_ _1a"></span>bogatą, <span class="_ _1a"></span>ciągle <span class="_ _1a"></span>pos<span class="_ _2"></span>zerzaną <span class="_ _1a"></span>ofert<span class="_ _2"></span>ą <span class="_ _1a"></span>han<span class="_ _2"></span>dlową, <span class="_ _1a"></span>jest <span class="_ _1a"></span>przy<span class="_ _2"></span>gotowany <span class="_ _1a"></span>do </div><div class="t m0 x3 he y1c2 ff1 fs4 fc1 sc0 ls0 ws0">funkcjonowania w warun<span class="_ _2"></span>kach zmiennej koniunkt<span class="_ _2"></span>ury na rynku stali.<span class="_ _2"></span> </div><div class="t m0 x3 h44 y1c3 ffb fs4 fc1 sc0 ls0 ws0">Ryzyko kursowe<span class="_ _2"></span> </div><div class="t m0 x3 he y1c4 ff6 fs4 fc1 sc0 ls0 ws0">W związku <span class="_ _0"></span>z re<span class="_ _0"></span>alizowaną sprzedażą oraz <span class="_ _0"></span>zakupami towarów w<span class="ff1"> </span>walutach obcych (głównie w <span class="_ _0"></span><span class="ff1">euro<span class="ff6">), Spółka </span>jest </span></div><div class="t m0 x3 he y1c5 ff6 fs4 fc1 sc0 ls0 ws0">narażona n<span class="_ _2"></span>a ryzyko kursowe mogące ujemnie wpł<span class="_ _2"></span>ywać na po<span class="_ _2"></span>ziom <span class="_ _2"></span><span class="ff1">wyniku finans<span class="_ _2"></span>owego<span class="ls5">. </span>W celu ograniczenia<span class="_ _2"></span> </span></div><div class="t m0 x3 he y1c6 ff1 fs4 fc1 sc0 ls0 ws0">tego <span class="_ _1a"></span>ryzyka <span class="_ _28"></span><span class="ff6">STALPROFIL <span class="_ _1a"></span>S.A. <span class="_ _28"></span>zabezpiecza <span class="_ _1a"></span>swój <span class="_ _28"></span>obrót <span class="_ _1a"></span>walutowy <span class="_ _28"></span>poprzez <span class="_ _1a"></span>n<span class="_ _2"></span>aturalny <span class="_ _1a"></span>hedging <span class="_ _1a"></span>oraz <span class="_ _1a"></span>tran<span class="_ _2"></span>sakcje </span></div><div class="t m0 x3 he y1c7 ff6 fs4 fc1 sc0 ls0 ws0">zabezpieczające pozycję o<span class="_ _2"></span>twartą<span class="ff1">,<span class="_ _2"></span> </span>głównie <span class="ff1">typu forward<span class="_ _2"></span>. </span></div><div class="t m0 x3 he y1c8 ff6 fs4 fc1 sc0 ls0 ws0">Wahania <span class="_ _2"></span>kursów waluto<span class="_ _2"></span>wych wpływają<span class="_ _2"></span><span class="ff1"> <span class="_ _2"></span></span><span class="ls10">także</span><span class="ff1"> </span>na <span class="_ _2"></span>intensywność <span class="_ _2"></span>i opłacaln<span class="_ _2"></span>ość wymiany <span class="_ _2"></span>zagranicznej <span class="_ _2"></span>na ryn<span class="_ _2"></span>ku </div><div class="t m0 x3 he y1c9 ff6 fs4 fc1 sc0 ls0 ws0">wyrobów <span class="_ _2"></span>hutniczych <span class="_ _2"></span>oraz <span class="_ _2"></span>na ceny<span class="_ _2"></span> wyrob<span class="_ _2"></span>ów hu<span class="_ _2"></span>tniczych <span class="_ _2"></span>na rynku<span class="_ _2"></span> kraj<span class="_ _2"></span>owym. Słabszy <span class="_ _2"></span>złoty <span class="_ _2"></span>z <span class="_ _2"></span>zasady <span class="_ _2"></span>ogranicza </div><div class="t m0 x3 he y1ca ff6 fs4 fc1 sc0 ls0 ws0">aktywność <span class="_ _29"> </span>importerów <span class="_ _26"> </span>sta<span class="_ _2"></span>li, <span class="_ _26"> </span>chroniąc <span class="_ _29"> </span>rynek <span class="_ _29"> </span>przed <span class="_ _29"> </span>nadpodażą <span class="_ _29"> </span>i <span class="_ _26"> </span>jednocześ<span class="_ _2"></span>nie <span class="_ _26"> </span>spad<span class="_ _2"></span>kiem <span class="_ _26"> </span>cen. <span class="_ _26"> </span>U<span class="_ _2"></span>moc<span class="_ _2"></span><span class="ff1">nienie<span class="_ _2"></span> </span></div><div class="t m0 x3 he y1cb ff6 fs4 fc1 sc0 ls0 ws0">złotego <span class="_ _1c"></span>powoduje <span class="_ _1c"></span>natomiast <span class="_ _1c"></span>wzrost <span class="_ _1c"></span>importu <span class="_ _1c"></span>i <span class="_ _1a"></span>–<span class="ff1"> <span class="_ _2"></span>co <span class="_ _2"></span>za<span class="_ _2"></span> <span class="_ _2"></span>tym <span class="_ _1c"></span>idzie <span class="_ _1c"></span></span>–<span class="ff1"> <span class="_ _1c"></span></span>spad<span class="_ _2"></span>ki <span class="_ _2"></span>cen <span class="_ _1c"></span>wyrobów <span class="_ _1c"></span>hutn<span class="_ _2"></span>iczych <span class="_ _2"></span>n<span class="_ _2"></span>a <span class="_ _2"></span>rynku </div><div class="t m0 x3 he y1cc ff6 fs4 fc1 sc0 ls0 ws0">krajowym. Producenci sta<span class="_ _2"></span>li uwzględniają te zależności p<span class="_ _2"></span>rzy ustalan<span class="_ _2"></span>iu cen dla odbiorców krajowych.<span class="_ _1c"></span><span class="ff1"> </span></div><div class="t m0 x3 h44 y1cd ffc fs4 fc1 sc0 ls0 ws0">Ryzyko stóp procento<span class="_ _2"></span>wych i innych kosztó<span class="_ _2"></span>w obsługi kredytów i operacji bankowy<span class="_ _2"></span>ch<span class="_ _2"></span><span class="ffb"> </span></div><div class="t m0 x3 he y1ce ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _2"></span>okres<span class="_ _2"></span>ach <span class="_ _2"></span>(a) <span class="_ _1c"></span>korzysta<span class="_ _2"></span>nia <span class="_ _2"></span><span class="ff6">przez <span class="_ _2"></span>Sp<span class="_ _2"></span>ółkę <span class="_ _1c"></span></span><span class="ls16">z <span class="_ _2"></span></span>kredytowania <span class="_ _1c"></span>bankowego<span class="ls19">, <span class="_ _1c"></span></span><span class="ff6">którego <span class="_ _1c"></span>koszt <span class="_ _1c"></span>jest <span class="_ _2"></span>oparty<span class="_ _2"></span> <span class="_ _2"></span>na <span class="_ _1c"></span>zmiennej </span></div><div class="t m0 x3 he y1cf ff1 fs4 fc1 sc0 ls0 ws0">stopie <span class="_ _1a"></span>procentowej, <span class="_ _1c"></span>lub <span class="_ _1a"></span>(b) <span class="_ _1c"></span>w<span class="_ _2"></span> <span class="_ _1c"></span>okresach<span class="_ _2"></span>, <span class="_ _1a"></span><span class="ff6">gdy <span class="_ _1c"></span>Spółka<span class="_ _2"></span> <span class="_ _1c"></span>inwestuje <span class="_ _1a"></span>nadwyżki <span class="_ _1c"></span>finans<span class="_ _2"></span>owe <span class="_ _1c"></span>w <span class="_ _1a"></span>instrumenty, <span class="_ _1a"></span>których </span></div><div class="t m0 x3 he y1d0 ff1 fs4 fc1 sc0 ls0 ws0">oprocentowanie <span class="_ _2"></span>oparte <span class="_ _2"></span>jest <span class="_ _2"></span>na <span class="_ _2"></span>zmiennej <span class="_ _2"></span>stopie <span class="_ _2"></span>procento<span class="_ _2"></span>wej, <span class="_ _1c"></span>jest <span class="_ _2"></span><span class="ff6">wówczas<span class="_ _2"></span> <span class="_ _2"></span>narażona <span class="_ _2"></span>na <span class="_ _2"></span>ryzyko <span class="_ _2"></span>zmiany <span class="_ _2"></span>stóp</span> </div><div class="t m0 x3 he y1d1 ff1 fs4 fc1 sc0 ls0 ws0">procentowych.  <span class="ff6">Spółka <span class="_ _29"> </span>nie  posiadała  w <span class="_ _29"> </span>okresie <span class="_ _29"> </span>sprawozdawczym<span class="_ _2"></span></span> <span class="_ _29"> </span><span class="ff6">instrumentów  zabezpieczających  przed </span></div><div class="t m0 x3 he y1d2 ff6 fs4 fc1 sc0 ls0 ws0">zmianą stóp p<span class="_ _2"></span>rocentowych.<span class="ff1"> </span></div><div class="t m0 x3 he y1d3 ff6 fs4 fc1 sc0 ls0 ws0">W <span class="_ _1a"></span>o<span class="_ _2"></span>kresach <span class="_ _28"></span>korzystania <span class="_ _28"></span>z <span class="_ _28"></span>usług <span class="_ _28"></span>bankowych, <span class="_ _28"></span>Spółka<span class="_ _2"></span> <span class="_ _1a"></span>jest <span class="_ _26"> </span>także <span class="_ _28"></span>narażo<span class="_ _2"></span>na <span class="_ _1a"></span>n<span class="_ _2"></span>a <span class="_ _1a"></span>ryzy<span class="_ _2"></span>ko <span class="_ _1a"></span>wzrostu<span class="_ _2"></span> <span class="_ _1a"></span>kos<span class="_ _2"></span>ztów <span class="_ _1a"></span>usłu<span class="_ _2"></span>g </div><div class="t m0 x3 he y1d4 ff6 fs4 fc1 sc0 ls0 ws0">bankowych, tak<span class="_ _2"></span>ich jak opłaty i prowizje.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 h44 y1d5 ffc fs4 fc1 sc0 ls0 ws0">Ryzyko ograniczenia do<span class="_ _2"></span>stępu do źródeł finanso<span class="_ _2"></span>wania, głównie kredytowego<span class="_ _1c"></span><span class="ffb"> </span></div><div class="t m0 x3 he y1d6 ff6 fs4 fc1 sc0 ls0 ws0">Aby <span class="_ _1c"></span>chronić <span class="_ _1c"></span>s<span class="_ _2"></span>ię <span class="_ _2"></span>p<span class="_ _2"></span>rzed <span class="_ _1c"></span>ryzykiem <span class="_ _2"></span>u<span class="_ _2"></span>traty <span class="_ _1c"></span>płynności <span class="_ _1c"></span>finan<span class="_ _2"></span>sowej<span class="_ _2"></span><span class="ff1">, <span class="_ _1c"></span></span>Spółka <span class="_ _1c"></span>utrzymuje <span class="_ _1c"></span>od<span class="_ _2"></span>powiedni <span class="_ _1c"></span>poziom <span class="_ _1c"></span>kapita<span class="_ _2"></span>łu </div><div class="t m0 x3 he y1d7 ff6 fs4 fc1 sc0 ls0 ws0">obrotowego  netto, <span class="_ _26"> </span>mon<span class="_ _2"></span>itoruje <span class="_ _29"> </span>i  optymalizuje <span class="_ _29"> </span>poziom  zap<span class="_ _0"></span>asów,  należności <span class="_ _29"> </span>i <span class="_ _29"> </span>zobowiązań  oraz <span class="_ _26"> </span>u<span class="_ _2"></span>trzymuje </div><div class="t m0 x3 he y1d8 ff6 fs4 fc1 sc0 ls0 ws0">optymalny po<span class="_ _2"></span>ziom limitów kredytowych.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y1d9 ff6 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _26"> </span>w <span class="_ _26"> </span>miniony<span class="_ _2"></span>ch, <span class="_ _26"> </span>kryzysowych<span class="_ _2"></span> <span class="_ _28"> </span>lat<span class="_ _2"></span>ach<span class="ff1">,<span class="_ _2"></span> <span class="_ _28"> </span></span>wyka<span class="_ _2"></span>zała <span class="_ _26"> </span>odporn<span class="_ _2"></span>ość <span class="_ _26"> </span>na <span class="_ _26"> </span>prob<span class="_ _2"></span>lemy <span class="_ _28"> </span>doty<span class="_ _2"></span>kające <span class="_ _26"> </span>branżę, <span class="_ _26"> </span>ta<span class="_ _2"></span>kie <span class="_ _28"> </span>jak </div><div class="t m0 x3 he y1da ff6 fs4 fc1 sc0 ls0 ws0">trudności <span class="_ _1f"> </span>z <span class="_ _1f"> </span>dos<span class="_ _2"></span>tępem <span class="_ _1f"> </span>do <span class="_ _1f"> </span>źródeł <span class="_ _1f"> </span>finansowania, <span class="_ _1f"> </span>za<span class="_ _2"></span>tory <span class="_ _1d"> </span>pł<span class="_ _2"></span>atnicze <span class="_ _1f"> </span>i<span class="_ _2"></span><span class="ff1"> </span>trudn<span class="_ _2"></span>ości <span class="_ _1f"> </span>w <span class="_ _1f"> </span>utrzymaniu <span class="_ _1f"> </span>płynności </div><div class="t m0 x3 he y1db ff6 fs4 fc1 sc0 ls0 ws0">finansowej. <span class="_ _22"> </span>Niemniej <span class="_ _22"> </span>Sp<span class="_ _2"></span>ółka <span class="_ _22"> </span>korzysta<span class="_ _2"></span> <span class="_ _22"> </span><span class="ff1">okresowo <span class="_ _22"> </span>z </span>finans<span class="_ _2"></span>owania <span class="_ _22"> </span>obrotu <span class="_ _22"> </span>kredytami <span class="_ _22"> </span>krótko<span class="_ _2"></span><span class="ff1">-<span class="_ _2"></span> </span></div><div class="t m0 x3 he y1dc ff1 fs4 fc1 sc0 ls0 ws0">i <span class="ff6">długoterminowymi. <span class="_ _1f"> </span>Dlatego <span class="_ _1f"> </span>ograniczenia <span class="_ _1d"> </span>w <span class="_ _1f"> </span>tym <span class="_ _1d"> </span>zakres<span class="_ _2"></span>ie <span class="_ _1d"> </span>ze <span class="_ _1d"> </span>s<span class="_ _2"></span>trony <span class="_ _1f"> </span>instytucji <span class="_ _1d"> </span>finansowych <span class="_ _1f"> </span>mogłyby </span></div><div class="t m0 x3 he y1dd ff6 fs4 fc1 sc0 ls0 ws0">negatywnie wpłynąć na <span class="_ _2"></span><span class="ff1">skal</span>ę<span class="ff1"> </span>dzia<span class="_ _2"></span>łalności Spółki.<span class="ff1"> </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 x8 y13 w5 h8" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">14<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 h44 y4d ffb fs4 fc1 sc0 ls0 ws0">Ryzyko kredytu kupieckiego<span class="_ _2"></span> </div><div class="t m0 x3 he y1de ff6 fs4 fc1 sc0 ls0 ws0">Z <span class="_ _1c"></span>racji <span class="_ _1a"></span>stosowanych <span class="_ _1a"></span>odroczonych <span class="_ _1c"></span>terminów <span class="_ _1a"></span>płatności<span class="_ _2"></span>, <span class="_ _1c"></span>Spółka <span class="_ _1a"></span><span class="ff1">jest <span class="_ _1a"></span></span>narażona <span class="_ _1c"></span>na <span class="_ _1a"></span>ryzyko <span class="_ _1c"></span>kredytu <span class="_ _1a"></span>kupieckiego. </div><div class="t m0 x3 he y1df ff1 fs4 fc1 sc0 ls0 ws0">W <span class="ff6">celu <span class="_ _21"> </span>je<span class="_ _2"></span>go <span class="_ _21"> </span>ogranicz<span class="_ _2"></span>enia <span class="_ _21"> </span>Sp<span class="_ _2"></span>ółka <span class="_ _a"> </span>ubezpiecza <span class="_ _21"> </span>więks<span class="_ _2"></span>zość <span class="_ _21"> </span>należn<span class="_ _2"></span>ości <span class="_ _a"> </span>handlowych <span class="_ _a"> </span>ze <span class="_ _21"> </span>sp<span class="_ _2"></span>rzedaży <span class="_ _a"> </span>wyrobów </span></div><div class="t m0 x3 he y1b8 ff6 fs4 fc1 sc0 ls0 ws0">hutniczych. W <span class="_ _2"></span>przypadku nawiązania wsp<span class="_ _2"></span>ółpracy z kontrahentem, któremu ubezp<span class="_ _2"></span>ieczyciel nie udzielił limitu, </div><div class="t m0 x3 he y1b9 ff1 fs4 fc1 sc0 ls0 ws0">STALPROFIL S.A<span class="ff6">. <span class="_ _0"></span>dąży do <span class="_ _0"></span>pozyskania innych zabezpieczeń <span class="_ _0"></span>kredytu <span class="_ _0"></span>kupieckiego –<span class="ff1"> </span>majątkowych <span class="_ _0"></span>lub osobistych.<span class="ff1"> </span></span></div><div class="t m0 x3 he y1e0 ff6 fs4 fc1 sc0 ls0 ws0">Przedłużanie się k<span class="ff1">onfliktu zbrojnego w Ukrainie oraz brak poprawy sytuacji gospodarczej w kraju i w <span class="_ _0"></span>Europie<span class="_ _2"></span>, </span></div><div class="t m0 x3 he y1e1 ff6 fs4 fc1 sc0 ls0 ws0">może <span class="_ _26"> </span>p<span class="_ _2"></span>rowadzić <span class="_ _29"> </span>do <span class="_ _29"> </span>dalszego <span class="_ _29"> </span>pogors<span class="_ _2"></span>zenia  ściągalnoś<span class="ff1 ls1e">ci<span class="ls0"> <span class="_ _29"> </span></span></span>należności <span class="_ _29"> </span>handlowych.  <span class="ff1">T<span class="lsc">aka <span class="_ _26"> </span></span>sytuacja  </span>może <span class="_ _26"> </span>mieć<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y1e2 ff1 fs4 fc1 sc0 ls0 ws0">niekorzystn<span class="_ _2"></span><span class="ff6">y <span class="_ _1c"></span>wpływ</span> <span class="_ _1a"></span><span class="ff6">na <span class="_ _1c"></span>wys<span class="_ _2"></span>okość <span class="_ _1c"></span>limitów <span class="_ _1a"></span>ubezpieczeniowy<span class="_ _2"></span>ch</span>. <span class="_ _1a"></span><span class="ff6">Może <span class="_ _1c"></span>także <span class="_ _1a"></span>pojawić <span class="_ _1c"></span>s<span class="_ _2"></span>ię <span class="_ _1c"></span></span>ry<span class="_ _2"></span>zyko <span class="_ _1a"></span><span class="ff6">braku <span class="_ _1c"></span>wyp<span class="_ _2"></span>łat </span></div><div class="t m0 x3 he y1ba ff6 fs4 fc1 sc0 ls0 ws0">odszkodowań<span class="_ _2"></span> <span class="_ _26"> </span>ze  strony <span class="_ _26"> </span>firm<span class="_ _2"></span> <span class="_ _26"> </span>u<span class="_ _2"></span>bezpieczających <span class="_ _29"> </span>należnoś<span class="_ _2"></span>ci <span class="_ _29"> </span>handlowe  w <span class="_ _26"> </span>przypad<span class="_ _2"></span>ku  <span class="ff1">skorzystania  przez <span class="_ _26"> </span>nie </span></div><div class="t m0 x3 he y1bb ff1 fs4 fc1 sc0 ls0 ws0">z <span class="ff6">ogólnych klau<span class="_ _2"></span>zul wyłączających od<span class="_ _2"></span>powiedzialność odszk<span class="_ _2"></span>odowawczą</span> u<span class="_ _2"></span>bezpieczyciela.<span class="_ _2"></span> </div><div class="t m0 x3 he y1e3 ff6 fs4 fc1 sc0 ls0 ws0">Zarząd <span class="_ _1a"></span>Spółki <span class="_ _1a"></span><span class="ff1">ocenia</span>, <span class="_ _1a"></span>że<span class="ff1">: <span class="_ _1c"></span></span>(a) <span class="_ _1a"></span>znaczący <span class="_ _1a"></span>wzrost <span class="_ _1c"></span>koszt<span class="_ _2"></span>ów <span class="_ _1c"></span>d<span class="_ _2"></span>ziałalności<span class="ff1">,<span class="_ _2"></span> <span class="_ _1c"></span></span>ja<span class="_ _2"></span>ki <span class="_ _1a"></span>miał <span class="_ _1c"></span>miejsce<span class="ff1"> <span class="_ _1a"></span>w wyniku <span class="_ _1a"></span>wzrostu <span class="_ _1c"></span>cen </span></div><div class="t m0 x3 he y1bd ff6 fs4 fc1 sc0 ls0 ws0">surowców, <span class="_ _1a"></span>ener<span class="_ _2"></span>gii, <span class="_ _1a"></span>paliw, <span class="_ _28"></span>wyrobów <span class="_ _28"></span>hutniczych <span class="_ _28"></span>i <span class="_ _1a"></span>kosztu<span class="_ _2"></span> <span class="_ _1a"></span>pieniądza, <span class="_ _1a"></span>a <span class="_ _28"></span>także <span class="_ _1a"></span>(b) <span class="_ _28"></span>wzrost <span class="_ _1a"></span>z<span class="_ _2"></span>apotrzebowania <span class="_ _28"></span>na </div><div class="t m0 x3 he y1be ff6 fs4 fc1 sc0 ls0 ws0">kapitał obrotowy, jaki pociąga <span class="_ _0"></span>za sobą znaczący wzrost <span class="_ _0"></span>cen, (c) <span class="_ _0"></span>jak również zerwane <span class="_ _0"></span>łańcuchy dostaw<span class="_ _2"></span><span class="ff1">, </span>łącznie </div><div class="t m0 x3 he y1e4 ff1 fs4 fc1 sc0 ls0 ws0">pogorszy<span class="ff6 ls22">ły</span> <span class="_ _1c"></span><span class="ff6">wyniki <span class="_ _1c"></span>finansowe <span class="_ _1c"></span>i <span class="_ _2"></span>pł<span class="_ _2"></span>ynność <span class="_ _2"></span>finan<span class="_ _2"></span>sową <span class="_ _2"></span>odb<span class="_ _2"></span>iorców <span class="_ _2"></span>wyrobów <span class="_ _1c"></span>hutniczych <span class="_ _1c"></span>w <span class="_ _1c"></span>segmencie <span class="_ _1c"></span>stalowym,<span class="_ _2"></span> </span></div><div class="t m0 x3 he y1e5 ff6 fs4 fc1 sc0 ls0 ws0">co <span class="_ _0"></span>zwiększa <span class="_ _0"></span>ryzyko w<span class="_ _0"></span>zrostu skali <span class="_ _9"></span>n<span class="_ _2"></span>iewypłacalności odbiorców <span class="_ _9"></span>w ciągu <span class="_ _9"></span>ko<span class="_ _2"></span>lejnych <span class="_ _0"></span>12<span class="ff1"> <span class="_ _2"></span></span>miesięcy, a <span class="_ _9"></span>to<span class="_ _2"></span> <span class="_ _9"></span>z kolei <span class="_ _9"></span>moż<span class="_ _2"></span>e </div><div class="t m0 x3 he y1e6 ff6 fs4 fc1 sc0 ls0 ws0">skutkować nieściągaln<span class="_ _2"></span>ością części należnoś<span class="_ _2"></span>ci handlowych S<span class="_ _2"></span>półki w<span class="ff1"> <span class="_ _2"></span>segmencie stalowym.<span class="_ _2"></span> </span></div><div class="t m0 x3 he y1c2 ff6 fs4 fc1 sc0 ls0 ws0">Spółka na bieżąco analizuje sytuację <span class="_ _0"></span>gospodarczą oraz spływające sygnały od odbiorców <span class="_ _0"></span>mogące świadczyć o </div><div class="t m0 x3 he y1e7 ff6 fs4 fc1 sc0 ls0 ws0">pogorszeniu  sytuacji  f<span class="_ _0"></span>inansowej <span class="_ _29"> </span>i  na <span class="_ _29"> </span>tej  podstawie <span class="_ _29"> </span>(zgod<span class="_ _2"></span>nie <span class="_ _29"> </span>z  MSSF <span class="_ _26"> </span>9<span class="_ _2"></span>) <span class="_ _29"> </span>dokon<span class="_ _2"></span>uje <span class="_ _29"> </span>aktualizacji  przyjętych </div><div class="t m0 x3 he y1e8 ff6 fs4 fc1 sc0 ls0 ws0">szacunków i wys<span class="_ _2"></span>okości odpisu na „s<span class="_ _2"></span>zacowane strat<span class="_ _2"></span>y kredytowe”.<span class="ff1"> </span></div><div class="t m0 x3 h44 y1e9 ffc fs4 fc1 sc0 ls0 ws0">Ryzyko sezonowego<span class="_ _2"></span> spadku przychodów<span class="_ _2"></span><span class="ffb"> </span></div><div class="t m0 x3 he y1c6 ff6 fs4 fc1 sc0 ls0 ws0">W <span class="_ _1a"></span>normalnych <span class="_ _1a"></span>warunkach <span class="_ _1a"></span>pogodowych <span class="_ _1a"></span>sezo<span class="_ _2"></span>nowość <span class="_ _1a"></span>nie <span class="_ _1a"></span>wywiera <span class="_ _1c"></span>zn<span class="_ _2"></span>aczącego <span class="_ _1a"></span>wpływu <span class="_ _1a"></span>na <span class="_ _1a"></span>wyniki <span class="_ _1a"></span>sprzedaży </div><div class="t m0 x3 he y1c7 ff6 fs4 fc1 sc0 ls0 ws0">wyrobów hutniczy<span class="_ _2"></span>ch ogółem. <span class="_ _2"></span>Sezonowy spadek s<span class="_ _2"></span>przedaży wyrobów hutn<span class="_ _2"></span>iczych do bud<span class="_ _2"></span>ownictwa i do innych </div><div class="t m0 x3 he y1ea ff6 fs4 fc1 sc0 ls0 ws0">sektorów <span class="_ _2"></span>o<span class="_ _2"></span>bsługiwanych <span class="_ _1c"></span>przez <span class="_ _1c"></span>Spółkę <span class="_ _1c"></span>może <span class="_ _1c"></span>występować <span class="_ _1c"></span>w<span class="_ _2"></span> <span class="_ _2"></span>przy<span class="_ _2"></span>padku <span class="_ _1c"></span>wyjątkowo <span class="_ _1c"></span>ostrych <span class="_ _1c"></span>zim. <span class="_ _2"></span>Sp<span class="_ _2"></span>ółka <span class="_ _2"></span>d<span class="_ _2"></span>ąży </div><div class="t m0 x3 he y1eb ff6 fs4 fc1 sc0 ls0 ws0">do <span class="_ _1f"> </span>kompensowania <span class="_ _1f"> </span>możliwego <span class="_ _1d"> </span>s<span class="_ _2"></span>ezonowego <span class="_ _1f"> </span>spadku <span class="_ _1f"> </span>zapotrzebowania <span class="_ _1f"> </span>na <span class="_ _1d"> </span>stal <span class="_ _1f"> </span>w <span class="_ _1f"> </span>branży <span class="_ _1f"> </span>budowla<span class="_ _2"></span><span class="ff1">nej, </span></div><div class="t m0 x3 he y1ec ff6 fs4 fc1 sc0 ls0 ws0">rozwijając sprzedaż<span class="_ _2"></span> do innych branż <span class="_ _2"></span>konsumujących sta<span class="_ _2"></span>l.<span class="ff1"> </span></div><div class="t m0 x3 he y1cb ff6 fs4 fc1 sc0 ls0 ws0">W <span class="_ _1a"></span>IV <span class="_ _1c"></span>kwartale, <span class="_ _1a"></span>na <span class="_ _1a"></span>skutek <span class="_ _1a"></span>mniejszej <span class="_ _1c"></span>ak<span class="_ _2"></span>tywności <span class="_ _1a"></span>gospodarczej <span class="_ _1a"></span>p<span class="ff1">r</span>zeds<span class="_ _2"></span>iębiorstw <span class="_ _1a"></span>(okres <span class="_ _1c"></span>ś<span class="_ _2"></span>wiąteczny), <span class="_ _1a"></span>popyt <span class="_ _1c"></span>na </div><div class="t m0 x3 h12 y1cc ff6 fs4 fc1 sc0 ls0 ws0">wyroby <span class="_ _a"> </span>hutnicze <span class="_ _a"> </span>zwykle <span class="_ _a"> </span>jest <span class="_ _a"> </span>niższy<span class="_ _2"></span>.<span class="ff3"> <span class="_ _1d"> </span></span>W <span class="_ _21"> </span>wypad<span class="_ _2"></span>ku <span class="_ _a"> </span>występowania <span class="_ _a"> </span>wyjątkowo <span class="_ _a"> </span>niekorzy<span class="_ _2"></span>stnych <span class="_ _a"> </span>warunków </div><div class="t m0 x3 he y1ed ff6 fs4 fc1 sc0 ls0 ws0">pogodowych <span class="_ _28"></span>(mrozy, <span class="_ _28"></span>silne <span class="_ _28"></span>opady <span class="_ _28"></span>itp.) <span class="_ _28"></span>może <span class="_ _1a"></span>by<span class="_ _2"></span>ć <span class="_ _1a"></span>także <span class="_ _28"></span>utrudnione <span class="_ _28"></span>prowadzenie <span class="_ _28"></span>robót <span class="_ _1a"></span>w <span class="_ _28"></span>zakresie <span class="_ _28"></span>budowy </div><div class="t m0 x3 he y1ee ff6 fs4 fc1 sc0 ls0 ws0">rurociągów, <span class="_ _0"></span>co <span class="_ _9"></span>może <span class="_ _9"></span>wpł<span class="_ _2"></span>ywać <span class="_ _9"></span>n<span class="_ _2"></span>iekorzystnie <span class="_ _0"></span>szczególnie <span class="_ _9"></span>na p<span class="_ _0"></span>oziom <span class="_ _9"></span>przych<span class="_ _2"></span>odów <span class="_ _9"></span>w <span class="_ _0"></span>obsługiwanym <span class="_ _9"></span>p<span class="_ _2"></span>rzez <span class="_ _9"></span>Grup<span class="_ _2"></span><span class="ls14">ę </span></div><div class="t m0 x3 he y1ef ff6 fs4 fc1 sc0 ls0 ws0">segmencie infrastruktu<span class="_ _2"></span>ry sieci przesyłowych<span class="_ _2"></span>.<span class="ff1"> </span></div><div class="t m0 x3 h44 y8a ffc fs4 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _29"> </span>kontraktowe  związane <span class="_ _26"> </span>z <span class="_ _29"> </span>obrotem  wyrobami <span class="_ _26"> </span>hutniczymi <span class="_ _29"> </span>oraz <span class="_ _29"> </span>związane <span class="_ _29"> </span>z <span class="_ _29"> </span>uczestn<span class="_ _2"></span>ictwem <span class="_ _26"> </span>S<span class="_ _2"></span>półki </div><div class="t m0 x3 h44 y1f0 ffb fs4 fc1 sc0 ls0 ws0">w <span class="ffc">konsorcjach realizując<span class="_ _2"></span>ych dostawy <span class="_ _2"></span>rur stalowych na rynek<span class="_ _2"></span> gazowy<span class="_ _2"></span></span> </div><div class="t m0 x3 he y1d2 ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _2"></span>przypadku<span class="_ _2"></span>, <span class="_ _2"></span>gdy <span class="_ _2"></span><span class="ff6">Spółka <span class="_ _2"></span>uczestni</span>czy <span class="_ _2"></span>w <span class="_ _2"></span><span class="ff6">konsorcjum <span class="_ _2"></span>z <span class="_ _2"></span>IZOSTAL <span class="_ _2"></span>S.A., <span class="_ _2"></span>które <span class="_ _2"></span>realizu<span class="_ _2"></span>je d<span class="_ _2"></span>ostawy <span class="_ _2"></span>rur <span class="_ _2"></span>izolowanych<span class="_ _2"></span> </span></div><div class="t m0 x3 he y1f1 ff1 fs4 fc1 sc0 ls0 ws0">na <span class="_ _1a"></span>rzecz <span class="_ _1c"></span>O<span class="_ _2"></span>GP <span class="_ _1a"></span>Gaz-System <span class="_ _1a"></span>lub <span class="_ _1a"></span>innych <span class="_ _1a"></span>z<span class="ff6">amawiających, <span class="_ _1a"></span>jest <span class="_ _1a"></span>narażo<span class="_ _2"></span>na <span class="_ _1a"></span>na <span class="_ _1c"></span>ko<span class="_ _2"></span>nsekwencje <span class="_ _1a"></span>związane <span class="_ _1a"></span>z <span class="_ _1c"></span>r<span class="_ _2"></span>ealizacją </span></div><div class="t m0 x3 he y1f2 ff6 fs4 fc1 sc0 ls0 ws0">kontraktów, w tym wyn<span class="_ _2"></span>ikające głównie <span class="ff1">z <span class="_ _2"></span>ewentualnego: </span></div><div class="t m0 xf h12 y1f3 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">niedotrzymania terminów r<span class="_ _2"></span>ealizacji,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xf h12 y1f4 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">niedotrzymania wymogów jak<span class="_ _2"></span>ościowych wykon<span class="_ _2"></span>anych dostaw,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xf h12 y1f5 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">opóźnienia w us<span class="_ _2"></span>unięciu wad ujawniony<span class="_ _2"></span>ch w okresie gwarancji jak<span class="_ _2"></span>ości lub rękojmi.<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x3 he y1f6 ff6 fs4 fc1 sc0 ls0 ws0">STALPROFIL <span class="_ _2"></span>S.A., <span class="_ _2"></span>u<span class="_ _2"></span>czestnicząc <span class="_ _2"></span>w <span class="_ _2"></span>ko<span class="_ _2"></span>nsorcjum <span class="_ _2"></span>z <span class="_ _2"></span>IZO<span class="_ _2"></span>STAL <span class="_ _2"></span>S.A., <span class="_ _2"></span>pełni <span class="_ _1c"></span>głównie <span class="_ _2"></span>rolę <span class="_ _2"></span>gwaranta <span class="_ _1c"></span>finansowego <span class="_ _2"></span>m.in. </div><div class="t m0 x3 he y1f7 ff6 fs4 fc1 sc0 ls0 ws0">wnioskującego <span class="_ _26"> </span>o <span class="_ _28"> </span>wys<span class="_ _2"></span>tawienie <span class="_ _28"> </span>przez <span class="_ _26"> </span>ban<span class="_ _2"></span>k <span class="_ _28"></span>bąd<span class="_ _2"></span>ź <span class="_ _28"></span>ubezpieczyciela: <span class="_ _26"> </span>gwarancji <span class="_ _26"> </span>dobrego <span class="_ _26"> </span>wyko<span class="_ _2"></span>nania <span class="_ _26"> </span>kontraktu, </div><div class="t m0 x3 he y1f8 ff6 fs4 fc1 sc0 ls0 ws0">rękojmi, <span class="_ _21"> </span>zwrotu <span class="_ _21"> </span>zaliczki, <span class="_ _21"> </span>kt<span class="_ _2"></span>órych <span class="_ _21"> </span>zł<span class="_ _2"></span>ożenia <span class="_ _21"> </span>wymaga <span class="_ _21"> </span>i<span class="_ _2"></span>nwestor. <span class="_ _21"> </span>Nat<span class="_ _2"></span>omiast <span class="_ _21"> </span>IZOSTAL <span class="_ _21"> </span>S.A. <span class="_ _21"> </span>pełn<span class="_ _2"></span>i <span class="_ _21"> </span>rolę <span class="_ _21"> </span><span class="ff1">lid<span class="_ _2"></span>era </span></div><div class="t m0 x3 he y1f9 ff1 fs4 fc1 sc0 ls0 ws0">k<span class="ff6">onsorcjum, któ<span class="_ _2"></span>ry realizuje dostawy na rzecz <span class="_ _2"></span></span>z<span class="ff6">amawiające<span class="_ _2"></span>go.</span> </div><div class="t m0 x3 he y1fa ff6 fs4 fc1 sc0 ls0 ws0">Ww.  ryzyka  w<span class="_ _0"></span>ynikają  z  sankcji <span class="_ _29"> </span>zapisany<span class="_ _2"></span>ch  w <span class="_ _29"> </span>umowach  (kary  umowne, <span class="_ _29"> </span>pokrycie  kosztów  wykonawstwa </div><div class="t m0 x3 he y1fb ff6 fs4 fc1 sc0 ls0 ws0">zastępczego <span class="_ _1d"> </span>lub <span class="_ _a"> </span>stra<span class="_ _2"></span>t <span class="_ _a"> </span>pon<span class="_ _2"></span>iesionych <span class="_ _a"> </span>przez <span class="_ _1d"> </span>zamawiającego, <span class="_ _1d"> </span>ryzyko <span class="_ _1d"> </span>wykluczenia <span class="_ _a"> </span>z <span class="_ _1d"> </span>procedur <span class="_ _a"> </span>p<span class="_ _2"></span>rzetargów </div><div class="t m0 x3 he y1fc ff6 fs4 fc1 sc0 ls0 ws0">publicznych) <span class="_ _12"> </span>i <span class="_ _12"> </span>wynika<span class="_ _2"></span>jących <span class="_ _12"> </span>z <span class="_ _12"> </span>ogólnie <span class="_ _12"> </span>obowiązujących <span class="_ _12"> </span>przepisów <span class="_ _12"> </span>pr<span class="_ _2"></span><span class="ff1">awa. <span class="_ _2b"> </span>Egzekucja <span class="_ _12"> </span>sankcji <span class="_ _12"> </span>przez </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 x8 y13 w5 h8" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">15<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff6 fs4 fc1 sc0 ls0 ws0">zamawiającego <span class="_ _0"></span>jest <span class="_ _9"></span>wzmocnion<span class="_ _2"></span>a <span class="_ _9"></span>wystawion<span class="_ _2"></span>ymi, <span class="_ _9"></span>na <span class="_ _9"></span>wnios<span class="_ _2"></span>ek <span class="_ _9"></span>spółek <span class="_ _0"></span>z <span class="_ _9"></span>Grupy, <span class="_ _9"></span>gwaran<span class="_ _2"></span>cjami <span class="_ _9"></span>dobrego <span class="_ _0"></span>wykonania </div><div class="t m0 x3 he y4e ff6 fs4 fc1 sc0 ls0 ws0">i rękojmi oraz gwarancja<span class="_ _2"></span>mi spłaty otrz<span class="_ _2"></span>ymanych zaliczek, których beneficjentem jest OG<span class="_ _2"></span>P Gaz<span class="_ _2"></span><span class="ff1">-System S.A.<span class="_ _2"></span> </span></div><div class="t m0 x3 h44 y1df ffc fs4 fc1 sc0 ls0 ws0">Ryzyko wzrostu importu <span class="_ _2"></span>tańszych wyrobów hutn<span class="_ _2"></span>iczych na rynek <span class="_ _2"></span>krajowy i europejski<span class="_ _1c"></span><span class="ffb"> </span></div><div class="t m0 x3 he y1fd ff6 fs4 fc1 sc0 ls0 ws0">Jeżeli Unia Eu<span class="_ _2"></span>ropejska nie będ<span class="_ _2"></span>zie skuteczna w<span class="_ _2"></span> działaniach a<span class="_ _2"></span>ntydumpingowych, t<span class="_ _2"></span>o napływ tańszy<span class="_ _2"></span>ch wyrobów </div><div class="t m0 x3 he y1fe ff6 fs4 fc1 sc0 ls0 ws0">ze Wschod<span class="_ _2"></span>u (np. z <span class="_ _2"></span>Chin <span class="_ _2"></span>i Turcji) może mocni<span class="_ _2"></span>ej destabilizo<span class="_ _2"></span>wać europejski <span class="_ _2"></span>rynek s<span class="_ _2"></span>tali, wpływając na <span class="_ _2"></span>obniżenie </div><div class="t m0 x3 he y1e0 ff6 fs4 fc1 sc0 ls0 ws0">cen <span class="_ _a"> </span>wyrob<span class="_ _2"></span>ów <span class="_ _a"> </span>hutniczy<span class="_ _2"></span>ch, <span class="_ _a"> </span>a<span class="_ _2"></span> <span class="_ _a"> </span>w <span class="_ _1d"> </span>konsekwencji <span class="_ _1d"> </span>na <span class="_ _1d"> </span>spad<span class="_ _2"></span>ek <span class="_ _a"> </span>wynikó<span class="_ _2"></span>w <span class="_ _a"> </span>finansowych<span class="_ _2"></span> <span class="_ _a"> </span>zar<span class="_ _2"></span>ówno <span class="_ _a"> </span>europ<span class="_ _2"></span>ejskich </div><div class="t m0 x3 he y1e1 ff6 fs4 fc1 sc0 ls0 ws0">producentów, jak i <span class="_ _2"></span>dystrybutorów wyrobów hutn<span class="_ _2"></span>iczych.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y1ff ff6 fs4 fc1 sc0 ls0 ws0">Istotnym <span class="_ _26"> </span>czy<span class="_ _2"></span>nnikiem <span class="_ _28"> </span>ry<span class="_ _2"></span>zyka <span class="_ _28"> </span>d<span class="_ _2"></span>la <span class="_ _26"> </span>przyszłej <span class="_ _26"> </span>koniu<span class="_ _2"></span>nktury <span class="_ _26"> </span>na <span class="_ _28"> </span>ry<span class="_ _2"></span>nku <span class="_ _26"> </span>stali <span class="_ _26"> </span>pozos<span class="_ _2"></span>taje <span class="_ _26"> </span>także <span class="_ _26"> </span>sytuacja <span class="_ _26"> </span>n<span class="_ _2"></span>a <span class="_ _26"> </span>rynkach </div><div class="t m0 x3 he y200 ff6 fs4 fc1 sc0 ls0 ws0">finansowych, <span class="_ _1c"></span>w <span class="_ _1c"></span>szczególności <span class="_ _2"></span>n<span class="_ _2"></span>a <span class="_ _2"></span>rynku <span class="_ _1c"></span>walutowym. <span class="_ _2"></span>Wah<span class="_ _2"></span>ania <span class="_ _2"></span>ku<span class="_ _2"></span>rsów <span class="_ _2"></span>waluto<span class="_ _2"></span>wych <span class="_ _2"></span>wpływają <span class="_ _1c"></span>na <span class="_ _1c"></span>opłacalność </div><div class="t m0 x3 he y201 ff1 fs4 fc1 sc0 ls0 ws0">i <span class="ff6">aktywność wymiany<span class="_ _2"></span> zagranicznej oraz relacje ceno<span class="_ _2"></span>we na rynku kra<span class="_ _2"></span>jowym. Na przykład znaczne u<span class="_ _2"></span>mocnienie </span></div><div class="t m0 x3 he y1e3 ff6 fs4 fc1 sc0 ls0 ws0">złotego względem euro prowadzi do wzrostu importu atrakcyjn<span class="_ _2"></span>ych cenowo wyrobów hutniczych z zagranicy, </div><div class="t m0 x3 he y1bd ff6 fs4 fc1 sc0 ls0 ws0">a <span class="_ _29"> </span>tym  samym <span class="_ _29"> </span>wywołuje <span class="_ _29"> </span>obniżkę  cen <span class="_ _26"> </span>n<span class="_ _2"></span>a <span class="_ _29"> </span>rynku  krajowym. <span class="_ _26"> </span>N<span class="_ _1c"></span>atomiast  słaby <span class="_ _26"> </span>zł<span class="_ _2"></span>oty <span class="_ _29"> </span>niesie <span class="_ _29"> </span>za  sobą <span class="_ _29"> </span>większą </div><div class="t m0 x3 he y1be ff1 fs4 fc1 sc0 ls0 ws0">aktywno<span class="ff6">ść eks<span class="_ _2"></span>porterów i stymuluje wzrost cen n<span class="_ _2"></span>a rynku krajowym.<span class="_ _2"></span></span> </div><div class="t m0 x3 he y1bf ff6 fs4 fc1 sc0 ls0 ws0">STALPROFIL <span class="_ _20"> </span>S.A. <span class="_ _1e"> </span>na <span class="_ _20"> </span>bieżąco <span class="_ _20"> </span>monitoruje <span class="_ _1e"> </span>ks<span class="_ _2"></span>ztałtowanie <span class="_ _20"> </span>się <span class="_ _1e"> </span>trendów <span class="_ _20"> </span>cenowych <span class="_ _20"> </span>na <span class="_ _20"> </span>rynku <span class="_ _1e"> </span>sta<span class="_ _2"></span>lowym, </div><div class="t m0 x3 he y1c0 ff6 fs4 fc1 sc0 ls0 ws0">dostosowują<span class="_ _2"></span>c poziom zakupów i zapasów magazy<span class="_ _2"></span>nowych do bieżącej kon<span class="_ _2"></span>iunktury.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 h44 y202 ffc fs4 fc1 sc0 ls0 ws0">Ryzyko zakupu przez S<span class="_ _2"></span>półkę towarów spo<span class="_ _2"></span>za Unii Europejskiej objętych cła<span class="_ _2"></span>mi ochronnym<span class="_ _2"></span>i<span class="_ _2"></span><span class="ffb"> </span></div><div class="t m0 x3 he y203 ff6 fs4 fc1 sc0 ls0 ws0">Zakłócenia <span class="_ _28"> </span>równowagi <span class="_ _28"> </span>w <span class="_ _28"> </span>ś<span class="_ _2"></span>wiatowym <span class="_ _28"></span>hand<span class="_ _2"></span>lu <span class="_ _28"></span>stalą <span class="_ _26"> </span>powstają <span class="_ _28"></span>między <span class="_ _28"> </span>inn<span class="_ _2"></span>ymi <span class="_ _28"></span>na <span class="_ _28"></span>skutek <span class="_ _28"> </span>poważ<span class="_ _2"></span>nej <span class="_ _28"></span>nadwyżki </div><div class="t m0 x3 he y204 ff6 fs4 fc1 sc0 ls0 ws0">pomiędzy <span class="_ _26"> </span>ś<span class="_ _2"></span>wiatowymi <span class="_ _26"> </span>mocami <span class="_ _29"> </span>produkcyjn<span class="_ _2"></span>ymi<span class="ff1">, <span class="_ _29"> </span><span class="lsc">a <span class="_ _26"> </span></span></span>wielkością <span class="_ _29"> </span><span class="ff1">popytu<span class="_ _2"></span> <span class="_ _28"> </span></span>n<span class="_ _2"></span>a <span class="_ _26"> </span>stal. <span class="_ _29"> </span>W <span class="_ _26"> </span>kontekście <span class="_ _29"> </span>potencjalnego </div><div class="t m0 x3 he y1c4 ff6 fs4 fc1 sc0 ls0 ws0">uruchomienia <span class="_ _1c"></span>nad<span class="_ _2"></span>wyżki <span class="_ _1c"></span>mocy <span class="_ _1c"></span>produkcy<span class="_ _2"></span>jnych, <span class="_ _2"></span>brak <span class="_ _1a"></span><span class="ff1">skutecznych <span class="_ _1a"></span></span>restrykcji <span class="_ _2"></span>na <span class="_ _1c"></span>impo<span class="_ _2"></span>rt <span class="_ _2"></span>stali <span class="_ _1c"></span>na <span class="_ _1c"></span>teren <span class="_ _1c"></span>UE <span class="_ _1c"></span>może </div><div class="t m0 x3 he y1c5 ff6 fs4 fc1 sc0 ls0 ws0">powodować <span class="_ _21"> </span>napływ <span class="_ _21"> </span>taniej  stali <span class="_ _21"> </span>do <span class="_ _21"> </span>Unii  Euro<span class="_ _2"></span>pejskiej. <span class="_ _21"> </span>W  celu <span class="_ _21"> </span>ochrony <span class="_ _21"> </span>swojego  rynku<span class="_ _2"></span> <span class="_ _21"> </span>Unia  Europ<span class="_ _2"></span>ejska </div><div class="t m0 x3 he y1c6 ff6 fs4 fc1 sc0 ls0 ws0">wprowadziła <span class="_ _26"> </span>kontyngenty<span class="_ _2"></span> <span class="_ _28"></span>na <span class="_ _26"> </span>import <span class="_ _28"> </span>s<span class="_ _2"></span>zeregu <span class="_ _28"></span>kategorii <span class="_ _26"> </span>produktów <span class="_ _26"> </span>stalowych<span class="_ _2"></span>. <span class="_ _28"></span>Według <span class="_ _26"> </span>obowiązujących <span class="_ _26"> </span>do </div><div class="t m0 x3 he y1c7 ff6 fs4 fc1 sc0 ls0 ws0">połowy <span class="_ _29"> </span>2024 <span class="_ _29"> </span>roku  <span class="ff1">zasad, <span class="_ _29"> </span>po <span class="_ _29"> </span>wyczerpaniu <span class="_ _29"> </span>kon<span class="_ _2"></span>tyngentu <span class="_ _29"> </span>naliczane <span class="_ _29"> </span>jest<span class="_ _2"></span> <span class="_ _29"> </span></span>dod<span class="_ _2"></span>atkowe <span class="_ _29"> </span>cło  w <span class="_ _26"> </span>wysokości  25%. </div><div class="t m0 x3 he y1ea ff6 fs4 fc1 sc0 ls0 ws0">Potencjalny <span class="_ _1c"></span>napły<span class="_ _2"></span>w <span class="_ _2"></span>tańszych <span class="_ _1c"></span>wyrobów <span class="_ _2"></span>z <span class="_ _1c"></span>Chin,<span class="_ _2"></span> <span class="_ _2"></span>Turcji <span class="_ _1c"></span>i <span class="_ _2"></span>kraj<span class="_ _2"></span>ów <span class="_ _2"></span>wsch<span class="_ _2"></span>odnioeuropejskich <span class="_ _1c"></span>może <span class="_ _1c"></span>zdes<span class="_ _2"></span>tabilizować </div><div class="t m0 x3 he y1eb ff6 fs4 fc1 sc0 ls0 ws0">unijny  rynek  stali, <span class="_ _21"> </span>w<span class="_ _0"></span>pływając  na  obniżkę  cen  wyro<span class="_ _2"></span>bów  hutniczych,  a  w  konsekwencji  wywołać <span class="_ _21"> </span>spadek </div><div class="t m0 x3 he y1ec ff6 fs4 fc1 sc0 ls0 ws0">wyników finansowych eu<span class="_ _2"></span>ropejs<span class="_ _2"></span>kich producentów i dy<span class="_ _2"></span>strybutorów wyrobów hutniczy<span class="_ _2"></span>ch.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y1cb ff6 fs4 fc1 sc0 ls0 ws0">Od 1 <span class="_ _9"></span>p<span class="_ _2"></span>aździernika 2023 <span class="_ _0"></span>r. <span class="_ _0"></span>w <span class="_ _0"></span>Unii <span class="_ _0"></span>Europejskiej zaczął <span class="_ _0"></span>obowiązywać <span class="_ _0"></span>graniczny podatek <span class="_ _0"></span>węglowy CBAM <span class="_ _9"></span>(Carbon<span class="_ _2"></span> </div><div class="t m0 x3 h12 y205 ff1 fs4 fc1 sc0 ls0 ws0">Border Adjustment Mechan<span class="_ _2"></span>ism).<span class="ff3"> <span class="ff6">Importerzy<span class="_ _2"></span> towarów objętych CBAM <span class="_ _2"></span><span class="ls25">są</span></span></span> <span class="ff6">zobowiązan<span class="_ _2"></span>i do:</span> </div><div class="t m0 xf h12 y182 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">zakupu <span class="_ _21"> </span>certyfikató<span class="_ _2"></span>w <span class="_ _21"> </span>CBAM <span class="_ _21"> </span>w <span class="_ _21"> </span>ilości <span class="_ _21"> </span>odpowiadającej <span class="_ _21"> </span>emis<span class="_ _2"></span>ji <span class="_ _21"> </span>wbudowanej, <span class="_ _21"> </span>tj. <span class="_ _21"> </span>emisji <span class="_ _a"> </span>uwolnionej </span></span></div><div class="t m0 x10 he y206 ff1 fs4 fc1 sc0 ls0 ws0">w <span class="ff6">procesie produkcji d<span class="_ _2"></span>anego wyrobu, a n<span class="_ _2"></span>astępnie do ich umorzenia<span class="_ _2"></span></span>, </div><div class="t m0 xf h12 y207 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">wypełnienia <span class="_ _26"> </span>o<span class="_ _2"></span>bowiązków <span class="_ _26"> </span>sp<span class="_ _2"></span>rawozdawczych <span class="_ _26"> </span>w <span class="_ _29"> </span>przypad<span class="_ _2"></span>ku <span class="_ _26"> </span>importerów <span class="_ _29"> </span>wyrobów, <span class="_ _29"> </span>które <span class="_ _29"> </span>wiążą <span class="_ _26"> </span>się<span class="_ _2"></span> </span></span></div><div class="t m0 x10 he y185 ff1 fs4 fc1 sc0 ls0 ws0">z <span class="ff6">największym ryzy<span class="_ _2"></span>kiem ucieczki emisji.<span class="_ _2"></span></span> </div><div class="t m0 x3 he y208 ff6 fs4 fc1 sc0 ls0 ws0">Wdrożenie CBAM <span class="_ _9"></span>p<span class="_ _2"></span>odzielone jest <span class="_ _0"></span>na dwa <span class="_ _0"></span>etapy. <span class="_ _0"></span>W pierw<span class="_ _0"></span>szej fazie <span class="_ _9"></span>(tzw. okres przejściowy), od <span class="_ _9"></span>1 października </div><div class="t m0 x3 he y209 ff1 fs4 fc1 sc0 ls0 ws0">2023 <span class="_ _1a"></span>r., <span class="_ _28"> </span><span class="ff6">zgłas<span class="_ _2"></span>zający <span class="_ _28"></span>importowane <span class="_ _28"></span>towary <span class="_ _26"> </span><span class="ls25">są</span></span> <span class="_ _1a"></span><span class="ff6">zo<span class="_ _2"></span>bowiązani <span class="_ _28"></span>jedynie <span class="_ _28"></span>do <span class="_ _28"></span>skład<span class="_ _2"></span>ania <span class="_ _28"></span>raportu <span class="_ _1a"></span>CBAM <span class="_ _28"> </span>w <span class="_ _28"></span>okresach </span></div><div class="t m0 x3 he y20a ff6 fs4 fc1 sc0 ls0 ws0">kwartalnych. <span class="_ _26"> </span>W <span class="_ _29"> </span>drugiej <span class="_ _26"> </span>fazie, <span class="_ _26"> </span>począ<span class="_ _2"></span>wszy <span class="_ _26"> </span>od <span class="_ _26"> </span>1 <span class="_ _26"> </span>s<span class="_ _2"></span>tycznia <span class="_ _26"> </span>2026 <span class="_ _26"> </span>r., <span class="_ _26"> </span>importerzy <span class="_ _29"> </span>będą <span class="_ _26"> </span>zobo<span class="_ _2"></span>wiązani <span class="_ _26"> </span>do <span class="_ _26"> </span>zaku<span class="_ _2"></span>pu </div><div class="t m0 x3 he y20b ff6 fs4 fc1 sc0 ls0 ws0">certyfikatów <span class="_ _2"></span>CBAM <span class="_ _2"></span>w <span class="_ _2"></span>ilości <span class="_ _2"></span>odpowiadaj<span class="_ _2"></span>ącej emisji <span class="_ _1c"></span>wynikającej <span class="_ _2"></span>z <span class="_ _2"></span>produkcji <span class="_ _2"></span>towarów <span class="_ _2"></span>oraz <span class="_ _2"></span>skł<span class="_ _2"></span>adania <span class="_ _2"></span>r<span class="_ _2"></span><span class="ff1">ocznych </span></div><div class="t m0 x3 he y20c ff6 fs4 fc1 sc0 ls0 ws0">deklaracji <span class="_ _1c"></span>CBAM <span class="_ _1c"></span>(do <span class="_ _1c"></span>31 <span class="_ _1c"></span>maja <span class="_ _1a"></span>każdego <span class="_ _1c"></span>roku).<span class="_ _2"></span><span class="ff1"> <span class="_ _1c"></span></span>Ww. <span class="_ _1c"></span>dział<span class="_ _2"></span>ania <span class="_ _2"></span>Komisji <span class="_ _1a"></span>Europejskiej <span class="_ _1c"></span>powinny <span class="_ _1c"></span>sta<span class="_ _2"></span>bilizować <span class="_ _1a"></span><span class="ff1">ceny </span></div><div class="t m0 x3 he y20d ff1 fs4 fc1 sc0 ls0 ws0">na europejskim ryn<span class="_ _2"></span>ku stali. </div><div class="t m0 x3 he y20e ff6 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _29"> </span>w <span class="_ _29"> </span>zdecydowanej<span class="_ _2"></span> <span class="_ _29"> </span>części <span class="_ _29"> </span>zaopat<span class="_ _2"></span>ruje <span class="_ _26"> </span>s<span class="_ _2"></span>ię <span class="_ _29"> </span>w <span class="_ _29"> </span>wyroby  hutnicze <span class="_ _26"> </span>u  producentów <span class="_ _26"> </span>kraj<span class="_ _2"></span>owych <span class="_ _29"> </span>oraz <span class="_ _29"> </span>z <span class="_ _29"> </span>Unii<span class="_ _2"></span> </div><div class="t m0 x3 he y20f ff6 fs4 fc1 sc0 ls0 ws0">Europejskiej. Wy<span class="_ _2"></span>roby stalowe sp<span class="_ _2"></span>oza UE stanowią <span class="_ _2"></span>marginalną <span class="_ _2"></span>część dostaw do S<span class="_ _2"></span>TALPROFIL <span class="_ _2"></span>S.A., co zmniejsza<span class="_ _2"></span> </div><div class="t m0 x3 he y210 ff6 fs4 fc1 sc0 ls0 ws0">ryzyko <span class="_ _29"> </span>wystąpienia <span class="_ _29"> </span>kosztów <span class="_ _26"> </span>op<span class="_ _2"></span>łat <span class="_ _26"> </span>celnych <span class="_ _29"> </span>i <span class="_ _29"> </span>zakłóceń <span class="_ _29"> </span>w <span class="_ _26"> </span>imporcie <span class="_ _26"> </span>spowodowan<span class="_ _2"></span>ych <span class="_ _26"> </span>śro<span class="_ _2"></span>dkami <span class="_ _26"> </span>ochron<span class="_ _2"></span>nymi </div><div class="t m0 x3 he y211 ff6 fs4 fc1 sc0 ls0 ws0">stosowanymi p<span class="_ _2"></span>rzez Unię Europejską.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 h44 y212 ffc fs4 fc1 sc0 ls0 ws0">Ryzyko uzależnien<span class="_ _2"></span>ia od głównych producentów <span class="_ _2"></span>wyrobów hutn<span class="_ _2"></span>iczych, w tym koncernu ArcelorMitta<span class="_ _2"></span>l<span class="_ _2"></span><span class="ffb"> </span></div><div class="t m0 x3 he y213 ff1 fs4 fc1 sc0 ls0 ws0">Kluczowym <span class="_ _1c"></span>dostawc<span class="ff6">ą<span class="_ _2"></span></span> <span class="_ _2"></span>ST<span class="_ _2"></span>ALPROFIL <span class="_ _1c"></span>S.A. <span class="_ _1a"></span>jest <span class="_ _2"></span><span class="ff6">ko<span class="_ _2"></span>ncern <span class="_ _1c"></span>ArcelorMittal. <span class="_ _1c"></span>Wa<span class="_ _2"></span>rtość <span class="_ _1c"></span>zakupionych<span class="_ _2"></span> <span class="_ _2"></span>od <span class="_ _1c"></span>n<span class="_ _2"></span>iego <span class="_ _2"></span>wyrob<span class="_ _2"></span>ów </span></div><div class="t m0 x3 he y214 ff1 fs4 fc1 sc0 ls0 ws0">i <span class="ff6">półwyrobów <span class="_ _21"> </span>hu<span class="_ _2"></span>tniczych <span class="_ _21"> </span>wyniosł<span class="_ _2"></span>a <span class="_ _21"> </span>w <span class="_ _21"> </span></span><span class="ls4">20</span>24 <span class="_ _21"> </span><span class="ls11">r. <span class="_ _a"> </span></span>30,7<span class="ff6">% <span class="_ _21"> </span>łąc<span class="_ _2"></span>znych <span class="_ _21"> </span>koszt<span class="_ _2"></span>ów</span> <span class="_ _21"> </span>sprzedan<span class="_ _2"></span>ych <span class="_ _21"> </span><span class="ff6">produktów, <span class="_ _21"> </span>u<span class="_ _2"></span>sług, </span></div><div class="t m0 x3 he y215 ff6 fs4 fc1 sc0 ls0 ws0">towarów <span class="_ _2"></span>i <span class="_ _2"></span>mate<span class="_ _2"></span>riałów. <span class="_ _2"></span>Do<span class="_ _2"></span>minująca <span class="_ _1c"></span>pozycja <span class="_ _2"></span>ry<span class="_ _2"></span>nkowa <span class="_ _2"></span>koncernu <span class="_ _1c"></span>ArcelorMittal <span class="_ _1c"></span>w <span class="_ _2"></span>Polsce <span class="_ _1c"></span>powoduje, <span class="_ _2"></span>że <span class="_ _1c"></span>jest <span class="_ _2"></span>on<span class="_ _2"></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 x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">16<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff6 fs4 fc1 sc0 ls0 ws0">głównym dos<span class="_ _2"></span>tawcą wyrobów <span class="_ _2"></span>hutniczych <span class="_ _2"></span>dla czołowych <span class="_ _2"></span>polskich dys<span class="_ _2"></span>trybutorów stali, <span class="_ _2"></span>w tym STALPROFIL<span class="_ _1c"></span><span class="ff1"> S.A<span class="_ _2"></span>. </span></div><div class="t m0 x3 he y216 ff6 fs4 fc1 sc0 ls0 ws0">Współpraca <span class="_ _2"></span>Spółki z ArcelorMittal odb<span class="_ _2"></span>ywa się na zasadach rynko<span class="_ _2"></span>wych.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y1df ff6 fs4 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>pozostałej części <span class="_ _9"></span>dos<span class="_ _2"></span>taw <span class="_ _9"></span>S<span class="_ _2"></span>TALPROFIL S.A. <span class="_ _9"></span>pos<span class="_ _2"></span>iada <span class="_ _0"></span>mocno zdywersyfikowany portfel <span class="_ _0"></span>dostawców<span class="ff1">. W <span class="ls4">20</span>24 r. </span></div><div class="t m0 x3 he y1b8 ff6 fs4 fc1 sc0 ls0 ws0">znalazł <span class="_ _1c"></span>się <span class="_ _1c"></span><span class="ff1">ty<span class="_ _2"></span>lko <span class="_ _2"></span>jeden <span class="_ _1a"></span></span>podmiot, <span class="_ _2"></span>z <span class="_ _1c"></span>którym <span class="_ _1c"></span>ob<span class="_ _2"></span>roty <span class="_ _2"></span>p<span class="_ _2"></span>rzekroczyły <span class="_ _1c"></span>10% <span class="_ _1c"></span>kosztów <span class="_ _1a"></span>sprzedanych <span class="_ _1c"></span>produkt<span class="_ _2"></span>ów, <span class="_ _2"></span>usług, </div><div class="t m0 x3 he y217 ff6 fs4 fc1 sc0 ls0 ws0">towarów i materiałów<span class="ff1">.<span class="_ _2"></span> </span></div><div class="t m0 x3 h44 y1e0 ffc fs4 fc1 sc0 ls0 ws0">Ryzyko związane z <span class="_ _2"></span><span class="ffb">konfliktem zbrojnym<span class="_ _2"></span> w Ukrainie<span class="_ _2"></span> </span></div><div class="t m0 x3 he y218 ff6 fs4 fc1 sc0 ls0 ws0">Wojna <span class="_ _1a"></span>w <span class="_ _1a"></span>Ukrainie <span class="_ _1a"></span>jest <span class="_ _1a"></span>czynnikiem <span class="_ _1a"></span>ryzyka<span class="_ _2"></span>, <span class="_ _1a"></span>którego <span class="_ _1a"></span>wpływ <span class="_ _1a"></span>na <span class="_ _1a"></span>gospodarkę <span class="_ _1a"></span>po<span class="_ _2"></span>lską <span class="_ _1a"></span>i <span class="_ _1c"></span>świato<span class="_ _2"></span>wą <span class="_ _1a"></span>jest <span class="_ _1a"></span>trudny <span class="_ _1a"></span>do </div><div class="t m0 x3 he y1ff ff1 fs4 fc1 sc0 ls0 ws0">oszacowania. <span class="_ _2"></span><span class="ff6">Przedłużający s<span class="_ _2"></span>ię konflikt i związane z n<span class="_ _2"></span>im </span>kolejne <span class="ff6">s<span class="_ _2"></span>ankcje gospodar<span class="_ _2"></span>cze mogą przyczyn<span class="_ _2"></span>ić się do </span></div><div class="t m0 x3 he y200 ff1 fs4 fc1 sc0 ls0 ws0">dalszego <span class="ff6">sp<span class="_ _2"></span>owolnienia handlu światowego i obn<span class="_ _2"></span>iżenia wzrostu go<span class="_ _2"></span>spodarczego <span class="_ _2"></span>na świecie</span> i w Po<span class="_ _2"></span>lsce. </div><div class="t m0 x3 he y219 ff1 fs4 fc1 sc0 ls0 ws0">Przed <span class="_ _9"></span>wybuchem <span class="_ _0"></span>wojny <span class="_ _9"></span>w <span class="_ _9"></span>Ukr<span class="_ _2"></span>ainie, <span class="_ _9"></span><span class="ff6">STALPROFIL<span class="_ _2"></span> <span class="_ _9"></span>S.A. <span class="_ _9"></span>sprzed<span class="_ _2"></span>awał <span class="_ _9"></span>do <span class="_ _0"></span>krajów <span class="_ _9"></span>zaangażowany<span class="_ _2"></span>ch <span class="_ _9"></span>w <span class="_ _9"></span>konflikt <span class="_ _9"></span>(<span class="_ _2"></span>Rosja, </span></div><div class="t m0 x3 he y21a ff6 fs4 fc1 sc0 ls0 ws0">Białoruś <span class="_ _2"></span>i Ukraina) <span class="_ _2"></span>oraz impor<span class="_ _2"></span>tował wyrob<span class="_ _2"></span>y hutn<span class="_ _2"></span>icze z tego <span class="_ _2"></span>kierunku<span class="_ _2"></span>. Łączna <span class="_ _2"></span>ekspozycja<span class="_ _2"></span> na ty<span class="_ _2"></span>ch kierunkach, </div><div class="t m0 x3 he y21b ff6 fs4 fc1 sc0 ls0 ws0">zarówno po s<span class="_ _2"></span>tronie zakupów, jak i sp<span class="_ _2"></span>rzedaży, była nieistotna.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y21c ff6 fs4 fc1 sc0 ls0 ws0">Oprócz <span class="_ _1a"></span>wpływu <span class="_ _1a"></span>bezpośredniego, <span class="_ _1a"></span>wojna <span class="_ _1a"></span>w <span class="_ _1a"></span>Ukrainie <span class="_ _1a"></span>wywiera <span class="_ _1a"></span>również <span class="_ _1a"></span>wpływ <span class="_ _1c"></span>p<span class="_ _2"></span>ośredni <span class="_ _1a"></span>na <span class="_ _1a"></span>sytuację <span class="_ _1a"></span>rynkową </div><div class="t m0 x3 he y21d ff6 fs4 fc1 sc0 ls0 ws0">Spółki <span class="_ _2"></span>po<span class="_ _2"></span>przez <span class="_ _2"></span>reperkusje <span class="_ _2"></span>gospod<span class="_ _2"></span>arcze <span class="_ _2"></span>związane <span class="_ _2"></span>z <span class="_ _2"></span>wojną <span class="_ _1c"></span>oraz <span class="_ _2"></span>san<span class="_ _2"></span>kcje <span class="_ _2"></span>nałożone <span class="_ _2"></span>na <span class="_ _2"></span>Rosję <span class="_ _2"></span>i <span class="_ _2"></span>Biał<span class="_ _2"></span>oruś. <span class="_ _1a"></span><span class="ff1">Do <span class="_ _2"></span>tych </span></div><div class="t m0 x3 he y21e ff6 fs4 fc1 sc0 ls0 ws0">zjawisk można za<span class="_ _2"></span>liczyć:<span class="ff1"> </span></div><div class="t m0 xf h12 y21f ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">zerwanie <span class="_ _2"></span>niektórych<span class="_ _2"></span> <span class="_ _2"></span>łańcuchów <span class="_ _2"></span>do<span class="_ _2"></span>staw <span class="_ _2"></span>wyrobów <span class="_ _2"></span>hu<span class="_ _2"></span>tniczych <span class="_ _2"></span>(zwłaszcz<span class="_ _2"></span>a <span class="_ _2"></span>blach), <span class="_ _2"></span>pół<span class="_ _2"></span>wyrobów <span class="_ _2"></span>(kęsy, </span></span></div><div class="t m0 x10 he y220 ff6 fs4 fc1 sc0 ls0 ws0">slaby) i su<span class="_ _2"></span>rowców (zwłaszcza rudy<span class="_ _2"></span> żelaza) do produkcji hu<span class="_ _2"></span>tniczej,<span class="ff1"> </span></div><div class="t m0 xf h12 y63 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">fluktuację cen wyrobów hu<span class="_ _2"></span>tniczych i s<span class="_ _2"></span>urowców do produkcji hu<span class="_ _2"></span>tniczej,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xf h12 y221 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">spadek <span class="_ _20"> </span>dynamiki <span class="_ _1e"> </span>wzrostu<span class="_ _2"></span> <span class="_ _1e"> </span>gospodarczego, <span class="_ _20"> </span>a <span class="_ _1e"> </span>w <span class="_ _1e"> </span>szcz<span class="_ _2"></span>ególności <span class="_ _1e"> </span>spad<span class="_ _2"></span>ek <span class="_ _1e"> </span>inwestycji <span class="_ _20"> </span>w <span class="_ _1e"> </span>sektorze </span></span></div><div class="t m0 x10 he y222 ff6 fs4 fc1 sc0 ls0 ws0">prywatnym <span class="_ _28"></span>i <span class="_ _28"></span>publicznym, <span class="_ _28"></span>który <span class="_ _28"></span>może <span class="_ _1a"></span>pogłębić <span class="_ _28"></span>sp<span class="_ _2"></span>adek <span class="_ _1a"></span>p<span class="_ _2"></span>opyt <span class="_ _28"></span>na <span class="_ _28"></span>towary <span class="_ _28"></span>i <span class="_ _1a"></span>usługi <span class="_ _28"></span>oferowane <span class="_ _28"></span>przez </div><div class="t m0 x10 he y223 ff6 fs4 fc1 sc0 ls0 ws0">Spółkę,<span class="ff1"> </span></div><div class="t m0 xf h12 y224 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">wzrost wahań n<span class="_ _2"></span>a rynku walutowym,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xf h12 y225 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">zwiększenie <span class="_ _21"> </span>inflacji <span class="_ _a"> </span>na <span class="_ _21"> </span>skutek <span class="_ _21"> </span>wzros<span class="_ _2"></span>tu <span class="_ _21"> </span>cen <span class="_ _21"> </span>dóbr <span class="_ _21"> </span>ko<span class="_ _2"></span>nsumpcyjnych <span class="_ _a"> </span>i <span class="_ _21"> </span>dóbr <span class="_ _21"> </span>przemysło<span class="_ _2"></span>wych <span class="_ _21"> </span>oraz </span></span></div><div class="t m0 x10 he y226 ff1 fs4 fc1 sc0 ls0 ws0">dynamicznego wzrostu<span class="_ _2"></span> cen energii, gazu i p<span class="_ _2"></span>aliw, </div><div class="t m0 xf h12 y227 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">wzrost stóp p<span class="_ _2"></span>rocentowych wpływających<span class="_ _2"></span> na zmniejszenie inwestycji i wzro<span class="_ _2"></span>st kosztów kredy<span class="_ _2"></span>tu,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xf h12 y228 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">pogorszenie spł<span class="_ _2"></span>ywu należności.<span class="ff1"> </span></span></span></div><div class="t m0 x3 he y229 ff6 fs4 fc1 sc0 ls0 ws0">Zarząd <span class="_ _28"> </span>na <span class="_ _28"> </span>b<span class="_ _2"></span>ieżąco <span class="_ _28"></span>monitoruje <span class="_ _28"></span>sytu<span class="_ _2"></span>ację <span class="_ _28"></span>w <span class="_ _28"></span>Spółce <span class="_ _28"></span>oraz <span class="_ _28"> </span>w <span class="_ _28"> </span>jej <span class="_ _28"></span>otoczeniu <span class="_ _26"> </span>i<span class="_ _2"></span><span class="ff1"> <span class="_ _28"></span></span>podejmuje <span class="_ _28"> </span>działa<span class="_ _2"></span><span class="ff1">nia <span class="_ _28"></span>zaradcze. <span class="_ _28"> </span>Na </span></div><div class="t m0 x3 he y22a ff6 fs4 fc1 sc0 ls0 ws0">chwilę <span class="_ _26"> </span>obecną <span class="_ _29"> </span>nie <span class="_ _29"> </span>jest <span class="_ _26"> </span>możli<span class="_ _2"></span>we <span class="_ _26"> </span>przedstawieni<span class="_ _2"></span>e <span class="_ _26"> </span>precyzyjny<span class="_ _2"></span>ch <span class="_ _26"> </span>dan<span class="_ _2"></span>ych <span class="_ _26"> </span>liczbowych<span class="_ _2"></span> <span class="_ _26"> </span>dotyczących  przyszłego, </div><div class="t m0 x3 he y22b ff6 fs4 fc1 sc0 ls0 ws0">potencjalnego wpływu d<span class="_ _2"></span>ziałań wojennych w Ukra<span class="_ _2"></span>inie na Spół<span class="_ _2"></span>kę w średnim i długim termi<span class="_ _2"></span>nie. Istnieje ryzyko, </div><div class="t m0 x3 he y22c ff6 fs4 fc1 sc0 ls0 ws0">że przedłużają<span class="_ _2"></span>ce się działania wojenne mogą mie<span class="_ _2"></span>ć negatywny wpły<span class="_ _2"></span>w na wyniki S<span class="_ _2"></span>półki<span class="_ _2"></span><span class="ff1"> w kolejnych okresach. </span></div><div class="t m0 x3 he y22d ffc fs4 fc1 sc0 ls0 ws0">Ryzyko związane przer<span class="_ _2"></span>wami w dostawie <span class="_ _2"></span>mediów produkcyjnych (gaz <span class="_ _2"></span>i energia elektryczna)<span class="_ _1c"></span><span class="ff1"> </span></div><div class="t m0 x3 he y22e ff6 fs4 fc1 sc0 ls0 ws0">Obserwując <span class="_ _21"> </span>aktualną <span class="_ _21"> </span>sytuację  gospod<span class="_ _2"></span>arczą <span class="_ _21"> </span>panującą  w <span class="_ _21"> </span>Europie <span class="_ _21"> </span>i  w <span class="_ _21"> </span>Polsce,  Zarzą<span class="_ _2"></span>d <span class="_ _21"> </span>i<span class="_ _0"></span>dentyfikuje <span class="_ _21"> </span>ryzyko </div><div class="t m0 x3 he y22f ff6 fs4 fc1 sc0 ls0 ws0">związane z zabezpieczeniem ciągłości dostaw nośników ene<span class="_ _0"></span>rgii przez ich dostawców <span class="_ _0"></span>(zwłaszcza gazu i energii </div><div class="t m0 x3 he y230 ff1 fs4 fc1 sc0 ls0 ws0">elektrycznej), <span class="_ _28"></span><span class="ff6">w <span class="_ _1a"></span>szczególności<span class="_ _2"></span> <span class="_ _1a"></span>w <span class="_ _1a"></span>okresie <span class="_ _28"></span>zimowym, <span class="_ _28"></span>tj. <span class="_ _1a"></span>w <span class="_ _1a"></span>o<span class="_ _2"></span>kresie <span class="_ _1a"></span>zwiększo<span class="_ _2"></span>nej <span class="_ _1a"></span>konsu<span class="_ _2"></span>mpcji <span class="_ _1a"></span>przedmiotowych </span></div><div class="t m0 x3 he y231 ff6 fs4 fc1 sc0 ls0 ws0">mediów<span class="ff1"> na rynku<span class="_ _2"></span>. </span></div><div class="t m0 x3 he y232 ff6 fs4 fc1 sc0 ls0 ws0">Zarząd widzi <span class="_ _0"></span>potencjalne ryzyko <span class="_ _0"></span>związane z <span class="_ _9"></span>za<span class="_ _2"></span>bezpieczeniem ciągłości <span class="_ _0"></span>dostaw mediów. <span class="_ _9"></span>N<span class="_ _2"></span>ajistotniejs<span class="_ _2"></span>ze <span class="ff1">ryzyka </span></div><div class="t m0 x3 he y233 ff6 fs4 fc1 sc0 ls0 ws0">w <span class="_ _9"></span>tym <span class="_ _0"></span>zakresie <span class="_ _9"></span>doty<span class="_ _2"></span>czą <span class="_ _9"></span>dostaw <span class="_ _9"></span>gaz<span class="_ _2"></span>u <span class="_ _9"></span>i <span class="_ _0"></span>energii <span class="_ _9"></span>elektrycznej. <span class="_ _9"></span>Za<span class="_ _2"></span>rząd <span class="_ _9"></span>p<span class="_ _2"></span>odjął <span class="_ _9"></span>działania <span class="_ _0"></span>mające <span class="_ _9"></span>na <span class="_ _0"></span>celu <span class="_ _9"></span>ograniczenie </div><div class="t m0 x3 he y234 ff1 fs4 fc1 sc0 ls0 ws0">tego  ryzy<span class="_ _2"></span>ka.  C<span class="ff6">ał<span class="_ _2"></span>kowite  wyeliminowanie  negaty<span class="_ _2"></span>wnego  wp<span class="_ _2"></span>ływu <span class="_ _21"> </span>ograniczenia  w  dos<span class="_ _2"></span>tawach  gazu <span class="_ _21"> </span>nie  jest </span></div><div class="t m0 x3 he y235 ff6 fs4 fc1 sc0 ls0 ws0">możliwe. <span class="_ _1a"></span>Natomiast <span class="_ _1a"></span>ewentualne <span class="_ _1a"></span>przerwy <span class="_ _1a"></span>w <span class="_ _1a"></span>dostawach <span class="_ _1a"></span>prądu <span class="_ _1a"></span>są <span class="_ _1a"></span>krytyczne <span class="_ _28"> </span><span class="ff1">dla <span class="_ _1a"></span></span>Spół<span class="ff1 ls17">ki<span class="ls0">. <span class="_ _1a"></span>Nie <span class="_ _1a"></span>pozwol</span></span>ą <span class="_ _1a"></span>one<span class="ff1"> <span class="_ _1a"></span>na </span></div><div class="t m0 x3 he y16b ff6 fs4 fc1 sc0 ls0 ws0">wysyłki i <span class="_ _0"></span>kontynuowan<span class="_ _2"></span>ie <span class="_ _0"></span>sprzedaży. Opóźnienia w <span class="_ _9"></span>realizacji<span class="_ _2"></span> zamówień w<span class="_ _0"></span> wyniku krótkookresowych prze<span class="ff1">rw<span class="_ _2"></span> w </span></div><div class="t m0 x3 he y16c ff6 fs4 fc1 sc0 ls0 ws0">dostawach <span class="_ _1f"> </span>prą<span class="_ _2"></span>du <span class="_ _1f"> </span>Spółk<span class="ff1">a <span class="_ _1f"> </span><span class="ls26">mo<span class="_ _2"></span></span></span><span class="ls16">że</span><span class="ff1"> <span class="_ _1f"> </span></span>nadrobić, <span class="_ _1f"> </span>natomiast <span class="_ _1f"> </span>dłuższe <span class="_ _1f"> </span>p<span class="_ _2"></span>rzerwy <span class="_ _1f"> </span>mogą <span class="_ _1f"> </span>negatywnie <span class="_ _1f"> </span>wpłynąć <span class="_ _1f"> </span>na </div><div class="t m0 x3 he y16d ff6 fs4 fc1 sc0 ls0 ws0">terminowość realizacji zamó<span class="_ _2"></span>wień. W takich s<span class="_ _2"></span>ytuacjach b<span class="_ _2"></span>ędą wykorzystywane możliwe rozwiązan<span class="_ _2"></span>ia prawne.<span class="_ _1c"></span><span class="ff1"> </span></div><div class="t m0 x3 h13 y236 ff3 fs4 fc1 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff2 fs5"> </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 x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">17<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 h13 yd3 ff2 fs5 fc1 sc0 ls0 ws0">Ryzyka w segmencie infrastruktury </div><div class="t m0 x3 h44 y237 ffc fs4 fc1 sc0 ls0 ws0">Ryzyko ograniczenia prze<span class="_ _2"></span>z sektor gazo<span class="_ _2"></span>wy zamówień na dosta<span class="_ _2"></span>wy rur i wykonawstwo gazociągów<span class="_ _1c"></span><span class="ffb"> </span></div><div class="t m0 x3 he y238 ff6 fs4 fc1 sc0 ls0 ws0">Kluczowy <span class="_ _28"></span>wpływ <span class="_ _1a"></span>n<span class="_ _2"></span>a <span class="_ _1a"></span>wyniki <span class="_ _28"></span>finans<span class="_ _2"></span>owe <span class="_ _1a"></span>STALPROFIL <span class="_ _28"></span>S.A. <span class="_ _28"></span>w <span class="_ _28"></span>segmencie <span class="_ _28"></span>infrastruktury<span class="_ _2"></span> <span class="_ _1a"></span>sieci <span class="_ _28"></span>przesył<span class="_ _2"></span>owych <span class="_ _1a"></span>ma </div><div class="t m0 x3 he y239 ff6 fs4 fc1 sc0 ls0 ws0">tempo  wzrostu  tego <span class="_ _29"> </span>rynku,  czyli <span class="_ _29"> </span>realizowane  obecnie  i <span class="_ _29"> </span>w  przyszłości  inwestycje  w<span class="_ _0"></span>  branży  gazowniczej, </div><div class="t m0 x3 he y23a ff6 fs4 fc1 sc0 ls0 ws0">finansowane <span class="_ _2"></span>głównie <span class="_ _2"></span>p<span class="_ _2"></span>rzez <span class="_ _2"></span>OGP <span class="_ _2"></span>Gaz<span class="_ _2"></span><span class="ff1">-</span>System <span class="_ _2"></span>S.<span class="_ _2"></span>A. <span class="_ _2"></span>i <span class="_ _2"></span>Polską <span class="_ _1c"></span>Sp<span class="_ _2"></span>ółkę <span class="_ _2"></span>Gazownictwa <span class="_ _2"></span>sp. <span class="_ _1c"></span>z <span class="_ _2"></span>o.o. <span class="_ _1c"></span>z <span class="_ _2"></span>grup<span class="_ _2"></span>y <span class="_ _2"></span>PGNiG <span class="_ _2"></span>S.A. </div><div class="t m0 x3 he y23b ff6 fs4 fc1 sc0 ls0 ws0">Specyfika <span class="_ _e"> </span>prowad<span class="_ _2"></span>zenia <span class="_ _e"> </span>inwesty<span class="_ _2"></span>cji <span class="_ _e"> </span>na <span class="_ _2d"> </span>tym <span class="_ _e"> </span>rynku, <span class="_ _2d"> </span>tj. <span class="_ _e"> </span>podział <span class="_ _e"> </span>długofalo<span class="_ _2"></span>wego <span class="_ _e"> </span>planu <span class="_ _2d"> </span>rozwoju <span class="_ _e"> </span>na </div><div class="t m0 x3 he y23c ff6 fs4 fc1 sc0 ls0 ws0">perspektywy/etapy <span class="_ _1c"></span>inwestycyjne, <span class="_ _2"></span>p<span class="_ _2"></span>owoduje, <span class="_ _2"></span>że <span class="_ _2"></span>w <span class="_ _2"></span>latach<span class="_ _2"></span> <span class="_ _2"></span>kończących <span class="_ _2"></span>poprzednią <span class="_ _1c"></span>i ro<span class="_ _2"></span>zpoczynających <span class="_ _2"></span>kolejn<span class="_ _2"></span>ą </div><div class="t m0 x3 he y23d ff6 fs4 fc1 sc0 ls0 ws0">perspektywę brak j<span class="_ _2"></span>est nowych przetargów ora<span class="_ _2"></span>z zamówień na do<span class="_ _2"></span>stawy rur i wykonawstwo gazociągów.<span class="_ _1c"></span><span class="ff1"> </span></div><div class="t m0 x3 he y23e ff6 fs4 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _2b"> </span>długofalowego <span class="_ _2b"> </span>zmniejs<span class="_ _2"></span>zenia <span class="_ _12"> </span>za<span class="_ _2"></span>mówień <span class="_ _12"> </span>n<span class="_ _2"></span>a <span class="_ _12"> </span>do<span class="_ _2"></span>stawy <span class="_ _2b"> </span>rur <span class="_ _2b"> </span>i <span class="_ _12"> </span>wykon<span class="_ _2"></span>awstwo <span class="_ _12"> </span>gaz<span class="_ _2"></span>ociągów <span class="_ _12"> </span>jest </div><div class="t m0 x3 he y23f ff6 fs4 fc1 sc0 ls0 ws0">minimalizowane p<span class="_ _2"></span>rzez przyjęt<span class="_ _2"></span>ą przez <span class="_ _2"></span>Polskę <span class="_ _2"></span>strategię dywers<span class="_ _2"></span>yfikacji źródeł <span class="_ _2"></span>zaopatrzenia <span class="_ _2"></span>w gaz ora<span class="_ _2"></span>z przyjęte<span class="_ _2"></span> </div><div class="t m0 x3 he y240 ff6 fs4 fc1 sc0 ls0 ws0">przez Unię <span class="_ _9"></span>E<span class="_ _2"></span>uropejską restrykcyjne przepisy w <span class="_ _9"></span>zakr<span class="_ _2"></span>esie <span class="_ _0"></span>ochro<span class="_ _2"></span>ny środowiska i <span class="_ _0"></span>emisji <span class="_ _0"></span>CO</div><div class="t m0 x76 h45 y241 ff1 fsc fc1 sc0 ls0 ws0">2</div><div class="t m0 x2f he y240 ff6 fs4 fc1 sc0 ls0 ws0">. Czynniki te <span class="_ _0"></span>zmuszają </div><div class="t m0 x3 he y242 ff6 fs4 fc1 sc0 ls0 ws0">do realizacji w Polsce <span class="_ _0"></span>znaczny<span class="_ _2"></span>ch inwestycji w <span class="_ _0"></span>branży gazowniczej, które dają możliwość zwiększenia poziomu </div><div class="t m0 x3 he y243 ff6 fs4 fc1 sc0 ls0 ws0">sprzedaży <span class="_ _1c"></span>oraz <span class="_ _2"></span>uniezależn<span class="_ _2"></span>ienia <span class="_ _2"></span>się <span class="_ _2"></span>od <span class="_ _2"></span>do<span class="_ _2"></span>staw <span class="_ _2"></span>gazu <span class="_ _2"></span>z <span class="_ _1c"></span>kierunku<span class="_ _2"></span> <span class="_ _2"></span>wschodniego. <span class="_ _2"></span>Ryzy<span class="_ _2"></span>ko <span class="_ _2"></span>ogran<span class="_ _2"></span>iczenia <span class="_ _2"></span>zamówi<span class="_ _1c"></span>eń </div><div class="t m0 x3 he y244 ff6 fs4 fc1 sc0 ls0 ws0">na <span class="_ _0"></span>dostawy <span class="_ _0"></span>rur <span class="_ _9"></span>i wykonawstwo <span class="_ _9"></span>gazociągów jest <span class="_ _9"></span>ogran<span class="_ _2"></span>iczone <span class="_ _0"></span>także <span class="_ _0"></span>koniecznością <span class="_ _9"></span>terminowego wykorzystania </div><div class="t m0 x3 he y245 ff6 fs4 fc1 sc0 ls0 ws0">środków unijn<span class="_ _2"></span>ych przeznaczonych n<span class="_ _2"></span>a rozbudowę sieci przes<span class="_ _2"></span>yłowej gazu.<span class="_ _2"></span><span class="ffb"> </span></div><div class="t m0 x3 h44 y246 ffc fs4 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _1c"></span>kontraktowe<span class="_ _2"></span> <span class="_ _1c"></span>związane <span class="_ _1c"></span>z <span class="_ _1a"></span>uczestnictwem <span class="_ _1c"></span>w <span class="_ _1c"></span>realizacji <span class="_ _1c"></span>dłu<span class="_ _2"></span>goterminowych <span class="_ _1c"></span>budo<span class="_ _2"></span>wlanych <span class="_ _1c"></span>kontraktó<span class="_ _2"></span>w </div><div class="t m0 x3 h44 y247 ffb fs4 fc1 sc0 ls0 ws0">infrastrukturalnych na rynku<span class="_ _2"></span> gazowym<span class="_ _2"></span> </div><div class="t m0 x3 he y248 ff1 fs4 fc1 sc0 ls0 ws0">STALPROFIL <span class="_ _1a"></span>S.A., <span class="_ _1a"></span><span class="ff6">świadcząc <span class="_ _1c"></span>u<span class="_ _2"></span>sługi</span> <span class="_ _1a"></span>budowy <span class="_ _1a"></span>gaz<span class="ff6">ociągów <span class="_ _1a"></span>przesyłowych <span class="_ _1a"></span></span>(<span class="ls27">jako</span>: <span class="_ _1a"></span>generalny <span class="_ _1c"></span>wykonawca<span class="_ _2"></span> <span class="_ _1c"></span>lu<span class="_ _2"></span>b <span class="_ _1c"></span>jako </div><div class="t m0 x3 he y249 ff6 fs4 fc1 sc0 ls0 ws0">uczestnik <span class="_ _2"></span>konso<span class="_ _2"></span>rcjów wykon<span class="_ _2"></span>awczych<span class="ff1"> <span class="_ _2"></span>lub <span class="_ _2"></span>jako <span class="_ _2"></span>podwyko<span class="_ _2"></span>nawca) <span class="_ _2"></span></span>narażony <span class="_ _2"></span>jest <span class="_ _2"></span>na <span class="_ _2"></span>ryzyko <span class="_ _2"></span>związane <span class="_ _2"></span>z <span class="_ _2"></span>realizacją </div><div class="t m0 x3 he y24a ff6 fs4 fc1 sc0 ls0 ws0">tych <span class="_ _2"></span>kontra<span class="_ _2"></span>któw. <span class="_ _2"></span>Ryzyko <span class="_ _2"></span>to <span class="_ _2"></span>wynika <span class="_ _1c"></span>także <span class="_ _2"></span>z <span class="_ _2"></span>wystawiony<span class="_ _2"></span>ch, <span class="_ _2"></span>na <span class="_ _2"></span>wniosek <span class="_ _2"></span>Spółki, <span class="_ _2"></span>gwarancji <span class="_ _1c"></span>dobrego <span class="_ _2"></span>wykonan<span class="_ _2"></span>ia </div><div class="t m0 x3 he y24b ff1 fs4 fc1 sc0 ls0 ws0">kontraktu<span class="_ _2"></span>, <span class="_ _2"></span>czy <span class="_ _1c"></span>gwarancji <span class="_ _1c"></span>zwro<span class="_ _2"></span>tu <span class="_ _1c"></span><span class="ff6">otrzymanych <span class="_ _1c"></span>zaliczek, <span class="_ _1c"></span>których <span class="_ _1c"></span>beneficjente<span class="_ _2"></span>m <span class="_ _2"></span>jest <span class="_ _1a"></span>Zamawiający<span class="_ _2"></span>.</span> <span class="_ _2"></span><span class="ff6">Na <span class="_ _1c"></span>Spół<span class="_ _2"></span>ce, </span></div><div class="t m0 x3 he y123 ff6 fs4 fc1 sc0 ls0 ws0">jako generalnym wykon<span class="_ _2"></span>awcy, uczestniku ko<span class="_ _2"></span>nsorcjów wykonawczych, pod<span class="_ _2"></span>wykonawcy lub jako wnios<span class="_ _2"></span>kując<span class="_ _2"></span><span class="ff1 ls1d">ym<span class="ls0"> </span></span></div><div class="t m0 x3 he y24c ff1 fs4 fc1 sc0 ls0 ws0">o <span class="_ _0"></span>wystawienie <span class="_ _0"></span>gwarancji dobrego wykonania <span class="_ _0"></span>i <span class="ff6">rękojmi, ciąży <span class="_ _0"></span>ryzyko <span class="_ _0"></span>kar <span class="_ _0"></span>umownych za: <span class="_ _9"></span>opó<span class="_ _2"></span>źnienie <span class="_ _0"></span>w <span class="_ _0"></span>realizacji </span></div><div class="t m0 x3 he y225 ff6 fs4 fc1 sc0 ls0 ws0">kontraktów, <span class="_ _1c"></span>opóźn<span class="_ _2"></span>ienie <span class="_ _2"></span>w <span class="_ _2"></span>us<span class="_ _2"></span>unięciu <span class="_ _2"></span>wad,<span class="_ _2"></span> <span class="_ _2"></span>w<span class="_ _2"></span><span class="ff1"> </span>tym <span class="_ _1c"></span>wad <span class="_ _1c"></span>ujawnion<span class="_ _2"></span>ych <span class="_ _2"></span>w <span class="_ _1c"></span>okresie <span class="_ _1c"></span>gwarancji <span class="_ _1c"></span>jakoś<span class="_ _2"></span>ci <span class="_ _2"></span>lub <span class="_ _1c"></span>rękojmi. </div><div class="t m0 x3 he y226 ff6 fs4 fc1 sc0 ls0 ws0">Ponadto wykonawcy <span class="_ _9"></span>ro<span class="_ _2"></span>bót <span class="_ _0"></span>budowlanych i<span class="ff1"> wniosku</span>jący o <span class="_ _9"></span>wys<span class="_ _2"></span>tawienie <span class="_ _9"></span>g<span class="_ _2"></span>warancji <span class="_ _0"></span>dobrego w<span class="_ _0"></span>ykonania ponoszą </div><div class="t m0 x3 he y24d ff1 fs4 fc1 sc0 ls0 ws0">ryzyko <span class="_ _2"></span>rozliczeniowe, <span class="_ _2"></span><span class="ff6">wynikające <span class="_ _2"></span>z</span> <span class="ff6">s<span class="_ _2"></span>olidarnej <span class="_ _2"></span>odpowiedzialności <span class="_ _2"></span>wykonawcy <span class="_ _2"></span>wobec <span class="_ _2"></span>inwesto<span class="_ _2"></span>rów o<span class="_ _2"></span></span>ra<span class="_ _2"></span>z wobec </div><div class="t m0 x3 he y24e ff6 fs4 fc1 sc0 ls0 ws0">dalszych  podwykonawców <span class="_ _29"> </span>za  zapłatę: <span class="_ _29"> </span>(a) <span class="_ _29"> </span>przez  wykonawcę <span class="_ _26"> </span>wyn<span class="_ _2"></span>agrodzenia  należnego <span class="_ _29"> </span>podwykon<span class="_ _2"></span>awcom </div><div class="t m0 x3 he y24f ff1 fs4 fc1 sc0 ls0 ws0">i (b) <span class="ff6">przez <span class="_ _6"> </span>podwykonawców <span class="_ _6"> </span>za <span class="_ _f"> </span>za<span class="_ _2"></span>płatę <span class="_ _6"> </span>wynagrodzenia <span class="_ _2f"> </span>należnego <span class="_ _2f"> </span>dalszy<span class="_ _2"></span>m <span class="_ _2f"> </span>podwykonawcom. </span></div><div class="t m0 x3 he y250 ff6 fs4 fc1 sc0 ls0 ws0">Odpowiedzialność <span class="_ _21"> </span>ta  wynika  z <span class="_ _21"> </span>art.  647(1)  §5  Kod<span class="_ _2"></span>eksu  cywilnego, <span class="_ _21"> </span>z  prawa <span class="_ _21"> </span>zamówień  publicznych <span class="_ _21"> </span>oraz </div><div class="t m0 x3 he y251 ff1 fs4 fc1 sc0 ls0 ws0">z <span class="ff6">zawieranych umów.<span class="_ _2"></span></span> </div><div class="t m0 x3 he ycc ff6 fs4 fc1 sc0 ls0 ws0">Nie  można  do  końca  wyeliminować  nieprzewidzianych  czynników  ryzyka<span class="_ _2"></span><span class="ff1">,  </span>niezależnych  od  realizującego </div><div class="t m0 x3 he y183 ff6 fs4 fc1 sc0 ls0 ws0">kontrakt, <span class="_ _28"></span>takich <span class="_ _1a"></span>jak: <span class="_ _28"></span>błędy <span class="_ _1a"></span>projektowe, <span class="_ _1a"></span>prace <span class="_ _28"></span>prowadzon<span class="_ _2"></span>e <span class="_ _1a"></span>w <span class="_ _1a"></span>trudny<span class="_ _2"></span>ch <span class="_ _1a"></span>warunkach <span class="_ _28"></span>pogodowych <span class="_ _1a"></span>i <span class="_ _28"></span>trudnym </div><div class="t m0 x3 he yce ff6 fs4 fc1 sc0 ls0 ws0">terenie, <span class="_ _28"></span>dodat<span class="_ _2"></span>kowy <span class="_ _28"></span>zakres <span class="_ _26"> </span>robót <span class="_ _26"> </span>nieprzewidzian<span class="_ _2"></span>ych <span class="_ _28"> </span>w <span class="_ _26"> </span>kosztorys<span class="_ _2"></span>ie <span class="_ _28"></span>itp. <span class="_ _26"> </span>Budżety <span class="_ _26"> </span>kontraktów <span class="_ _26"> </span>wygrywanych<span class="_ _2"></span> </div><div class="t m0 x3 he ycf ff1 fs4 fc1 sc0 ls0 ws0">w <span class="ff6">ramach <span class="_ _29"> </span>przetargów <span class="_ _29"> </span>pub<span class="_ _2"></span>liczn<span class="_ _2"></span>ych <span class="_ _29"> </span>według <span class="_ _29"> </span>kryterium <span class="_ _29"> </span>najniższej  ceny <span class="_ _26"> </span>mogą <span class="_ _29"> </span>nie <span class="_ _29"> </span>zawie<span class="_ _2"></span>rać <span class="_ _26"> </span>wys<span class="_ _2"></span>tarczających </span></div><div class="t m0 x3 he yd0 ff6 fs4 fc1 sc0 ls0 ws0">rezerw na wystąp<span class="_ _2"></span>ienie ww<span class="ff1">. </span>nieprzewidzianych z<span class="_ _2"></span>darzeń.<span class="ff1"> </span></div><div class="t m0 x3 he y167 ff6 fs4 fc1 sc0 ls0 ws0">Realizacja kontraktów d<span class="_ _2"></span>ługoterminowych wiąże się ró<span class="_ _2"></span>wnież z ryzykiem korekty marży<span class="_ _2"></span><span class="ff1"> <span class="_ _2"></span>i wyniku na kontrakcie </span></div><div class="t m0 x3 he yd2 ff6 fs4 fc1 sc0 ls0 ws0">w <span class="_ _28"></span>trakcie <span class="_ _28"></span>jego <span class="_ _28"> </span>r<span class="_ _2"></span>ealizacji. <span class="_ _28"></span>Kiedy<span class="_ _2"></span> <span class="_ _28"></span>następuje <span class="_ _28"> </span>ko<span class="_ _2"></span>rekta <span class="_ _28"></span>przewidywanej <span class="_ _28"> </span>marży<span class="_ _2"></span> <span class="_ _28"></span>na <span class="_ _28"></span>całym <span class="_ _28"> </span>ko<span class="_ _2"></span>ntrakcie, <span class="_ _28"> </span>poja<span class="_ _2"></span>wia <span class="_ _28"></span>się </div><div class="t m0 x3 he y252 ff6 fs4 fc1 sc0 ls0 ws0">konieczność <span class="_ _1d"> </span>skorygowania <span class="_ _1d"> </span>bie<span class="_ _0"></span>żącego <span class="_ _a"> </span>wyn<span class="_ _2"></span>iku <span class="_ _a"> </span>do<span class="_ _2"></span> <span class="_ _a"> </span>poziomu <span class="_ _1d"> </span>zaktualizowanej <span class="_ _1d"> </span>marży. <span class="_ _1d"> </span>Fi<span class="_ _0"></span>nalna <span class="_ _1d"> </span>rentowność </div><div class="t m0 x3 he y253 ff6 fs4 fc1 sc0 ls0 ws0">projektu <span class="_ _0"></span>może <span class="_ _9"></span>istotnie <span class="_ _0"></span>odbiegać <span class="_ _9"></span>od <span class="_ _0"></span>poziomu<span class="ff1"> <span class="_ _0"></span><span class="ff6">założonego <span class="_ _9"></span>na <span class="_ _0"></span>etapie <span class="_ _9"></span>skł<span class="_ _2"></span>adanej <span class="_ _9"></span>oferty <span class="_ _0"></span>przetargowej <span class="_ _9"></span>i <span class="_ _0"></span>pierwszego </span></span></div><div class="t m0 x3 he y254 ff6 fs4 fc1 sc0 ls0 ws0">budżetu <span class="_ _2"></span>wykonawczego. Es<span class="_ _2"></span>tymacja marży <span class="_ _2"></span>na <span class="_ _2"></span>całym kontra<span class="_ _2"></span>kcie wymaga <span class="_ _2"></span>okresowej <span class="_ _2"></span>aktualizacji <span class="_ _2"></span>szacowanego </div><div class="t m0 x3 he y255 ff1 fs4 fc1 sc0 ls0 ws0">p<span class="ff6">oziomu  przychodów  i <span class="_ _29"> </span>kosztów  w <span class="_ _29"> </span>miarę  postępu  prac, <span class="_ _26"> </span>o<span class="_ _2"></span>partej  na <span class="_ _29"> </span>prawidłowym  przepływie  inf<span class="_ _0"></span>ormacji.<span class="_ _2"></span> </span></div><div class="t m0 x3 he y256 ff1 fs4 fc1 sc0 ls0 ws0">W <span class="ff6">Spółce <span class="_ _9"></span>zosta<span class="_ _2"></span>ły <span class="_ _9"></span>wdrożone <span class="_ _9"></span>p<span class="_ _2"></span>rocedury <span class="_ _9"></span>i <span class="_ _9"></span>narzędzia wspomagające <span class="_ _9"></span>proces <span class="_ _9"></span>o<span class="_ _2"></span>fertowania, <span class="_ _9"></span>bu<span class="_ _2"></span>dżetowania, <span class="_ _9"></span>bieżąc<span class="_ _2"></span>ej </span></div><div class="t m0 x3 he y257 ff6 fs4 fc1 sc0 ls0 ws0">kontroli koszt<span class="_ _2"></span>ów i postępu rzeczowego kontraktó<span class="_ _2"></span>w.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y258 ff6 fs4 fc1 sc0 ls0 ws0">Istotnym <span class="_ _a"> </span>ry<span class="_ _2"></span>zykiem <span class="_ _a"> </span>jest <span class="_ _a"> </span>ter<span class="_ _2"></span>minowość <span class="_ _a"> </span>i <span class="_ _a"> </span>jakoś<span class="_ _2"></span>ć <span class="_ _a"> </span>prac <span class="_ _a"> </span>po<span class="_ _2"></span>wierzanych <span class="_ _a"> </span>pod<span class="_ _2"></span>wykonawcom, <span class="_ _a"> </span>któ<span class="_ _2"></span>rych <span class="_ _a"> </span>potencjał </div><div class="t m0 x3 he y259 ff6 fs4 fc1 sc0 ls0 ws0">wytwórczy oraz <span class="_ _0"></span>kondycja finansowa <span class="_ _0"></span>mogą <span class="_ _0"></span>być <span class="_ _0"></span>niedostosowane do <span class="_ _0"></span>wymagań realizacji <span class="_ _9"></span>kontra<span class="_ _2"></span>ktu. Dodatkowo </div><div class="t m0 x3 he y25a ff1 fs4 fc1 sc0 ls0 ws0">istnieje ryzyko <span class="_ _0"></span>pogorszenia st<span class="_ _0"></span>andingu<span class="_ _2"></span> finansowego <span class="_ _9"></span><span class="ff6">po<span class="_ _2"></span>dwykonawców w <span class="_ _9"></span>trakcie <span class="ff1">realizacji prac zlec<span class="_ _0"></span>onych przez </span></span></div><div class="t m0 x3 he y25b ff6 fs4 fc1 sc0 ls0 ws0">Spółkę,  co  może <span class="_ _21"> </span>powodować  pogors<span class="_ _2"></span>zenie  jakości  wykon<span class="_ _2"></span>anych  rob<span class="_ _2"></span>ót,  opóźnienia <span class="_ _21"> </span>w<span class="_ _0"></span>  ich  wykonan<span class="_ _2"></span>iu  lub </div><div class="t m0 x3 he y142 ff1 fs4 fc1 sc0 ls0 ws0">zaprzestanie realizacji.<span class="_ _2"></span> </div><div class="t m0 x3 h44 y25c ffb fs4 fc1 sc0 ls0 ws0"> <span class="_ _10"> </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 x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">18<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ffc fs4 fc1 sc0 ls0 ws0">Ryzyko związane z uzależn<span class="_ _2"></span>ieniem od <span class="_ _2"></span>odbiorców<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y1de ff6 fs4 fc1 sc0 ls0 ws0">Ze <span class="_ _2"></span>względu <span class="_ _2"></span>na <span class="_ _1c"></span>strukturalne <span class="_ _1c"></span>cechy <span class="_ _2"></span>polskiego <span class="_ _2"></span>ry<span class="_ _2"></span>nku <span class="_ _2"></span>gazowego, <span class="_ _1a"></span><span class="ff1">w s<span class="_ _2"></span>egmencie <span class="_ _2"></span>infrastruktury <span class="_ _1c"></span></span>istn<span class="_ _2"></span>ieje p<span class="_ _2"></span>ośrednie </div><div class="t m0 x3 he y1df ff6 fs4 fc1 sc0 ls0 ws0">uzależnienie <span class="_ _29"> </span>Spół<span class="_ _2"></span><span class="ff1 ls17">ki<span class="ls0"> <span class="_ _29"> </span>od  zakresu  inw<span class="_ _0"></span>estycji  re<span class="_ _0"></span>alizowanych  przez: <span class="_ _29"> </span>OGP  Gaz<span class="_ _2"></span>-System <span class="_ _29"> </span>S.A.  (operator <span class="_ _29"> </span>sys<span class="_ _2"></span>temu </span></span></div><div class="t m0 x3 he y1b8 ff6 fs4 fc1 sc0 ls0 ws0">przesyłowego <span class="_ _28"> </span>gazu) <span class="_ _26"> </span>oraz <span class="_ _26"> </span>przez <span class="_ _28"></span>Polską <span class="_ _26"> </span>Spółkę <span class="_ _28"></span>Gazownictwa <span class="_ _26"> </span>Sp. <span class="_ _28"></span>z <span class="_ _28"> </span>o.o<span class="_ _2"></span>. <span class="_ _28"></span>(operator <span class="_ _28"></span>sys<span class="_ _2"></span>temu <span class="_ _28"></span>dystrybucyjn<span class="_ _2"></span>ego </div><div class="t m0 x3 he y1b9 ff1 fs4 fc1 sc0 ls0 ws0">gazu)<span class="ls5">. <span class="_ _26"> </span></span><span class="ff6">Op<span class="_ _2"></span>rócz <span class="_ _26"> </span>sp<span class="_ _2"></span>rzedaży <span class="_ _26"> </span>u<span class="_ _2"></span>sług <span class="_ _28"> </span>realizowan<span class="_ _2"></span>ej <span class="_ _26"> </span>b<span class="_ _2"></span>ezpośrednio <span class="_ _29"> </span>na <span class="_ _26"> </span>rzecz  </span>ww. <span class="_ _26"> </span>z<span class="ff6">ama<span class="_ _2"></span>wiających</span><span class="ls19">, <span class="_ _29"> </span></span><span class="ff6">Spółka <span class="_ _29"> </span>świadczy </span></div><div class="t m0 x3 he y97 ff6 fs4 fc1 sc0 ls0 ws0">usługi <span class="_ _28"></span>dla <span class="_ _28"></span>firm <span class="_ _1a"></span>będący<span class="_ _2"></span>ch <span class="_ _1a"></span>wyko<span class="_ _2"></span>nawcami <span class="_ _1a"></span>lub <span class="_ _28"></span>pod<span class="_ _2"></span>wykonawcami <span class="_ _28"></span>inwestycji <span class="_ _29"> </span><span class="ff1">na <span class="_ _28"></span>ich <span class="_ _1a"></span>rzecz<span class="_ _2"></span>. <span class="_ _1a"></span></span>Aby<span class="_ _2"></span> <span class="_ _1a"></span>minimalizować<span class="_ _2"></span> </div><div class="t m0 x3 he y98 ff1 fs4 fc1 sc0 ls0 ws0">ryzyko<span class="ls19">, </span><span class="ff6">Spółka <span class="_ _2"></span>poszukuje nowych rynków zb<span class="_ _2"></span>ytu (prywatne spółki gazowe, rynek <span class="_ _2"></span>petrochemiczny).<span class="_ _2"></span></span> </div><div class="t m0 x3 h44 y1e2 ffc fs4 fc1 sc0 ls0 ws0">Ryzyko związane z zapew<span class="_ _2"></span>nieniem jakości oferowan<span class="_ _2"></span>ych usług<span class="_ _2"></span><span class="ffb"> </span></div><div class="t m0 x3 he y200 ff6 fs4 fc1 sc0 ls0 ws0">Odbiorcy  oferowanych <span class="_ _29"> </span>przez  Spółkę <span class="_ _29"> </span>usług  budowlano<span class="_ _2"></span><span class="ff1">-</span>montażowych  gazociągów <span class="_ _29"> </span>to <span class="_ _29"> </span>p<span class="_ _2"></span>odmioty  działające </div><div class="t m0 x3 he y201 ff6 fs4 fc1 sc0 ls0 ws0">głównie <span class="_ _1a"></span>w <span class="_ _28"></span>branży<span class="_ _2"></span> <span class="_ _1a"></span>gazownicz<span class="_ _2"></span>ej, <span class="_ _1a"></span>kt<span class="_ _2"></span>óra <span class="_ _1a"></span>od<span class="_ _2"></span>znacza <span class="_ _1a"></span>się <span class="_ _28"></span>wysokimi <span class="_ _28"></span>wymaganiami <span class="_ _28"></span>jakoś<span class="_ _2"></span>ciowymi. <span class="_ _28"></span>Niedotrzymanie </div><div class="t m0 x3 he y1e3 ff6 fs4 fc1 sc0 ls0 ws0">wymogów <span class="_ _21"> </span>jakościowych <span class="_ _21"> </span>wiąże <span class="_ _21"> </span>się <span class="_ _21"> </span>z <span class="_ _21"> </span>ryzykiem <span class="_ _21"> </span>ponoszenia <span class="_ _21"> </span>kar <span class="_ _21"> </span>okre<span class="_ _2"></span>ślonych <span class="_ _21"> </span>w <span class="_ _21"> </span>kontraktach. <span class="_ _21"> </span>Wymagania </div><div class="t m0 x3 he y1bd ff6 fs4 fc1 sc0 ls0 ws0">nakładan<span class="_ _2"></span>e <span class="_ _1c"></span>na <span class="_ _1a"></span>wykonawców <span class="_ _1c"></span>gazociągów <span class="_ _1a"></span>są <span class="_ _1c"></span>bardzo<span class="_ _2"></span> <span class="_ _1c"></span>restrykcy<span class="_ _2"></span>jne <span class="_ _1c"></span>i <span class="_ _1a"></span>niełatwe <span class="_ _1c"></span>do <span class="_ _1c"></span>s<span class="_ _2"></span>pełnienia. <span class="_ _1c"></span>Wy<span class="_ _2"></span>mogi <span class="_ _1c"></span>stawiane<span class="_ _2"></span> </div><div class="t m0 x3 he y1be ff1 fs4 fc1 sc0 ls0 ws0">przez OGP Gaz-Sys<span class="_ _2"></span>tem S.A. <span class="ff6">–</span> <span class="_ _2"></span><span class="ff6">głównego inwestora<span class="_ _2"></span> na tym ry<span class="_ _2"></span>nku <span class="_ _2"></span>–</span> <span class="ff6">dopuszczają d<span class="_ _2"></span>o udziału w postępowaniach </span></div><div class="t m0 x3 he y1e4 ff1 fs4 fc1 sc0 ls0 ws0">przetargowych <span class="_ _20"> </span>tylko <span class="_ _20"> </span>t<span class="ff6">ych <span class="_ _20"> </span>wykon<span class="_ _2"></span>awców, <span class="_ _1e"> </span>którzy<span class="_ _2"></span> <span class="_ _1e"> </span>d<span class="_ _2"></span>ysponują <span class="_ _20"> </span>odpowiednimi <span class="_ _20"> </span>kompetencjami <span class="_ _20"> </span>(pos<span class="_ _2"></span>iadają </span></div><div class="t m0 x3 he y1e5 ff6 fs4 fc1 sc0 ls0 ws0">odpowiednie do<span class="_ _2"></span>świadczenie w <span class="_ _2"></span>budowie ru<span class="_ _2"></span>rociągów do <span class="_ _2"></span>przesyłu <span class="_ _2"></span>paliw płynnych <span class="_ _2"></span>lub gazowych), p<span class="_ _2"></span>otencjałem </div><div class="t m0 x3 he y1e6 ff6 fs4 fc1 sc0 ls0 ws0">ludzkim <span class="_ _1d"> </span>(zatrudn<span class="_ _2"></span>iają <span class="_ _1d"> </span>odpowiednią <span class="_ _1d"> </span>liczb<span class="_ _2"></span>ę <span class="_ _1d"> </span>spawaczy, <span class="_ _1d"> </span>ope<span class="_ _2"></span>ratorów <span class="_ _1d"> </span>urządzeń <span class="_ _1f"> </span>spawalniczych <span class="_ _1e"> </span>i <span class="_ _1d"> </span>inżynierów </div><div class="t m0 x3 he y25d ff6 fs4 fc1 sc0 ls0 ws0">spawalników <span class="_ _2b"> </span>spełniający<span class="_ _2"></span>ch <span class="_ _12"> </span>wymagania <span class="_ _2b"> </span>odpowiednich <span class="_ _e"> </span>norm), <span class="_ _12"> </span>potencjałem <span class="_ _2b"> </span>techniczn<span class="_ _2"></span>ym <span class="_ _12"> </span>(dźwigam<span class="_ _2"></span>i, </div><div class="t m0 x3 he y25e ff6 fs4 fc1 sc0 ls0 ws0">koparkami, <span class="_ _a"> </span>urządzen<span class="_ _2"></span>iami <span class="_ _21"> </span>odwad<span class="_ _2"></span>niającymi) <span class="_ _a"> </span>oraz <span class="_ _a"> </span>odpowiednim <span class="_ _a"> </span>kapitał<span class="_ _2"></span>em <span class="_ _21"> </span>(potwierdzo<span class="_ _2"></span>nym <span class="_ _a"> </span>posiadaniem </div><div class="t m0 x3 he y25f ff6 fs4 fc1 sc0 ls0 ws0">środków finans<span class="_ _2"></span>owych lub zdolności kredy<span class="_ _2"></span>towej na kwoty wyma<span class="_ _2"></span>gane przez za<span class="_ _2"></span>mawiających<span class="_ _2"></span>).<span class="ff1"> </span></div><div class="t m0 x3 he y260 ff6 fs4 fc1 sc0 ls0 ws0">Jakość <span class="_ _1a"></span>usług <span class="_ _1a"></span><span class="ff1">oferowanych <span class="_ _1a"></span>przez <span class="_ _1a"></span></span>Spół<span class="ls17">kę</span><span class="ff1"> <span class="_ _1a"></span></span>zapewniają <span class="_ _1a"></span>wdrożone <span class="_ _1a"></span>i <span class="_ _1c"></span>przes<span class="_ _2"></span>trzegane <span class="_ _1a"></span>zasady <span class="_ _1a"></span>Systemu <span class="_ _1a"></span>Zarządzania </div><div class="t m0 x3 he y261 ff6 fs4 fc1 sc0 ls0 ws0">Jakością  oraz  uzyskane  certyfikaty  zgodn<span class="_ _2"></span>ości  wyrobów  dopuszczo<span class="_ _2"></span>nych  do  stosowania  w  budownictwie, </div><div class="t m0 x3 he y262 ff6 fs4 fc1 sc0 ls0 ws0">wydane <span class="_ _28"></span>i <span class="_ _1a"></span>nad<span class="_ _2"></span>zorowane <span class="_ _28"></span>przez <span class="_ _28"></span>upoważnion<span class="_ _2"></span>e <span class="_ _1a"></span>jednos<span class="_ _2"></span>tki <span class="_ _1a"></span>certyfikacy<span class="_ _2"></span>jne, <span class="_ _1a"></span>po<span class="_ _2"></span>twierdzające <span class="_ _1a"></span>sp<span class="_ _2"></span>ełnienie <span class="_ _28"></span>wyma<span class="_ _1c"></span>gań. </div><div class="t m0 x3 he y263 ff6 fs4 fc1 sc0 ls0 ws0">Świadczone <span class="_ _0"></span>przez <span class="_ _0"></span>Spółkę <span class="_ _0"></span>usługi <span class="_ _0"></span>w <span class="_ _9"></span>za<span class="_ _2"></span>kresie <span class="_ _9"></span>wyko<span class="_ _2"></span>nawstwa <span class="_ _0"></span>rurociągów <span class="_ _0"></span>spełniają wymagania <span class="_ _9"></span>naj<span class="_ _2"></span>wyższych <span class="_ _0"></span>norm </div><div class="t m0 x3 he y264 ff6 fs4 fc1 sc0 ls0 ws0">jakościowych.  Nie  można  jednak  wykluczyć  wystąp<span class="_ _2"></span>ienia  awarii<span class="ff1">,  </span>wskutek  błędu  projektowego  lub  błędu </div><div class="t m0 x3 he y265 ff1 fs4 fc1 sc0 ls0 ws0">ludzkiego. </div><div class="t m0 x3 he y266 ff6 fs4 fc1 sc0 ls0 ws0">Z <span class="_ _1d"> </span>dział<span class="_ _2"></span>alnością <span class="_ _1f"> </span>operacyjną, <span class="_ _1d"> </span>prowadzo<span class="_ _2"></span>ną <span class="_ _1d"> </span>często <span class="_ _1f"> </span>na <span class="_ _1f"> </span>czynnych <span class="_ _1d"> </span>obiektach <span class="_ _1f"> </span>gazowych <span class="_ _1f"> </span>i <span class="_ _1d"> </span>wzdłuż <span class="_ _1f"> </span>czynnych </div><div class="t m0 x3 he y267 ff6 fs4 fc1 sc0 ls0 ws0">gazociągów, <span class="_ _e"> </span>wiążą <span class="_ _e"> </span>się <span class="_ _e"> </span>zag<span class="_ _2"></span>rożenia <span class="_ _e"> </span>polegające <span class="_ _e"> </span>między <span class="_ _e"> </span>in<span class="_ _2"></span>nymi <span class="_ _e"> </span>na <span class="_ _e"> </span>możliwości <span class="_ _e"> </span>wystąpienia <span class="_ _2d"> </span>awarii </div><div class="t m0 x3 he y268 ff1 fs4 fc1 sc0 ls0 ws0">niebezpiecznych <span class="_ _1c"></span>dla <span class="_ _1a"></span>otoczenia <span class="_ _1c"></span>i<span class="_ _2"></span> <span class="ff6">skutkujących<span class="_ _2"></span> <span class="_ _1c"></span>stratami <span class="_ _1c"></span>materialnymi. <span class="_ _1a"></span>Spółka <span class="_ _1a"></span>przeciwdziała <span class="_ _1c"></span>temu <span class="_ _1c"></span>zagrożeniu<span class="_ _2"></span> </span></div><div class="t m0 x3 he y269 ff6 fs4 fc1 sc0 ls0 ws0">poprzez:  (a) <span class="_ _29"> </span>ścisły  nadzór  nad <span class="_ _29"> </span>prowadzony<span class="_ _2"></span>mi <span class="_ _29"> </span>robotami  budowlanymi,  (b) <span class="_ _29"> </span>ubezpieczanie  działalności  od </div><div class="t m0 x3 he y26a ff6 fs4 fc1 sc0 ls0 ws0">odpowiedzialności cywilnej or<span class="_ _2"></span>az (c) podno<span class="_ _2"></span>szenie kwalifikacji pracownikó<span class="_ _2"></span>w.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 h44 y26b ffc fs4 fc1 sc0 ls0 ws0">Ryzyko związane z niedobo<span class="_ _2"></span>rem kadr na rynku b<span class="_ _2"></span>udowlanym<span class="_ _2"></span><span class="ffb"> </span></div><div class="t m0 x3 he y26c ff6 fs4 fc1 sc0 ls0 ws0">Ze <span class="_ _21"> </span>względu <span class="_ _a"> </span>na <span class="_ _a"> </span>niedobór <span class="_ _21"> </span>kadr <span class="_ _a"> </span>na <span class="_ _a"> </span>krajowym <span class="_ _21"> </span>rynku<span class="_ _2"></span> <span class="_ _21"> </span>budowlanym, <span class="_ _21"> </span>a <span class="_ _a"> </span>w <span class="_ _1d"> </span>szczególności <span class="_ _a"> </span>w <span class="_ _21"> </span>grupie <span class="_ _a"> </span>wysoko </div><div class="t m0 x3 he y26d ff6 fs4 fc1 sc0 ls0 ws0">wykwalifikowanych <span class="_ _1a"></span>pra<span class="_ _2"></span>cowników <span class="_ _1a"></span>na <span class="_ _1a"></span>specyficznym <span class="_ _1a"></span>ryn<span class="_ _2"></span>ku <span class="_ _1a"></span>wykonawstwa <span class="_ _1a"></span>s<span class="_ _2"></span>ieci <span class="_ _1a"></span>przesyłowych, <span class="_ _1a"></span>istnieje <span class="_ _1a"></span>ryzyko<span class="_ _2"></span> </div><div class="t m0 x3 he y26e ff6 fs4 fc1 sc0 ls0 ws0">powstania <span class="_ _26"> </span>zakłóceń <span class="_ _26"> </span>działalności <span class="_ _28"> </span>Odd<span class="_ _2"></span>ziału <span class="_ _28"></span>STALPROFIL <span class="_ _28"> </span>S.A.<span class="_ _2"></span> <span class="_ _28"> </span>w <span class="_ _26"> </span>Zabrzu <span class="_ _26"> </span>na <span class="_ _28"></span>tym <span class="_ _26"> </span>rynku <span class="_ _28"></span>na <span class="_ _28"> </span>s<span class="_ _2"></span>kutek <span class="_ _28"> </span>ro<span class="_ _2"></span>związania </div><div class="t m0 x3 he y26f ff1 fs4 fc1 sc0 ls0 ws0">stosunku <span class="_ _1c"></span>p<span class="_ _2"></span>racy <span class="_ _1c"></span>przez <span class="_ _1c"></span>prac<span class="_ _2"></span><span class="ff6">owników <span class="_ _2"></span>o <span class="_ _1a"></span>trudnych <span class="_ _1c"></span>do <span class="_ _1c"></span>zastą<span class="_ _2"></span>pienia <span class="_ _2"></span>kompetencjach<span class="_ _2"></span>. <span class="_ _1c"></span>Takie <span class="_ _1c"></span>odejścia <span class="_ _1a"></span>z <span class="_ _2"></span>pracy <span class="_ _1a"></span>mogą </span></div><div class="t m0 x3 he y270 ff6 fs4 fc1 sc0 ls0 ws0">być <span class="_ _2"></span>s<span class="_ _2"></span>kutkiem <span class="_ _2"></span>przejmowania <span class="_ _1c"></span>pracowników <span class="_ _1c"></span>przez <span class="_ _1c"></span>podmioty <span class="_ _1c"></span>konku<span class="_ _2"></span>rencyjne. <span class="_ _2"></span>Aby<span class="_ _2"></span> <span class="_ _2"></span>zminimalizować <span class="_ _1c"></span>ww. <span class="_ _2"></span>ryzy<span class="_ _2"></span>ko, </div><div class="t m0 x3 he y271 ff6 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _1a"></span>stara <span class="_ _1a"></span>się <span class="_ _1c"></span>oferować <span class="_ _1a"></span>atrakcyjne <span class="_ _1a"></span>warunki <span class="_ _1a"></span>pracy, <span class="_ _1c"></span>szk<span class="_ _2"></span>oli <span class="_ _1c"></span>nowe <span class="_ _1a"></span>kadry <span class="_ _1a"></span>i <span class="_ _1c"></span>s<span class="_ _2"></span>tara <span class="_ _1c"></span>si<span class="_ _1c"></span>ę <span class="_ _1a"></span>zapewniać <span class="_ _1c"></span>pra<span class="_ _2"></span>cownikom </div><div class="t m0 x3 he y272 ff6 fs4 fc1 sc0 ls0 ws0">możliwości rozwoju.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 h44 y273 ffb fs4 fc1 sc0 ls0 ws0">Inne czynniki ryzyka:<span class="_ _2"></span> </div><div class="t m0 xf h12 y274 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff1">ryzyko  wzrostu  konkurencji <span class="_ _29"> </span>na  rynku  stalowym  ze <span class="_ _29"> </span>stron<span class="_ _2"></span>y  silnych  grup <span class="_ _29"> </span>dystrybucy<span class="_ _2"></span>jnych, <span class="_ _29"> </span>w  tym </span></span></div><div class="t m0 x10 he y275 ff6 fs4 fc1 sc0 ls0 ws0">producenckich, zar<span class="_ _2"></span>ówno krajowych, jak i <span class="_ _2"></span>zagranicznych,<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xf h12 y276 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">ryzyko <span class="_ _28"> </span>związan<span class="_ _2"></span>e <span class="_ _28"></span>z <span class="_ _28"></span>uzależnieniem <span class="_ _28"></span>od <span class="_ _28"> </span>wpły<span class="_ _2"></span>wu <span class="_ _28"></span>decyzji <span class="_ _28"></span>polityczny<span class="_ _2"></span>ch <span class="_ _28"></span>krajowych <span class="_ _28"> </span>organ<span class="_ _2"></span>ów <span class="_ _28"></span>rządowych </span></span></div><div class="t m0 x10 he y277 ff6 fs4 fc1 sc0 ls0 ws0">bądź instytucji Un<span class="_ _2"></span>ii Europejskiej na gosp<span class="_ _2"></span>odarkę kraju<span class="_ _2"></span><span class="ff1">, </span></div><div class="t m0 xf h12 y278 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">ryzyko <span class="_ _1f"> </span>związan<span class="_ _2"></span>e <span class="_ _1f"> </span>z <span class="_ _1f"> </span>niestabilnością <span class="_ _1f"> </span>u<span class="_ _2"></span>stawodawczą, <span class="_ _1f"> </span>w <span class="_ _1f"> </span>tym <span class="_ _1f"> </span>niestab<span class="_ _2"></span>ilnością <span class="_ _1f"> </span>sys<span class="_ _2"></span>temu <span class="_ _1f"> </span>prawnego </span></span></div><div class="t m0 x10 he y279 ff1 fs4 fc1 sc0 ls0 ws0">i systemu po<span class="_ _2"></span>datkowego, </div><div class="t m0 xf h12 yb ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">ryzyko związan<span class="_ _2"></span>e z niestabilnością sytu<span class="_ _2"></span>acji politycznej w UE i <span class="_ _2"></span>na świecie<span class="ff1">. </span></span></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 x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">19<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 xf h11 yd3 ff2 fs5 fc1 sc0 lsb ws0">9.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Informacje <span class="_ _1d"> </span>o <span class="_ _1d"> </span>przyjętej <span class="_ _a"> </span>strategii <span class="_ _1d"> </span>rozwoju <span class="_ _1d"> </span>Spółki <span class="_ _1d"> </span>i <span class="_ _1d"> </span>jej <span class="_ _1d"> </span>grupy <span class="_ _a"> </span>kapitałowej <span class="_ _1d"> </span>wraz </span></span></div><div class="t m0 x10 h13 yd4 ff2 fs5 fc1 sc0 ls0 ws0">z <span class="ff5">opisem perspektyw rozwoju działalności Spółki</span> </div><div class="t m0 x3 he y27a ff6 fs4 fc1 sc0 ls0 ws0">Podstawowym <span class="_ _1e"> </span>długoterminowym <span class="_ _1e"> </span>celem <span class="_ _1f"> </span>s<span class="_ _2"></span>trategicznym <span class="_ _1e"> </span>przyjętym <span class="_ _1e"> </span>przez <span class="_ _1f"> </span>Za<span class="_ _2"></span>rząd <span class="_ _1f"> </span>STALPROFIL <span class="_ _20"> </span><span class="ff1">S.A. <span class="_ _1f"> </span>j<span class="_ _2"></span>est </span></div><div class="t m0 x3 he y27b ff1 fs4 fc1 sc0 ls0 ws0">poszukiwanie <span class="_ _1c"></span>nowych <span class="_ _1c"></span>atrakcyjnych<span class="_ _2"></span> <span class="_ _1c"></span><span class="ff6">produktów <span class="_ _1c"></span>oraz <span class="_ _1c"></span>rynków <span class="_ _1c"></span>w <span class="_ _2"></span>ramach <span class="_ _1c"></span>szeroko <span class="_ _1c"></span>rozumian<span class="_ _2"></span>ej <span class="_ _2"></span>branży<span class="_ _2"></span> <span class="_ _2"></span>stalowej. </span></div><div class="t m0 x3 he y27c ff6 fs4 fc1 sc0 ls0 ws0">Realizacja <span class="_ _9"></span>tego <span class="_ _0"></span>celu <span class="_ _9"></span>odb<span class="_ _2"></span>ywa <span class="_ _9"></span>się <span class="_ _9"></span>po<span class="_ _2"></span>przez <span class="_ _9"></span>wprowadza<span class="_ _2"></span>nie <span class="_ _9"></span>nowych towarów<span class="ff1"> <span class="_ _9"></span><span class="ff6">i <span class="_ _0"></span>usług <span class="_ _9"></span>oraz <span class="_ _0"></span>rozszerzanie <span class="_ _9"></span>działalnoś<span class="_ _2"></span>ci </span></span></div><div class="t m0 x3 he y2 ff6 fs4 fc1 sc0 ls0 ws0">w <span class="_ _1a"></span>ramach <span class="_ _28"></span>Spółki <span class="_ _28"> </span>STALPROFIL<span class="_ _2"></span> <span class="_ _28"></span>S.A. <span class="_ _1a"></span>(rozwój <span class="_ _28"></span>organiczn<span class="_ _2"></span>y) <span class="_ _1a"></span>ora<span class="_ _2"></span>z <span class="_ _28"></span>w <span class="_ _1a"></span>ramach <span class="_ _28"></span>Grupy <span class="_ _28"></span>Kapitał<span class="_ _2"></span>owej <span class="_ _1a"></span>STALPROFIL <span class="_ _28"></span>S.A.<span class="_ _2"></span> </div><div class="t m0 x3 he y27d ff6 fs4 fc1 sc0 ls0 ws0">(rozwój <span class="_ _1c"></span>zewnętrzny<span class="_ _2"></span>). <span class="_ _2"></span>Po<span class="_ _2"></span>dstawowym <span class="_ _1c"></span>kryterium<span class="_ _2"></span> <span class="_ _1c"></span>branym <span class="_ _1c"></span>pod<span class="_ _2"></span> <span class="_ _1c"></span>uwagę <span class="_ _1c"></span>przy <span class="_ _1c"></span>dob<span class="_ _2"></span>orze <span class="_ _1c"></span>i <span class="_ _1c"></span>rozw<span class="_ _2"></span>oju <span class="_ _1c"></span>przedsiębiors<span class="_ _2"></span>tw </div><div class="t m0 x3 he y27e ff6 fs4 fc1 sc0 ls0 ws0">tworzących <span class="_ _1c"></span>Grupę <span class="_ _1c"></span><span class="lsd">była</span><span class="ff1"> <span class="_ _2"></span>ich <span class="_ _1c"></span>oferta <span class="_ _1c"></span>prod<span class="_ _2"></span>uktowa, <span class="_ _1c"></span></span>ukierunko<span class="_ _2"></span>wana <span class="_ _2"></span>n<span class="_ _2"></span>a <span class="_ _2"></span>wytwarzanie <span class="_ _1c"></span>produ<span class="_ _2"></span>któw <span class="_ _2"></span>lub <span class="_ _1c"></span>świadczeni<span class="_ _2"></span>e </div><div class="t m0 x3 he y27f ff6 fs4 fc1 sc0 ls0 ws0">usług komplementarny<span class="_ _2"></span>ch z ofertą podmiotu d<span class="_ _2"></span>ominującego i całej Grup<span class="_ _2"></span>y.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y280 ff6 fs4 fc1 sc0 ls0 ws0">Wspólnym <span class="_ _26"> </span>mianownikie<span class="_ _2"></span>m <span class="_ _28"> </span>d<span class="_ _2"></span>la <span class="_ _26"> </span>działaln<span class="_ _2"></span>ości <span class="_ _26"> </span>Grupy <span class="_ _26"> </span>Kapita<span class="_ _2"></span>łowej <span class="_ _28"></span>STALP<span class="_ _2"></span>ROFIL <span class="_ _26"> </span>S.A. <span class="_ _26"> </span>jest <span class="_ _29"> </span>wyrób <span class="_ _26"> </span>h<span class="_ _2"></span>utniczy, <span class="_ _26"> </span>który </div><div class="t m0 x3 he y281 ff1 fs4 fc1 sc0 ls0 ws0">w <span class="ff6">aktywności <span class="_ _29"> </span>gosp<span class="_ _2"></span>odarczej <span class="_ _29"> </span>poszczególnych  spółek  </span>G<span class="_ _0"></span>rupy <span class="_ _29"> </span><span class="ff6">pojawia <span class="_ _29"> </span>się <span class="_ _29"> </span>jako  towar, <span class="_ _26"> </span>materiał  do <span class="_ _26"> </span>produ<span class="_ _2"></span>kcji, </span></div><div class="t m0 x3 he y282 ff6 fs4 fc1 sc0 ls0 ws0">produkt <span class="_ _29"> </span>do <span class="_ _29"> </span>głębszego <span class="_ _26"> </span>p<span class="_ _2"></span>rzetworzenia <span class="_ _26"> </span>bądź <span class="_ _29"> </span>też <span class="_ _26"> </span>jako<span class="_ _2"></span> <span class="_ _26"> </span>element <span class="_ _29"> </span>świadczonej <span class="_ _29"> </span>usłu<span class="_ _2"></span>gi, <span class="_ _26"> </span>np. <span class="_ _26"> </span>u<span class="_ _2"></span>sługi <span class="_ _26"> </span>b<span class="_ _2"></span>udownictwa </div><div class="t m0 x3 he y283 ff1 fs4 fc1 sc0 ls0 ws0">inwestycyjnego.<span class="_ _2"></span> </div><div class="t m0 x3 he y284 ff6 fs4 fc1 sc0 ls0 ws0">Strategia Spółki opiera się na rozwoju w ramach <span class="_ _0"></span>dwóch podsta<span class="_ _2"></span>wowych branżowych segmentów działalno<span class="_ _2"></span>ści:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y285 ff1 fs4 fc1 sc0 ls0 ws0">a)  <span class="ff6">handlu, <span class="_ _29"> </span>przetwórstwie  i  działalności  u<span class="_ _0"></span>sługowej  na  r<span class="_ _0"></span>ynku  stalowym <span class="_ _29"> </span>(segment  stalowy), <span class="_ _29"> </span>obejmując<span class="_ _1c"></span><span class="ff1">ego </span></span></div><div class="t m0 x3 he y286 ff1 fs4 fc1 sc0 ls0 ws0">handel <span class="_ _28"></span>wyrobami <span class="_ _28"> </span>h<span class="_ _2"></span>utniczymi <span class="_ _28"></span>realizowany <span class="_ _28"></span>przez <span class="_ _28"> </span>STALPROFIL <span class="_ _26"> </span>S.A. <span class="_ _26"> </span>b) <span class="_ _28"> </span><span class="ff6">d<span class="_ _2"></span>ziałalności <span class="_ _28"></span>związanej <span class="_ _28"></span>z</span> <span class="_ _2"></span><span class="ff6">infrastrukturą </span></div><div class="t m0 x3 he y287 ff6 fs4 fc1 sc0 ls0 ws0">sieci <span class="_ _1d"> </span>przesy<span class="_ _2"></span>łowych <span class="_ _1d"> </span>gazu<span class="_ _2"></span> <span class="_ _1d"> </span>(segment <span class="_ _1f"> </span>infrastruktury <span class="_ _1f"> </span>sieci <span class="_ _1d"> </span>przesyło<span class="_ _2"></span>wych), <span class="_ _1d"> </span>obejmującej <span class="_ _1f"> </span>usługi <span class="_ _1f"> </span>budowlano<span class="_ _2"></span><span class="ff1">-</span></div><div class="t m0 x3 he y288 ff6 fs4 fc1 sc0 ls0 ws0">montażowe sieci prz<span class="_ _2"></span>esyłowych gazu oferowane p<span class="_ _2"></span>rzez STALPROFIL S.A. Odd<span class="_ _2"></span>ział w Zabrzu.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y289 ff6 fs4 fc1 sc0 ls0 ws0">Na <span class="_ _2"></span>rynku <span class="_ _2"></span>s<span class="_ _2"></span>talowym <span class="_ _2"></span>strategia <span class="_ _2"></span>Spółki <span class="_ _1c"></span>opiera <span class="_ _2"></span>się <span class="_ _2"></span>na <span class="_ _2"></span>utrz<span class="_ _2"></span>ymywaniu <span class="_ _2"></span>scentralizowan<span class="_ _2"></span>ej <span class="_ _2"></span>sieci <span class="_ _2"></span>dystrybucji <span class="_ _1c"></span>w <span class="_ _2"></span>postaci </div><div class="t m0 x3 he y28a ff6 fs4 fc1 sc0 ls0 ws0">dwóch <span class="_ _1a"></span>składów <span class="_ _1a"></span>handlowych <span class="_ _1c"></span>w <span class="_ _1a"></span>Dąbrowie <span class="_ _1a"></span>Górniczej <span class="_ _1a"></span>i <span class="_ _1c"></span>Katowicach. <span class="_ _1a"></span>Scentralizowana <span class="_ _1a"></span>sieć <span class="_ _1a"></span>dystrybucji <span class="_ _1a"></span>pozwala </div><div class="t m0 x3 he y28b ff6 fs4 fc1 sc0 ls0 ws0">generować <span class="_ _28"> </span>wys<span class="_ _2"></span>okie <span class="_ _28"></span>przy<span class="_ _2"></span>chody <span class="_ _28"></span>i <span class="_ _26"> </span>jednocześnie <span class="_ _26"> </span>utrzy<span class="_ _2"></span>mywać <span class="_ _28"></span>pod <span class="_ _28"> </span>ko<span class="_ _2"></span>ntrolą <span class="_ _28"></span>koszty <span class="_ _28"> </span>s<span class="_ _2"></span>tałe. <span class="_ _28"> </span>Spółka <span class="_ _26"> </span>modernizuje </div><div class="t m0 x3 he y28c ff6 fs4 fc1 sc0 ls0 ws0">składy  handlowe <span class="_ _29"> </span>w  celu <span class="_ _29"> </span>ich  dostosowywania  do  zmieniających <span class="_ _29"> </span>się  warunków  rynkowych. <span class="_ _29"> </span>Spółka  ciągle </div><div class="t m0 x3 he y28d ff1 fs4 fc1 sc0 ls0 ws0">poszuku<span class="_ _2"></span>je <span class="_ _1a"></span>nowy<span class="_ _2"></span>ch <span class="_ _1a"></span>as<span class="_ _2"></span>ortyment<span class="ff6">ów <span class="_ _1a"></span>ora<span class="_ _2"></span>z <span class="_ _1a"></span>us<span class="_ _2"></span>ług,</span> <span class="_ _28"></span><span class="ff6">które <span class="_ _28"></span>mogłyby <span class="_ _28"> </span>wzb<span class="_ _2"></span>ogacić</span> <span class="_ _1a"></span><span class="ff6">ofert<span class="_ _2"></span>ę <span class="_ _1a"></span>hand<span class="_ _2"></span>lową. <span class="_ _28"></span></span>W <span class="ff6">palecie <span class="_ _28"></span>usług </span></div><div class="t m0 x3 he y28e ff6 fs4 fc1 sc0 ls0 ws0">świadczonych p<span class="_ _2"></span>rzez Spółkę są usł<span class="_ _2"></span>ugi wstępnej obróbki wyrobów hu<span class="_ _2"></span>tniczych oraz usłu<span class="_ _2"></span>gi logistyczne.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y28f ff6 fs4 fc1 sc0 ls0 ws0">Wyznaczona dla Spółki długoterminowa <span class="ff1">strategia </span>działaln<span class="_ _2"></span>ości <span class="ff1">na rynku infrastruktury sieci gazowych zmierza </span></div><div class="t m0 x3 he y290 ff1 fs4 fc1 sc0 lsd ws0">do<span class="ls0"> uzyskan<span class="_ _2"></span>ia <span class="ff6">jak największego <span class="_ _2"></span>udziału w <span class="_ _2"></span>realizacji krajowych <span class="_ _2"></span>programów inwestycy<span class="_ _2"></span>jnych w zakr<span class="_ _2"></span>esie<span class="_ _2"></span></span> bud<span class="_ _2"></span>owy </span></div><div class="t m0 x3 he y291 ff6 fs4 fc1 sc0 ls0 ws0">gazociągów <span class="_ _21"> </span>przesyłowych <span class="_ _21"> </span>i <span class="_ _21"> </span>dystrybucyjny<span class="_ _2"></span>ch, <span class="_ _21"> </span>przy <span class="_ _21"> </span>umiarkowanym <span class="_ _21"> </span>poziomie <span class="_ _21"> </span>ryzyka <span class="_ _21"> </span>związanego <span class="_ _21"> </span>z<span class="ff1"> takimi<span class="_ _2"></span> </span></div><div class="t m0 x3 he y292 ff1 fs4 fc1 sc0 ls0 ws0">projektami. <span class="_ _1b"> </span>W<span class="ff6">ielkość <span class="_ _1b"> </span>popytu<span class="_ _2"></span> <span class="_ _1b"> </span>na <span class="_ _1b"> </span>rynku <span class="_ _1b"> </span>gazociągów <span class="_ _1b"> </span>przesyłowych<span class="_ _2"></span></span> <span class="_ _1b"> </span><span class="ff6">uzależniona <span class="_ _1b"> </span>jest <span class="_ _1b"> </span>od <span class="_ _1b"> </span>perspektyw </span></div><div class="t m0 x3 he y293 ff1 fs4 fc1 sc0 ls0 ws0">inwestycyjnych <span class="_ _1a"></span>OGP <span class="_ _1a"></span>Gaz<span class="_ _2"></span>-System<span class="ls19">, <span class="_ _1a"></span></span><span class="ff6">natomiast <span class="_ _1a"></span>za <span class="_ _1a"></span>rozwój<span class="_ _2"></span> <span class="_ _1a"></span>sieci <span class="_ _1a"></span>dystrybucji <span class="_ _1a"></span>gazu <span class="_ _1a"></span>od<span class="_ _2"></span>powiada <span class="_ _1a"></span>w <span class="_ _1a"></span>głó<span class="_ _2"></span></span>wnej <span class="_ _1a"></span>mierze </div><div class="t m0 x3 he y294 ff6 fs4 fc1 sc0 ls0 ws0">Polska <span class="_ _1d"> </span>Spółka <span class="_ _1d"> </span>Gazownictwa<span class="_ _2"></span><span class="ff1">. <span class="_ _1d"> </span>T</span>o <span class="_ _1d"> </span>głównie <span class="_ _a"> </span>po<span class="_ _2"></span>d <span class="_ _1d"> </span>zapotrzebowanie <span class="_ _1f"> </span>tych <span class="_ _1d"> </span>dwóch <span class="_ _1d"> </span>liderów <span class="_ _1d"> </span>rynku <span class="_ _1d"> </span>gazowego </div><div class="t m0 x3 he y295 ff1 fs4 fc1 sc0 ls0 ws0">utrzymywany <span class="_ _2"></span><span class="ff6">jest potencjał wykonawczy STALPRO<span class="_ _2"></span>FIL S.A</span>.<span class="_ _2"></span> </div><div class="t m0 x3 he y296 ff6 fs4 fc1 sc0 ls0 ws0">Istotnym aspektem <span class="_ _0"></span>działalności Grupy <span class="_ _0"></span>Kapitałowej STALPROFIL <span class="_ _0"></span>S.A. są <span class="_ _0"></span>zagadnienia związane <span class="ff1">z <span class="_ _0"></span>ESG. Corocznie </span></div><div class="t m0 x3 he y297 ff6 fs4 fc1 sc0 ls0 ws0">publikowane <span class="_ _26"> </span>jest <span class="_ _29"> </span>sprawozdanie <span class="_ _26"> </span>Grupy <span class="_ _26"> </span>Kap<span class="_ _2"></span>itałowej <span class="_ _26"> </span>STALPROFIL <span class="_ _26"> </span>S.A. <span class="_ _29"> </span>na <span class="_ _26"> </span>temat <span class="_ _26"> </span>in<span class="_ _2"></span>formacji <span class="_ _26"> </span>niefinansowych, </div><div class="t m0 x3 he y298 ff6 fs4 fc1 sc0 ls0 ws0">gdzie zamieszczane są s<span class="_ _2"></span>zczegółowe informacje n<span class="_ _2"></span>a temat strategii i dzia<span class="_ _2"></span>łań Grupy w<span class="_ _2"></span><span class="ff1"> ob<span class="_ _2"></span>szarze ESG. Inwesty<span class="_ _2"></span>cje </span></div><div class="t m0 x3 he y299 ff1 fs4 fc1 sc0 ls0 ws0">prowadzone <span class="_ _26"> </span><span class="ff6">p<span class="_ _2"></span>rzez <span class="_ _26"> </span>Grupę <span class="_ _26"> </span>uw<span class="_ _2"></span>zględniają <span class="_ _26"> </span>zagadnienia <span class="_ _29"> </span>ochrony <span class="_ _29"> </span>środ<span class="_ _2"></span>owiska.</span> <span class="_ _26"> </span><span class="ff6">Dla <span class="_ _26"> </span>przy<span class="_ _2"></span>kładu, <span class="_ _28"> </span>b<span class="_ _2"></span></span>udowane <span class="_ _26"> </span>przez </div><div class="t m0 x3 he y29a ff6 fs4 fc1 sc0 ls0 ws0">Spółkę <span class="_ _26"> </span><span class="ff1">w <span class="_ _26"> </span>segmencie <span class="_ _26"> </span>s<span class="_ _2"></span>talowym <span class="_ _26"> </span>Magazyny<span class="_ _2"></span> <span class="_ _26"> </span>Wysokiego <span class="_ _26"> </span>S</span>kł<span class="_ _2"></span>adowania<span class="ff1"> <span class="_ _26"> </span>(MWS) <span class="_ _26"> </span></span>mają <span class="_ _26"> </span>na <span class="_ _29"> </span>celu <span class="_ _26"> </span>poprawę <span class="_ _26"> </span>ob<span class="_ _2"></span>sługi </div><div class="t m0 x3 he y29b ff1 fs4 fc1 sc0 ls0 ws0">klienta <span class="_ _1c"></span><span class="ff6">oraz <span class="_ _2"></span>większe <span class="_ _1c"></span>wykorzy<span class="_ _2"></span>stanie <span class="_ _2"></span>powierzchni <span class="_ _1c"></span>skład<span class="_ _2"></span>owej <span class="_ _2"></span>i <span class="_ _2"></span>zmniejszen<span class="_ _2"></span>ie <span class="_ _2"></span>zużycia <span class="_ _1c"></span>energii.<span class="_ _2"></span></span> <span class="_ _1c"></span><span class="ff6">Spółka <span class="_ _1c"></span>podejmuje </span></div><div class="t m0 x3 he y29c ff6 fs4 fc1 sc0 ls0 ws0">działania <span class="_ _28"></span>zmierzające <span class="_ _1a"></span>do <span class="_ _1a"></span>za<span class="_ _2"></span>silania <span class="_ _1a"></span>MWS <span class="_ _1a"></span>w <span class="_ _28"></span>całości <span class="_ _1a"></span>energią <span class="_ _1a"></span>o<span class="_ _2"></span>dnawialną. <span class="_ _28"> </span>Także <span class="_ _28"></span>w <span class="_ _1a"></span>innych <span class="_ _28"></span>jednostkach <span class="_ _28"></span>Grupy </div><div class="t m0 x3 he y29d ff6 fs4 fc1 sc0 ls0 ws0">Kapitałowej, <span class="_ _1a"></span>realizowane <span class="_ _2"></span>s<span class="_ _2"></span>ą <span class="_ _1c"></span>dzia<span class="_ _2"></span>łania, <span class="_ _1c"></span>które <span class="_ _1a"></span>w <span class="_ _1c"></span>praktyce <span class="_ _1a"></span>wpływają <span class="_ _1c"></span>na <span class="_ _1c"></span>zwiększa<span class="_ _2"></span>nie <span class="_ _1c"></span>stan<span class="_ _2"></span>dardów <span class="_ _1c"></span>w <span class="_ _1c"></span>ob<span class="_ _2"></span>szarach </div><div class="t m0 x3 he y29e ff6 fs4 fc1 sc0 ls0 ws0">ESG. <span class="_ _21"> </span>Dla <span class="_ _21"> </span>przykład<span class="_ _2"></span>u, <span class="_ _21"> </span>z<span class="ff1">godnie <span class="_ _21"> </span>z <span class="_ _21"> </span>posiadan<span class="_ _2"></span>ymi <span class="_ _21"> </span>ekspertyzami <span class="_ _21"> </span></span>opracowan<span class="_ _2"></span>ymi <span class="_ _21"> </span>przez <span class="_ _21"> </span>naukowców <span class="_ _21"> </span>z<span class="_ _2"></span><span class="ff1"> </span>Wydziału </div><div class="t m0 x3 he y29f ff6 fs4 fc1 sc0 ls0 ws0">Inżynierii <span class="_ _29"> </span>Metali <span class="_ _29"> </span>i<span class="ff1"> </span>Informatyki  Przem<span class="_ _0"></span>ysłowej <span class="_ _29"> </span>Akademii <span class="_ _29"> </span>Górniczo<span class="_ _2"></span><span class="ff1">-</span>Hutniczej,  już <span class="_ _26"> </span>obecnie <span class="_ _29"> </span>dostarczane  przez<span class="_ _0"></span> </div><div class="t m0 x3 he y2a0 ff1 fs4 fc1 sc0 ls0 ws0">IZOSTAL <span class="_ _1c"></span>S.A. <span class="_ _1c"></span>i wykorzys<span class="_ _2"></span>tywane <span class="_ _1c"></span><span class="ff6">przez <span class="_ _1a"></span>Oddział <span class="_ _2"></span>w <span class="_ _1c"></span>Zab<span class="_ _2"></span>rzu <span class="_ _2"></span>przy<span class="_ _2"></span></span> <span class="_ _1c"></span><span class="ff6">budowie <span class="_ _1c"></span>gazociągów <span class="_ _1c"></span>zarów<span class="_ _2"></span>no <span class="_ _1c"></span>rury<span class="_ _2"></span></span>, <span class="_ _2"></span><span class="ff6">ja<span class="_ _2"></span>k <span class="_ _2"></span>i <span class="_ _1c"></span>złącza </span></div><div class="t m0 x3 he y2a1 ff6 fs4 fc1 sc0 ls0 ws0">doczołowe  rur<span class="ff1">, <span class="_ _29"> </span></span>mogą <span class="_ _29"> </span>być  w<span class="_ _0"></span>ykorzystywane  do <span class="_ _29"> </span>transportu  w<span class="_ _0"></span>odoru  (po<span class="_ _0"></span> <span class="_ _29"> </span>zmieszaniu  z <span class="_ _26"> </span>gazem  ziem<span class="_ _0"></span>nym <span class="_ _29"> </span>i  o </div><div class="t m0 x3 he y2a2 ff6 fs4 fc1 sc0 ls0 ws0">stężeniu nie wyższy<span class="_ _2"></span>m niż 10%).<span class="ff1"> </span></div><div class="t m0 x3 he y92 ff6 fs4 fc1 sc0 ls0 ws0">Nadrzędnym, <span class="_ _29"> </span>wymiernym <span class="_ _26"> </span>dł<span class="_ _2"></span>ugoterminowym <span class="_ _29"> </span>celem <span class="_ _29"> </span>strategicznym <span class="_ _29"> </span>realizowanym <span class="_ _29"> </span>prze<span class="_ _2"></span>z <span class="_ _26"> </span>Zarząd<span class="_ _2"></span> <span class="_ _26"> </span>Spółki <span class="_ _29"> </span>jest </div><div class="t m0 x3 he y236 ff6 fs4 fc1 sc0 ls0 ws0">wzrost wartości przed<span class="_ _2"></span>siębiorstwa dla jego akcjo<span class="_ _2"></span>nariuszy.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 hf y113 ff5 fs4 fc1 sc0 ls0 ws0">Kluczowym <span class="_ _a"> </span>p<span class="_ _2"></span>arametrem <span class="_ _1d"> </span>mającym <span class="_ _a"> </span>wpływ <span class="_ _1d"> </span>na <span class="_ _1d"> </span>realizację <span class="_ _1d"> </span>celów <span class="_ _a"> </span>strate<span class="_ _2"></span>gicznych <span class="_ _a"> </span>Spółki <span class="_ _1d"> </span>oraz <span class="_ _a"> </span>n<span class="_ _2"></span>a <span class="_ _a"> </span>wyniki </div><div class="t m0 x3 hf y114 ff5 fs4 fc1 sc0 ls0 ws0">poszczególnych <span class="_ _27"> </span>segmentów <span class="_ _30"> </span>działalności <span class="_ _30"> </span>Grupy <span class="_ _30"> </span>Kapitałowej <span class="_ _30"> </span>STALPROFIL <span class="_ _30"> </span>S.A. <span class="_ _30"> </span>w <span class="_ _30"> </span>perspekt<span class="_ _2"></span>ywie </div><div class="t m0 x3 hf y115 ff5 fs4 fc1 sc0 ls0 ws0">nadchodzące<span class="_ _2"></span>go <span class="_ _1c"></span>r<span class="_ _2"></span>oku <span class="_ _1a"></span>i <span class="_ _1a"></span>dłuższej<span class="ff2">, <span class="_ _1a"></span>jest <span class="_ _1a"></span>stan <span class="_ _1a"></span>koniunkt<span class="_ _2"></span>ury <span class="_ _1a"></span>na <span class="_ _1a"></span>krajowym <span class="_ _1a"></span>i <span class="_ _1a"></span>europejskim <span class="_ _1a"></span>rynku <span class="_ _1a"></span>dystrybucji <span class="_ _1a"></span>stali </span></div><div class="t m0 x3 hf y116 ff2 fs4 fc1 sc0 ls0 ws0">oraz na kr<span class="_ _2"></span>ajowym <span class="ff5">rynku sieci pr<span class="_ _2"></span>zesyłowych gazu.<span class="_ _2"></span></span> </div></div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">20<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 hf y4d ff2 fs4 fc1 sc0 ls0 ws0">STAN KONIUNKTURY W SE<span class="_ _2"></span>GMENCIE STALOWYM<span class="_ _2"></span> </div><div class="t m0 x3 he y1de ff6 fs4 fc1 sc0 ls0 ws0">Według <span class="_ _28"></span>raportu <span class="_ _28"> </span>Wo<span class="_ _2"></span>rld <span class="_ _28"></span>Steel <span class="_ _28"></span>Association <span class="_ _28"> </span>(WSA)<span class="_ _2"></span><span class="ff1">, <span class="_ _28"> </span>w <span class="_ _28"> </span>2024 <span class="_ _28"> </span>roku<span class="_ _2"></span> <span class="_ _28"></span></span>światowa <span class="_ _28"> </span>pro<span class="_ _2"></span>dukcja <span class="_ _28"></span>stali <span class="_ _28"></span>spadła <span class="_ _28"> </span>o <span class="_ _26"> </span><span class="ff1">0,9% <span class="_ _28"></span>r/r </span></div><div class="t m0 x3 he y1df ff1 fs4 fc1 sc0 ls0 ws0">i <span class="ff6">wyniosła <span class="_ _2"></span>1</span> 839,4 <span class="_ _2"></span><span class="ff6">mln <span class="_ _2"></span>ton. <span class="_ _2"></span>Zdecydowały<span class="_ _2"></span> o <span class="_ _2"></span>tym <span class="_ _2"></span>słab<span class="_ _2"></span>e wyn<span class="_ _2"></span>iki wielu <span class="_ _2"></span>z <span class="_ _2"></span>największy<span class="_ _2"></span>ch <span class="_ _2"></span>producentów <span class="_ _2"></span>stali: <span class="_ _2"></span>Chin <span class="_ _2"></span>(<span class="_ _1c"></span></span>-</div><div class="t m0 x3 he y1b8 ff1 fs4 fc1 sc0 ls0 ws0">1,7%), <span class="_ _1a"></span>J<span class="_ _2"></span>aponii <span class="_ _28"></span>(-<span class="ls4">3,</span>4<span class="ff6">%), <span class="_ _1a"></span>Stan<span class="_ _2"></span>ów <span class="_ _1a"></span>Zjednoczo<span class="_ _2"></span>nych <span class="_ _28"></span>(</span>-2,4%), <span class="_ _28"></span>Rosji <span class="_ _28"></span>(-7<span class="ff6">%) <span class="_ _1a"></span>i <span class="_ _28"></span>Korei <span class="_ _1a"></span>Po<span class="_ _2"></span>łudniowej <span class="_ _28"></span>(</span>-<span class="ls4">4,</span>7%). <span class="_ _28"></span>Na <span class="_ _28"></span>tym <span class="_ _28"></span>tle </div><div class="t m0 x3 he y1b9 ff6 fs4 fc1 sc0 ls0 ws0">wyjątkowo dobrze<span class="ff1"> </span>wyglądały wyniki drugiego producenta stali na świecie –<span class="ff1"> Indii <span class="_ _0"></span>(+6,3%). W Unii Europejskiej </span></div><div class="t m0 x3 he y97 ff6 fs4 fc1 sc0 ls0 ws0">produkcja s<span class="_ _2"></span>tali wzrosła o <span class="ff1">2,6</span>% i os<span class="_ _2"></span>iągnęła poziom <span class="_ _2"></span><span class="ff1">129,5 mln ton. </span></div><div class="t m0 x3 he y1e1 ff6 fs4 fc1 sc0 ls0 ws0">Według <span class="_ _1a"></span>statystyk <span class="_ _1a"></span>Hutniczej <span class="_ _1a"></span>Izby <span class="_ _1a"></span>Przemysłowo<span class="_ _2"></span><span class="ff1">-Handlowej, <span class="_ _1a"></span>krajowy <span class="_ _1a"></span>rynek <span class="_ _1a"></span>stali <span class="_ _1a"></span>w <span class="_ _1c"></span>2024 <span class="_ _1a"></span>r.<span class="_ _2"></span> <span class="_ _1a"></span></span>odnotował <span class="_ _1a"></span>wzrost </div><div class="t m0 x3 he y1e2 ff1 fs4 fc1 sc0 ls0 ws0">produkcji <span class="_ _2"></span>stali surowej <span class="_ _2"></span>o <span class="_ _2"></span>10,7<span class="ff6">% r/r i wzros<span class="_ _2"></span>t zuży<span class="_ _2"></span>cia jawnego o <span class="_ _2"></span></span>10,2<span class="ff6">% r/r. <span class="_ _2"></span>Należy <span class="_ _2"></span>jednak</span> <span class="ff6">pamiętać, że <span class="_ _2"></span>wzrosty<span class="_ _2"></span> </span></div><div class="t m0 x3 he y1ba ff6 fs4 fc1 sc0 ls0 ws0">te <span class="_ _1a"></span>odnoszą <span class="_ _1a"></span>się <span class="_ _1c"></span>d<span class="_ _2"></span>o <span class="_ _1a"></span>wie<span class="_ _0"></span>lkości <span class="_ _1a"></span>z <span class="_ _1a"></span>2023 <span class="_ _1c"></span>roku<span class="_ _2"></span>, <span class="_ _1a"></span>kiedy <span class="_ _1a"></span><span class="ff1 ls10">to <span class="_ _1a"></span></span>produkcja <span class="_ _1a"></span>stali <span class="_ _1a"></span>w <span class="_ _1a"></span>Polsce <span class="_ _1c"></span>był<span class="_ _2"></span>a <span class="_ _1a"></span>najniższa <span class="_ _1a"></span>od <span class="_ _1c"></span>czas<span class="_ _2"></span>u <span class="_ _1a"></span>kryzysu </div><div class="t m0 x3 he y1bb ff1 fs4 fc1 sc0 ls0 ws0">finansowego <span class="_ _9"></span>w 2008 <span class="_ _9"></span><span class="ls11">r.<span class="ff6 ls0">, <span class="_ _9"></span>a zużycie <span class="_ _9"></span>jawne <span class="_ _9"></span>stali <span class="_ _0"></span>było <span class="_ _0"></span>na <span class="_ _9"></span>poziomie <span class="_ _0"></span>z <span class="_ _9"></span>przełomy <span class="_ _0"></span>2013 <span class="_ _9"></span>i <span class="_ _0"></span>2014 <span class="_ _9"></span>r.<span class="_ _2"></span>Za <span class="_ _9"></span>sł<span class="_ _2"></span>abe <span class="_ _9"></span>wyniki <span class="_ _0"></span>sektora </span></span></div><div class="t m0 x3 he y1bc ff6 fs4 fc1 sc0 ls0 ws0">stalowego <span class="_ _21"> </span>odpowiedzialny <span class="_ _21"> </span>jest  głównie <span class="_ _21"> </span>utrzymujący <span class="_ _21"> </span>się  w<span class="ff1"> <span class="_ _2"></span>Polsce <span class="_ _21"> </span>niski  pozio<span class="_ _2"></span>m  inwesty<span class="_ _2"></span>cji  p<span class="_ _2"></span>ublicznych <span class="_ _21"> </span>i<span class="_ _0"></span> </span></div><div class="t m0 x3 he y2a3 ff1 fs4 fc1 sc0 ls0 ws0">prywatnych.<span class="_ _2"></span> </div><div class="t m0 x3 he y1be ff6 fs4 fc1 sc0 ls0 ws0">Nie ziściły się wcześniejs<span class="_ _2"></span>ze optymisty<span class="_ _2"></span>czne prognozy oży<span class="_ _2"></span>wienia aktywności gosp<span class="_ _2"></span>odarczej, które miało nadejść </div><div class="t m0 x3 he y1e4 ff6 fs4 fc1 sc0 ls0 ws0">w <span class="_ _1a"></span>dru<span class="_ _2"></span>giej <span class="_ _1a"></span>p<span class="_ _2"></span>ołowie <span class="_ _28"></span><span class="ff1 ls4">2024<span class="ls0"> <span class="_ _28"></span>r</span></span>. <span class="_ _28"></span>Zamias<span class="_ _2"></span>t <span class="_ _1a"></span>tego <span class="_ _28"></span>branża<span class="_ _2"></span> <span class="_ _1a"></span>sta<span class="_ _2"></span>lowa <span class="_ _1a"></span>d<span class="_ _2"></span>oświadczyła <span class="_ _26"> </span><span class="ff1">kon<span class="_ _2"></span>tynuacji <span class="_ _28"></span>spowolnienia. <span class="_ _28"></span>W <span class="_ _28"></span>lutym<span class="_ _2"></span> </span></div><div class="t m0 x3 he y1e5 ff1 fs4 fc1 sc0 ls4 ws0">2025<span class="ls0"> r. EUROFER <span class="ff6">podał </span> <span class="ff6">prognozę dotyczącą zużycia jawnego stali w UE, szacując, iż <span class="_ _0"></span>w 2024 r. spadek zużycia<span class="ff1"> </span></span></span></div><div class="t m0 x3 he y1e6 ff1 fs4 fc1 sc0 ls0 ws0">jawnego <span class="_ _1a"></span>stali <span class="_ _28"> </span><span class="ff6">wyniós<span class="_ _2"></span>ł <span class="_ _1a"></span>(</span>-2,3%) <span class="_ _28"></span><span class="ls11">r/r. <span class="_ _1a"></span></span>Prognozy<span class="_ _2"></span> <span class="_ _1a"></span>EUROFE<span class="_ _2"></span>R <span class="_ _1a"></span><span class="ff6">wskaz<span class="_ _2"></span>ują, <span class="_ _1a"></span>że <span class="_ _28"></span>w <span class="_ _1a"></span>2025 <span class="_ _1a"></span>r. <span class="_ _28"></span>zuży<span class="_ _2"></span>cie <span class="_ _1a"></span>ja<span class="_ _2"></span>wne <span class="_ _1a"></span>stali <span class="_ _28"></span>wzrośnie </span></div><div class="t m0 x3 he y25d ff1 fs4 fc1 sc0 ls0 ws0">o 2,2%<span class="ls19">, <span class="_ _21"> </span></span>a <span class="_ _21"> </span>w <span class="_ _21"> </span>20<span class="_ _2"></span>26 <span class="_ _21"> </span>r. <span class="_ _21"> </span>o <span class="_ _21"> </span>2,5<span class="_ _2"></span>%<span class="ff6">. <span class="_ _21"> </span>EUROFE<span class="_ _2"></span>R <span class="_ _21"> </span>przewiduje, <span class="_ _21"> </span>że<span class="_ _2"></span> <span class="_ _21"> </span>w <span class="_ _21"> </span>nadchodzący<span class="_ _2"></span>ch <span class="_ _21"> </span>kwartałach<span class="_ _2"></span></span>, <span class="_ _21"> </span><span class="ff6">utrz<span class="_ _2"></span>ymująca <span class="_ _21"> </span>się </span></div><div class="t m0 x3 he y25e ff6 fs4 fc1 sc0 ls0 ws0">niepewność gospod<span class="_ _2"></span>arcza będzie w dalszym ciągu wp<span class="_ _2"></span>ływać na ry<span class="_ _2"></span>nek stali od strony po<span class="_ _2"></span>pytu.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y1e8 ff6 fs4 fc1 sc0 ls0 ws0">Wyniki <span class="_ _21"> </span>G<span class="_ _0"></span>rupy <span class="_ _21"> </span>wykazują  dużą  wrażliwość <span class="_ _21"> </span>na  zmiany <span class="_ _21"> </span>cen  wyrobów <span class="_ _21"> </span>hutniczych.  Kluczowym  par<span class="_ _2"></span>ametrem </div><div class="t m0 x3 he y260 ff6 fs4 fc1 sc0 ls0 ws0">mającym wpływ <span class="_ _2"></span>na b<span class="_ _2"></span>ieżące wahania <span class="_ _2"></span>cen jest <span class="_ _2"></span>popyt <span class="_ _2"></span>na wyroby <span class="_ _2"></span>hutnicze ora<span class="_ _2"></span>z poziom kos<span class="_ _2"></span>ztów produkcji <span class="_ _2"></span>stali, </div><div class="t m0 x3 he y261 ff6 fs4 fc1 sc0 ls0 ws0">w <span class="_ _1a"></span>tym <span class="_ _28"></span>ceny<span class="_ _2"></span> <span class="_ _1a"></span>su<span class="_ _2"></span>rowców <span class="_ _1a"></span>(rudy <span class="_ _26"> </span>żelaza, <span class="_ _28"></span>węgla <span class="_ _28"></span>koksującego, <span class="_ _28"></span>złomu)<span class="_ _2"></span><span class="ff1"> <span class="_ _28"></span></span>oraz <span class="_ _28"></span>ceny <span class="_ _28"></span>energii <span class="_ _28"> </span>elekt<span class="_ _2"></span>rycznej <span class="_ _1a"></span>i <span class="_ _28"></span>opłat<span class="_ _2"></span>y <span class="_ _1a"></span>za </div><div class="t m0 x3 he y262 ff6 fs4 fc1 sc0 ls0 ws0">emisję <span class="ff1 ls28">CO</span></div><div class="t m0 x77 h45 y2a4 ff1 fsc fc1 sc0 ls0 ws0">2</div><div class="t m0 x78 he y262 ff1 fs4 fc1 sc0 ls0 ws0">. </div><div class="t m0 x3 he y263 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y2a5 ff1 fs4 fc1 sc0 ls0 ws0">Rysunek <span class="_ _1c"></span>3 <span class="_ _1c"></span><span class="ff6">Ceny <span class="_ _2"></span>p<span class="_ _2"></span>odstawowych <span class="_ _2"></span>wyrob<span class="_ _2"></span>ów <span class="_ _2"></span>hutniczy<span class="_ _2"></span>ch <span class="_ _2"></span>na <span class="_ _1c"></span>rynku <span class="_ _1c"></span>polskim <span class="_ _2"></span>wg <span class="_ _1c"></span>Polskiej <span class="_ _1c"></span>Unii <span class="_ _2"></span>Dys<span class="_ _2"></span>trybutorów <span class="_ _1c"></span>Stali </span></div><div class="t m0 x3 he y2a6 ff1 fs4 fc1 sc0 ls0 ws0">(Indeks Cen Stali <span class="ff6">–</span> gru<span class="_ _2"></span>dz<span class="ff6">ień 202</span>4)<span class="_ _2"></span> </div><div class="t m0 x2f he y2a7 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x79 he y2a8 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">21<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x2f he y2a9 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y199 ff6 fs4 fc1 sc0 ls0 ws0">W <span class="_ _28"> </span>2024 <span class="_ _26"> </span>r. <span class="_ _28"> </span>n<span class="_ _2"></span>iska <span class="_ _28"> </span>ak<span class="_ _2"></span>tywność <span class="_ _28"></span>gospodarcza <span class="_ _26"> </span>w <span class="_ _28"> </span>s<span class="_ _2"></span>ektorach <span class="_ _28"></span>konsumujący<span class="_ _2"></span>ch <span class="_ _28"></span>stal<span class="_ _1c"></span><span class="ff1">, <span class="_ _28"></span></span>wpływał<span class="_ _2"></span>a <span class="_ _28"></span>negatywnie <span class="_ _28"></span>na <span class="_ _26"> </span>ceny </div><div class="t m0 x3 he y2aa ff6 fs4 fc1 sc0 ls0 ws0">wyrobów <span class="_ _29"> </span>hutniczych,<span class="_ _2"></span> <span class="_ _26"> </span>a  w <span class="_ _26"> </span>konsekwencji <span class="_ _29"> </span>na <span class="_ _29"> </span>wyniki <span class="_ _29"> </span>Spółki  w <span class="_ _26"> </span>segmencie <span class="_ _29"> </span>stalowy<span class="_ _2"></span>m.  Średnia <span class="_ _29"> </span>cena <span class="_ _29"> </span>jednego </div><div class="t m0 x3 he y2ab ff1 fs4 fc1 sc0 ls0 ws0">z <span class="ff6">głównych <span class="_ _28"></span>asortymentów <span class="_ _28"></span>w <span class="_ _1a"></span>ofercie <span class="_ _28"></span>hand<span class="_ _2"></span>lowej <span class="_ _1a"></span>STALPROFI<span class="_ _2"></span>L <span class="_ _1a"></span>S.A.,<span class="_ _2"></span> <span class="_ _1a"></span>tj. <span class="_ _28"></span>profilu <span class="_ _28"></span>HEB <span class="_ _28"></span>200, <span class="_ _1a"></span>według <span class="_ _28"></span>Polskiej <span class="_ _28"></span>Unii </span></div><div class="t m0 x3 he y2ac ff6 fs4 fc1 sc0 ls0 ws0">Dystrybuto<span class="_ _2"></span>rów <span class="_ _28"> </span>Sta<span class="_ _2"></span>li, <span class="_ _28"> </span>w <span class="_ _29"> </span>całym <span class="_ _28"> </span>2024 <span class="_ _26"> </span>r. <span class="_ _29"> </span>była <span class="_ _26"> </span>średnio <span class="_ _29"> </span>niższa <span class="_ _28"> </span>o <span class="_ _29"> </span><span class="ff1">14,3<span class="lse">% <span class="_ _26"> </span></span></span>niż <span class="_ _26"> </span>w <span class="_ _26"> </span>2023 <span class="_ _26"> </span><span class="ff1 ls11">r.<span class="_ _2"></span><span class="ls0"> <span class="_ _28"> </span></span></span>Zd<span class="_ _2"></span>aniem <span class="_ _28"></span>Spółki<span class="_ _2"></span><span class="ff1">, <span class="_ _26"> </span>trudno </span></div><div class="t m0 x3 he y2ad ff6 fs4 fc1 sc0 ls0 ws0">przewidzieć <span class="_ _2"></span>dalszą <span class="_ _1c"></span>ewolucję <span class="_ _2"></span>cen <span class="_ _1c"></span>wyrobów <span class="_ _2"></span>hutn<span class="_ _2"></span>iczych, <span class="_ _2"></span>które <span class="_ _2"></span>będą <span class="_ _2"></span>uza<span class="_ _2"></span>leżnione <span class="_ _2"></span>głównie <span class="_ _2"></span>o<span class="_ _2"></span>d <span class="_ _2"></span>kształtowania <span class="_ _1c"></span>się </div><div class="t m0 x3 he y2ae ff6 fs4 fc1 sc0 ls0 ws0">bieżącej koniunktu<span class="_ _2"></span>ry gospodarczej, wpływającej na p<span class="_ _2"></span>opyt na stal.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y2af ff6 fs4 fc1 sc0 ls0 ws0">Nadal <span class="_ _1a"></span>is<span class="_ _2"></span>tnieje <span class="_ _1a"></span>ryzyko <span class="_ _1a"></span>negatywnego <span class="_ _1a"></span>wpł<span class="_ _2"></span>ywu <span class="_ _1a"></span>na <span class="_ _28"></span>ceny <span class="_ _1a"></span>stali <span class="_ _1a"></span>trud<span class="_ _2"></span>no <span class="_ _1a"></span>przewidywalnych<span class="_ _2"></span> <span class="_ _1a"></span>czynników, <span class="_ _1a"></span>które <span class="_ _28"></span>mogą </div><div class="t m0 x3 he y2b0 ff6 fs4 fc1 sc0 ls0 ws0">zdestabilizować <span class="_ _1d"> </span>s<span class="_ _2"></span>ytuację <span class="_ _1d"> </span>na <span class="_ _1d"> </span>rynku <span class="_ _1f"> </span>wyrobów <span class="_ _1d"> </span>hutniczych, <span class="_ _1d"> </span>takich <span class="_ _1d"> </span>jak: <span class="_ _1d"> </span>wah<span class="_ _2"></span>ania <span class="_ _1d"> </span>cen <span class="_ _1d"> </span>surowców, <span class="_ _1d"> </span>poziom </div><div class="t m0 x3 he y2b1 ff6 fs4 fc1 sc0 ls0 ws0">wykorzystan<span class="_ _2"></span>ia <span class="_ _29"> </span>mocy  pro<span class="_ _0"></span>dukcyjnych  h<span class="_ _0"></span>utnictwa  na <span class="_ _26"> </span>świecie,  import<span class="ff1">  </span>z <span class="_ _29"> </span>Azji,  ro<span class="_ _0"></span>snący <span class="_ _29"> </span>protekcjonizm  i <span class="_ _26"> </span>ryzy<span class="_ _2"></span>ko </div><div class="t m0 x3 he y2b2 ff6 fs4 fc1 sc0 ls0 ws0">eskalacji <span class="_ _2"></span>napięć <span class="_ _2"></span>handlowych. <span class="_ _2"></span>Szczególnie <span class="_ _2"></span>negatywnie <span class="_ _2"></span>na <span class="_ _2"></span>ceny <span class="_ _2"></span>w UE<span class="_ _2"></span> (w <span class="_ _2"></span>warunkach <span class="_ _2"></span>ograniczonego <span class="_ _2"></span>popytu <span class="_ _2"></span>na </div><div class="t m0 x3 he y2b3 ff6 fs4 fc1 sc0 ls0 ws0">stal) wpływa presja ze strony taniego <span class="_ _0"></span>importu z Dalekiego Wschodu (Chiny, Indie, Korea, J<span class="_ _0"></span>aponia) oraz Turcji, </div><div class="t m0 x3 he y2b4 ff6 fs4 fc1 sc0 ls17 ws0">któr<span class="ls0">y stanowi zagrożenie dla branży stalowej <span class="_ _0"></span>w UE, pomimo środków ochronnych podejmowanych przez UE.<span class="_ _2"></span><span class="ff1"> </span></span></div><div class="t m0 x3 he yfb ff1 fs4 fc1 sc0 ls0 ws0">Po <span class="_ _21"> </span>stronie  szans <span class="_ _21"> </span>dla  p<span class="_ _2"></span>olskiego <span class="_ _21"> </span>hutnictwa, <span class="_ _21"> </span><span class="ff6">można <span class="_ _21"> </span>n<span class="_ _0"></span>atomiast <span class="_ _21"> </span>zaliczyć <span class="_ _21"> </span>rządow<span class="_ _0"></span>e  za<span class="_ _2"></span>powiedzi <span class="_ _21"> </span>re<span class="_ _0"></span>kordowych </span></div><div class="t m0 x3 he y2b5 ff1 fs4 fc1 sc0 ls0 ws0">inwestycji publiczn<span class="_ _2"></span>ych w <span class="ff6">2025 roku<span class="_ _2"></span>, częściowo finansowany<span class="_ _2"></span>ch środkami unijn<span class="_ _2"></span>ymi.</span> </div><div class="t m0 x3 he y2b6 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 hf y2b7 ff2 fs4 fc1 sc0 ls0 ws0">S<span class="ff5">TAN KONIUNKTURY W SE<span class="_ _2"></span>GMENCIE IN<span class="_ _2"></span>FRASTRUKTURY SIECI PRZE<span class="_ _2"></span>SYŁOWYCH GAZU<span class="_ _2"></span></span> </div><div class="t m0 x3 he y2b8 ff1 fs4 fc1 sc0 ls0 ws0">Po obserwowanym w 20<span class="_ _2"></span>23 roku o<span class="_ _2"></span>kresie stagnacji na <span class="_ _2"></span>krajowym rynku <span class="_ _2"></span>sieci <span class="ff6">przesyłowych<span class="_ _2"></span></span>, w 2024 r. <span class="ff6">nastąpiła </span></div><div class="t m0 x3 he y2b9 ff6 fs4 fc1 sc0 ls0 ws0">poprawa <span class="_ _29"> </span>sytuacji. <span class="_ _29"> </span>Główni <span class="_ _26"> </span>kraj<span class="_ _2"></span>owi <span class="_ _26"> </span>odbiorcy <span class="_ _29"> </span>uruchomili <span class="_ _29"> </span>procedury <span class="_ _29"> </span>przetargowe <span class="_ _26"> </span>n<span class="_ _2"></span>a <span class="_ _26"> </span>dosta<span class="_ _2"></span>wy <span class="_ _26"> </span>rur <span class="_ _29"> </span>i <span class="_ _26"> </span>bu<span class="_ _2"></span>dowy </div><div class="t m0 x3 he y2ba ff6 fs4 fc1 sc0 ls0 ws0">gazociągów<span class="ff1 ls5">. <span class="_ _1c"></span></span>N<span class="_ _2"></span>ajwiększą<span class="ff1"> <span class="_ _1a"></span></span>inwestycją, <span class="_ _1a"></span>na <span class="_ _1c"></span>realizację <span class="_ _1a"></span>której <span class="_ _1c"></span>przeprowadzon<span class="_ _2"></span>o <span class="_ _1c"></span>przetargi <span class="_ _1a"></span>w <span class="_ _1c"></span>2024 <span class="_ _1a"></span>r.<span class="ff1">,<span class="_ _2"></span> <span class="_ _1c"></span></span>była <span class="_ _1a"></span><span class="ff1">budowa </span></div><div class="t m0 x3 he y2bb ff6 fs4 fc1 sc0 ls0 ws0">części <span class="_ _1a"></span>lądowej <span class="_ _1c"></span>ter<span class="_ _2"></span>minala <span class="_ _1a"></span>regazyfikującego <span class="_ _1a"></span>FSRU <span class="_ _1c"></span>w <span class="_ _1a"></span>Zatoce <span class="_ _1a"></span>Gdańskiej <span class="_ _28"></span>–<span class="ff1"> <span class="_ _1a"></span></span>około <span class="_ _1a"></span>300 <span class="_ _1c"></span>km <span class="_ _1a"></span>gazociągów <span class="_ _1a"></span>DN1000 <span class="_ _1c"></span>i<span class="_ _2"></span> </div><div class="t m0 x3 he y2bc ff1 fs4 fc1 sc0 ls0 ws0">DN700, <span class="_ _1a"></span><span class="ff6">jako <span class="_ _1a"></span>infrastruktury <span class="_ _1a"></span>towarzys<span class="_ _2"></span>zącej <span class="_ _1a"></span>pływającemu <span class="_ _1a"></span>terminalowi <span class="_ _1a"></span>FSRU.<span class="_ _2"></span></span> <span class="_ _1a"></span>W <span class="_ _1a"></span>2024 <span class="_ _1a"></span><span class="ff6">Spółka</span> <span class="_ _1a"></span>z <span class="_ _1a"></span>powodzeniem </div><div class="t m0 x3 he y2bd ff6 fs4 fc1 sc0 ls0 ws0">uczestniczyła <span class="_ _26"> </span>w <span class="_ _26"> </span>tych <span class="_ _28"></span>przetargach<span class="_ _2"></span>, <span class="_ _26"> </span>pozyskując<span class="_ _2"></span><span class="ff1"> <span class="_ _28"></span></span>szeroki <span class="_ _26"> </span>portfel <span class="_ _28"> </span>zamówi<span class="_ _2"></span>eń <span class="_ _28"></span>na <span class="_ _29"> </span><span class="ff1">lata <span class="_ _28"> </span>2025-2026. <span class="_ _26"> </span>Uruchamian<span class="_ _2"></span>ie </span></div><div class="t m0 x3 he y2be ff1 fs4 fc1 sc0 ls0 ws0">kolejnych <span class="ff6">przeta<span class="_ _2"></span>rgów</span> <span class="ff6">przybliża odb<span class="_ _2"></span>lokowanie środków <span class="_ _2"></span></span>unijny<span class="ls1e">ch</span> z <span class="_ _2"></span>KPO. </div><div class="t m0 x3 he y2bf ff1 fs4 fc1 sc0 ls0 ws0">Opracowany <span class="_ _20"> </span>przez <span class="_ _20"> </span>Gaz<span class="_ _2"></span>-System <span class="_ _20"> </span>S.A. <span class="_ _20"> </span>i <span class="_ _20"> </span>opublikowany <span class="_ _1b"> </span>Krajowy <span class="_ _1e"> </span>D<span class="ff6">zies<span class="_ _2"></span>ięcioletni <span class="_ _20"> </span></span>Plan <span class="_ _20"> </span>Rozwoju <span class="_ _20"> </span>s<span class="_ _2"></span>ystemu </div><div class="t m0 x3 he y2c0 ff6 fs4 fc1 sc0 ls0 ws0">przesyłowego na lat<span class="_ _2"></span>a 2026<span class="ff1">-2035 </span>(dalej „KDPR”<span class="_ _2"></span>) podzielony z<span class="_ _2"></span>ostał na dwie perspektywy cz<span class="_ _2"></span>asowe:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xf h12 y2c1 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff1">perspektywa <span class="_ _27"> </span>2027 <span class="_ _31"> </span>- <span class="_ _27"> </span><span class="ff6">obejmująca <span class="_ _27"> </span>ko<span class="_ _2"></span>ntynuację <span class="_ _27"> </span>rozpoczętych <span class="_ _27"> </span>pro<span class="_ _2"></span>gramów <span class="_ _27"> </span>inwestycyjn<span class="_ _2"></span>ych </span></span></span></div><div class="t m0 x10 he y2c2 ff1 fs4 fc1 sc0 ls0 ws0">zdefiniowanych w pop<span class="_ _2"></span>rzednich Planach<span class="_ _2"></span> Rozwoju, </div><div class="t m0 xf h12 y2c3 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff1">perspektywa <span class="_ _2"></span>2033 <span class="_ _1c"></span>- <span class="_ _2"></span><span class="ff6">uwzględn<span class="_ _2"></span>ia <span class="_ _2"></span>za<span class="_ _2"></span>dania <span class="_ _2"></span>inwestycy<span class="_ _2"></span>jne, <span class="_ _2"></span>których <span class="_ _2"></span>realizacja <span class="_ _1c"></span>będzie <span class="_ _1c"></span>zależna <span class="_ _1c"></span>od <span class="_ _1c"></span>stopnia </span></span></span></div><div class="t m0 x10 he y2c4 ff6 fs4 fc1 sc0 ls0 ws0">rozwoju rynków gazu<span class="_ _2"></span> w Polsce i w regionie.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y2c5 ff6 fs4 fc1 sc0 ls0 ws0">W wyniku realizacji zadań ujętych w KDPR <span class="_ _0"></span>2026<span class="_ _2"></span><span class="ff1">-2035, </span>łączna długość sieci przesyłowej powinna wzrosnąć do </div><div class="t m0 x3 he y2c6 ff1 fs4 fc1 sc0 ls1f ws0">ok<span class="ls0">. 13,8 tys. km. <span class="ls29">W <span class="_ _2"></span></span>tym <span class="ff6">okresie zakłada się znaczący przyrost gazociągów o<span class="_ _2"></span> średnicy DN1000, które<span class="_ _2"></span></span> <span class="ff6">stanowić </span></span></div><div class="t m0 x3 he y2c7 ff6 fs4 fc1 sc0 ls0 ws0">będą  elementy  Programu<span class="_ _2"></span>  FSRU  i  Korytarza<span class="_ _2"></span>  Centrum<span class="ff1">-</span>Wsc<span class="_ _2"></span>hód.<span class="ff1"> <span class="_ _21"> </span></span>Poza  nowymi  gazociągami  o  charakterze </div><div class="t m0 x3 he y2c8 ff1 fs4 fc1 sc0 ls0 ws0">kluczowym <span class="_ _29"> </span>i <span class="ff6">strategiczny<span class="_ _2"></span>m, <span class="_ _26"> </span>plan<span class="_ _2"></span>uje <span class="_ _29"> </span>się, <span class="_ _29"> </span>w <span class="_ _26"> </span>ra<span class="_ _2"></span>mach <span class="_ _26"> </span>realizacji  innych <span class="_ _26"> </span>zadań<span class="_ _2"></span>, <span class="_ _26"> </span>budo<span class="_ _2"></span>wę <span class="_ _26"> </span>pozostał<span class="_ _2"></span>ych, <span class="_ _26"> </span>n<span class="_ _2"></span>owych </span></div><div class="t m0 x3 he y2c9 ff6 fs4 fc1 sc0 ls0 ws0">gazociągów oraz modernizacj<span class="_ _2"></span>ę już eksploato<span class="_ _2"></span>wanych.<span class="ff1"> </span></div><div class="t m0 x3 he y140 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h12 y2ca ff3 fs4 fc1 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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0I1dLVmbF3aZWCv6mXiwyMvbjsmr5CtizusZ6Bf37zbbxaFQpH1KPnTLV/XV0AgEBBR165d79y5k5iY6OTkZGNjU7XVzMysKmLJ5fJLly717t27+tvbtWsXHBzs5+fH4XB4PF71SfDU1dW7du2qCskymSwhIWH48OEv/UGEQuHgwYO5XG7//v2NjY3btWunr6/v5eWlpqaGn5S3x6lTp44fPz558uRx48YtWLBgy5YtH330UXx8/Llz5zQ0NBYtWmRkZPSm/3kFAODNgvnWAN5Shw8fnjdvXlZWVrPMK/3rhK8Tb0fbdWnfoYc7l8ctzikI3XduwcFVZQXFRWl5jJK59NdJSanIycd9zJdTXfp0aTOnUSwQzXMa89vjo7r6dTyzd/HixZ9++unq1atExDDMjRs3eDyel5cXh8NhGCY5t1hYXsFlsyyNdNkK2a1bt7p06fJs+9iDBw8KCgr8/f3r+5asUCgCAwO7detmYWHxcp8iISFh0qRJ2tra/fr1y8nJuX//fk5OTnFxcWpqqqmpaU5OjuoBOQMDA3Nzc7FYnJ+fb2ZmpqWlhZ+jNmbYsGG9e/detmxZ9ZWhoaHBwcGXLl1ycHBo167dDz/8gBMFAIC0BgAtKCMjg8vlamho1HqS6uUISssWuYxfcHKNWy/PqpWrx3+ZHZkiKRWpaaj1/nCQiZ2Fm183mw4ObexMFucUfOUxaXtWIPe/sfWfpVQqq4JWRkZGTEyMupbOneRclppmaVlpWVlZRkZWgbhy3Zczerm1r3MPOTk5ERERqixXvU1SqVRGRkZmZ2e3b9/e1NS08aO8VGEYZv/+/V988YWvr++pU6cEAkGdt4RAINDU1JTJZFpaWsePH584caJMJtPW1jY3N+/bt6+VlRWbze7bt6+5ubmlpSWfz2exWG2j7fStIhQK9fX1o6Kiqp6crE4ikURGRnbq1OnZ0U0BAABpDQCaDcMwnp6ekydPXrx4cTN8wysT/Pn5qrhrD2ad+Z9n16dpLT0m6d6p6+293d3e8WrDJ80UGasAACAASURBVFNQXLbQ5b35h1d17te93jICQdWg/Cq956zJzMnhOrsrjK1LZSTMTKfU+E7Wpo+2LqlvJxUVFdHR0RkZGTY2Nlwul2EYgUAgkUjMzMxcXFxUj7olJSWZmpo2/su0WCwODw/39/ffs2fPlClTJBJJcXGxtbV1Y95bVFSUkpISHR2dlJRUVlZ2/vz5+Ph4InJ1dQ0MDNTV1TU0NBSLxenp6a6urvn5+Xp6eqpJ4eD1kZubq/qvvb29vr7+rVu3Vq5ceebMmToLJycnt2vX7ty5c15eXiwWq86hSgEAAGkNAJpEqVT6+/uLxeKwsDBu0+ahLi0oPvj91jvHrhDR7D3LTd3s+Hz+SzTvvOnWjFts4+o46adZDRf78MMP5XL51atXR326YEdEIbV3p16Dnm6+e5li76/7ZOSiMX0b3k9ZWVlpaam6urqRkRGvZoNeZWUll8tt/GNF5eXlCoWC/ptWOz8/Xy6XW1paNteZkUgkCoWCz+fn5eVFRkYOGvTk85qZmfXo0cPBwUFHR8fb23vgwIF4Oq5FJSQknD9/XqFQ5Obm5uXl6erqBgQEHDlypHPnziwWSyQS2djY8Hi83NxcDodjYmJS334iIiIcHBxKS0vt7OwuXrzo7++PcwsA0NIwygjA22XevHkJCQmhoaFNiWpF2fn7v9vy8EyYg5fLnP0rPf17MQyTmZlZUlLyFqY1l16dU6ITn1ts7dq1W7dudXZ2PvgwgciAXLvV2NypB8Xezy0ufe5+9PT06jvJz808DMMUFhamp6d7eXkRkaamZvWtCoWCV39/zpdQ9WCbmZnZwIEDZTIZm83Oysr6999/VTPLZWRkjB8/vry83NnZOS4uLj8/n2EYMzOz/Px8zEbwQmQyWUxMjLOzs6qVNSIiQkdHp7y8XE1NzdnZmYj69OmjqalpYWFhZ2dXUVGxb9++gQMHqt6rOtVyuVwikTT8LKKHhwcRsVisFStWoKUUAABpDQCa2Zw5c06cOHHt2jU7O7um7OfMhv1F6blfnfjVpY+HQqGIjo6Wy+VaWlrVRyx8e2gZ8KMCbz63mKWl5cqVK4mI/jm38lAwiQWkZ/h0s7CUiDSaqYlJoVAkJyfb29tXpa/CwkIWi2VgYFBZWenp6VlRUVH92zbDMDk5OaWlpY6Oji34/xsul4hsbGzmzJlTtXLPnj2VlZXp6elEZGBgIBQKxWKxtrY2ESUmJiYkJAwbNszR0XH8+PEaGhrvvvuupqZmcnJyVlaWhYVFr169DA0NGYZ5G0YpFIvFeXl5e/bsIaK5c+fKZLK7d+9GR0d/8803VWVOnDjx7rvvqs6kra2tamVxcfFzH09lGCY+Pp7NZjfmN8OVK1dcXV19fX1VLw8dOhQbGzto0KCmTwQCAABIawBvqeLi4n79+hUWFoaGhjbxG/mdU1evBZxdcGiVSx8PImKz2Wpqatra2vb29m/JyVTI5flpOdlJ6ZkRSRr62o/vPnqht4/t6bryUDBF3iQzG1INyKmQ08MwIurv3jxhicPhGBsbR0dH83i8kJCQs2fPhoSE3Lt3z8jIyMrKioiqRzVVG5eFhYWrq+srGRpETU3NycmJiHg8nqHh0wTr5ORkaWl57ty5mzdvikSigwcPrl69mmEYQ0NDLpcrk8m2bds2ePDg5OTkhIQEV1dXc3NzfX19oVC4bt26qj0kJiaOHj1aFVe0tLReqyY7hUKhmlOexWKp2sTy8vIUCgWLxVIqlbGxsVOmTLGwsEhPTxeJRLa2tuHh4bdu3dLW1q6oqNDU1OTxeOXl5UeOHOnUqZOFhQWfz68a37UqqqmS23NrwmKxXFxcoqKiGnMDJCUlLV68+J9//jl27Fhqaurp06d1dHTGjh2bmpqKCbUBAJodnlsDeFvS2oIFC6ZMmVLV/amRCvPyj3y7/Yu/nozoffDH7Rf/OGpoZ/bL7b3Vv9jFxMTUOY5cm7R/+dZLW47XWrk+7rCeYWMH2Oy/ZNPl2HTSM6IhEykzhcICiaidET8xoNnGRt+wYcOhQ4fCw8NVL0+dOjVy5Mhni2VkZBQWFrq5uTVvH8gWcubMGTU1tarn36o8evTI0dGRw+Goq6vfunWrV69e9e1h+/btn332GRFFRkZ26NChNdNFQkKCVCotLi6+dOlSWFhYeXl5eHi46n/BP/zww/Lly1W10tXV5fF4ampqLBZL9QjZhx9+2KdPHx8fH3d395arnkwmi4uLa+QhLl++vGPHjm3btkkkEnNz82PHjs2ZMyclJQVpDQCg2aFtDaCNUyqVMpmsoqJC1Yeq8RQKxY3jwQGzfyWiuZ3GmbS39B07+Orusz0nDJi0anatv8HL5fLq49S3DTFhD6Iu3haVCW7su1C1km9pKMwudhvQvX1PNw6X8+jyXTkpyrKLgzYdmrh8ZiP3/MOU4VGrdhWWFdGhzU9WqWn4etRoWIuMjJw0aVL//v03bdrUmH2qpjDOzc09ffp0dHQ0EXl4eMyaNatv374TJkyo8y0ZGRkymexNiWpENGLEiDrXu7m5VS137tz50aNHRJSUlBQXF2doaJifn6/aVFJSUjX5eHp6upOTU15eXl5eHo/H27dvn+qRuQEDBri4uMjl8qCgIBsbG0dHRwMDg5KSEi0trTqf1JJKpSwWS6FQREREFBQUpKSkaGtrf/rpp1V/xZDL5Ww2m8PhDB48OCMjg/7rpsjlcseMGePg4MDj8Xx8fFTlO3XqVH3+w9b5c6pcLheLxVwuV6lUMgzTmOY1Pz8/Pz8/IlINdmptbe3t7V1WVmZlZbVjx46xY8fiFy8AQHNB2xpAG1dSUiKXyxsY5+1ZeWlZR3/cef90KBF5vdd34oqZ1wMCK8qlVwJOaxvr/XJrb63vc+Xl5SkpKW2mbY1hmFO/7k15GB918babf3dHTxci0rMxLssoVBXoOdHfzMqcxWarCldKKw6u2C4uFsz6c9kLXJeYh+57HmVVKnXUeCKOWkev7mu1YoYNGVJYWGhsbHzlypWlS5eKRKLU1FRfX98ePXqo3qWpqfn1119XnXY1NbWqL/cbNmwICAgYOHCgKi1YWlrWF55V01s7ODi0vYD9cu7cubNv3z4ul3vx4sXY2FhVX0RdXV2ZTCYSieRyeXFxsZ6enkKh0NTULC4ujo2NXbduXWBgIMMwqq6MdnZ2hYWFZmZmampqbm5uR44cqfrp09fXV/28qIbfZLPZr3wmuoqKCi6Xq7pzFApFRkaGQqEQiUTW1tZNGZefYZg9e/Z88sknly5d6tevH+4rAACkNQBoiEKhSEhIcHFxaXz5coE4YMH6B0Fhzj4etp2dru45O2fX8k59n0yYViGVKuVKTZ3ao8YlJSVJpVJbW9u2MW0uwzB7/+93DofjO2WoTXuHxny3Trgd/b8RC7ynDJ780xx1zcZ1Bju2IT3k/Dbb0SI1Q0NxwgJDqf6slaqjs1isK1euXLlyZc6cOQKBYM+ePbm5uWVlZRKJxMTEZOfOndW/dr/Q0Hzl5eVSqVRbW1upVKLTWp3kcnlmZmZZWZmHh4fqubKqkTNV4bakpCQyMvLy5cv9+vXT19d3cHAoKSmRSqXOzs5vxITgCoUiKytLIBDo6Oioq6sXFxdbWlrq6+sTUbPUf9WqVVu3bk1PT2exWHl5eUqlUltbW/WUHe4uAACkNQAgIhIKhXl5eWw2WzVmd2PyyeEf/7y49RijZOy7Oo/97pNOPl1f6IiVlZUFBQWGhoa1BoV/e1wIOHFoyRYzZ5vvgn7X0tF+/htSY+n7mg+SfX+cnDq3UP6sqKjIycmRy+VmZma1puqGt4GqPY3NZmdmZmpoaJiYmIhEIqlUamxs3OzHOnLkyPjx45VKZXp6uuqvCR988MHs2bPHjx+PCwEAgLQG8FbLyMiIjo52cHCwsLBo5JdyYZlg9bD5eQmZQxa+3/v9gdaOLzm4f2FhoUwma0w4bKvEAtHSntNc+niMXDTZpmMjRne8fZ4e36ZHYZSdSETUvhstO9i8Ia2kpEQoFJaVlfH5fF1d3ab0c4M3WlJSEpvNFggE6urqHTp0aPYesCX5hbePX2nXraO2mZ6FjVWtrSeOHV88adYfv23q/b6/vpEhLgcAANIawFtEJpOFhYX9+++/f//9t0Ag+Oabb1avXt2YNz4Mvnltb1BE0E0Da5Mlp9eZWjU1aMXGxrq6ur7N1+LBhRtHV+6USSqXX93eqBY2Ijq6gU79QUTEN6bN4U2vg1wuV02exuPxdHR0dHR0VP3c4O1UUlKSnZ2tVCodHR1VE9k1u7Li0tXD54tKBOXFItWaUd9MNbYx1zHUrRRJM+NSIi/cSo9KlCnlDhN7rvjjf7goAACNhzEhAd4MCoUiMTExJSVFJBKpuh0WFhZmZWWFhISkpaWpq6uPHj16//79w4cPb8zeKqQVZzbtD/x1f+8J/vMO/OQxoGezVLL6cHZvJ89B3p6DvH8cNPunoXN/urqzUS0Y5eInC31GNct9wuVytbW1bWxs8FMDRJSamuru7q5QKF7oEceGbf3i57vHrqiWOw7wyk3LKk7K3ZJ+JvH2IzaHU5JfdPa3/XmPMxglQ0QGViZdR/h88POsrPLC1atX5+bmmpub47oAACCtAbQpBQUFYWFhS5Ys0dHRUVNT09DQ6NWrl62t7VdffTV27FgzM7Nng4FUUp4ek5Rw85HfRyPUtTTFQlGlSCoWih6eCYsKuZOTkD5338ouA3s1Vw1LS0vR0U5lxs5vv+v2kaRMpGPQiM6ojv89q5YU2/RDx8fHt2/fvvoc0/A2E4vFGhoaXC6Xy222/92HHb/44HTo3H0r1Qw08x5nRATeLE7MtfPsoKau1umdJyMSeY8ZwDCMUqlks1jEYqnGL+lA5OXlJRQKFQoF/rIDANBI6AkJ8PpKTk42NjZ+6TEh5nYYIykVERGLw2axSClXVt+66k6AmZ1Vc1VVJBIlJCS4urpipEEiEovE8xzf/frCxg5dGjGrQVIcrRhBRGTuSr+cbuKhJRKJlpYWLgGoxMbGGhgYNG9b1q6v1suklZ/9/s3Tu04s1tDUbOSzcKGhocHBwarZwAEA4LnQtgbw2hGJRGw2u6Kigoju3LkzYMCAl9jJ8XUBcoV81JKpappqkSF35JUy606OkhKhrrG+U283t37dtHV0mlJJpVJZUlIikUiKi4tZLBafz3dyckJUU9HW0Xbwcvl1+Jd9Pxox6ItxJtYNfleWS/678AVNP7SmpmZaWpq1tTXaLiA1NZXL5eo07Se9lrtBoaG7g6ZuWFh9pdaLPA53/vz527dvR0dHczicxs8vAgDw1kLbGsCrV1FRkZqaevXq1aioqIkTJ3p6esrl8qYMsy6XyT+3Gjpj57e9Rvm1RIUzMjIKCwv19PSMjIz09PRwBZ+lkCuC/jgYEXI7OTzG1c/LsUsH5z5dOr1T17wIRQW0sPeT5T2JTT90fn5+cXFxS4z7B2+QoqKijIwMZ2fn5ppUQ1QqOPLTztA9Qe+vmTXo4zEvvZ/ExMSlS5d6eXmVl5cPHz68auZ3AACoE9rWAF6B69ev379/XyaTCYXCEydOxMTEKBQKa2vrKVOmEFETe7IplcrN01cYOVp4DfVpicqXlZWJxWIPDw+EgQZwuJwRCz4cPn9S5KXbEZdunf3tgEKuqDutxd18stChd7Mc2tTUtLKysqioyMTEBBfirWVoaFhRUREXF9e5c+emNLQWZOae33o0bP95ubTSys1x4eHVbv26NaViTk5OR44cIaL58+d/8MEHW7duHTRoEK4XAADSGsCrxzCMVCpdvXr1ypUre/ToweVyu3btOnPmzIEDBzo6Oja961rs9QeRIbfvnw0rzSlcdmEzj8droU/B4/HkcrmamhquacNYLJaHf08P/55X/zodcenW+GUz6iiU/t/gIo6dmuu4BgYGqampSGtv+b1naWkpEAgkEgmfz3/p/WydsTI7OnXo3Pcderm69fFqxr/RLFy4MCMjY+7cufHx8bheAABIawCtp7y8PDAw8PHjx05OTpcuXVIoFLq6usHBwd27d/+///u/kSNH+vr6Dhw4sHkPemrjP2fXHdCzMPSdOKTnWD9Te8sW+nR8Pr+wsLC0tNTU1BTXupE+XD9v36JNuUmZ5u2sa2+7duzJgqt3cx1OW1ubYZiysjL0U33L2dnZpaenW1lZvdzTa0kRcWn3Hq8I3WHdwb7Z62Zvb//7779XVlYyDKMaNBIAAJDWAFrK5cuX9+7dy2Kxtm/fXlRUtGjRIlNT048++sjT09PX11cmk3Xp0sXY2NjBwcHBwaHZjy4Ri8+s3Tdo1nvvfTu9pT8ph8NRV1dXKpW46I3X94Nh+xZtyopPrZ3WcjNJXPxk2fOdZjyiubl5cnIyOqy+5TQ1NbW1tdPT011cXBiGycvLs7CwaGQ0EpSUrho417Gba0tENRUrK6vQ0FArKys01AMAIK0BtIjS0tKwsLDFixfHxcXNmTNH1b/R2to6LS2tVkkPD48WqoOsUrbvu81aBjpjlnzUal8Bc3NzTU1NkQQaH3E7D+l1YvUum06OpnbVmj3T/usGaePZjIcTCoUikYjFYuECgbW19ePHj9PS0gQCgbq6up6ennbjhnA8t+UIR4276NDqFq3eZ599ZmFhcenSJVwpAIA6YUxIgBdWUVHB4XCkUqmOjk5WVlZ6enpISMjXX3/djPPPNl5qVMLKAbMMrE1m/P61cx+PVjtuXl6eUqmsc1ZuqBPDMN/7fdZZO2/82C6kqUU+Y8jWmZLiacVwIiJdc/ojtOlHUSgUCoUiNzeXx+NZWFjgtAMRSSQS1TCzCoUiJibGzc2tgea1iOBbuxb86jawx819F95b9dnQT8e3aN3i4uLc3NzS09MtLS1xpQAAkNYAmhTSDhw48OhMuOBW2rqYwzo6OgKB4JU/F/TrB9+oqanN/usHDrdV59cqLy9PT083MDDA02uNp7x6kn1mM42ZTyIBHfiJWCySVzzZ1hxpTS6Xx8bGuru741RDfTIyMthstqWlZZ2B7V5Q6NaPf+wx1k/PzFDPzHDw5++1whNlI0eOtLKy2rZtG64OAMCz0BMS4Pny8vImT54cFhZWXl7eW9vZ3aidtpYWi8V65VFNWl4ee+neZ3uWtXJUIyJNTc2mzAj3dmLfOk3DPiXvEURERRkUtOPptj4jm77/0tJSAwMDnGdogLW1dUREBIfDMTevY9L2wI0Hu0/w+2zT0tas0i+//FJZWYlLAwCAtAbwYiIjIwMDA2/cuHH69Glzc/ORI0d6enpalutc3fpvzL1Itx6er7yGJ1YHaOhq9RzyzquqQEVFBe6TF1BWSM7/Taqm8d+cxZp8ateF+k1o+u51dHTy8/Mxwh40gMViOTk51ZmOTm7cmx6RMGLBpFaukqurK64LAADSGsALyM/P53K5ffr0sba2Hjly5NatW62srFSbvvf7jIhcvTq/8kpWSCuCtx2fvXfFK6xDeXm5SCR6ucHB30bt3ClwG328kspFdDeY3Hzpy53EZlMzhSuGYTQ0NBDVoAECgSA1NdXZ2bnWnXN1X+D1f4KGL5zkOcS79WsVHR1tb2/fyOFPAADeKhgeAODJlxWJRBIYGKh6qampqa+vX1RUFBsb+8svv1RFNSIaOud9Imr6TNZNl5WURkRdB3u/qgqYmpqamJgUFBTg/mmsacupMIs+70Jze1NGDLX3Ig6Hmi9cFRYWoickNCwtLc3R0VFdXb36ylPr9+5dtMHK0W7QrPdeSa10dHTwFD0AANIaQA1KpTI8PFwmk2VmZkZFRRUUFFT9vZnP57PZ7DqnACpMyzFrb92qSVKplIjE2emZ4acvy+VyIpJVVm759MfVA+d1HeX7Ck8gh8ORyWRaWlq4lxp9yrj0zW76/RaZtyMiOrGB8tKaa99FRUVSqVRfXx+nGRr4pWdsbPxsY7hEICaivh8N19J5Ba1bDMOUlJQIBAJcIACAZ6EnJLx1ysrKNm7cGB4eHhQURESpqanW1tbW1o0NYFoG/EpZ6z0Qn/Iwfs2YL2XiJ4+H7SCydHNgs9miEsG8wz+7+3i92pMpEokw7vYL09Siqd/T6g+IiP7+jpbubZ7f5lxuZWUlHlqDBrDZbJFIlJeXZ2JiUn3ujQEz3g3eejz1QbzXUJ/Wr1VISIi/v//du3fxywQAoI5f3TgF8PbYuHGjmpqavr7+mTNnfH19w8PDGYaxs7N7oW6NXHU1QW5J61SYYZg9Sza2797pl+gD2zLP7sg9P+/QT+VlokqJdP7uH195VCMihUKRmZmJW+uFuXYnTV0iotibzbVLPT09XV3d4uJinF1ogJmZmUKhiI2NLSsrq1qZmZhKREqF8pVUKSAgwN3d3cvLC1cHAKCOb544BdC2lZeXBwUF3bt37/jx40Kh8ODBg2PHjm3KDouz8xVSWeu0YBTlFaQ/TFj76IChibFqjYdfT497+1+f02tnZxcdHY3b7IVVVlC5gIjI2rkZ98rn89GdDBqmq6urq6traGiYmZmppqamqalJRJ29u7kN7hG842SPMf3s3Nq3Zn1+/PHHffv2nT59GpcGAKBOmB0b2qwdO3bs3r37xo0benp6/fv39/PzmzVrVvXOPy/h2qFzu+eum7b5y3fGD2nxnCmSfNlloqa+zrq7+1/bk5ydnS0Wi9u3b4/77YWtm0ERl4mIpv1MA95v+v4KCgoEAoGFhQWeJIRGys/Prz67/cbJ38WHRa64ut3E1qLV6uDj4zNgwIAVK1a0tZ/vdeuysrJwj7Vh6urqq1evxnkApDWAF1O9yeubb77R0NCYNm2ara1tswzhGHEx/PepP3y0aZHP+MEt/UGUSuVfi35NCI+avfP7Vv5T9wtJSEiws7OrczgWeA6xgL4aSKIiIqK5O8nrHWranxJKS0uzs7PNzc0NDQ1xdqEx0tLS9PT0qkamUSqVm6Z+n5OcsSzoDx09fuvUYdmyZenp6bt3725r365YrNTU1Cb+fRBeZ25ubtW7EwMgrQE8n0QiSUlJ6dSpUwvt/3O74XZd2n/774ZW+CyX/v53/zd/TFo7Z8C00a/zOY+NjX12NHBorBOb6MSmJ8s/B5JNhybuTy6XR0VF6ejooLUTGkMqlSYmJrq5uT1dIy6f7TBqwsqZgz8f1zp1OHLkyIQJE86fPz9o0KA2ltYUCgXSWhtmYGBQUlKC8wCtAL9HoC0oLCzs0aOHUqk0MjJqoT9A5GVky8srP/p1YYt+EEapvPLP2ZO/7N7/zR99p498zaNacXExl8tFVHt5784hg/+6nMXdafr+uFxux44dJRKJWCzG2YXnUs2lrlAoqtbw1Hk6xnqtOarou+++279//xkzZmRnZ+OKAAAgrcGbR6FQCIXChstUVlbeuHGDw+GYm5s3cvCPvLQX+2YQfjBYy1jXsr1dC31MmUx27UDQiiGzD3+/PTnm8Yglk6esmvuaXxp1dXWFQqGaAg5eBotNQz95srz/J6r2pfnl/6yQl6ejo8Pj8RTNsTdo8/h8ftWPsFggWvveEkWlvN9HI1utAjweLzg4mMViXblyBZcDAOBZGBMSXlP5+fnDhw9fuXIli8XatWtXQECAhoZGrTJyuZzD4bBYLNUsPVxuo+5nhmH++PiHiHPhm1NPq2s0tl1IVikztWupuYCUCsXy/jMLkrNHLZni+8EQPdM347kjLS0thmFiYmLU1NTs7e2fvUDwfEM+pnMBVJxFChk9ukkejZ3tSqlU5uTkFBQUVK2xsbExNDTU19fPz89PTExksVgcDsfe3h5PFUIDrKysYmJi3NzcGIb5dfwSpUK5LGRLK98zLBaLzWZjnkAAAKQ1eDMIBIJPPvlk8eLFgwYN0tPTO3bs2KFDh1gs1pQpU4YNG6Yqk56evn379kmTJulq69jYv1h7V/BfJx8G3lwRuqPxUY2IOByOorkbkR6HRz26ci8nIe3+6VAi+ub8hvaend6gK6XqQ6Wurq5UKuPj4z08PHD3vox3xtHJTUREB34mj6DGvCMtLe3Ro0d2dnYWFhZ8Pl+hUKge2gwPD/fy8mIYRk9Pz8LCIi8v7/Hjx2ZmZiYmJjjNUN9vNhsbm6ysrM3vL8tPyFwfe1jPyKD1q/Hll1927NgRlwMAoI6vWxhlBF43eXl5c+fOPXnypEgkUlNTUyqVB1ZsO7xxd4asMJ8nHtDV5+7jiMpCkRnPwLujl5q2xk8hOxqzW5FAeP90qI6pXuTFW5US6Wd/LH2hWhVm5n3ddfL8I6s69+3e1A+YkX014Gz40eCynOJO/t3VtTVcvD10TPV6Du/3Zl0pqVQaGxvL4XA6d+6ckZFRWVlpZWWFFrYXViGlGf8N87An8bnFQ0NDtbW1PT09n91UWVl569YtExMTFxeXqjWlpaWqkcRtbGyMjY1xvuFZpaWl9y7d3P/F+hWhO6w72OOENMO3K4wy0tZhlBFoNWhbg9eOmZnZvn379PX1N3212tHSduzXH3cd5K2QysIOXpCXV9Kjsl5kT7rUZYR3/M2ovpOGPXeHj67cPfbrrvTbj6vWzN3744vWytDCWE1bIyLo5sultdBD50+t/8fAzFjP3PDeyWuGdmZD5030fn+Qto72m3ulNDQ0OnXqpFQqVUkgPz+/sLDQ2toa9/CLUdcgfWsqzSQiirpB7t4NlI2KijI1Ne3Qoe7RI9XU1Hx9fcPDw1NSUhwcHFRrTE1NS0pK+Hw+ohrUR5evW/AwlVispITEV5LWkpKShEJhly5dcC2ay8OHD0+ePElEffv29fPze1OqnZqaqprEbOvWrci6AEhr8Pri8XhDzbvHHgiNJRr79ceufboY25jnZ+fEnr/n2MP1nY9H+I4bRETTTQfKFc/pnZibkrnl4xXGTlbzD/3c2a/Hy3+ZiIirFEsHTH/3Rd8oLS/fNX9dxMVw/0/flZZLNbW0Zu9d3nVwn7Zxc3YtIQAAIABJREFUpao/36Krq5uTk4O7t0pyRFzi3ZhB08cSkUKhuBxwOjshvc97/u261ezxFXfvSVQjIkFhAzsUCoUFBQX9+/evr0BlZSWPx+vVq1dQUJCNjY3qSU65XK6urq56thPgWRHBtzZN+o6IBi+cYOPqWFBQ0PpdZ42MjJplVkx4elkjIlRzji9btuwNSmsFBQV//vmnKq3hIgIgrcHrS6FQJJdkb92748+Pf7p6KEgmrTzw1R9aBvxP/1za+92nX1X9Z407/ctejiZv+Mz363xCXVZZuXP2GutOjrP3rNAz1G9KlW4euWTj4WTZ3vaF3hW04+jJFX9zeJwvj6xp361TG75kMpksNjbW3Nwcd2+VCmH5ke+2P74RqW9hHLo3iM3hOHRx3v7FqlU3dnF5vCeFCnPo4CrV4uNiDceewxr4pRwXF9e9e3ciqqiouHbtmp2dXfVGNoZhwsLCfHx8eDxex44dY2Nj3d3diaioqAjdU6EB5wOOO3t37ja+n9+kEVlZWZqamq1fh8LCQldXV5lMhssBAIC0Bm8AqVT6oCRB287ItW/XPXPXE5H7sF4LAlbWKvbB8plSkeTED38FbThoYm9h5mQz7ZcFWtpaVQVunbqScjfu1+iDTYxqRKRnqG/UzuKF3iIRiY9+t92xd6cFe1dq8/lt+5LxeDxjY+OCggILCwvcwCquPp6Tf1+4Z9Y61ctll7aYO1nPtht1ZuOBdxdPVQUsWjaCxGVPsn2K/vt5+eZW9TaC5ebmqtJanW1lmZmZ+vr6PB6PiOzs7K5fv65az+FwtLW1cTmg3qT0OLvP+IH9PxxJRMbGxq8k2zs5Ocnl8tzcXPzFBwAAaQ3eANra2h4eHvfv3x+z9CPHri48DTXfqXU/n/bxr4vUNTViQh8Ii8syjiTePXLZd+pQHQO9ofPe1+brXNh81GNYbwMTo6ZXSc/M8OHavbFTH7p6N+rJivyU7J1z13DVeIsPrnmhwSffXKqud8nJyVZWVpgyW6Xve0Oce7rz1NSMzJ50LRu86P3Tv+xVMsoBH4/WYyuqopq8fffIc4WfGzY0HF8DjR4Mw8THx/ft27dqTWlpadVySUlJ1XslEolQKFRNlKcaCEGhUGhpaSFmv4VklZVHf/6rKDXXqeeTcW4EAoFCoXgl8d7BwWHTpk3Lli17JY17b5sTJ05cu3bt1q1bWVlZ/fv3Hz169OjRo6t3UZHL5Zs2bTp9+nRqaurw4cPnzZt3+PDhoqKiCRMm9O7dW1VGoVBs2bIlODj43r17Xl5efn5+s2fP5v3XcSAiIiIgIEBLS2vKlCmbNm0KDAzs3r17nz59Zs6cWfUXAYZhdu3adeLEiYiIiEGDBvn6+rZv375WVcVi8bp1686cOZORkeHj4/Pee+/p6emdP3++Z8+eEydOxKWEtwID8FoSi8VJSUkv9BaFQvHgws1dX63/yuvD6WYDD//45ycm/hd3nGiuKu1csPYT04GVlZUNF5PL5Zd2n5puNnC20+jwU5fftgtXXFwcERFRXl6Oe7g+dwKvf2Li/7nt8LQ9u5kp7Zgp7Qonuh3+duMnJv4NvzEsLKxq+dGjR/Hx8VUvHz58GBQU9ODBA5FIpFpz5swZ1YJqHP+ioiJV20VCQkJ2dnZ+fr7gPzk5OREREbgubxthcdmyvjNmO42+ceJS1UqZTJaYmPhK6nPo0CFdXd1Jkya1jdOrCjOvsAIBAQGqr3nLli2rtenDDz989tvgjBkzlEqlqkBQUFCthwt4PB6fzyeiP//8U1VGKpV6e9ceEsnLyys/P19V4OjRo6o3VuU3lSFDhqgKKJXKsWPHPvtXv6ooyDBMWVmZm5tbrTJmZmZE9Mknn7zaS6yvr49fI9A6MN4OvKa0tLSkUqn8RaY4Y7PZXQb2+uiXhWvu7P1wzdzwfy8TkVQkaa4qTf9tsaGNyd6lmxooo1QoN0z89vCy7VM3LtoUf7znyH5v24UzMDBo165dampqampq9eYdqNJtqM/Pt3Z18vO6v+V31ZoHQvOwk9eJ6HbgtYZaQup5qkehUGRmZg4YMKB9+/bXrl2rNS+LiYmJtbW1VCp9/PixQqFwcnKysPh/9s47oKmr7+MnexACISQhbAGZKoqKW7QO3Ftq3dVWfW3do1arQl11tNXW0dbHbdEqWtG6994bZAkJMyEhZO/ce98/rs3DA4qIjADn81e4nHvuyTkn957v/Y0j5PF4zs7Ozs7OZDK5uLgYuko2KYwaffLG/ativyLTKJvTksoGA6tUKiaTWS+tiouLmz59ulQqhQNUqyQmJv75558kEmnRokXnz5/PycnZtm0blUrduXPn4cOHAQBms3nEiBH4bWT16tWvX7++ePFiZGSkVqstW8+8efPu3LkjEAj27t0rEokOHz4cHh7++PFjgUCQlpZW9q7Vrl27R48e/fPPP3hWqnPnzmk0GgDAX3/9dfz4cQDAzJkzMzIybt68+e2335ZLVTVr1qyUlBQqlbpr167s7OyUlJQxY8YUFxfDcYRA2xoE4hAUFhYWFxdX+/SktbsWtxuvKimtwSY9vXx3Cq/3y6sP3/rfeyevfhfzxayQEQWZ4iY+dgiCFBcXlzX+QCp2kfrnhbhtDT9ycOmvX3r1e/DP9XedcurUKfvL77K2teLi4pcvX+KfHz9+bDabURS9cuVKVZphs9mysrLgcDQdlDLF3Bajp3r03Ri32GI2l/2XyWRKSUl5r/tA7bFixQo6nV6/JqlGb1uLjo4GAMTHx1vKgKdhjIqKwjBs9+7d+IkrV660n6VSqfB3OrhtDUVRPIfn9evX7ZWIxWL8xCVLlthtawAAu7V2/vz5+JH09HQMw4YMGQIAKGdNXbNmjf0llM1mwxPbHjhwwF4ARdGBAwdC2xqkSQHj1iCOC5/PP3HixKhRo6p3Op3FpDjRXLicGmxS60869v565M9x3/5RdJZE/u/PJ/tR2r6FPxe+EnWbPHBM/HQ6s4nGXZhMJjwgAcMwJpNpsVjgNK7EFMz28wFP/ntk3Jqv3fwFO2esu9j6uNFgwBCUzeNwvfidJ8aGRbUCAAiFQplMhnsBlYXL5T579iwiIsJqtSoUCgqFkp6eXsWN7ywWC5kMHwRNiOt7/2HxXH9+eaTiv0pKSry8vMr5rdUlNptt8uTJcJet2gNF0cePH+NqLT4+vtx/nz9/DgAoKHizoUi3bt3s/3JxcQkKCsILAABevXqFIAgAoGysrJ0XL17YPzs7OwcGBuKf7WZb/NxLly4BAPr161f23M8//3zZsmX4Z41Gg/vXlI1PIxAI7dq1O336NBxNSNMBPqQhDjw7yeRBgwZV+3Q2j1MilmIY9tbk/tVm9NIvLm09lvkgNaRjy/S7z3OfZ+U8S39y4mZkv05f743n+zfdXa10Ol1+fr7VaiUQCGQymUAgeHl5wWlcGZx/Z8vMaLD9AQCg/5ejgQXTlChZbmyr2YJYbGl3nm/qt4Dhxvpi6+KQji1v3bqFL254PJ59fyoSiRQVFXXv3j0SidSpUycCgSASiQYMGFCVJkilUjabDYei6VAqV7jy3Sou4tPS0oKCguo3PxCRSDQYDHCMag8CgUChUBAEGTJkCIvFqlgAf9GGf5bJZOXu8PbP9jQhY8eOrViJXZ7hz/GyV69YGPeKLPvKoOK5BoMB3qYgUK1BIA7Kx+SSbhXbYe/sTTarjUKtyVfFZDI5pGvkHzPWaKRKAICLh1v0iJ5L/tncPDqiiQ+WVCoVCARubm5w3lYVvt+bDyY9QBFAJAEA+n8VV3H99MdX6w4s/vXHJ4nBwcEPHjyIjo7m8/lly7i7u7u7u+OFL1y40K5du6pcv6SkxGg0NmvWDA5F0yF6cMxPI7+RS4p5wv8aaZVKpZubW72nciWRSOUUAqTG1VpMTMz58+cjIiLWrl1rP242m+2jbzepbd68ediwYXiKzuTk5Ozs7LJ6jM1mazSaqVOnfvLJm7hHvV7PZDLLSbJK3pZOmjRpx44dBw8enDFjhv3d06+//mov4OTkxOVyFQrFihUrNm/e/OZmaTIdPXoUDiWkSQH9DSCNFqaTEwCgWFxY4zV/tmamRqoctGTCH5JzP734a0z8DCjVdDqdVquFUu3DeHntzQcqHWCVLbDaDOqqKpADAAICAths9pUrV4xG41tH4fLly+Hh4eW03LtQq9UV/SohjRvfiEAAQFGqqOxBq9UqlUrL5aepe8LDw1NTU+EY1Sxr1qyhUqlUKhVPt7hgwQIAwLp167p27Yr7Q86ePZvBYPTt2xfXY9HR0Xhg2IMHD3x9fb/55pvhw4cPGzasXLXfffcdAKB3797ffPMNXo+/v39oaGhCQoLZbK5Kw2bMmEEkEu/du4e3ZOXKlYGBgTt37vzvCpVIXLx4MQBgy5YtEydOxK/SuXPnV69ewWGFNCmgbQ3i0Ny5c6ddu3Z4IqkPBTepPU6+4b3Iv2Zb5RMWENatzdU/kofOHQ/HCIfFYlGpVBRFYczJB9CqGzi3CyA2YFCDu6dB1yHvKhjWpTUAwGI2U2m00NBQd3f3O3fuMBgMV1dXFxcXAIBcLtdqtRaLpX379viR95KdnW0ymbhcLhyHJgeBIM0pjCxzwG7ZqF/at2+fn59vzy0BqRFQFEVRFPybVLZPnz5//vnn5MmTb9++ffv2bXsxLy8vu5k9KSlp7dq1mzdvLikp2bBhAwCgZ8+eqampMpnMbitbuHChSCTasWMHXgAnICBg/PjxVTTStmrVKikpKS4u7t69e/fu3cMPduzY0f4ZALBo0aL09PQ9e/YcOHDgzbKVTO7UqdPdu3fhyEKaDnBdBXFoNm7cOG/evI+pIbRPVG00rEXfaH2pprhQAsfIjtVq1ev1sB8+gLCOwKflm8//bpP9jtU1AQBA/XcN5O7u3qtXrxYtWshkskuXLl26dAnXab169aqiVAMAaDQaV1dXOAhNjcynqQQiiJ02suxBs9ns7u5esyG+1cDHx2fkyJH13oxGz9ixYx88eFB2H7PExMQ9e/bY37XR6fTvv/8+Ly9v+vTpzZs337Fjx+XLl3GxZ09CQyAQtm/fnpSUZB+vSZMm3blzp2zQ2nsZPnz45cuX8Reynp6e9+/f/+WXX8rd+nbv3v3DDz/Yj1y4cKFv375wECFNCkK9ez5AIJU/vBcuXDhnzpxqnHs36fJ/Zv6w6uFuTz+fGm9Y8sYDp348sPrhHg8fmEjjDSqVqri4mEwmf9DTukmDIODzkDefE06BZmHvKpj66NlPAxbtkl2sqSubTKa0tDQfHx882g3SRCgpKt489jsUQ9Ze320/iG8IERISUj0vhhoHRVGr1VrvQXQfu7oiEBAEaYi+Bnfv3j1//jwAIDIycvjw4fjBhw8f4qn/8fhk+FMCAHA4HKVSCfsBUgdAZwOIQxMeHv7W+JyqoJTKPcL8akOqAQBsVqt3q0Ao1cri6urq6ur69OlTq9VqsVjghsvvh0gETFdgUAEAAIZWUtDDtyZnGoqiubm5Hh4eUKo1Nc7vSGKynEZ8+3k56c5msx1EquHtyc3NDQsLg+NVLzRv3rx37954cs4uXbrExMTk5+cnJiYCAGJiYqBUg0DqYbEAuwDiyLx48aLaiSv0Kh3fX1gbrXr99NWZLYd6TBoEB6giNBotIyMjPz8fdsX7IRBAi65vPj+tzG72+uEHR9VbrVaJRCKRSIqKijQaDR64glNcXMxkMoVCIRyBpsaV30/wAoQhnVsBAPR6PYqiMpnMaDQ6VH4gJpOJ7ysNx6tecHd3v3r1at++fYlE4u3bt9euXXvgwAEEQXr16vX333/D/oFA6h5oW4M4NFKptH///tU7F0UQhmutmHf2zfu5/YiePcYNhANUkeDgYLlc7iBJCxoAnYaAB/8AAEDyVsDxBJ/EvbWUUlzMdHf+oIolEgmGYRwOx2g02my2jIwMMpns6urK5XJ5PF5mZqZWq3V2doYj0KSYfWj11gkr/Vs0bx/3SV5eHoIgHh4eLBbLvsWWg5CRkSEUCmEKnPoiOjr6/PnzCoXi+vXrYrHY3d29Q4cOISEhsGcgEKjWIJD/obS0FABQ7QWl6GmGX2TzGm+VRqkqeiUenTANDtBbMZvNJSUl4eHhsCuqRNtPgH9LIH4JAAB7l4LE1SD2czC6fGYdk8Ho0fzDfHoVCkWLFi0oFAq+q6ybm5vZbFYqlbm5uU5OTgwGA0q1JkiLHu18WgaqZKUAACcnJ09PT3w3LUfjk08+gbsh1ztcLnfEiBGwHyCQegd6QkIcFwKB8PPPP1cv1vzm0fO5L7I6DOtZ4616+Pd1GpvRsns7OEAVkclkCoUiNDS0gdrW5HJ5Xl6eTqer06t++ycYtRDQnAAAwGIAp7aB41tBibRskbzU7IDWoR/0poPFYtmzt+HQaDQPDw8URSUSCY/Hg9O1CfIg+Vp+SnbHsX00Go1AIHBMqQYA4HA40D4PgUAgUK1BHB0Oh9OqVatr16596IkYih5aur1lr+iANqE12ySDTn9lV3L7wTEwx3Q5rFZrenq6yWQSCoXlRILjUDZ2qyIIgkilUicnp5ycnPz8/MzMTIVCURfNYjDBkBlg6wPQZdSbIyc2gwUx4PAG8OgSAODeyavPz9xtO7hb1au0WCzvMp0FBga6ubnBCdwEKZWX/GfGD50n9dNbjCqVisViOXJrK/+1QiAQSNMBekJCHBe9Xj9lypQvv/zyQ0PXzGazWW2wmC013qSNoxYRScTP1syEo1OOwsJCPz8/h31Vj+vJtLQ0Op0uFArpdDqGYWQyuWx+bZlMJhAIuFwugUAoKCho1qyZWCxmMBgajcbJyYnFYtWuwqHRwLR1oFkLcDkRSDIBhoAzfwAAQMehO+Nf8IK8gtu1qHplFArFYnnn/Pfx8YEztqlxO+ninq83eob7T1o9m0Bw9M17UBSNjIw8cuQIzAwJgUAgUK1BHBcqleru7m4ymT70RDqD8X97V+yY/P3rh6lB7SNqsElsHscjwJvOZMDRKYezs7NKpXJktUYmk+l0OolEQlFUKpWWlJQwGIzAwEDcEoiiqMVi8fb2BgC4ubnhKfJcXV2zsrKIRKJEIsFds5hMJofDqa09lAgE0Hc86DsePL8O/toECjMAhoJ7yb/2Ih54ZfigmoxGI5kMb+8QIJFI5HJ52qXHF9Yndps8YMDXY/DZ6+DGVSKRSKFQBg4cmJmZCWcyBAJp4kBPSIjjQqFQYmJirFZrNc5tN6Abt5lH+p3nNdskzyDf3JdZcGgqwuFwqjdSdQaBQAgMDDQYDC4uLj4+PuHh4WQyOSUlxWw2AwCUSqVarS4XKuPj48Pj8RAEwQtotdq8vDy9Xl/rbY2MAWtPgS9/wv9iUtDpkcXgxe0qnm02m+VyOYxMgwAADAYDj8crzSkShPhMXj+P79Ngtm0YMGCASCSSSCRwECEQSBMHvrKCODQLFy6s9p6tDLeaj8pwFbgVponhuFSESCQ6flYAIpHIYDDy8/OFQiGNRgsMDFSpVCKRyMXFRS6X8/n8t+hzT093d3d7JN6zZ890Ol0dZVPsOgic2QEKMt78+fcvoFWXqki1nJwcT09PmKShKWOz2eRyOdvZWS0rvXb8xNO/bzXv1LJhfQXc0H39+vXx48fDAYVAIE16iQW7AOLIuLu763Q6m832oSem331e8Ph1YLuazCN/aefff6/b17JXNByXt9Ig5AGDwSgtLcXNZQQCgcPhCAQCAoEQEBAgEAjeegqVSiUQCAQCwWg0AgDwc+uIhBNg7Io3n7MfV2WNnpWV5evr+67vAmkKIAgiFouLcguWd/ty29ClL87eG77087mJaxrWt/jiiy8AAHfu3IEDCoFAoFqDQBwXCoUyZsyYVq1afWh+MFw53D95DUNrJpj+dtLFQ8u2dx7bd8rPC+C4vJXS0lKHSl2AYZhcLi/XQqVSKRAIyhpsORwOvkHweyN5pFIpnU7n8/mVfE2tVqtSqRAE0Wq1lbfN/tlgMLyzQgoF9JtYpnZ1JXWiKJqTk+Pl5eXk5ARnY9PEZrNJJJL09HQXNvvCmkSOB3fexR+/u7K9/1dxFCqlYX0XMpn87bff7t2718ETokAgEEhtQ4D3QYiDc+7cuf79+6MoWvWw+Ct7Tp7ZckhZVOIkcPHw82rRs700r8AnLKDf9NHVi61XyRTfRk8atHjCwJmfwhF5F3l5eW5ubo6TFlwmk0kkEqFQyGazCwsLKRSKTqcLCQn5GBugXC7XarU6nY5Op7u6utLpdGdnZ6PRaLPZSCSS2WyWyWRkMtlisZBIpJCQkIpaTqPRGAwGNpstEAj0er1YLCaRSK6urh4eHu+86q7V4PpeAACYsg70GP2uUgUFBSiK+vr6wqnYNEFRNDU11dPT08XFZf2IBRadadaB7929GrCV1Wg0crncmzdvtm3btuGtrggEBEFqKyMRxAHgcDhKpRL2A6QOgHFrEEfH19d306ZNlaisjLsvNo1cjNr+xz9t0MLx/Wd9qpErD377691/rviFB5355XD+8+xpO76tRhvObjvqEezbb/ooOByVP7ocxxkyLy9PrVZ7e3uXlJSUlJQIhUIEQT4+movH4+HZO6xWq0ajKSgooNPpZDLZarWSSCRctgUFBWk0GolEgmFY2XmLIEhhYSGHw2GxWHK5vKSkxJ6FsrKMIFr1G6kGAOD7V9I2jUYTGhoK52GTlWr5+fnu7u5cLrcgSyx+nLH41E8NWqoBABgMRp8+fU6dOtUQ1RoEAoHUFNC2BnF0NBqNxWJxd3d/V4H4Pv/H8eC2HdKd6coK7tAyNyOb5yGomPrs8Zlb2ycnTNm+OKx7GxduVXWF1WLZs/Dn+4cvzdy7su2ArnA43oXFYlGpVHQ6nc1mO0JjUlNThUKhh4cHHmZWxzLSarXm5+czmUwmk5mbm4vvB2CxWNhsNpfLxcvYbDYikYjrvbcmOHnDqd/B0Y0AAOAbAVYnV3JRsVjs4uLC4XDgbGxSIAiiUqkwDDMajfhOer9MXmE1Whb89UMj+Hbbtm3btm3bq1evGt7qCtrWGjvQtgapM6BtDeLosNnsyvM6WC0W77BmXUf3RRCERCJFtG/91mJtB3RtO7T77pkbAAAsgWvXuL5UOq3T6N58f8931fzs0r1fxy5ncV0WHd8Y2rU1HIuKyOVyEonEZrOzs7NZLJZCoXAEtVZaWgr+NVjVi7mPQqG4u7vL5XIKhUIgECgUCoZhHh4eZRtDJpNVKpXZbK5sr2qT4Y1UAwD0Glv5RZVKpZeXF5yTTY2cnBwGg8Hj8fBXWtcOn3l+5u7Sy782jm83ffr0BQsWPHz4sH379nCsIRAIVGsQiCPSuXPnPn36JCQkvKtA9MCYC78fe/jPTTcBd/HfP1ZS1cydy5EdNqPOcH57EoogJzceSL3+uO/Xo9v161pW+53cdDDt9lNJRp5JawzrFfX5zwu5HnDrqv8BQRClUmm1WktLSwkEgkwmc3FxEQqFz549q/e2oSiqVqvd3d3r1y2TzWYTCASFQsHlcnk8XkVXXgzD8vPzw8PDK4ulPLv7zQeOVyURazgEAgHuI9yksOfRwf1pAQD5maJDi7ex+Zxm4cGNZI1CJg8bNuzChQtQrUEgEKjWIBBH5PXr13fv3r1w4UIlZdz8BCatwaQ19Jv3/hQgJDKZ5coeuXQKAIDMpv+zZv+OiQmbXv3FcXfDF/ore04vzirACwfHRC48tB6OQkVycnJ0Oh2Px/P19dVoNDKZzNPTU6/X19FGZJWCb6dbmcGqrnB2dq6kQxAEoVKp75GUasWbD10GA8I7Xar0er3JZII+V00NFEULCwtbtvzvRmpnt/5lM1nG71pKJDWeyXDgwIG8vDw43BAIBKo1CMQRCQoKAgCYTKZKMg16BvsBAJZc/aV5RNgHVT58zgS+t8fu/9uwb86Pcw6uNmj1WyesUEpKJm9f2G1UbHGRROAphEPwViwWS3h4OI1GAwAwmUy7A55er7fZbPVr4UEQpLIwMIehSulJ89LffOD7VvJ9xWIxhmFubm7VS3kKaYhgGJabm9uqVStc8CM25OSPB+4fvtx96qCo3p0b0zelUCiBgYFwxCEQSJMFvouFODpdunTZtGlTJQX8WgYRKaR/1h6sTuUj+0zaPD/jzov1wxf8Mn650WCctTeh26hYAACUau+iuLiYw+HgUg38b2CYUCgUiUS1qsRSU1OlUmnlazu5XK7T6Ry8G0kkEoFAMJlM7yxhtQLjv5u2cd6e3E+n07169YrP50dERNjd4SCNHpvNlp6eXjbH6ZV9J6/sTv58x+JJ6+ZA0Q6BQCBQrUEgdUdsbGybNm0qKUAmkzuP6ZNy8cEfM9dVo/7uY/t/f/MPhUSW+zxr1t6E8O5RsM8rR6FQvCvjvLu7O4IgGo2mxkWaSCQSiUSpqak8Hq+kpKTsf/Gd0zEMUygUGIZRqVSbzZabm+v4PRkQEKBUKo1Go9FotFgs/5NNB0FAwijg2QwM/j/AcAan/6h4ulqtzsvLCw0NfWtcHKSxgmGYSCQSCAR0Ot1+8OHf17p8Ftt1ZJ9G+ZURBFEoFI17WK9duxYfH3/r1q06vq5KpRo9evTOnTurXcPu3bs9PDwqD1ioSHx8/I8//jfO/OrVqx4eHsOHD9dqtZWcNX78+JCQEJlMBu8DEKjWIBAHYu7cuZ07v8exZ/SKaS6e3PRbz1EErcYleN7CrqP6MpyZXC8+7PD33zWIxHeFSBGJRA8PjxoPMsnIyGAymUKhMCIigs/nMxgMi8WC/0skEuXk5Gi1WplMplAoXr16JZVKbTabUNgATKMkEglFUaPRqFKpZDJZ9r/k5eUZLxwCAj8w61cwegH47QmwIeDBeQCARCKRSqUYhhkMhqKioqCgIAqFgtdWVFQEJ2ej12kymezVq1dsNhvfFgKnIF2U/TCN4cRsrF+cRCI9fPiw0auBWE6KAAAgAElEQVS1hISE27dv1/F1bTZbUlLS8+fPq13Do0ePiouLP7SGhISEsmoNr+TEiRPFxcWVnHXjxo3MzMzs7Gx4N4A0KWDcGsTRcXJyysrK8vb2rsR6wHJxZnKdNZJS8BEGBm6gB+zt92KxWGw2G4qi70qP4erqKpfLy20M/TGoVComkykQ/NcV0M/PLzMz09nZmUAgkEgkoVBYVFSk0WiIRCK+PTSRSGwQ2REJBELFnPsWi8VoNGrz0hnCZvZygCMoyEjFhG9iBa1Wa1FRkcViMZlMRqPR2dmZSCR6enrC+dmIMZlMJBKJTCZHRESUPW61WDaOXBzSpVWf/xvZiL9+v3798D1amtSgm81msVjs7+9v9zyvOkVFRXK53MvLq9xupXK5XKvVBgQEVK9Jubm5Vqu1WbNm9rHYvHnzkCFD+vbtW7ZYQUGBXq8PCgqq4pAtXLgwMjKyY8eOZfeAwTDs9evXHh4e9nRNDx48yMvLi46OLvt1FApFYGCg/b3VB5GXl6dWq729veFOlRBHBtrWIA4/R4nENm3aVL70t9lspbnFPF/hx6TFM6kNsLffS2Fhoa+vb+XPRSKRaDKZVCqV1Wr9+Cvq9XoXF5eyR8hkclBQEJvNptPp3t7edDo9ICCAy+XikWBUKrVBJ7KnUqlsNlvRsi96dhe4exqI0kDiD+DlTe9R/+fj48Pn8/l8PpVKDQoKatmyJe7/mZaWVs47FNJo0Gg0EomkoKBAJBJZLJayJjW75tfJVYMXT2CynBpxP9hstrS0NAzDmsKgx8fHEwiEyZMnMxiM0NBQOp0+bNgwDMO2b99OIBD+/PNPvJhQKFy6dCn++dq1awQCYdmyZQCAJ0+ehIeHe3l5tW7dmsfjRUZGvnz5Ei82depUPp8fGBgYFhZ2/Phx8O++lNu2bRs6dGhkZCSBQDCbzfaWNGvWTCAQ4N7mO3fudHFx8ff3b968OZlM7tChQ2pqKgBg7dq1/fv3P3v2LAAARdFt27YFBQX5+PjgLV+/vkp5lQ8fPhwbG4vf6v/++28CgdC3b18vL6/g4GA2m71lyxa82KxZszp06GCz2QAAOTk50dHRfD4/LCyMSqV26dIlPT0dALB+/XoCgYD7lJrNZgKBYP8KiYmJBALhjz/+AADcunXL39/fz8+vVatWbm5u7dq1q9WgawgEqjVII4dAIKxcubISRwtZnsSsMQZGh3/MVbQyFezqysEwTK/Xv3f/awaDkZWVJZFI0tLSPv6iRqMRf9CWkzQuLi7u7u52fe7j4xMREVG916sOOOHDOncndh4GdswBKwcDixmsOAIYjIqq2MXFJSAgICIioqSkxGg0winaOH5l9gkvkUgkEgmJRKLT6WFhYU5Ob9FjZArFN7L5/aOXG3e3kMnk0NDQJhWfefz48YSEhClTpgAAkpOTz507N3nyZPw4AODUqVNSqXTv3r144aNHjwIA5s6dq9Vqe/fuLZVKV6xYsXbt2hUrVohEon79+lksFpFItHv37p49ey5fvtxkMjEYDADA7NmzAQBRUVEjRoyYNm0aAOC3336z1ykWi2fOnEkkEhMTE6dNm+bh4bFq1ao1a9bMmDHj6dOnhw8fLtfmFStWfP311xqNZuXKlWvWrImJiVmyZMmePXuq8fUvXrwYFxf3/fffUyiUuXPnlnsKWCyW2NjYhw8fLlq0aM2aNTNnzrx//36/fv1sNtuECRMAAMeOHQMA7N69GwAgk8lOnDgBADh58iSFQhk7dmxBQUHv3r2tVmtCQsLatWuXLFmSkpIycOBAXAdCII74YIBAHB8ajbZ58+Z3/ddsMp3YsK8oN7/a9T84e2O67wCzyQy7uhKsVmt6errNZqu8mF6vl8vlKIpmZGQYDAb7uSkpKS9fviwuLjabzRiG4U6VuBhDEMReshxFRUUSiaTJ9bVcgk0IxCYEYjM7VKV4RkbGe8cF4uCgKKpSqV69elVSUmKxWFAUff78OYIg7z1x+7RVCX1nNvr+OXr0aJ8+fRpKawEAVRk7OytXrgQA/PDDD/bP27ZtKyvd8T8nTZpEoVC0Wu2YMWPw4zNmzEBRlMVide/eHUXRH374Addgx/5lxowZAIB169ZJpVIikRgZGXn27Fn77QLfYP2rr77C78kMBiMiIgK/bnR0NJVKNZlMKIri7pS4lzuOxWIp2/J//vkHRVFcTi9ZsgS/dFJSEp1O9/X1fWv/CIVC+5+JiYn2RSkuR0eNGoX/a9y4cQCAkpISDMNGjRoFALBarb///ru9u3ASEhIAAGvWrMEwrFu3bkQiEUGQnj174tXGxcXh+UtGjx6NYRhuhFy2bJm9l/CrnDhxoupD5urqCu9akLoBxq1BGgY0Gm3u3LlMJvPLL7+s+F8qjTZ00cSPqT+yZ7TVZHl+/l77Id1hb78Vk8mkVCoRBKkkaA2HyWQymcySkhK9Xo8buxAEycnJ8fb2ZjKZRqMxPT2dRqOhKGqxWOh0uslkIhAIDAYDRVE+n182fgBFUYVC4eHRxEIKERv4ZeabzzM3v7c4iqJmszkrKwsP24M0RLKysoxGI5PJ9PHxYbFYeXl5TCbTxcXlvd7dp7cefnLq1vy/1jX6Lurdu/fo0aNFIlGzZs2awpTA9z23mxNx2TZw4MB9+/bt2bPn6NGj48aNS0xM/O233/z9/XU63eDBgwkEAp6S95dffvnll1/K1qbT6QQCwa5du6ZOndq/f//Y2Njjx48zmf+TmYZCoUyePHnHjh3Xr18/d+7cgwcP5s+fT6PRDAZDSUnJwIEDy4bAVXRkUCqVuAzDFaOdgoKCanx9e3wmHrRczraGJ1UqG8A2cODAlStXqlQqXJLdvHlz586dV69eHTt2bGJi4pEjR9q2bQsAGDlyJABALBbj0q7cRZ8+fTp06FB4O4I4nHMB7AJIg+Cvv/7q379/7W2iRaXRgru2KsoQAwDV2jslgVQq9ff3r6K3IYfDyc/Pz8jIYLFYKpXKzc0Nj0mgUCjh4eEVo9HwJ6hYLC67QjUajWw2u1yUfOPn4p9A/AIAAAQBIKLje4sTicSWLVs+ffoUztIGSmlpqcViadWqlf2Ir6+vRCKp+BupyJlfD/ebHRfWrU2j7yVXV9eIiIh9+/bFx8c3ifXZ2+JvBw0aBABYvXo1giB9+vRRKpVnzpzBO+SLL76wn/Xq1atyGYyoVCoAYPLkyZ6enrGxsefPn+fz+RUfqTExMTt27Dh69Oi2bdsAAHFxceDfTTUr3+jSfgkAQF5eXlWmbhWpxP21bLp/POoMb8O4ceNmz549a9YsAMD06dOfPn2alpaG9xIuxvDdL1QqVbnKq5HNBQKpA2DcGqRhoNfr8VVp7V3Cv1XwozM3odt6RWw2W2ZmpkajadWqVdUTZ5FIJE9PT3d3dxKJ5O3tXTalPplMfuuz3NfXl0QilV1AqNVqRoV4rUaOKBX89ebNdF7X6TkvMtLvvdCo1AAAhURWIpXlpeXYrOVnKZ4YwPH3BG+C4Ll2rFZrJfcWiUTi5+dX7iCXy33vktdiNpuU+i7jYptIZ44aNerSpUtNeToxGIz27dvjG44NHz68e/fuAACTyeTn5+fq6goAwD0RTp8+zf4XtVrt7OyM6xOJRNK3b188Awfusl6u/tGjR9PpdFyq+fv748YrKpUaGBj4+PHjnJwce8mKe1o6OTnht+vk5GT80mQy2Wq1vjfUuRoEBwcDAK5cuWI/cu3aNftxDocjFAqtViuLxerWrdvNmzcBAEajsXPnzrgew6VsxV6Cag0C1RoEUn0wDBsxYsRnn31We5e4uONYUao4LzW7qXUsnpG53HEURXH/OrPZnJGR4eLiIhAIPjR9tkAgEAgE3t7eXC63KnkaiURiQECASCTSaDQIgiAIUlJS0rQSKyuKwarRALECAI5muCV8+dua3l9vHLJgXvCoGX4DF0eO+6bVuISY6en3y2fcyc7O9vHxeWsWCkidgUdgWq1WvV6v0+mUSmVWVhb++l+lUqWnp+fk5BQWFuLbuJf9DeJxR+Vqo1Kp702q8ezSPQAA30vYRHp42rRpd+/ebeJmZDyLxoQJE9hsNp53BADw+eef4x+mTp0aHBy8aNGiSZMmxcfHT5061d/ff8CAAQCAJ0+eBAYGjhgxYv/+/QAAGo1mz4xf9iaM5xoBAMyfPx+fgQQCYfPmzQQCoUWLFkuWLPn22289PDz8/f3xUDE7BALBHjX35ZdfLl++PDw8XCgUvitDmFQqdXZ2dnZ2njdv3od2wpgxYzp27Lhly5bhw4cvX748KCho27Ztbdu2xTuHQCBMmjQJ7xYCgcDlcnEj4ZAhQ/BvtGjRIk9PzwkTJnz11Vfx8fEjRozw9fW19yEE4mhAT0hIw2DQoEGBgYG1unBv1bfj83N3ZblFAZEhTadj5XI5giBZWVl8Pp9Go5WUlJjNZhqNptPpvLy81Go1gUDw9fWt+FCvJVgslr+/v0gkIhAICIIQCIQGnY7/gzm4BtgsAABl+0+pLUNWDOzCcnFm8zhqeemjUzda9e3gyueSSCQag17uPBKJVJXFPaQ23neo1WqbzVZSUmK1WjkcDoZhJpOJx+OhKOrl5YWHBvF4PB6PZ7FYLBaLUqnES+JeWxiGVe/39eLyg4Pzt3D9BLXqdOBQeHp6Tp06dcGCBWWNKo1kNUYm0+l0/I0Y/tn+c8bNYvaXZRMmTFi8ePGnn34KABAIBFu2bPnmm28mTpxoF/k3btyYPn36wYMHURQlEom9e/feunUrACAoKCg2NjY5ORnDsNjY2KNHj9LpdJ1OR6fTy/q3h4eHAwAoFIpdtuGP4BMnTixevBjPyE+lUidOnPj111+X+xazZ89u06bN6tWrd+/ejaIoh8PZuXNnWRdfO/iXwg3OCIIQiUT8CK4Y6XS6/c5ftjcoFApejEgkXrp0aebMmQcPHjxx4gTenq1bt9o7bebMmZs3b8Y1GwAgLi7u5MmTc+bMsT9obt68OXPmzN9++w3vpaFDh27YsAHe0CCOCaGJ7F4CaegYjcZnz561b9++Vtfu60cuFAR6Td4wr+l0bFZWlqurK5PJVCgULBaLRqPZn4v1vgSUyWQGg8Hf37+pDMavc8DD0wAA0DIGLNr1Qafq9XqxWFyXurqJo9VqS0tLdTodvu8fl8vFMAxfT2dmZlqt1rCwsMp/QTKZjM1mZ2Vl+fv7V2PUjDrDwtafdRjVa0zCDCqN2nR6XiqVCoXCZ8+eRUZGOvTqikDARUh9NQBP40ShUMr5ROCZKit5krZt2zYtLU0mk1W099r1VdnTV65c+f333589e7Zfv35lr4IgiD2SrVa/JoIg1d67BTeGU6nUaowUh8NRKpXwZgipA6AnJKRhwGAwOnXqVNtmlphJA2/uPVOcU9h0OpZAIBQUFFCpVF9fXzc3NycnJxKJRCQS612qqdXqwsLCJqQ9zu5/I9XoLDB904ee7eTk5OnpCffIrkvNQCaTIyIifHx8eDwekUi0r4mdnZ2rsvjj8/l0Or1ly5bVmORWq/X4xr1mnWncmq+alFQDAHh4eIwdOxbf4BhS2fKOSLQb68pCIpEqeZJevXr1yZMn06dPf6tUw3Va2dN5PN6qVasAAOUS0uLW/rr5mh+zzSa+mWHTsU5DoFqDQGqdw4cP16o1uMPgHl4RzXbN2mBqMhsN46t8R9tUWqlU5ufnBwYGcrncJjEMRj04vR0AABiu4KcbgF0dj18Oh6NWqxEEgTeK2sZms+l0undtR157k1arVN85filpza4Z3gMeHb82efvCDw0lbRxMmTJl+/bteKp6SM2i0WiWLFmyePHiKpYfM2ZMr169du3a1YScICCQOgd6QkIa1HwlELKzswMCAqq+qCpKF/tEBFYlnif99vOTvyVmnH+C/znh57k9xg1s9F2qVqv1er2np6fjNKmwsNBkMgUEBDShKKzfl4DbSQAAMGIhGDajenXodLqsrCyhUNjktqerQ1AULSkpYTKZubm5TCbzrRt/oSgqFottNltgYGANqqnS4pJ1Q+bqZGq2gNN5TN8hc8Y12TBFDMP8/PxoNFpmZqbDdkK9e0JCahvoCQmpM2CWEUiDAffyqlxXGPWG379Yk373WcQn7SJ6tru651RRiojKpJGplOErp/YcO7CSR3vK1YeWEsOsA9+3+KT9hZ3HDszbbNTp+0+Pa9y9ymKxCgsLHUetqdVqtVodHBzchFaiMskbqQYAGDqt2tXQ6XQ8xQW8V9QIOp0OD06j0+l0Oh13biwtLSUQCEaj0cfH510ejEQikc/n49kg8aTqH8+T83d+/2K1b5vm627tITuYJbxehNDvv/9+//59m81GafK9AYFAGj3wrQ+kwXD69GkSibRly5ZKyiiKZOKXmSOXf6FXaBMXbw3p1HLt4339voprOzzmz3lbFrT+bN83mwuyxfiK1mq2qBXKF3cf3Uq6gGFYoTiv5SftW8d2IlPIA2Z+OiLhi+S1+w06Q+PuVRKJ5Orqim9nV+/k5+dLJJLAwMBGnwfSbDLfOHLuzR/Sf7cw8okEhOrfk8lksru7u9lshoLtI8EwTCKRFBQUsFgsIpGo0WhYLJbVai0sLBQKhUFBQX5+fmw2u5IXCriEKC4urpGxkEuK93y9sd2w7guPbIBSDad///4LFy40mUywKyAQSKMH2tYgDYZJkyZlZWXl5+dXUsa7uf/mlKMAgD5Th1stFgqVCgAYumgiAKDHhIFbP4+/sef0jT2nAzqFR8Z2+jv+v2n3Xj9ITTn7IKxTa/uRgNahVqN5VsDQ/9u/sl2/ro24Y202m0ajcYStuhQKRWRkZFOwqt3488yx1bu6x/UDAACnf8OcrJaPrJbFYonFYhRFm2Y4U01RWFhosVjwrAlhYWEvXrxwcXFxcXGpugmaRqO1aNEiKysrNzf34+N57h66gBHBxI3zaHS4de//UFBQEBYWBvsBAoFAtQaBOAoxMTFSqbSKhSn/m5DKv0XzjQ8Ovrj84Nmluw+SrubcfeUfFRLUIYLJctJrdJd//5tAJHaNi7WXD+3YavzmuQfnbj67+VDb2C6NWEK4urqqVCqj0Vh2h596oel4PzJYTKvenLT6P9xAobOupB1+tDj9I6t9/vw5g8HApZrFYiGTyUQiEUVRg8HwrgxvkLIYjUa5XA4AKBuQ1rJly2pURaFQmjVrlp2djSBItcVz6vXHmz9bhiLokCUToFSr+G7Cx8cH9gMEAmn0wCwjkIaEzWbLyckJDg7+yHpQFNWWqp1cnMmUNy8sdGptqVTuG1I+f0leRk5Ct+kzdn/XflBMY+1VBEHy8vK0Wi2TyeTxeCwWq+4tM7jvmU6na968eVPQbBiGXd6bnLxuP4oibbmaKSH5AAAgCAYbz3xMtaWlpcXFxcHBwUajMTs7G8MwCoWCoiiNRmOz2TD7SOVoNJqioiJPT09nZ+eamoTPnz8PDAyshlTGMEwhkcX3mN7980HtB8c0a9EcDlBFTCZTRkaGY268BrOMNHpglhEIVGsQyDsfz3Q6vS6vuDB6XLfRsbg7pWMilxTfOXi+w2e9PbyrnywERVGRSGQymbhcbh0v641GY35+PoPB8PT0bIoufMk7wLEfAQCg9yQwcflHViaVSjUaDYZhNBrNx8cH3wbXbDa/fv2ax+Px+Xx4D3mXVCsuLg4MDKzZ5XVxcbFWq3V2dhYIBB+guuUlv45dnvf8dWDHiKUnN8PReRdms5lGc1CTI1RrUK1BIDUF9ISENCSysrJOnTo1f/78OrtigThPKZaF9I5yzA55fuX+rUPnnyTfBACc3HgAP+jmy+80qjeLw+YFe7Xp2bGKVRGJxICAAKVSWVRUhKIon8+vs1QfVqsVRdEm6tQkSgGndvz78Bd8fH0eHh5ubm5isdjb29sufWk0mouLS0lJCZ1OZ7PZTfkegmuniq8q5HK5l5dXja+tzWYzkUj8oB3Ydvzf6kfHrvObe80+uKpZOxiUVRm4VHNkzQaBQCAfD7StQRoSZ86c+eyzz9RqdR1cK/9VzsmfD+JCCAAQPaqnd1hAaNfWgW1CHUK4Pkr9+dNvzVpj64GdB80d1ywy2GQ05b8WyVLzpLlFhak5WY9SDSVaAICguffEn+aFdmhVxZrVanVpaSmKoiwWC0GQOkjuj2FYTk4OiqJeXl5MJrMJTehSOVgxCGgUAAAQ0BosOQhq026s0+kKCwvxYXVycjIajRiGNQWRrNFoZDKZyWTC34WTSCQWi+Xh4YFnbpTL5UqlksPh8Hi8Gr/069evORyOk5NTFT0CLuw6fmzlf6bt+65tr87whl8VTCZTfn5+8+YO5ykKbWuNHmhbg0C1BoG8XUj4+flNnz599uzZXl5etXqteVFjuB48WV6RSW2YsXv5q6uPX916WpyeP2jJ+OhBMYIA73rMMp//KmfdwLlhMW2+3L6EzmS8q5hep7ux93RJYfG1Xad6fDFk+JLJLLZzVXVEaanVapXJZHiy8jr4UjqdTiKRkEgkGo0mEAgafRJ/YDSAFcNBcTYAAPi2APN3ADdhVc5TKpVyudxgMDCZTC6XW3W7DYIg6enp+PLRYrE4Oztrtdrg4GAGg9GIu9lgMGRkZLi5ufH5fKVSyeVyaTSaTCbTaDQeHh5FRUUcDofJZNZSTtQXL17gPR8cHPzeSzw5e3vbpPgvdy7tOLQnvNtXnbNnz3I4nI4dOzpUq6Bag2oNAoFqDdJEMRgMPXr0GDx48PLly2vvKiiKTvceMPK7KWd3HCVTKT8+TsSP3z95LXHJVl2JmkAktB3e3TPAt/2IHq4CbmG6KKBN2EfGXKnkpXu++Ung7enkzPJrF+LGd+f6Cpyc/yc/AYZhr+483Tv/J+9g/9n7V1UxF8Kzi/cOLNqiKioJj4mKWzPDTcgrV+270Gq1BQUF/v7+NBqtbpYdKIqKxWIKhdL4bT5HfgT/7AAAgF6TwKQqTebCwsLnz59zuVw2m+3m5qZSqfR6vVgsFggEbdq0qYpZ0mg04rs846vJoqIiEomEh1RhGGaz2QwGA5lMZjKZjSbXC95F7u7u5SLH1Gq1TCbz9fWtVSc6vV5vMpkMBoPJZKJSqT4+Pu/6HWU/frW2/5yJvy6I+bQfvM9/EEuXLk1JSTl58iRUa2XB3w4wGIzw8PAOHTqsXLmyzhLDZmRk7N27d926dWUPrlixomfPnj17Np43EVCtQeoMGLcGaWBcv379yZMna9asqd0HLSCgNkRvMBhKtYLm/5UNHYb06DCkh0Gje/3k1e2/Llz847g9WozGYnwydSiFSgn5pE1gy5By+wfYQRDEZrESSUSryUKmUak0qtlgOrftyJMLdwqeZwvD/JgspwdJV/WbE1ErAgBg8VzGrZ8VPSgGACDLl+6evSHr9suIHm2/3hNf9fV06z4dIx5E3Tt+5dr+f+K7TgMAtOjVPvbr0eFd2lR+orOzs7e3t0gkQhAkPDy8DlKAEIlEPz+/1NTU2ggiciBsVnDlEAAA+IRVUardu3ePSqXGxsbaRwGXH1FRUaWlpTdv3mzVqpVQ+B7rXDkzml6vd3d3NxqNCIIolcrS0lIOh0MikcRiMQDA39/fEXbhqwr4a8dyvwiz2axWq2k0Gm4lLqfW8C3UarthePISAACTydTpdGq1msPhvKX9KLp1SkLnsX2hVKsGc+bM8fb2HjFixKpVqyIiImCH2NWaTCbDHzqnTp2aPHlyUlIS7BYIBKo1CKTWuX///syZM/v06VO7ao1I6DKx35kNf+IKrdx/mWxWqx7RrXpEAwDkkuLcF1nN20f8GLfk7JbDAACw8cC7Mrn98vmK56fvlj3i3TZI8VpiVOuZPPao+C9jZ4yySxST0fTw7I3kDft/n7I6ufVBnVSlk6oAABO3L4gZ9cFLOgqV2m1Mv25j+ikVisfnbh+a92vK5YcLktaHd48yGY30d/vCOTs7N2/ePCUlJScnp8Yz5r0VEolEJpNlMlljzjh/7SgwqAAAILJHVYrn5OSYzeZ3+Xq5ubn17NkzKSlpzJgxHzRAdmEGAPDx8WnZsiV+ulAofPHihYPsmV4VpFKpXq8nEom+vr52H1o8Ts++cq2vtrm5uTGZTKvVKhAI3jU6ac9SNJLSiRvmwDt8NRAIBIcOHRo9evTff/8tlUo/KP1mU4BEIg0bNmzevHn2I7m5ucnJyd26dYuMjCw7J1NSUiwWS1RU1LVr14qKikaOHGm3PGMY9s8//wAABg8eXK7+jIyMc+fOjR8//oOy6VQPm8126NAhX1/fmJgYOLKQpgP0hIQ0JLRa7fTp0+Pi4oYNG1bb15LkFByN//35uXuDFowb/s3kqpyiLlU+On2zVFx8YXuSX+vg9iN69Bg/UFequbj774u/JgEAKAyqd0QAx48PAHDluhVl5RZmiLVFyiHfTRo6e/xb67SYzVs/TygWFZLJJI4Xb9CssaFdamBzIVmhZM9XmzLvvPivKvPkTN44v3Wfjm99QOr1+pycHDabHRgYWDcDnZuby+Fwajs6sd5YMggUpQMAwA/nged7uhRF0fPnz/fs2bPyTBU5OTkqlSoq6sPyl6Io+lYJ8ezZM09PT8fP+G+z2VJTU6lUKgCASqXiKR+ZTKarq6tEInFycjKZTGQy2cPDo142h8CtxK6urpUXWxQ1zmK1bHl5FN7kq01GRsaIESO++eabiRMdYreVeveE5PP5uG0NAFBcXDxgwIDHjx9jGLZs2bInT560b99eJpOlpqbu3bs3KCgoPj7+yZMnHA5n7NixOTk5169f9/f3f/Dgwblz506ePHnlypW8vLzw8HCj0fjkyZP9+/fjDwIURSdOnKjValu2bHnx4sWZM2dOmjQJlPGETE9Pnzp16n/+858zZ8789NNPzs7ObDb72rVrAwcOvHr1Kt62EydOZGZmnjlz5vLly/iP1GazzZ8//5dffsEL9OvX78SJE3zg9CsAACAASURBVFQqddeuXdu2bevTp4/FYhGJRCEhIZMmTWrRokV99TD0hITUGdC2BmlI5Obm7t69u272WxMGeE/7belX/kNSrj2uolpzceP0mjAEANBnxshj63YfWfbbkWW/AQD82oV8tv4rIpnUdVRfKqN8kMzqIXPETzM1JSq2+1uWdFQabX7i2pp/kHsJFx3f+OjKbaIZ8JoJr+3958be07+OWz5l++Iuo/7Hbmk2m3GdJhQKayNp3luxe2DiT/fGNo/lxW+kWv9p75Vq+Cvt8PBwOp2OIIhYLOZyufjqv6SkpGx+VB6Pl52dbTQaPyhryFtXkyiKYhim0WgYDEbFfPeOA74JuLu7O54ln0qlYhhmNBpxqxqCIHw+vx4D8FAURRCkKiqxw2e9zm48ZLPZGn9ynVojJCRkyJAhOTk5sCtw9Hp9fHw8AMBisSQnJ2/duhUAkJSURCKRzp49i/8uioqKxo4de+3aNQAAg8HYu3cvgUAYPHjwyZMnCQSCfUKePXv2+fPn+K04PT39008/ffjwIYFA+PXXXzt16jRz5kwCgbBq1arx48cHBwd36tQJb8D9+/fnzp178uRJHo8XFhamVqvtcWvt2rW7fft2ly5dMAzbtm3bsWPHeDze1q1b58yZAwDYs2fP/v374+Pj3dzcUlNTg4KC6HT6jh079u/ff+nSJXd3dwCAWCyOiorCxSEEAtUaBOIoZGZm0un0utwaW6/WAQAMWt2HnujKc5v608IJP8xO3rDv2r7TK85sraTwl1u/WdN/9o4Zq79J2lSX/UkkEqN7d8M/95wy2K9Vc1lOYdL3/ymr1jAMy8zM5HK5dZDHv3wfuroymczs7OxmzZq91zTRwBC/fPMhuN17y+bk5Gg0GvxNttVqNRgMZrMZ7xAajWaXsnfv3h08eHBERMTr169btmz58XMDz/KSk5MTGRnpsB2p1+tdXFzKGmAJBAKTyWQymSwWi0Qi1aNUs1gsCoXC1dVVp9O9V/EOnTvh/pEryRv2jVw6Fd7qqw2NRvvjjz9WrlzZaHLkfGRvxMXFUSgUFxeXVatW4W8Njh496uPjk5CQYC+m0WgUCgUAICwsDO+3SZMmDR8+/McffwwICMDLTJw40X6rCQ0N7dq164sXLyIjIw8fPhwbG2uvjUwmnzx5Eldr165de/LkyZUrV9768mjWrFnz58/v0qVLVlZWaGgom82eOHFi586dZ8+eTSAQ9u3bd+TIkU2bNq1du/bnn39etGgRAGDbtm2PHz+2e2b6+/tPmTIFjjIEqjUIxLEIDg7GvQ5+/mxpeExU7IxRtX1FjoDbcWyfh0lXrWYLhUb90NOpVKrFZIka2rXyYgJfzzn7V63tPzt5y8Ghc8bXS9/6hgb6hgYqimTntx4Vp2b5R7zZvEgkEpFIpPraAy0kJEQul0ulUiqV2qj2YRP/64Da4v17apWWlo4YMQJfRdHpdBcXF53uzesDZ2dnXAaIxeLmzZsTCASBQJCdnV0jbcRfYBcVFanV6jrIxlE9FAqFv7//W/9V7xMGwzC1Wk0ikaoSzEOhUGImDLy25xRUax/DsGHDEhMTBw0alJSU1Lj3pajS8o5MDg8PL3cwLy9v2rRp+E6DOHYXa7sQGjVqVEBAwG+//ZaamnrmzBlQIX8Pk8mUy+X4A6JsjseePXva3+vZbDYajfaut6u+vr4UCkUqlW7atGn+/PkAABKJNHjw4AULFgwaNKhLly59+vRZsWKFUqmUyWQhISH4nbBssx3hNw6B1BlwJxBIA0Cr1b6RTxwOAECrUB2N/yMvrdY9XohEolqmQCw2m81WvRpyn2cadYb3FgtsG/bVnwkn1+wzaPX12M9cT37zLi2fnrqN/4miqFar5fP59Wja4vF4bm5u+KvfxsPDCwAAwHQBtPcbim0223sXJa9fvw4NDcVXPCUlJTXVTHz7bL1e75i9qFQqmUxmrebf/xjwbQMNBkMVy7cb1E1ZKFeWlMIbfrVp3br15cuXCwoKYmJijh6FQYBvoV+/fmq1OqYMt27dwnPwlM3vHxUVtXHjxoiIiIKCAgDAo0eP7DkOLBbLuXPnevToAQCIi4sjk8n2qnQ6nf120bt37zlz5nTr1u1dP4G5c+cuWbJEKpXi9y4AwBdffPHLL78sWbJkwYIFBAJh2rRp7dq1+/LLL/H/jhkzBjey4SAIcuzYMTigEKjWIBBHwcvL68GDB/Y/l539lUyjSLPza305KFOkXXrSblgMw+mD3+HlprxeHD0h7/nriWtnV6V8VJ/OdFcnpLqysKYIjm6plL+RRiUlJXw+H7ex1BcoiioUijqLl6sLVKVA+hoAAD75rCrFK/fpwjDswoULzZo1sxcr9/q5emAYJpPJCgsLvby8HC1u0GAwFBQU5OfnSyQSB88ayuFwwsPD8/OrdKd6eu4OjcVgMJu6Regj8fHxefDgQVRUVFxcnEQigR1SjqVLl65evXrz5s3Jycn79u3r1atXRS/3hQsXJiUlHTp06O7du3ieodLS0jFjxhw7duzQoUM9e/ZctWoVHs+2fPnyefPmbd26NTk5ee3atevXry/rht2rV6+ff/55+PDhRUVFFVvSoUOHV69effHFF/YjHh4eycnJ4eHh+EXHjx/v7Ow8aNAg/L/Lly/Py8vr3bt3UlLS4cOHhw4d+i67OgQC1RoEUg9otVq7Az0AIPXOE6vRkvjdtox7L2r1uooiGQBA0OyDQ7byXuWsHzLfajDPPbSW7VZVw9S2zBPOnHp2OVPI5AaT8enTpxkZGUQiUaVS1W97dDodgiCNKvWCXX1VLR8vnU5PS0t7138zMjKYTKY9UafRaKwRAYMgiFwuZzAY7u7udbajblksFsurV69MJlPZg/h+1rg7tFAoDAkJqRFpWqtQKBQCgWB3Xq38/U7nz/rSoVr7aGg02k8//QQAePbsWVPuh8WLF1c8SKVSnzx5QiQSnz59KhaLf/zxx88//xwA0KNHjw4dOuBlpk2blpKSkpmZuXv3bjzbat++fdevX48f3L9//8CBA/GSPB7v1q1barX66dOnXl5eN27cwKPjuFxu7969AQDt27ffsWPHxYsXAQA9e/Ysq69sNpvZbC63H8DAgQPtm6lSqdS7d+/a30NxOJyjR4+uXr06JSUlIyMjMTFx4cKFjp+0FgKpEWDcGqQB4OTkdPHixc8+e2OLiOgUNT1xxflNh48m7Jzz52pnt/9RODqNFrOhzm4uOqWG6cL6mATKvmEBAID0By8/aJn797o9V3Ynh3SKnHXg+4a1v3NpaSk3xPv0ij0Dp8cZERu+aMYwrO5D9s1mc2lpKQDAZDJxudxGpdbEqf9OryrlAvHy8jp79myzZs0qRoCgKJqfn4+vinBEIlGNbHlEJpPd3Nw0Go1Go3F2dq7jCYCiqEgkcnFxyczMxFdpRqORw+EUFhbSaDQmk+nh4dGApoSbm1tOTk5ISEjlTpvK4hLvYH94t6+RuwfuINDEE2wuXLjwHe+LCLNnl/f4wD0bcYKDg/FkkmXx9/dfuXLlW+XfsmXLyh10d3fv1asX/jkgIAB/2Vo2wg0AsG/fvmnTplW8t5RNGlQx+LBjx472bSfLVQiBQLUGgdQnGzZsmDlzpl2tkcik6N7dPP18fp+6JqH3/yE2ZOjiiWqJAgCQef9l+o1nAAAynWIzWbtNHjBp/dxqrzWpNNrAZRNOrznw5OztqP5d3lteo1T//sXqrHspLT5p9/W+hIYl1QAAVqs1ql/nrItPru45NXzFlLy8vDrY7bQcCoXCaDRqtVp3d3cSieTk5NRQNmiuKqR/77rSTADev8s5j8dr0aLF48ePu3TpAgBgsVh2g5JcLo+IiLBPb5vNJhKJBgwYUCPNZLFYGIbJ5XKxWOzj44OHjNYBeBpSoVCIJ3tEUbSoqIhEIlksFl9fXzc3t4Y34CSSs7Pze+PrSnOLQbcau6hKpRKLxXK53Gg0stlsV1fX4OBgx8/KIHqR+eL8vbS7zwrTxFH9unQc3yc4MpxUZdGFYdjRtf85v+UIAGBKt1Ht27eHT8+PJzw8vDb84d3c3OxejhAIBKo1SIPHarVWlA3ezf0nbJqzftA8AMCB+Zvtx0eunmbS6LUl6vTbz27uPTN+zSwypfrzfMSciY+Srm2bFL/q/m7PZj6VF14TO6tELJn719qWPds30H7GMCysU2Tyhv0t+rRv169r3QtOXCKGhYU12tnM/OCULVFRUefOnTOZTHQ6vaxcEQgEZYulpaUFBATUlB3MnnBSIpGU80gsuziucbObWq3GU1/ifxKJRG9v7wY94C4uLnl5ee8tVponq6n9u589e/by5cvo6Og+ffoAABAESUlJOXr0aFRUVIsWLRw2u71GpV7d+6s3S/lmglt/nrv15zkyjbLxRSKbU6Vfzc3D585vOQL49LvZz+aMWdbYdv6oP7VWMbfkxzN8+HDYtxAIVGuQxkNJSYndraIswdEtdkrPZ9x5nnn3jbNi14n93fju+HJEklfwXbvPj63ZNXjheCar+vaZJck//Txm6d7ZmxYf30R+d5xM6o3HJWLJrIPfN0SphmGYQqFQKpURERF+8/1Sbz65/ee56AHd674lERERYrHYYrHg8RKNENnrf6dv56qf1KZNm+vXr3/yySfvitSSyWT5+fn9+/eveXXJZBYUFAiFwnLHFQpFXl4ehUIpa9+rkVcGjSz3OolEolAoZrO5cvNa5IDOBenij7yWSqV69OgRmUweM2aMfaqQSKTIyEh/f/+srKwLFy707NmzHn9cRRm5RzbuYrmwbRaLXquTZxepxHIUQzEUQ22IoLlPz8mDYiYMpNCoKdceZd1LufHn2QURY/rPius2vr+uVPPiwv2W/Tt6NPM2KLUGlfban2fysnJ4ngJXd+7l348jVqR1/04iri7t53+GjxoBH50QCKRxQMCqFukOgdQj0dHRAwYMqOhJ/15u/HXu0u/HbVZrhyFvHNz7fR1HY3zY/toIgizrNkX+uii0e5v5h9eRyG9//711SgLdmfHFlsUNq2/xNP0YholEosDAQDwBoDSvcHnHKXHr/q/PpGF13ySRSOTp6emwmdk/lgdnwdZZAAAw+z+gXY+qnyeXyx89etS8efOAgAC7zRNFUbPZ/OLFC71eHxMTU1PGmbLk5uZSqdSyak2n0ykUCjz3j0gkCg0NrZHr2mw2uVxeWloaERHRyMZcpVLJZLKAgIBKIqmeXLq7Y1LC7/lnqm3Q1uv1N2/e7NChQyVuq6Wlpffv3+/bt29tTJUqjbLVenrzoXIHnfgugiBvVy7HM8i3nN8jgiC3jlw4uemAKl9OopJpTIZBrQX/LlsYbKc+00dk3k9BbLao/l1a9+vE8/GYN3/+li1bpFJpOeNzXa+uCAQEQRqcPzyk6nA4HDzpEQQC1RqkqXPmzJlx48ZlZmZWL427Xq39ZeIKi9XC9fcQPUxzcePMTlzlyn1n9Av+i3h18+nLKw9f3Xjcd9bo56fvpN94Nitx1foB85q1C52+6zueUFBR0c3wHTh61fQ+nw9zWEcjOwaDIScnRygU4kFBTk5ORqORz+eXXdw8/Of6b1NWT9g8t2tcLIlEqrMvZTabc3Nzg4ODG9k0NuoNCbEzLQZzC1/mFPZ1AAAYPhsMn/1BlaAomp2dnZ+fbzabnZ2dDQaDxWLx9vbm8/kV03DXFHK5vGxSVp1OV1BQ4O/vj2c7TE1NjYiI+PglKW7dNRgMQqHQ8TM9VoOCggIGg1FJIKjZZJrpO7hZx/DFRzZQ6dV5VXHx4sWOHTvi/quVUFhYWFhYGB0d3bA6UJYvKc4pbNG9rVFvUEkVbD6HSqNRadSKvxFvb28CgVBYWFjPqyuo1qBag0CgWoM0ER4+fLh3795t27Z9fFVqhWr75PhiUWG/r+I4vvw2vTvJpdL0i09QFO06vl/qtcePT918cvqWzWQFAPw/e+cdF8W1xfG7s703lrKUpQtItWEBFayx9xJbjFETU9QY21Nji4kl9hg1mhg1RhONii1WbIgNpCNl6W3ZXZbtfWfeH2tWQlMpAma+n/d5wTszd+/cafd3z7nnOPkLaEx67qN0lhtv1paFQVHdF3iPxhHwJr1x2JdTR37+fk0B8+TinYNzNgEAuALHbqMiB38ygWXXfsMh6HS6wsJCg8FApVIdHR3pdHq9nofbp67MvJUAACCxKONWzxkwc9RbaJvFYhEKhd7e3m01999KwDD86Hys0WAE+bn9s/c2Ta21CUajsaCgoFOnTtZ/CoVCPp9vjVeh0+mKiopcXFwaivJvMpkwGMwrQ/NptdqSkhISieTk5FSQnH1h+/Glf2x9x65+ampqaGjoK4RxqWjH5BU9x0SPXjrzTX+isrKyuLi4ZlyNjIwMW54rPp9f02J569atyMjId9LZWCwWOzg47N69u27YQ1StoaBqDaWDgq5bQ2nv2Nvbr1+/vkWqYnJZi059+9uKvZf3nNRWqWpuOrV6PwCg97TBHx9e7RzkSaXRqPR/DUCNBqNRrV9+e0dRmvD0up8ybj6de2ClHd8BABB/5ubPC7ZM3rIgfHT/u79eSr768OGZW8tjtju6Nzc6gslkMhgMBoOBRCK1YGhEuVzOZrPpdLqtznrHbUtOfgcAKM0rXNtrLkR8S9oJhmGtViuRSOzt7d+lgQ4EQb3HDQQAgIRbINt6Ozp1iJYTCAQYhs1ms1V0cblci8Vi3UQmk93d3QsKCkgkkpubm01gSyQSAoEgEolIJJLZbBYIBDgcrqGFWwaDIS8vj0wm83g8AoGQcu0RsLxrLzHrzI7FYml8DoLn4jjgwzF/bThMZTMGfvRmTsilpaW1PEg7d+5sLUlISKiVhU8gEOTl5b2TsXzs7e0HDx68cOHCsLCwyMhIgIKCgoKqNRSU1sbBwaFupqkmQ6ZS5u5dbv1brVRR6TQMBmM2m0vyCj06eTdyoMVoAgA8PhMbMqjn5ifHdk1btTx0OgCA6+kkL5VMWDd38OyxAIBRX84Y9eWMXe+vitlxfP6elc1pqlgslkqlZDKZQCBUVVVhMBg6nY7FYolEonV1WdMoLS1VqVQCgeA1w3lzHewBABQmPfFKXEFiFoIgI5fOIJFJrXS58Xh8QECARCJJT0/n8XgODg7v2uS05p+5WEe3eoR0ZdWtQ+dxZMLoJTPaSXthGKZQKNXV1VqtlkajQRCkUChs7nYkEsnf37+0tLSsrIzFYslkMmtCcy6Xy2QyHRwc5HK5SCRis9kymUypVBqNRgiCOBwOh8PB4/F4PN5sNrNYLKlUCsMwACAvMdMt0Pt1no6SkhKxWKzX64lEIofDodPpXl5eLfiuaFm15uHhkZeXV8vFt25QzYFzxuQ9yzz5v31Z8cmf/bLu9X9CIpF07dq1nttNo9FoNLU8MN3d3VNSUt7VT8aXX34pkUgGDBhQVFRUNzoOCgoKCqrWUFBakuLiYgKBUGtiuKWgMV6MOHE4XONSDQBAplNH/W9W+p2nN378a+m5basu7C4vLLm4+8TT32OpHMbg+eNr7vzFbxtNBmMzm4cgCJfLta0ls1gsVv3GYDCarNYkEolSqXyjcMwkKplux/xp5kY8lejdo3P580KaHfO9BZNaVR4AAAgEgkKhaKVL35Z0GwJ+XgEAAE+ugoDwfw2s1ertk1aYdIbQYb3bSWOVSmVhYaFAIKDRaFQqVS6XS6XSukEsnJ2dKysrq6uruVwukUhkMpm2uQAmkymTyaqqqrhcrqurq/XGVqvV1dXVMAwrFAoikUin0/39/a1CSxifHj6msaS3er3+0aNHRCIxKCioS5cuVrVjNpuzsrLi4uIcHBzaZ5B6JpOp0+mEQqHZbDaZTDAMYzAYFovl5lZbtM/7YaVWqU269CD26IX+M0a85myFWq2utzw1NbVLly61CiEIeocXQQwZMiQqKorBYMyYMePmzZvoZxQFBQVVaygorYJer4dh2M3Nrf34hY9eNH30oum/Lt+1feKKNXd+dPXxUEsUAACNTHl+57HxX82uORgiNtX6hCCIRqNRqVQKhcLe3t5WjsVinZyc9Hq9Wq2GYbhpFietVuvu7v5Gh2AwmHV3f6ooLPUM9CWSSct6zmjtcR4Gg4Fh2NvbG4d7F19QVDrw7gKEz8C9P8GUpYD00sJ57YfTsMnyTfwv7eTEEQQpLi729/e3hv2gUCgUCsXJyanuDYDBYGy6ulaUCwiCvLy8au1sS+ZWv1y3wA1t0ul0d+/erRv2EIfDBQYGBgYGFhQUxMbGRkdHt0PB5ujoKJfLGQyGTqcjk8kYDCYzM9OaRq9W/8z7ccWxr3ad/vqnxEtxS0+/1hI+azbzWmetVCrrXhHr1M87vJ7KZDT9vfvUmslfJF64f+Dz7+btWga9W4tgUVBQ/mug619R2iMqlUoul1sHhY1Eo24TPtiyqPPAbn+sOmA0GAsePbcWXtn6e/qdhBapX6lU5ubmms1mLy+vmqmQrTg5OWm12srKyqZVTqFQrAO41x+vAwBYPI5/92AimVSaX1SVL/KPCGvVHiYSiTKZ7N2UalaGfAAAAGYDiL9oK8t5lHbjwF89Jw5o2xNH/iE1NTUtLY3NZteK0IjBYFpvoK9WqQAASVfjG9rh9u3bPXv2bOSd4OHh4enpmZSU1D6vPIvFgiCISqVCEITBYAQCQUFBgdWYbOt8AACVTvvk4OoFJ9Zn30tO+DvudeZHHB0d6z7aSUlJISEhdXcuLCxsjjd1O+eP9QcvbDue/3cSG097+kdsetyz/9oHFEGQM2fOrFu3bteuXbZVpk+ePFm3bt3Dhw9t+xQWFq5bt27Lli3WfYqKiu7VoENYX3Nzc9etW/fzzz/bWqvRaDZs2HDw4EFbydOnT9etW7dhwwaDwWAtMZvNHes0UVBQtYbS7jAYDAMHDkxJSWnBuBotS78Zw5/feXb10Bm9Skvm0gAAgq6+Ty/da5HKmUwmAACHw9Ubx9w6lG8oBN8rodPper3+dfYsyy68fuzciohZD87fLC0oejFWPhxDtWd6hLRueH0EQd7Z1NhWPP9ZX6R4qbpzHqYatYaRi6e1bdMqKipSUlKKioosFgufz3d2dn6bv06j0wMGdzfqDPVuLSws5HA4LBar8Uo8PDwKCws7xI1gNYjZnBgLCgpSUlJsT6hfjyCWG2//rPV/fH3gdXRgQUFBrecIi8XWuzxVIpG8gz7G/6Csltv+tiCwX6+QDtBoiwWolU35X30cOnTo7t27s2fPjo2NXbFihfWKz5kzZ/bs2YsXLy4uLgYA/PbbbyEhISNGjOByuZ9//jkAIDk5+eg/zJ07t/2nojEYDOPGjZs5c+bz589dXFysmnPq1Knh4eFqtXrLli0AgOrq6g8//HD27NmBgYHTp0+3HigUCtesWWM9U3TEhdIhQD0hUdoXpaWlo0aNEovF3t7e7baRwdE9sHjcxW+PAQAIFGLY0N4VwhIGi9n8mvPy8qzB9xqKHVdZWUkmk5usY+Vy+esks1LLVQfmbSp/Xki3Y/4ybwsAIHRsxKzvFiZcuDdyUavLCRiG3+GJf+tA+sV/MZBOqyWSSBAE8Xxc2kPLsFgsgUAwGAyBgYFtYuULiuh65YdTRr2hVs4xvV4fFxc3ePDgmmrk/v37RCJRr9eHh4fX9Cf09vYuKioSCATt/1YQCAT5+fk+Pj4QBKnVaiqVqlKprOeCJxCWn9/+04LNt36OGfzpBI5jYwkn+Xx+VlZWTR9poVDo4eFRd0+j0ajRaJo84/PWkJZVlgoLi55kO3YWBPfrTqa+VlSkivySZ2dfTJxFTB8qZZna+9QPDIPNM0HWo6beQEFgyv9A5+41n4sLFy5cuHABgqCYmJiJEycaDIZt27bFxMQIBIKYmJgtW7bs2LHj1KlTMpkMi8V269btgw8+MJvNo0ePHj16NADg6tWrHSLj5aZNm44ePerp6bl161aVSnXo0KEePXoEBgYOGTJk8ODBEyZMMBgMp06d2r9/v0AgEAgEf//9tzUu6+XLl9euXRsdHY2OuFBQtYaC8mYD9Bs3bly6dOnIkSPDhw9/+PBhvcG+2wkQBLEF9lJhuWuYj0lvFAvLCh4/n7x+fvNrptFo5eXlAQEB9Z6+UqmUSCQUCqUJrmh6vb60tBSDwdjSHDdE4tUHB+ZsZDlyV9/e5x7gYzQY0mMT9s/Z+NXlRxajme3Ka9W+ra6uFolELi4u7/LtznMEBBIw6s0xB1Z9flaLozDt2JpqFc+L3+ZNw+FwJBLplTdJ6xH90eg7v106u/nIlHUf1ywvKChwdnauuZIzPT3d3d3dzc1NrVanp6d369bNtsnPzy81NbVDqDUqleri4pKdnQ0AcHJyqq6utrOze3mnODuuitm1afgX+z5YHzygh1atMRmMJqNp1pZFOPy/Pt8EAsHb2zslJSUs7IWjso+PTz3zBAhy9+5d2z7tCkVV9Z1fLuY8SS/NzNdUKRH4Xy5qeCqRxmZyBQ6+3TrT7FnuIb6eoZ1weHxNExCCICdW/GA90LtX4KzvF0skkvZ+B1w62HSpBgAoSgNbpoKDqYBMsXXCwYMHrd8IDAbj5+enVCqLioqsD7WDg0NOTg4AYN++fbY5QRcXF5VKZXMw3rVr1+XLl1vjXFNlxv05mkSFWQm/sf9hXxZ+lANhhOfLmco5c+ZYn3EIghYuXHjy5MlLly4tW7bMeuIDBw68fPnyJ598Yt1Zq9UWFxdb7xaJREImk/Pz8z08PNq/CREFBVVrKO2Cn3/+efny5VVVVUOGDPn9999HjRrV/tss6OIrFZbP/WGZslJ+eNFWDIRx8nZrEa3C4/HMZnNdtWYwGEpLS4lEYr3z5fWiUqms4QQwGExRURGXy+XxeI18nGK2H3/+MDn3XuqsvUv6Th5qLSSSSF2HRezJPZv9MDXu5LX9M9ZvSz/JsbdrpY6VSCSvoJySqgAAIABJREFUn12gAzPta3DkfziLfsOa3pnOgyoyi+g8VtfhbZ8eisvllpaW1g198TblYv9ZI28c/KuWWjMYDLU0BoPBsK7UksvltcyABAKhoqKio9wLbDabxWIpFAqlUmk2m6urq2stWP3k0Jp9s9dd3X+6x7goUXaJ8HG6INB74Ie1E7J5e3snJSVdvXo1LCzMFku2Jmq1+vHjx506daopCNsQZbX83q9XzCbTo/OxODxeViI2qHUN7WzSGKo14upSsfBBmq3QvYdf2IBe2U/TKoTFTA6bxKBk3XmxZHHOvmUQBInFYmuuiPZ7+WG4BSrRaW1qDYIgmwOzWCxOTU3l8XhG48sYxZ06dYJh2BZuSqfTJSUl2RyMY2Jihg0bhm2duCyD7snExiauE8tWWQ6V6H9BwGyvF4LNNh2TnZ0dHBz89OnTU6dO2U6kX79+9+69sLLu2bPnyJEjERERVhEbFBRUVVWVmJiYkpJy6NAhdAyGgqo1FJTGKC0tDQoKolAoe/bsGT16dLtdqFYLo8HAc3QgM6nOPu7OPmDr4+Ob3vti56SVS89tI5HJ9R9iNL7SISc7O5tCoTRkVlIoFAwGA4/HFxcXq1QqKpXq6upad0itVCo1Go3RaFQqlTwej0ajFRYW4nA4JpPZUOqh6wf/enQ2tigpB08mDPhozMSVc7y61g7xT6FRwwb1MmoNGbcT1vWbv+f5X63Xve/4ojUrUZPA75uAQUODDT2G9wPD21HTiESiSCR609ihLUhg/25/rNovKRPxnB1rNazmP93c3C5evCiRSKqqqoYPr92DJpOpA90OGAxGpVIZjUYymVx3oMzh89Zc22f9Wy6RLek8Wfgko65aAwCEhYUplcqUlJTc3FwfHx+rZoNhuKysLDs7G4fDBQUF1bRPvn1UCuW9o1eK0nOrysSFT7Pq7kCiU7qMjKBzmHgC3tnfwyciuCA5qzghRy1XaRXq9PuJmkqFbefCJ1mFT15UUl0otpV/m3TM3tkJALBjxw4Wi7Vz5872e+2HzAZPr4GSzCYeTuOAqf8DnHrk99WrV6dPn/7gwQPwT1qUf+QhbJuzQxBk8uTJ3333nbUEQZDDhw/HxMS0ynfTDDdZqtl4rjTX/TIuX748Ly9PIBD88ccfNb+5NieUL7744osvvtiyZcuZM2cmTJgwbdoLf/4vv/xSpVI1Ep8WBQVVaygogEqlhoWFxcbGdqA2J16NO7pkp0aiHLZwirUEi8UuOrVp07CFp9Yd+GDL4po7wzCs1Wqrqqrkcrmbm1vj8S0hCGpEqGAwGCwW6+DgYBuBVVRU4PF429gLhuGSkhKj0chgMLhcrm3eMSAgQKFQNFSz0WB8di2e7ysYvXxmcFSPxt1Cwkf3V1UrTi774fjqvdM3ftYaPiRUKlWn0737n09JGTBoAADAbG5vTdPpdG0o1QAAfB83rx4Bl3afnL11ca2ZCHKN2ZAHDx5ERERwOBy9Xn/v3r1aS9ra/7qsf2kYlUqtVvv6+r7SpsHicQLf65F05UFBSrZHSKe6OzAYjMjISIVCUVBQIBQK9Xo9mUym0+l9+vQhNzCX1OJYLJbkaw+xENb6t06rVUmqq8urHp29pZHWExiD6cTVVCuJVPK8AysD+3WrtZU9oHeXAS8zEBr0+oLnuUVPcoTPMp+de2E8CRveR1FVrVWp+V5ug+aOd3B+MTMVGRk5Z86cdq3WyBSw6QLQqIBK+cbH4vGAW7/2jouL++GHH6RS6YsfqXHps7KyrK9uGIZHjRr11VdfBQcHWzedPn164sSJrRT0lYCDonmEWEmzMpGO5v9rgtJgMEyZMmX79u3W7x2HwykpKbHmdbxy5Ur37t1t/wQATJ8+/dChQxMmTLAdTqFQ1Go1qtZQULWGgtIgGo2GRCJ1LKkGALjywx9dR0TeP3pFEPJyWQiDw/po99LNIxcHDwgPju5hNBqtaopEIiEIQqVS2Wx2dXV1LbVmMBisy1RwOJzFYkEQ5PU9ACEIcnR0LC8vz8rKMhgMbDYbi8XWu1AHgqBGVCKBSFhxdvvr/CIMwz9/9f2j3268t3DKnV8vZsQmjFw0rc+kwS3bvRQKxWAwvPufz5x/QsyH9m9vTeNwONXV1U5OTtaU1m3Shm5j+13adqKmWqNSqQkJCTVtaDaPQRKJVGviQK1WtxNnv9dEq9UymczXdD9bfHTT9+OXnVj1w+pLexvah8lkhoaGtsm5FD/P2zd7vTS/MU9UKofOcbbn+wp8IoL6TnnvjfzuiCSSX1iQX1jQEDDesNtgNBjozAaDEqWlpS1atKgD3AFUOqC22EsvKSlp06ZNNdeedenSJT4+vnfv3snJyeHh4QCA9PT06Ojow4cP9+/f36axT5w4cf78+dY7y1tR3E2ZKkuTDGxMLOYzXyoWwtScFBg/fvz69esDAl44g0ycOHH16tW//vqrxWLJyMhYsWLF559/vmjRIusaziNHjvTp0+fQoUM0Gm3q1KkqlSopKekdDo6K8i6BQXNNoLQVVVVVRCKxY02B25jrNGTk2tkj5k2qOQ352/I9T6/cn/Pbag6Xy2KxCAQCvsYi+PT0dDKZTKFQ7OzsIAiSSqVSqZRKpVrdnxQKBY1GEwgEDRmsCgsL7ezs6u0uGIat0bpb9ZQPL9qacuXh0vPfuwV4mY2m05sO3/n1kk/3zjO2L3IQtEx4DJ1OV15ezmQyO9ZQuymc2wPO7QEAgG9vABePdtU0iUQilUrxeLyXl1dbLcHPTczYPGzRxvif+V4vloOazebTp0/36dPHze1FSU5Ojk6n8/b2Li8vl8lk1jGolfj4eD8/v7rpCtszGRkZHA7HwcHhdSwbGXHPdoxb/rP4RpN/Tlklv/3LhZdigcf07haAxeNcfN1tFz3jXmLClTgiiTjyy2lUxiu0hMlorMgtSbwad+X73+vNb44j4V2DvIL6d/eNCvUN64xt/YzVCoXCYDBY37dtMLrCYNokCzkMw1u3blUqlbbFnFOmTPHz81u+fHlpaalAINi0aRMGg9m9e3d5ebnN5jZ58mQajZaUlDRmzJiO8shcvXr1zp07NreR8PDw4cOHX7t27ffff4cgaMmSJYGBgXq9fuXKlVKpFIKg0aNHjx07FgCwcePGzMxMAoGwevXq5kS/tE7ComM5FFStobzT49Vz5yIjIzviuPz545TvR30158flvccPtBVaLBahUPjzzG8odOqaa/vqjkUQBBGJRBAEyWQyg8Hg6OhondXTarUwDL8y0qNQKLSzs3tlsqlWIvXO092TV30Vs82/58vkRdKyykMLNpdlFKy+vc/RtQUScxUVFWGxWEdHx3c4NfaTv+91HdQHe3HfC7X2aw6A2l3eS41Gk5OT4+jo2NBax7fA9kkrYLNl6dltthKj0RgbGzt48GDbk1JZWVlRUcHlcl1cXGwaQyqVpqen2ywGHQWLxSISiax+WQiCcLlcIpHYkFqWlIhWdJ2x8Ox3Hp196OxX5w5BEERSKnp46gYAIDchI//p84biedB5LN9+IeKcUkVFlVLyInGZZ3f/wP7daPbM6hKJUq5wD+0U0K+Loyvf2uwnF+8UpwjvHbuiV2lt9QxZNNm/34uoMCw2m+HIoTJob/m5lsvlSqXSJu//I2oN5a2BqjUUVK2hvPtYg7a14XCwyZz97siT83c+PL7KxcXF5rsok8lEIpEyR3Ro3nf7ii6QGl4iYjabrYvQ3uhHCwoKrFFD2uSU59gPonLoe7LO1iqHYXiu4xCmE3drwnFcswOvJSUlhYaGvtshlTd491scjaGzSEAkBACAY8J22EiTyZSenu7k5NSGbkLxZ2/+/PGWWuaj9PR0rVbbo0ePRg6MiYmJjo7uoM601jWu1liX9vb2DWUnP7/7t4ubXiT2HbV61ugvpjde7dYxS7LjU1u2qYM/m9hzYvTmYYuNGn2tTUO+mDRp9dw278x169bFxsbaAgOiag0FVWsoHRR03RpKm8FkMjtW3DYbOSkZvn1DCARCcXGx0Wh0dHSkUqnWLGG3Ljxx7ORGbDT6edMmmNVqNYlEevtqzWQwbhu/FAAw9us5dbdCEBQxbWjciauPzt2OaN4aNrVaTSaTYRh+Cy5SbYYweU2vMoweABEAAADvLu2zmdZZvLbNoxASHQ4AqCgsdXJ/GSW1c+fOt27dEgqF9XppWiyWuLg4Hx+fjrvukcvlcrlcnU6nUqlkMllFRUWt+SxxUcXB+ZsKn2XbSi58c1ScXTZ33/K6tYnyS1UyxblNR+qVal69AjtHvDB/ZT1OlRRWqKsUJo3h5ZuKiA8e2CPp6kOkPs/G6z+cvv7D6ZolVA5DEOrTfXS/yClD20Nn0mi0qqoqk8nUriP4o6CgoKBqDaXd0nFzagV0C7l99GLP2UMDAgJgGK6qqiosLHR2dmYwGC6Bnld2n9RrdGRaC5+dk5NTzZw5b43Dn22RS2XLr+3yDetc7w59Pngv7sRVaUGFVqkm06lNtoxRqVQymSyRSKz2HKVSqdfrG08Q1wHVWtLLsyEzwPzv20Oj9Hp9rXikMpmMQCC07ZpSLA4LABBll9RUaxgMZsCAAbm5udeuXXNzcxMIBAQCAYbh4uJijUZTWFjYvXv3huxRHQgymUwmk6uqqjQaDYIgNR+B48t2Fz7LdqYZ54VInGlGsQ5/KIX36PTNsBF9/HuH3Dl2WSmtBgAUpeaWZuTr5BrbgXgSwTHAzad7II1BD588gOfsWHNaZDQAAACjwRh/5obFbLb3ccET8AI/bzKNolWqbx+9JC0TKWRyVy93i9lSkleQfunxyzc5izZw7lh7L+fwMVHtypT08ccf79+//8iRI/PmzUM/uCgoKKhaQ0F5YwwGw9SpU0+ePFk3E3Q7J3rO6Jitx+Tl0hJ6iYuLC4/H4/F41k3dR/Q973v0+o9nRi+b2bI/ymazrc5pb1m9PI9LnrRxfkNSDQDgGxIAAEi8Gnd598mPDqwIH9W/aT+EwWAIBIJEIlEoFNY8BEql0mAw1FyS1OHx/ie/s6s/+Po0IDY3A7UtjRIGg2lyLxkMhoKCAhqNxmAwrNFx1Go1FouFYbgNB98EColmz1QrFHXvE19fXy8vr9LS0tzcXGshiUTy8fFpqyiIDSETSyvLKtg8OzsHHg7/xl9bX1/fsrIymUxmi8wpLqnIvJ0IAPg4VMKnGQEADhTTJ6HiZXddDy/YbNYZEbj+pQ1+EaELfl1LZbxCfhOIhP7TameuozBowz+fUqvwyaV7T6/cdfEQhI2McPPzbJ9PG41Gc3Nz66AeHCgoKCioWkNpey5evHjhwoUOJ9UAAACLwWAhghmSy+U4HK6Wq1L0B6POfvNL72lDeM4OLfmbWCyDwbBFLX9rwDCMwb5CBkzb9sXpdT+5B/s0WapZsS6UMpvNVs8lGIZlMll2dra7uzuJRHoXbnrvUNBlMHh2HZQ8B82IuKDVajMzMysqKhwdHSEIQhBErVbDMOzv79+EhaA4HA6CIHt7e7VanZeXx2Qy3d3d09LSVCpV4xkCWxUIglz8PUVZJQ09DgKBoN6UFS2I2WT+e++p1NineCLeJzywqkIiK6q0Ezh2GREREh3eiDy+svfUxR0nbAu6SCyqs6+gSixxC/DiewsoDKqDv1u3QX1qHaWUK0hkEuGfVyIWi2Wz2fn5+SwWy2oHqyp/kQDaifrSzM4lmwEANT0YrfSZNoRlz3Xs5Ooe5Mv3aeFIGz1G9O0xom/7f+BYLJZEIkG/tigoKKhaQ0F5Y7KyshYvXrxp06a2aoDZbK6qqqLRaFQq9U2PFeeVIRY4qH93IomYkZFBoVCYzJdh2fpOe+/JudsHP/rmy9ObKTRqC7YZhuG3LG4fnL2pq1Z7BHVqfLfoWSNFeSXFybmVhWUO7s3yQ8NgMLZFJhAE2dnZEYnE/Px8LpdLJpMZDEaHv/U5jgAAgMUDbBNfv4WFhdnZ2V27du3W7V95hI1GY1paWlZWVmRk5ButjaRSqQ4ODhUVFZ06deLz+SKRKC8vj0gkGgyGtu2q8HFRf67/SVxS8SzmPgCA5+/Sa2TU6K9mvp1fP7XuwI0f/7L9M/t+yos/4lIenLjG5HOjZ4/qNXUQ155X86hr+89c/+kveZm0ZqFersl7kgkAkBdKUsEja6FroJe9J99kNDG4rGpxVcaNp/+SGc52QxZMpHpydTK1mM1lcFiySqlCJLNuVZuwdILlReVmCADAETiEDu0VNKBHcP/u6PfFhoODg7n9JaBHQUFBebOhERoTEuXtYzKZQkNDu3bteuzYsbZqQ1FRkcFgMJlMr5/jyMb1w2djNh9dff+ATqfTarXOzs61TBBahXp5txlahfpw5fUW9OIrKSmhUqlvzbb28ELs4Y++m7nny35T3nvlzhVFpd8M+PS9z6eMWDi1xVtiMBiUSqVYLPb39+/wMdbO/QDO7QIAgA1XgPsbp/opKCgoKSnp27dBs4ZIJEpNTR04cGBDHSUWi1ksltFotC5LUyqV1dXVVCq1ZgwblUql1WrZbHbNxWxvnyeX7h788BsAgDvTCGGQfDkRAODRxS8wqpvFbNaptXxfQdfRffFEgkapqi4WM5y5dg72TfA5fCF3DQarXcugN+yctCL3Ubq1nEgjGdR6AACJSeF5OJck59Y6sP+HIwlEQtLNR5LcsprlIcN7dR/bX1EizUnIqC6XsJ152feT9Qpt83umE0e3IFRCI1gMZuhACi9VQpm188u+094DKP9m2bJlFotl+/btbTC6QmNCvuugMSFR3hqobQ2lDbhw4YJEIvn111/bUC5qtVp/f3+5XF5QUKBWq/l8/msa2RQKRVG6MGBYuFqtdnZ2JpPJdfUYhUmjsOlahboF22w2m6VSaWtHUJCUie78cpFAIl7ccQKxwAM/H/86Ug0A4CRw8YsIVUpkrdEqIpHI4/HIZHJeXp6Liwu54ewIHQDvri/+yE14U7WmVqtzcnIGD24s9qajo6PBYEhJSQkLC2voBlYqlRaLRa/Xs9lsuVweEBBQyxZHp9PbPKwigiCn1x0CACzrUdGJowcAwAg4km4f/yyr4FmWbbcTy/f+61ahkwfPG4+BMAAA5xBPvUanlal0shdPolFvIJCIAACVQkkkEn0jggMjuxqNxgvbjt88cBa2wBxPh4jxg1NuPCpKzgUAuHfpFDygh3/fLt7dAxAYgbAQBoOBLZZbxy/8vesPRXmVtdo7v1ys2QYqh/HeF5OHzB8P/RPGo2aERBiGk67Fn/v2V41KRSSRsFisVqMhUyi+kcFsuxfr00xG473jf2tkynp7hsSgZMvAwlhXLAbACEAAxrd3cOT7Q2vFI0EBADAYjPT0dLQfUFBQULWGgvJmODk5yWSyzZs3z58/n8PhvP0RhkajgSBIpVKxWKyQkBCpVFpaWuru7i6TyYxGY93FMAiC6PV6mUxWVVXFYrHINErhnWdeXl4NzZvCMKwQVwWP6NWCp4bFYq0rlFq1ZwgkkrxKplFrpn67IHxsFJX5BkN2t85ed05cfv+bT1upbTQazWw2d/jE2UG9AI4IzAZwbicYMBlAb5CuIDU1tVevXhgMRqFQFBQUdOrUySZcrfdwcHAwBEECgSAnJ0ev19e72M9isbi6ulrnJmAY5vP57bNLZZVSWXHlIIHCKtUAABAGzA4Ux5d5WP+JJxFM+tpRUg0q3cXtv73mT1zd+yeWiEMsCGx+4VUoy6+8sO249W+vXp0X//4tmfpPcNd/nnUIix30wdiBs8YkXokryywoyhSmX38KYSGej7NrkJd3qH+/6cOwDXcpBEFd34vo+l5E420bs/yD+6eulpaU8v0E1fkiPPziPuk/eyTTjv304r3Le09WFVWa9EaTzhA4sHtORpbObPDx8WmCa/c7zKJFi/Ly8tB+QEFBQdUaCsqb0bt3740bN3799derVq06ceLEoEGDSCTSW5vLz8zMNJvNbDa7uLi4c+fOEATR6fSKioqcnBwul6tWq21T1AiCmM1mmUym0+kwGAyNRgsMDIQgqCAhy9nXvREXF2WV3KQ1vrd4Sgs2W61WW11rWjUdGZPLmrtredOO7TE++sK242e/OzJs0VQSuVWCgjQhq3h7ZNIy8PtGoK4GRzeC2ete8yAEQVQqlXXlHplMNpvNOp3OptbodLrBYLBFcfT19RUKhYGBgXXrcXd3z8rK8vb2ptFoEAS1K08tBIZz07MoVCrfwzXz3jMAAAn3r0xfEAYAABgO7C0Jv2Fx2OTrD0vT8wEAZA6NwqFrZaprB/+SF4rrv3kgDAaDQQBALDDAYACCAAAshheLmpw6u3cd0uf6wTNGjQFgwIhl08cumdX4rdhteGS34ZHgn/R0LTvrhMPhoqaPyMjIwGKx7sG+Xl5eNbd2H9m3+8i+AID8LOGtX8+f++YI7Sfm0C+nkEgkPz8/9BNTc4rHzs5OKpXa2dmhvYGCgoKqNRSUN2DlypUrV66sqKiQSCQkEkmv178dtYYgCJFIpNPpUqnUFhqETCaz2WwEQfh8vsViKSgo8PT0NBqNeXl5er2eSCQGBATYatBptYXPsqdsbcyChCcRWnz0ptPpYBhu23VEr3ibUAgAgMs7f9fptNM2tIqFjUwm63S6Dm896DcR/L4RAADu/P76ak2r1doSRRAIhFp3ApFIrFnC5/OfPXtWbz0QBNFotLbNpVYv6XcTd05cUavQaKnnIWK58AhEAgCgrpFq8JxxSrmCQCRWlpbf/+VypyFd7JwdMQDQmQxbOBC1UkUkk+RS2aFPvsuLzwAA2Pu6fHP7EABg7IoPslMzeE4OHN4bDO5bzzvA3d3daDSq1Q36VFPZ9FGLZ0xfs+Azj9Gnl+2fsu0zV1dXCoWCukTaeAfy76GgoKBqDQWlzXBycrIGHKfT6bGxsdHR0a39i2VlZQaDgcViubm51QwN4urqamtSXl5ecXGxUqnkcDhubm61sng/PHUDwkGenRtbcWT1g6p4XuwT6N8izbZYLDqdrp07AdKZdABA5JzhsQfOT1o1F09seWFJIBC0Wm2HV2tkCug3Fdw9CRAYXD8OBs94nYNkMpktWuYrwePxDeVSx+PxDAZDo9G0q25Muv7wh+lf1y2/UcTs66p2pL5ImXUpjwUACOjdWF41BosJABD4eAq++7zeHWgMOgCA5+Sw8txOVbUCC2HJjJdd0Sm4c/vpFiqVajKZbJdSKBRyOBwOh2OxWORyeWlpKYVCoVKpZCpld85fhz7d8seKfelxifN2LUf9IVFQUFBQtYaC0pKYzWZ/f/+GVtq0IFgslkQi2bLN2rBNReNwOHd3d6t+qzs/HXfm+p/rf4qaM7pxfzwEgUHLzbjDMFxVVWU0Gtv5JDGJTLb3dObxHX4svtgaUg0AQKFQKisrbSamlgKGYYvFgiAIFot9S56WE78Ejy8CvRr8th5w+aDrgFce0VJJfjEYDIPByMvLaycBNrPjUy7tPmkLwIgj4DFYyKQzYPG4bhP6Pz55c90D53AnDQkHJ4iocgOW7cwbvWxWi3UFh9XO340sFkskEqWlpVm9D8rLy41Go0Qi4XK5gYGBGAzGmiFda9RHL5tEZFMS/7yzrfir1Zf24F5b27/bWKOkNh6bBwUFBQVVaygor7oRcTg6nf78+XM3N7e6UqoFodPpr0yW2lBOM1FJ+bHFu4YtmTrys/cbr6EwNQcA0GNEv+Y3ODc3V6fTQRDk4eHR/ufLPbr6JV2JH/751FaqH4KgltXz5eXlGRkZeDze6hZrNBoLCwtdXV1DQkJat7cZbLDsGNgwDgAA/tj6OmqNz+enpaW9/vRHI6n5SCSSg4NDSkqKj49PG7pEmk2mxxfvnPrffq1MZS1xDHFfd3kfvoZLZ/f3Ik9tOBgnLLeV/O/y7sqisuTL8SMXT/uPvB79/PwQBKmursbj8RQKRaVSWXWa7aEQi8WVlZV4PH7ol1N7jOi3f+b6cmGxm78X+mUBANjb2w8YMADtBxQUFFStoaA0FxqNFhYWlp2dvX79+q1bt7aGkc1sNovF4pqZrN+I7PgUi8E0ZtGr/dZgADBYiEhqbiZrjUaj0+lcXFwoFEprWx1bhMkb53/pNynx+oOug/u8cmedTicWi62OqVwu93WMWtXV1S1oDoqLi8PhcH379q0pbMLDw2Uy2f379wUCgb+/fyt2lncwiBgP4v4CojzwaTjY97jx3Ukk0isnGmxkZmY2MutRUVFhTRNUUlLi4+PTJh62WQ9TDi3YbMsi7RfdpVOPoBGL3q91fcOG9g4b2lutUgMEwRPwC9xGpt9JsPfkn//u19ChvVz9Pf8jr0cMBmNLtMhiseoKEplMJhAIyGSyp6cnP8hj38x1nt0D5v+4Ev2yAADy8/N9fHzQfkBBQUHVGgpKywiq+Ph4Mpm8devWpUuXtmDNKpXKbDYrlcqaIUPeiJBBPQEAwmeZ3l1eUQOTxUQssEFvaKZg02g0LBbrraXDbj5MDrvbuP5p1540otYsFktmZmZRUZGjoyOJRIIgqKKi4vnz5zAMh4SENH6ycrm83jiHbwqCIDdv3vT393dxcam7lcPhDB06NCkpKTU1NTg4uBX7a+yXIO4vAADQqoDJBF7luubs7FxWVvY6DrEVFRVDhgxpaKt1ZE+j0ZRKZas6Qyqk1UnX43XVao1cjcAwnkCgObDoLIa8surPNQdtu41YOn3s0sacG2n0FwbAEUumxWw5yhM4cdwc+L4C9IVZ894QiUQeHh4AgNnbvky6Gn9l18moWSN8w4P+4z0DQRAq1VBQUDo0mNZO34SC0gSuXr06evTonj173r17t0UqVCqVRUVFbDabTqc32bYGAFgRPktSUD7g03Fjl35AptSfo1kpk+9+f3VVqXhLwvFmqjUEQXJzc7VarYODgzUcS/vn3JZfs+KSV17cVe9WtVodHx/v6+trXRxYE4PBEB8fb29v37lzg2GK7yhnAAAgAElEQVQeUlJSgoKCmi8wcnJyIAjy9vZufLf4+HgfH58WXyZX4wLD4PM+QCkBAIDuw8Dnexrf3Wg03rx5Mzo6unFDa1xcnIuLS90eBgCUl5drtVocDufs7Ixv5XVNham53wz5DLHADQ6j8dg5+5d3Gxb5+sY9nUa7rOt0IoW0/MIOnosj+qqsSWZmpq+vr60zD8zf9PTcnQl7Pvfq4ofD4dhsNplM7hAm+ndkdIXBWCyWdpUhA6VlYbPZVicFFJTWBn2PoLRHhg4dWlVV9ejRoz179rTAqLGwsLCw0N3d3cXFpTlSDQAgKxcP+GRs+q2nS4KnZNxNrLuDxWLZM22N0WBYfmF78z0hMRiMr6+vs7OzNZBAh4BEI6sUyno3GQyGuLi43r171yskiERiVFSUyWTKzMxsqHJrBP9mttBkMuXn51sTWOXk5GRlZdW8Ve7cuXPz5s2CggIAQNeuXRMTE1tzQAeBCV+9+PvpFfCqq0wgEHr16nX79u2GQrrDMJycnEylUuvtYRiGKysrWSyWu7t7a0g1g95QmlsYs+1YzLZjBz7/duPABY1INQDA1K2f9hwV9UZ+mGQqZdSymXq1zs7ZAX1P1h07lpSUVFRUwDAMw/DsPV8FDOr27NhNb29vgUCgVCpFItF/c352zpw5HegVioKCglIL1BMSpZ1Co9FOnz49duzYkJCQfv2aFa4DQRAnJ6cWyef2ffJJBpdl+dpyevPhnZNXDvx43ITVH1mM5pL8Ir1Gq1NrUq48khRVbEk4TmrA8tYUiSiTtWrklRZWa3SKSiKvd9OTJ0+6du1Ko9EQGAGY+mNmhoaG3rp1y97evm42W5PJZDAYaiVUaAIJCQlubm7WX/f19T1//rw1obBYLK6qqurfvz+CIImJiRQKxcHBgcFgGAyGRiJ2NJf+48H5PUBWBgAACddBj6GvHJFHRETEx8dzOJzAwECbqQSG4fz8fKFQ6O3t3ZDNEIIgPB7fgqvUYBjOS3qeGZtoMhpvHjpv0hrq7jNs2fuD5oyl0GgQFjLqDcrKakW13KDXO7g581yaorh8enTWydVGo7EVL0rHhMfjiUQikUgEQRCBQKiqqhq5YuaWAV/sm73+40OruVxueXn5f7Nnfvnll7179zb/1YGCgoKCqjUUlH8xatSoefPmLViwICMjozn1cLlciUTSIv5sDC4LAIDFYqesmk+iUC5+d0wjU2XFJctKxbZ9lpzZ0oJSzTpA70ATw3d+vUTnMC98f3zA/LFU+st4gwqFAoIgHo9n0OpTrj3kdxJgmMS0tDQej6dWq8PDw23Co1evXsnJyTa1hiCIVa8qlUo7O7vm50XIyckZM2ZM3fKysjLrmkYMBhMWFvbs2TOrWhOJRAJBay6RonJfqLVze0FoNHhVAnQ6nT548GBrVHepVKrVarFYrJ2dHZfLjY6Objx/Op/PLy0t1el0TXCsNRgMcSevysulRelClVhOYlMLErJMGkODz52n44zvvgiK6v5SyVPIJA+yvQe/yV2l02hPLNvrEuRJwBPQN2TtzzkOx2QyJRIJHo+3WCxkMtnZ2/uLk9+cWntg/9yN47+dT6fT/4NZs9euXevk5IRH8xmgoKCgag0FpTXYuXMnmUz+5ptvVq9e3eRKNBpNa4xRuo6IvPjdsfhT1yE89seSS60300+n08vKyuzt7dv/9aosqyhNzwcAxGw9Jnz2vM/0oY7uzoIALwBAYWEhn88HAEiKK8wmE9fV4dqtG1bVZI0yEhYWZq2EQqGIRCIAgF6vNxgMWq1WJBLpdLrGo9K/EfWu3jEajWTyC5mNxWINBoO186urq1tXrQX3BiWpAABQlg1+Xg0+2fo6Bzk6Ojo6vvHCLQ6HQyQSc3Nz31StKWXyr/vNU1W+epHGpM2fDPlwXCt11ZXdJ/MTnn+beBQD/edUx2sJfyqVSCRKJBIKhWI1ooYMCK/MK/1j9YFhq2cwWaz/WofcvXt3w4YNx48fR9UaCgoKqtZQUFoFEom0bt26Tp06NacSrVbbGmEVXbwFocP7JF9+MHHjvFZ1yiKTyVqtFkGQ9j8vnv73YwDAd0+PPo9P+X3Z3oybTwEARAYlctpQIxsaO3OKqkpempHP4dvjyUQ3Nzeb8MjLy/tX37q4GI3GrKwsCoViZ2fn5eWlUqkgCGrmssPGqbWkx2rPNJvNBEIrm3HGLwQ4HLi4H8AW8PAsqK4AX/4ESGSNQl1eUMLgMO34Dlhci+XsplKpBAJBrVbXyrQmE0nlkioqnUZjM6lMGgDg6aV7D87ddPEUGPT6+8f+NunqMaMRKMTIGcOoDJqdh1OPUf0hCINttXwA1dKqGwfODl00xcGVD1DqA4PBsFgsqVSq1+ttgRD7zhj+x+oDF7ccd/Ny53nyIycN+Y9Y2BAEmTNnTlRU1PTp09F7AwUFBVVrKCitxdq1a3U6nVwuZzV1Ylir1VpDSrT8wIjHAQB49+jc2p1gDczd/ukxMfr3VT8mXY0fMn9Cz3HRFpNZViFNPH83/W5ikbLCx8kDAMBy5HbqE4IgiFQqtUpQmUxWy9hlXXWDIAgWi7UqbbPZ3IKSW6FQ1LVVWv3HrGnfEASxijSNRtPqVk0cHoxfBDhu4MgyAADIemhZP/knaY+EmJcBUcOGR8zdv6L5IUYtJrNKoZRkl9zYcxoCwMXdLf1eYmFCNp5CrLnqjONmDwCQFYsBAGngoa2cH+ju1zvUJcADRyVIc8pDhvfme7kRiG/DKVGr0qzu+SHTiTvxf3PQt2IjLyU+n+/o6KhUKm2GYhKZ9MnRtbdPXLr2w5+wBX50+taUbz5283vHc2frdLpJkybl5eWlpKSgNwYKCgqq1lBQWheLxVJWVmZdn+Pg8GaRCbRaLYPBaI1WqeXK+DM3AAAcB17rnbvJZBKLxTKZrPE8Y8XFxXK5HIZhCIKwWKyXl1ebhOqmMxkMJ05FdjEAgEgkAiKR4kN1WTpz9NKZN27cCOraw2w0sR3trMPKzp07x8bG4nC40tLSugvJtFqtVaSZzWYcDteCsewiIiLKy8vrajA2m11QUGAN0VFUVGQVhyKRqJGMAi1J1DjQfRDY9wXIuL8npipdeteDqQ+005lhzN8FrKTLcd+PX7rqcj0hUsuLS4UP0vz6hdnzG3OMTLz64My6Q+L8spqFybbb7N8BQqw6rSY8b+dhn07uO+29tnoJXD90Vq/UTtn8Kfo+fCUQBNWa2+r2XgTRhbn0t83ScvHhjzfvnPS/Zee+d/JyfYc7YdWqVSqV6vHjx1QqFb0lUFBQULWGgtK60Gg0b2/vy5cv25Y2vb7MKy0tdXVtlUFJ0vWHRrUeABDz/bFZWxY1v0KtVksgEMxmM4IgWq3WYDCYTCa1Wu3k5OTv79+Q81Jubm5ubq6zszOXy6XT6Xq9XqVSJSQkmM3msLCwVnUdrJcxK2Yd+2LH5I0fk6n/isDGYrHwFCKd87I9zs7Ozs7OQqHQxcWl1ohKp9MFBASYTCa5XG47u5ZqoZeXV0xMTGBgYK3oiJ6envfu3ZPJZFgsVqvVRkZGSiQSBoNhtbY1gkalTr36SKNSWywWAIC9Oz9sUK8m3eh08N6c3Lin6VJKoJ1ucTeRtXhCp+oDyfZPnz5/8NeNPuMHleYX6bW68tQCuagq9fqjgmfZ1t3IHBqdzZyzd5l3t9rZ2x+dv31o3rcN/WyPSdF0DhPAiCDIxwJbKnKKK/PLAAB0LnPIJxP4Pm2fhLooQ3hx87F+s0dEThiMvg+bgC3xlx3fftn57zeP/vLagTMfbFv8Tp6syWTC4/FbtmwBAKDL1VBQUN4B0OzYKB0GnU6Hw+Hq/fqaTCalUslgMGpu1ev1WVlZ7u7urNZZW590Lf6HGWsBAAM/GTd1/SfNr1AqlRIIBIVCodfrKRQKHo+3/n8ji+Ju3brF5/P9/f3rblIqlQ8ePAgODnZ2dn7LV2qB96gh8yeMXjqzZmFBQYFarQ4KCqp1ysnJyQMHDqxZCMPw1atXhw0b9kILaTTFxcVEItHNza2los+LRKLMzMzo6OjGx3y3b9+OiopqZMBXmJ77x+oDOfGptcpdg73nH1jp5O0GAHj4162SNKHFbCGQiRAWS+exwsdH01kMAIBOoz319X5xmcijsy8ej4dhGKuuBrdPXsxjf9Vd5M99mVlObsAvue3ymmc3YP5YEoUMQRCEg7juTm6BXneOXrpz+AIAYPCnE9gOdhQ7RsigcFGF6OmFu0F9ugT16drOn/2fF39fkVe8+sIe9DXYNAwGQ0VFhS0LX/KNR3unrVl8dktgRJd37Eyrq6vz8vKCg4NbfbnpK0dXaHbsdx00OzYKqtZQUBrkzJkzEyZMsP3TYrEUFxdbLBatVtupUyebthGJRBgM5k09J9+IKrFkWeD7Hx1c2WtsdPNr02g0ZWVlvr6+r7n//fv3BQKBLVZHXRAEuX79erdu3d5yuraY74+n30tYdWF3rfK///570KBBNsVlNBovXLgwbNiwWnmQsrOz8Xi8p6dnzRMRCoV0Or0JURAbQigUlpWVRUZG1juc0ul09+7dCw0Nrff+kZaJFZVV1w/+lXDubkP1M+zZnYf0eHTiBlI3+wIG9JgYzXN2vLzrJKjzBh7pVX0xj72qZ4UnS28rVBuxC2PrudBYAo7F5/aZOLggI8dsND+/2VgubzKDsjf3PAaDsXrMJiUlkclkLy+vdm5/eB6f/P2YpV+d3eYfEYq+/ZoGgiAZGRne3t42B+k9s79OufJw1d97Pbv4vTOn+ddff929e3fnzp2vtIejag0FVWsoHQjUExKlg1FcXPzRRx8dOHDgl19+cXR0VCgUUqnU3t7emvu1oKDAx8cHi8WqVCqlUtkiOdYagWvPG/m/mT9/spnCoIYMCG9mbVQq1Wg0WkfSr9xZLBYTCIS6Us0aydBaAwaD6dev3/Xr10eOHPk2o8D1mjDgwtZjydcehg75l0NgSEjIgwcPbLnOCQRCTdVtRSaTFRYWDh48uNa4R61W17sSz2w2Y7HYJpydt7c3mUz++++/fXx8PDw8rIrFYrGo1eri4uKioqKIiIh6rbLJNx/tm7kONltsJYEDuvf9YLhHiC+JRrGYzH9u/Cn+t+tKcfXD49devGeJeIiANar+UV8IePJnrO1wCoeulamsf5OYVD3ODAC4Xsj4OPSlWjsvZAEA+swYynXk0RxYNEeWvbOTgxufRCXXvFuESZlHv9pVnlZQt9kQFvr48BoEQTIzMwEAHA6Hx+NhMJj27yr26+Id0fPHoFKtmcrBOrK0ZW747Od1q6I+yrz/7J1Ra+fOnZs8efLly5fbg1RDQUFBQdUayn8XNze358+fz5kzJyAgYNasWcuWLXN3d7dGP3NycsLhcFbLjNFo5PF4rNbPLzRm0QwEAXveX73g17Vd34tocj0Gg6G8vJxCobymuTstLS0iovbPGY3GS5cu9e7d22aDIpFIPj4+hYWFbzOqpL07P3BoeO7TjFpqjc/na7XaW7duRUVF1atIy8vLU1JSoqOja6kvhUJBJpP1er0tjUFxcbFCoYBhGIZhFxeXpslyZ2dnJyen/Pz8pKSkiooKs9ns4OBAo9F4PF4tj00AgF6ru7D9t0dnbikqql7ejWG+M79f6BH0L3PonB1L2c72V3ecBAATPLKXq5f7gLljaCyGxWKBLZaMe88eX7iTcPo2bIExWGjuvhXh46KMBiMMW0jWIH5/7SpddeapiGpMdBAwDQCAR+V0sRYHACBRyX0/GM7mNWgp9Q4L2HDzoNlkgiDIZDKZzebKvNL8xCzEgoSPjWLy2DAMm81mPz+/8vJyuVwOQZA1imC7fd4TrsZJCyomrZmLvvqaj06nsz1BEASJn5cQKaQOei4IglgslpSUlIsXLwYEBCQmJm7dujUmJmbIkCHohUZBQXnHQD0hUToqU6dOPXXq1Lp169auXVtrk0aj0ev1b9P977sxi8XFFVsfNz0Hq0gkUigUfD6fTqe/zv4xMTGjR4+uVZiYmIjFYkND/2WFkMvlhYWFtQpbm5htxxKuxW28+VPdTSkpKUVFRUOGDKm1Hi8/P//x48fjx4+vu+BELBYrlUprtEaDwSCTycRicUhICIIgJpMpJyen8YCZLcLuD9akXnlUsyRsZORnP3/d5AoLsoVsHpfFYdfecHZX1cmDy+7Wv0qNQCWGjI7oPSo6OLpH08a4KSkpoaGhZrNZIpFIJBIymWxLzNUOOb/taNq9hDUX96JvvGai0Wjy8/MhCLIFjP1+8nIIj/3yt2874umMGzfu3LlzNUsWLVq0c+fOdjS6Qj0h33VQT0iUtwZqW0PpqPz+++/BwcFr1qzx9fWdOnVqzU1UKvUtR22esX3R92O++vGjDQuPbmxaDTAM29nZvaZU0+v1dWOH6HS66urqAQMG1Cqn0+kKheItXx2XAM8L245rVRoKvfaFCA4OZrFYsbGxbDbb5txYVlZmZ2c3cuTIemMDYDAYlUqVmZkpEAiKi4txOJzVeIjBYAgEAoIger2+9TIWWMyW+39eqynVBN185SVS4ZP0woxc985NlDoenbzr3wDhuWTTku4VD7mDUp4Ua2RKAACBSoqaPdKvd+iRJdvTLj98+vst5zDPrgP7lGYXpt14jMFgMBAU9eGowIHdfbsHNuIJptPprPcYDodzcnJqwXWArUFlcXnytYf+kWHo6675kMlkLBZrMBi0Wq31Yek/a8RP879bHTV36rqPO/fr2iHOwpbVfdSoUXw+387ObtKkST/++OOIESOGDh2KXmUUFJR3EtS2htKxOXPmzPvvvy+RSN5+qPpalAmLvu790aLT3wX169aEw3Nzc8lksrOz8+sswVIoFAUFBTXNZQiC3Lhxg0wm0+l0V1fXWnbFeg1xrUdxZv6tw+fifrvKsGd3G9Nv6KeTuE71eCqazWaj0Wg2m/F4vC2Tb72YTCatVqtUKhUKhYeHR00pLpFI1Gr16/t5yqWyu0cu0Z3YCIw4+Qv8ugY1NPktKa+MP3Et62FKbnwaAiMAACweN3zR1H6zhrPsuRazZf/8b5IvP+g2rv+E/82xc2m5YDZ/fg8uHQAAgKXH7qUpji7a4R0d8t5HE0IH9rTtkhb79NclO5yC3PPjMgzqF6EjMRCEwDCFTZ+5fVHooJ74+pJWK5XKsrIyPz+/t7mOsWkgCLKi1yw8kfDVma3WNPQozcFkMqWnpzs4ONR0fFVIZH+s/+nJmds70v9g2LHac/vVanVpaWlxcfGAAQM6xMo01Lb2zoPa1lBQtYaC8gYfxaNHj86cObPNW7Jv7gaLxfLFL+ubcKzRaMzIyAgJCXmdr7tarRYKhTXVWnl5eW5ubp8+ffR6/cOHDyMiImrqn6tXr7b4xHOVWPL8fpJrsLfAx7Nmeea9Z9snLK+1c/cx/T7+aXXzf9RisdQaqOl0uoqKipoBJOvXt9Xyu79cAgiSce+Z8FF6zU12XvzuI/qOXjZTp9Fe++G0SqHUqTW591NVYnmtSpac2xbQ518OpWlxiVe2/V6YlrP2xn5HL5cW6NYze0BKLAiLAk9vGIIGbD9RCBGwK87taPwgZbVcklfu2MkNAHB598lre/4kM6k9Jw9ksJgMZ06vsQOJJCIAQCaTlZSU4PF4Z2fnNp/deCUnNxy4ue+vbSknOY526FuumcAwnJubazAYgoKCagl1tUq90Gvs7L1fhQztRWcy2mHjZTLZ48ePfXx8+Hx+rfixqFpDQdUaCqrWUFA6AJs2bTIajQsWLGjVYP2vQ7mweE3vOZO+/XjIR+Pf9FipVCqRSDp16vQ6X3eLxRIbGzto0CBbSXJysre3t9VHKCcnh0Ag2HIrqVSqnJycrl1b2NPp7vHLx5bssv7N8XLAE4kuvu44PO75vSS9VPZFl0prurAHZfRf0uwAAJ8dX0+3Zxcn5dCd2CHRPQnElsmGJBKJ9Ho9i8XSarVOTk4YDEYkElVXVxuNRldX16Kk7NuHLug02vzHmbZDcGTCJz+v8QkPvLbvdKmwUFmlkOSVEQnEquLKen/C3ts56oOR/pFdXP3rseAhCPLdqMV5jzPs3J38+oU6urt0HdvXnt8kD0OjEXwaDn58AvB4oFaChX22l/eOXjwrbHDvN6rGbDLd/Pl8aWZBwfMcUUqRtbD35EFDV0yjUqlvIfQOAECv1UlFYmcPt6YZ8UQFpat7z/n8xIaQ6HD0FddMjEZjbm6uvb19Q8F4Di/c+vDkDQCAZ3f/VZfbV1K7S5cuTZkyZcmSJevXr+9Y3Y6qNVStoaCgag0F5SVarVYoFAYHB7d5S27+fP7kyn3fp59i2zcY40Sr0ei1Og7vXxYDGIYzMjI8PDysiuuV3L59u2fPnjYDWklJSXV1dXBwMIIgd+/e7d69u81dMDU1lcvltmyObI1KvXvq6rwnGfVuHeYpH+/78huWKqHuTrSvtQ/fTzB+7UehA3o2syUmk6miogKDwSgUis6dOwuFQrVajcFgMBgMkUhUl8tOrzogzatwopqi3JQ4CEmVUJLFFADAJ8e+Prvhl0phaa0KsUQ8y82OzeMG9uvWKTLUt1vn12lG5oOk/IQsSUnF87vPqooqXYO9B8wZHTn1DeyZxRl5jw8cn4i7C3betqpA8Hlv8O1VwGiuEay6SpZ68/Gxz3eM3/Xp0CmjWnv4WJQuvHPk4r3jV2oWDvliknuQb6fIYGbdqCr18ezWwwMzN/xU9jf6cmsRxGKxvb1949lBnt2I3zdt7TcPf3Hycm0PbU5LS5s3b15iYuLJkyfHjx/f4focVWuoWkNBQdUaCko7ZcOQBUQSafKmT9wDfVTVigOffVueWRg6qBeDw4IgSK/TXd93BgBAoJH6Th9GplEAAoYvfh9PwMvl8urqakdHx8YXcVkpLy/Pzs6OioqyleTm5hYWFlIoFE9PT1tWJZ1Od/v27WHDhrXgCWY9TNk2+ivr34Iuvmwnu9LsQqmw3LbDRF/ZUM+XcU1gBMy9Vv+6Mr9BXSasmFMrAn7TSElJCQ4OLi0tlUqlFAqFTCYzGAwWi/V5wDiCqnpb/xLoHxtPXBnjSFo9WtozPGDc8tnNz+slqRDF/hRzfd8ZjrtD+Mj+VDuGX0Sos697Q+bEU98cvLHnDADANdR7XbcS0O09EDUF3DtdfnTPo+5LyUzqewsmNbNJpaWlF3YcT/wtNmruqBELp7HsW34ZWFluUfK1h8lX4vMTnnPdHYctnNJ/2nBppVin0WbeSLh34m9RVvGLiz64q6OrM41JZ7nxqAwa18XBxc+d+O8gMel3EnZOWvlj8UUiiYS+UloEtVqdm5vLZrNtVvdafOI1yqw37iu4UG+kn7fMjRs3Bg8ePGDAgLVr10ZGRnbI0RWq1lC1hoKCqjWU/7N33mFNJG8cf9MDoQVC770pIkVAUbFg772fgnr2s/dezq7n6VlPxd6wdxFE6UWk994JIbSE9Ozvj/UXERAB0RPcz+PjEzazs7OT2dn5zrzzvhgovr6+w4cPb4nC+TEUpefe3n428XUUkUKSiCVKDJW+s4aLhaLUiPiq4gqyHLk0rUDDVs91WL/S3MLc92l1nLquA52HLp6sa27IYrGYTKaNjU1LLhQZGammpmZqavqlBBKJ5PXr1z169KDT6e11d2lh8QfHrkGkUgDo6tlj8cVtJDIZABAEQRAk4W3035M3DTSsmWr9KShZQJ7ytRRVPTtTh8E97Ue7VxSWZQTFB/o8EXI/Rn8ev2v+kHnj0WGNWCyuKqsgkAgKdGUAaGFEBLFYjNp6sVgsRUVFmR8Fdjlrje3UBmt9ALD2rX4FjwgAXQe5uHsPLYrO0rLU7zHSox19b9TVcl+d9OXzeB9ehaFSlkgl95zqSZGjCgUC2RJTZnRyTkya5/yxfeeMVGHQgV1ee2wlMTNKznXgK0G3D2Fpue9TcXjcyezH31KY4uJioVCYF5X6aLdPdRl73I65Q+ZNaK9xZDWTHXLr1b09FygKctZ9uk/etUBdtwlDUKlUmvk+KSXwAwBUsytTA2PZJUwEATFPiMPjuo3qaWBuYtPPUdfaOOjGc9+t57oNdl1ycTvWv7UjaGx0S0tLIrEJd9AFmbn7hy4fMHfM2HWz/9tyVlVVmZubb9myZdmyZR14dIWpNUytYWBgag0DAxUkYrG4QeSun4HyotLQ66+s+jlYONjg6r2wJRLJMstxeDzh71Rf9HhqSOzhCeukEunUPxd1GeEmlUpRsVGWX3x6/u5NT/5ucmiFEhQURKVSHR0dG48JamtrQ0NDu3Xr9o1e2iUSCbOgJPJOADrae3XqroDLw+FxM4+u6DNlSGN5s851FjuneG5XlrM2B0HgYabq02xlANj65pSh7Sef9aW5RSdmbytJ/rirytTF1raPQ3JobGZIQv3ciBQSWYHapa/jzIPLGwQDEPAFby4+EnB4/bxHyyvRUlNTRSKRkZERnU4XiUQSsRgAOFU167rN6G9QM92mov65KwIMaoSEXrOGeB1a9QMaA7+OV5ZTlBGVWFnIKi0s0tLTjX0dVl1YoaSrZuPevef4gSYOVrLEu4cuVdFUW+LzUahc3XD8zflH654dtXBqe0w5NMhBSUkJgUDIDk64se4fVT0Nt/ED6jjcxLfva5mVKlpqzKwiM5cuE3bMi3sSKhIIxWKxHE2ex62To8kDgEgoKissVlRRkulMfh2PKi8n4PFfnfQly1HGbvHy9BrbhrIJBYKU4NjcmLSwhwHl6UXoQS0L/TX3D2GuINsdNptdWlpqbGzc5PRW4LWnV1b8ZehosfX5P22+hEgkkkgkRCKRQCC0YfojOzvbxcXF0dHx2bNnHVrqYGoNU2sYGJhaw8AAAOBwOEwm86suAX8qVnafQqASD4ZdlR15deburS2nd4dfUNJUzc3NNTIyotFo7CLmmu7T5/+7yWWURzO55efnp6SkMBgMGo2mpl0PB4UAACAASURBVKYmEonKy8srKipwOJyTk1NLAri9fxmSGZ6YGZYoFAopVIp+NzNlNTo6xJeIxSG3XlUVVzQ4ZeTamWNWN+2EMzsmdc+QpQ0Ojt08Z8SyaQ11oFgS4uv3+OhVdk7ZVwspp0Tr5zWKSCKaOFnz6ngP910qTcuXfatuqsOpqhHVCVR01CsLmBKhuP65JDyytWexjoIQ/fPfePWwYoXes4fNPrDiZ2sbOQnpuwcs3h93laH90WVOYUrOtr7ztawM9rw7/62ikc/PzMzs0qULj1t3//Al/xP3zHrYWvfprmqoyc4tU9Kkh915nR2VoqKn3m2wKw6HC/z3kfPk/szc4ryIVJPetmZ21jgcTsDnV1VUAkBtVQ2CSI0szPRtTHpNHtQuTtVFQmF2fHrYbb8gn2cAYO7edcyqWVa97LGOrh2pqampqanR02vahWleUubOfgvXPDls1aN124Bra2tTUlLKysr09PRQoVJaWqqhoWFvb9/CFfKP8zilpWfOnNm8eXOHcNOPqTVMrWH1gIGpNQyMzoZIKFygN3zS7gWD53/aN//w4OVHB69sj/hX39iwrKysuLjY1taWTCbvGflHdkTyeabfV7PNz8+PjY2trKxEox47Ozu3RKdxampPee1MfRfbqlvQszXe8eZsMwkKU3IOTlrLKasCABU9xqr7B3QMv+i3oLa6Zl33GbKgYQCgZqzFr+Nxy9ozorc8UbretVSZIj75QSONTQWA9S+OmTvY/GzN487uf6OevD0QfqX+wbdP/S7POdCSZtAMXC43PT1dR0enGdepUolknvaQSbsWDP59PAC8vHBvsNc4AJinPXjEyumj1/zQIBn3/77yZPdlADiadkeJroJ1He2FVCqNj483Njb+UhSHTe5eiur01bf3EVussqqrqx8/fuzu7t5gU9yHDx/i4+N79uxpbt6iIPIsFotAILSj5Tam1jAwtYbRCSBiVYDR0Rk2bJiSktLNmzc7RGljnoUADpxG96l/0M7TJeLBm+0uc237OfZfOFZAllZUVGhra1u5dRPzhS3J1sDAwMDAoIVlQBCkJLsg6Opz/3MPJULRV9OT5CiO4/qoqNILs/OchvTuNcHzK3LO2ri/9+inh65tCzytZaRHIDY3R66orLQ36nLghUcioYiur+441B21f5NIJAAgEorSQ+Ovb/qnPLu48bkq2moGduaJ/lFSsaTBVxRFObFAJBGKTVxtBBx+UWL21uBPQYEtPbrrWhnx+XwKhfLzxImWSqWhvn59Zwxv+OOaGgPA/aOXx65ou14ikUhaWloaGhrNpMETCO7TBgdceOg0uo+aljoq1QBg9Lrfnv19c8jSST/S58fYZTN7jfM8OmHdyd92rH90FOvo2gs8Hm9iYlJcXKyoqNiklhi6YurVlceOe21fcWVPSzJMSUlJS0vr379//bjbKPb29ubm5mFhYVQqVV9f/6v9Unl5eccylMDAwMD4AWBraxgdnpiYGEdHx9zcXENDw5+8qFKJ5M+Ry3UsDb2Orm7wlYAvSH4X8/b6s4TnEYAg6ma6q27vO+G93b6f69j1s9uxDGKRaN+olTnvUz/1Anj8wAVjVfU0jO0tq1js4oSczxSRLqPHyL5yn+8Za57QO6/PL96/+Mp2h8G92qve3lx+wmFVc2s4Aece4AmE4cunuozrjwakFvD4xel5NLoSIIiQK6AxlJQZdNkwND0qcf/wFX29RhCIRD6fr6yqwuhmoKKrjnZ9enp6XwpC9eN5d/357Z1njyX5NrYBi34adGrOzuW3/+zq4dyqPBEEqaqq4vP5HA6HwWB8ddVCJBQdnrguPyFTnq7gOKrP1G0LACAnMWN3/0WnC5+Sfri3QGZByQbHWb/7bOkxrA8AcKpr/c/er+NwE99Ec9jVZArFbcIAQr2NnWR5yoC5Y9srml8nhs1mV1dXGxs37ay1vLB0veNMTUt9r3/WmthaNLNAlJ+fX1BQ0KtXr+anIfz9/R0cHNTU1JpJFhkZicPhnJ2dO0cNY2trnR5sbQ0DU2sYGC3i7t4LCVGxIYFBizeswAEQSEQcDofD49H/AEDH0RRPxKsw1ChUKlWOSqaQyf+RS5KAi48eHrqsrKG65MoODT3tL42t8/PyHx6+FHcriKamxGXXHPhwTU2nifWQmqpqoUDI0Gy10jg4YY3M9JHGUBq7brbbpIHUdvWoeW/vxYKs3D/+/Smi2VYUM/OSsxwGun0mWcXiqqqq8vJyeXl5CoXCYDCIRKJYLJZKpf+h+/Jt/X/XMNVdfG5rk98enrI+PTTeY87ISVvnt3xLT01NTVFRkYqKCoVCUVVtkdMOiUQS+fitgMdToqs4DOkFANzq2tX20zzmjpy8af6Pr5bdQ5ficDgTZ+uS1PykN9HydAXnMR6KdGUtK312IfPezgsAYNa3q6a+DptZkfIqWkmT7jZp4OAlk5Qx+8kvU1ZWJhKJvrR7DQBKMvNvbD2V9Dpav5vZsss7VbXVm5RhL1++HDx4cH1NIhQKq6qq1NXV669a8/n8wMDAIUOai0CYl5f388+4YWoNA1NrGJhaw8BoBVFP352es6tt58qrKdL11VUYajgcjkQiUZXkNU106VoMk562RBKRQCCqqqu1o41cdlzaHs8lAxaNm7DRu3k9IBKJioqKCrPyLs3ci0ileyJ8NA0/2RcJePxXZ+6+vfK0sqAcAKgqtIHerfC4fXbJ3ojbAQBg7GA588gKQxvT7/G7vDjt++L4rb+S7vzk7aewsLC6uprBYLDZbARBKBSKSCRSUFBoZghbH6FQ2I7SzmflkbjX4TvenVNS+WI47LCHAfd2XyCRSTsDz7Z8TxEaGflbFfifFz74he9qdr/i9/qZ0nJenvIFKSgwlI26mbuM7tf84/Py1J2wW69LMwqmHVzSZYCzpp4O1lU2pqCggEajfVXAV5ezj8/alvM+ddT6WSOXT2+gPTIyMgCg/p60kpKS1NRUXV3doqIid3f3+v5FoqOj9fT0vtFFLabWMDC1hoGpNQyMjkRiQsLG3t7qZOXvkTlRjjxh61xP77Htktvjo9fi30RuenSshenj4uKMjIyOTd5o3dN+4tZ56EGxWLxv1Iqc6FQiHumjVytHlIYVK7D5RJfx/S3c7cqzi8VCsZyCvKK2iq6VsVEX86NTNmaGJzbO3NjRas39g23bg/Tv0v1ht15b9bZf7XvgS2qWU137h8X4P27utuvX42duPzwej8/n0+l0BEGYTKampmZOTk51dbWdnd1Xx1j5+flisZhGo9Hp9G/XbKkxCQeHrJx7er3buAFfGz1XrnOc0WNS/9n7l+O/tsJWXV1dV1dXVlZmZWVF/bYtZ/f2XsyIT15342BH6Rz8Ljy4u+tfEVcAAAxrXZdhfcetm4P1mZ+aXGqqhYVFC7XEFo95xcm565//Ze5oW/94eHi4g4ND/fafk5NjaGiIx+MTExNpNFp9S8va2tqMjAwHB4fG+Z86daqoqGj37t2YWsPA1BoGBqbWMDoJfD4/MjJy1qxZPXr0uH37NrucFf3oncu4/koqyoAgAoFAyBdWsdkAUFFaXp3Pqi5k1T9dJBCyy1nVxRU1zCoAEIvEVSUsWbDm+jgMdy/KzCtLKwAAwAEAzqCnJQAoKCua2VoBgJVHd1N7q2YWOl6du/v6/IOK7FLdLsaOQ93l6ArGdhYkMlkkEuEAiCSSii5Dka4MAPW9cVRVVbFYrOyA+FubTy2+usNhUM+q8oo/Ry2vyCqVI0o3uJToKgoBAEFge6huYW0r1IKiJn3dwyPaJnptqPaUoA+Hxq8dv2Pu3W3/zr+w2WVE3y+l3D1sqblLl8nbfu9Y7SopKcnGxqYla6rZ2dlaWlq1tbVSqVRbW/sbr3t6y8GoM69a6PUxJfjD6QV/4oi4AV6jBy+Y2IxWzM/Pr6ioAABDQ0MVFZVvGTimhsQhCGLt3pGc6SMIIhaJQu6+ri5kPTp4ZeHlbU5D3LHOU1Y5LbcdSA2JvbjyMCundPLehYO8x32ahHr8eOTIkY3TJyQklJWVeXh4NIgVGRER4eLi0nByh8PR09M7ceLEjBkzMLWGgak1DAxMrWF0EjZu3Hjq1Ck3N7dnz56119hFwOPnJmemvfmAHnl08EqLHyNQUFPuO3O4Vf/uquoMJU16DbOqOCe/4H1GeWFp2I0WDcFxBDxZnkIik017d2FoaUolksqqSgNDwzeXntSWVxLIRBwOJxaIAGCTW4mJ8idhGVSo6JPIQItBpJDE/M98PBram1u629dW19AUFeRp8kQqeeC8MW327PfvyoO1rOoVl3ff3Xsh/I7/moeHCjNzC6IzZAnkVRXr2LWqBpql6flhvv5H4m52rHaVkZHB5/OJRKKJiYlIJKLRaE2OaFksFpPJNDU1ra2tlZOTo9Fo33jduOCov8dtPJH7SE6+RRsIRULh6/MPXp+9r9fFdN4/62gKNNwXBoW1tbUcDkcsFnO5XH19/W8vagfl4srDVAX5qTsXYp2njJycHCqV2vK5hqgn787O2zNg8bgpmz/Owty/f3/s2CasD4qKilJTU21sbBpk3qRa27hxY0BAQFhY2M/jnRVTaxiYWsPA1BoGRjuIK6lU+l3Dp/pdfnBnwxnAAcNEu8eIvjgcjlNTW82uYpeVA0B1YUVlbhkibenjo2VnVJFeLBaKWn7KlzjSr0CZ8in6c0Qx7Wy8Rv+5oydtn48nEEpyC3d5LLQb4qpnYQQAw5ZPbVVo2ubrfEOv2U5De0/YMreqnH1o4rqS5Fw8iUAgEPR6mNcUsWuKKqRSKQ6Hk4olUokUAE7kPJSjyXespiWVSsvKyjgcDolEqq6uVlNT09HRkQ25hEJhYWGhqqqqkpISHo+Pi4vr2rVr/QFZZWVldXW1goKCiopKg4WFZlhiOZZfzT1b/KJVY7us6OS9I5YjUsS6r8PSqzspX3afk5qaqqioyGAwKP+Ri53/HN/d/4b7+h/8cL2TSYJvgcfj1dXVNe+nsQH39/s8OXxNtggcFhbWo0ePJvthiUQSEhLSp8+nUCVCoTAhIcHR0bGBfuvTp8+bN2969uzZ2UZXmFrD1BoGRjuBxVvD6Hjw+XwqlfpdpRoAeM4a4zlrTDMJxGJxeXFpdmRKWXrB+xchpan5TSbTMNebundRl14OeAJBKpEyC0vyEzIRAHQoLxaJmJlFYoEIQaTVldWF2Xms9CJOaVUz1z32XmOTWzHh/2POqDIFALAe5Pj0rxtRj96Wphfo2BjNPb623UNjxfqFl2eV9PMeBQAq6qpr7x6sKGYad7VonFIoEFZVsLe6zY24F+Axc0THal14PL7+gkBCQoK2tnZVVZW8vHxBQQGCIGpqaioqKrK3NZfLRQORC4XCmpoaFoulrq4uFArT09MtLS1b0kqz49J4lZzBSya2dmBn6mTzT+7j2Nfh93ecPzxh3aDFE0ydrKVSRE2DUT8Zm82Wl5fX1dX9lTsNhzG9n/99q66WS1NSwLpQFDk5uczMzFapNTwer6CtUn+0mpeXJ4uQhiDI27dvPTw8AEAkEjWYGkhMTGzs7eb+/fvKysqdT6phYGBgYGoN45empKRERUXlq5GjvvvDQyRqG+hpG+gBwLiNXrnpWY92+VSzq8qyCqnyck4TPeyH9zIwMZJX+GR7hifgtQx1tQx1m9R+CQkJjgQCOvThcrnFxcXm5uYEHB4A0BWqKiZ7VZfJeTWUs3GaC+3LACC4SOlDmby8ikJOaMqzv24AwOhNv43647ts/8iPy1DSUpGFE1BSU1FSa9pDOplC1tDRUqArVpeyO8GINj4+Hv1MpVKtra0/u1MyGZVYPB5PKpWWlJTo6uqifvaqqqri4+NtbGy+upwV8zgIAPS7tcU/J4VKcRnRF5FKz83981REEnrwn9xH1HoWlVwut4W++zsxJl0sAaCsqMREyRzrQmW0YaWxa/9ProP09PSSk5Nlag2HwykqKmZlZZmYmERFRTV4WAoLCxu4GEEQZP/+/XZ2dtgPgYGBgYGpNYxOxfXr11evXv2zlcrIwnTZlV2yUUhrh0HoIgyVSs3PzxcIBABgZmamoPDZOoCKhqrrhAHhvv7RpfLL/A1IeKRKQAQAAZcX9sDfbarn5B0LFFWUvtMNikViVR0NiUTSwlVNqVTaCRqbvr6+UCikUCh1dXXoGlqD4WZhYSH6rVgslkgkMteL6urqlZWVdXV1JBKp+UWztKhEApnoOKR3mwvpOqqfyXur4KsvYvxCS5PyXp+9P2L5NPSr0tJSDofTuOSdAJFIlJmZiT4sAKCoqGhgYNC83W+af4yJNabWPoPL5bZqN6OAx5f1bwoKChUVFRwOR9ZT2dvbJyYmfvjwQU9Pr/6qXXFxsaamZv18JBLJ9OnTAWDjxo3Yr4CBgYHRDNi+NYyOh1Qqraqq6nzLBWw2u6CgQE9Pj0wmy8nJfWnXU15yZtC1F+8uP5UIxHZDXIcsmpSfnHVz/T+WPe0m711kaG36nYpXkJK9b+SKIUsmjVw+vZlkuQkZH56GFGTkpAZ+MOpqPnHnfGM7y87aFEUiUUVFBYlEotPpjSUZk8ksLy8Xi8WoS8YmcxAKBAv1RwxdNW1CO/mX/3vmlsqyik1Pj6F+SlNSUiwsLL632fAPRiwWh4aGSiQSAwMDdXV1AoHA4/GKi4tZLBaVSnV1dW1SHl9cfST48nMcHucw3F3XyggA5zp1wC8ejY3L5ebl5VlZWbXQCjchIOqvKRtNXWw3Pv4LPcLhcIKDg3v16tXMjEB1dXVYWNiAAQPqa+lnz55t2LDBx8ene/funXN0he1b6+xg+9YwMLWGgfFFEARJTk62tbXtfLeWnZ2toqLSBiGaGPT+zrazhYnZCgzlibvmu48f1O5lqyxjre46de6Z9W5jm4sJtmnA3NKEPC1Lg56TBqaExWVHJv92eEXzEY07K2KxWCqV8ni8vLw8iUSipqZGp9MbDGqf/X3z+enbx5PvtddF8xIyTs7bVcuqmrhjvol7V6FQWD94cScAHfo7OTkxGIzG35aVlcXFxbm6uiopNVxk5vP4if5RPA736rrjYp4QAORVFf9KvE0g/tI2Jmw2Oy8vj06nS6VSdXV1KpVaW1urpKT0pdmiCmb52i7TvM+u7zlmgCyHqKgoRUXFHj16NDirrq4uNTW1oqKiV69e8vKfHA5JJJKUlBQbG5tOLGYwtYapNQwMTK1hYHRCeDxeamoqHo83NjZWUFBo7Zs+Ny799YUH4bdeyzMU7Qa5zj2yph3L9vDg5YjHgX++u/CVwV85S1WdIdPV+8aszAxL9JgzctwWL5rCL+3goaampra2tr63Dy6Hs2fI0u7Dek3cOLcd5zIyMzMTH4Q+OXhV2Uxj5PLp/SYN6zR1KBKJ3rx54+7uXn/o3wAulxsUFDRw4MAv6Q00DptEItngMttlXL8p2xf84t1OeXk5kUgsLCxENQaCIKqqqrq6utnZ2RQKpba2VktLq/7i8KNj1x7u8dn25pSakTaRSER3ZpaWlsbFxSkqKioqKpLJZIFAwGazpVKpkZGRsbFxA8vwoqIiCoXSpN7G1Np3oqCgIDw83MbGps0TnVFRUVFRUYsWLfpPyi8Wi+/fvw8Aw4YNa2C7m5+fHxERAQATJ07E1BoGptYwMH4KkpOT165de//+/fbyTf+zUVdXh3oXtLKyIrZ+4r8oKz/m4bsH+y7NP7/JZaRHe5Xq1dl7t7edOZJwU4nRCv8urFJm2PVX75+H8Dl1+8Iu/crtFnUUqa+vTyAQFBQUMmOSj07aqG6oten5cRK53VoygiC5ubm1tbXC0trIB29iH4domuj9cXUXQ1+rE9RhdHS0rq7uV0OElZSUFBUVOTk5NZ/s6fGb93adl/05ZMXkXhMG6ZgbYH0sSnFxMQ6HU1dXT0tLEwqFqJcdsVgsEAgOTlhT8D7DwNFiw8OjRCIxLi7OxMREWVlZLBaXlZVVVlaqqanV/5myYlMzIxJ5VVySPKWypByvSp22el4nH119Qa2tX79+//79kZGRzs7OP7I8t27dmjJlyrZt27Zv3962HHR0dEpKSq5fvz516tQWnlJSUqKj88nYeMuWLTt27GhbFA3Z/tucnBwjI6P6X127dg0Nrf6DB7SYWsP4YWBr9BgdD2tr64iIiPPnz3eaO5JIJBwOp7q6ms/nA4C8vHxjV9ctR9fUYOTKGaM3/nZu3l6xSNRehdSzMkIk0sLU3FadxdDSGLlyhqWLnRSR/uLtlkwmKysrZ2dno38m+Ufza7lbXv7TjlINHSMaGxsbGxtr2RguOrn5rxRfqVSyzmnmxfVHmQUlHf0xqaqqaiDV4uPjg4KCGqTU1tauqKiQSCTNZ2hsbUDCfxzeOQx3f3vp6dbec1+db2iVmhIW+/TvG6zC0l+txaqpqaEmkdbW1vb29qiPx8LCwtzc3PnnN3v7bMx/n87n1uHxeFtb27y8PJFIRCQSdXV1u3TpIvuZqpnsCysO7R2y7NXpu5EPA4OuPksIjO7i0A17kXU4tmzZMnHixGHDWr1WT6fTra2tFRUVd+3a5eTk1DkcUGFg/Egwn5AYHQ8cDicnJ5eamtoJ7qWoqCglJQWHw6H+08RicWFhob6+Po1GU1VVJX7DjppRy2e8u/zs0uq/vI+1jz1kWkwiAEArJy9rK2syY5L9/70/bf9SrOnq6+vjcLi6ujp5eXkNW31AgED8Lv4/ysrK0HloeQXanqALsa/Crm8/FXzx+eKL2xyG9eqgtRcYGNh4Vc3Ozq6xWgMAHR2d+qHAGiIWwdHfbVLC/xmMZLOJgskbusyYhiBI2P2AC4sPkIikfr+NBAABX/DvigMf7geR5anPjt/a+OyYrrnhr9NcKRQKauVYf4FItqyhoqQMAOnB8U4j+5DJZE1NzbS0tC5dutTPgVNds8Zxhpqh5rbA0/pWJgAgEAjweHxnNYtoLcePH6+oqBg6dOiDBw8iIiKsra03bdqko6Pj6+ublJS0ZcsWPB4vEon27Nljb28/ZswYAAgODn79+vW0adMsLCxEItGhQ4fi4uJyc3O7d+8+duxYT09P1Jb17t2758+fl0gkDg4OO3fuTE9P9/X1RR8if3//oKAgGxubSZMmocVAEGTHjh0qKirLly8HgOzs7FOnTiUnJ1dVVfXo0WP69OnoMrWmpqaNjY3MCpHL5e7ZsycsLExJSalPnz5//PHHl15YkydPPnXqVG5urrGxcUxMTH5+PoPBOHTokJOT04gRIwAALdLcuXP19PSio6OfPHnSs2fPkJCQoKCgrl27btu2rfFe7oyMjGvXrpFIpBEjRty793GGZfv27ejKYXx8/NmzZz98+ODk5OTt7Y1GiYiPj793756np2evXr0A4MaNG2pqaoMGDUJngnbt2mVnZzdu3DgAePr0qa+vb2pqqouLi4uLy6RJkzqZoyaMjgeCgdEBiYyMBAAej9eh7yI4OPjdu3d8Pr/+QdTj5YsXL16+fPmN+b887eulPrAgK7ddSvvgwCVvTU+RSNSqs/aNWemlPvDA2NUSiQRrtwiCMJnMpKSk+Pj4s8v3Hxiz6kvJRCJRRkaGUChswyVqamrS0tJKS0sbHD8wZc2e4ctiXoZ20Kq7cuVKWVlZ4+Pv3r1rfLCgoCA+Pr6JXKL8kHvHkL0zkJOrEARBaquQU+uQDcM+PZX3/LzUB97aefb2rnPbPRd6qQ8MvueHIMihCWu91Ad6qQ88t2S/4PNn9pflzr7z3pqDfPecRxAkJejD6RX7r2w6fvfPCzVV1QiCRDx5u8xqvJf6wJgXIbJTzp49+/Tp01+hclAN0Pj4unXrACAyMhJBEAsLC/h/+BYUKysrBEGOHj0KAK9fv0YQ5Ny5c2gatO+dMmUKiUSqra2VSqWOjo4NRnQXL15EEOTp06cN1sRu3Lgh+3Pr1q0ODg5kMln26rl58yYqdRAEefXqFZlMrn86Ho+/f/8+giBoxAX0tVteXt7AfVHPnj0b329xcTEALFiwQCwWX7r00RKexWKVlpYCwO+//44mQ6M4hIeHIwhy6tSpBjfVvXt3BEFqa2vRP3NycioqKtBZg4CAgMuXLzcY0z5//rx+lRIIhKVLl4rF4oqKCgDw9vZGEEQikZDJZCMjI6lUiiDIrVu3AODYsWMIghw+fLhBAdzc3Jr8iVVUVLBOAOMH9SdYFWB0RFAbJ/TN1EFJSUkJDf3iuJnD4QQEBKSlpX3LJeLfRKLjS4lY/O0F3jN6+Qb3Oa09a9ewJV7qA1mFZVijbaAldk5c/uDApWbUWkxMTE5OThsyT05OTktLi42NLSoqqn88PTYJbQ/Z8WkdsdJ8fHzYbHYL1RqLxfrw4UOjpI+QmaYf/+Vmfjo+07R+quNe29CK8lIf+OTC7Y99jlgS/vDN9oELvNQHrug2uaayCmvGCILsHLpYVleyfwtMR6Af1rnOqmCWN9Awly9fxtRafbW2ZMkS9KWGhq0TiUQpKSkAsG3bNgRB5s796IIInb+TqZdjx44BwPTp0+vrImVlZYlEsm3bNgCIioqSSqWDBg3icrkySYbmiS5A9e7dGz3X29sbAEpLS6VSqaWlJQCcPn3645Tfy5cWFhaorpOpNYlEgq6OLl++HEEQqVQ6duxYALhy5UqTaq3BYjiCIF9Va3JychwOh8fjobqrgVpbsmSJrN4QBLl69Wr95QdDQ0NZdfn5+aFfoXekq6uLSqy7d+9+XP7lcBAEWblyJQCw2WyRSEQikRQUFNCuJioqCk128+ZNTK1h/Idg+9YwOiSpqakEAgG10umIsNnsrKysZnaZi0QiNze3zMxMHo/X5qt09XBefG0HADw+eeMbC5wemZAVmqiiRg+69SI/JTs/JTstOkH6tX1BAFCSUaDfzVRNVwNrtPVhMBi1xexmEtTU1ODx+Lq6uqKiIi6X2/Kcq6urcTicrq4uanJZt0s6aQAAIABJREFU/yvzbjbbQ88BQFlGYUesNBKJ1OCOmoHD4XxmbieRwIE5cG7FpyNc1v/ruhrwn5k5LTi9eeGN7bvCL5wuejZ8zkcvc3gC3mWUxza/UwsvbBFy+Gvspv1hNf4Pq/HXtvyTn5b9y7bkZVd2a5jroZ/N6IJhJtVqcmJhDR8A+v8+ZsuLEypqn2zYXr9+TSKR0EE/howVK1agS1jDhw9Hn30LCwsVFRV0RUtm5hcYGBgeHg4AaLKYmBgAoNPpqPnfmTNnXF1dq6urs7KyzMzMAGD9+vX37t178OBBYweqqFFlUFBQbm5uXV2dj4+Ps7OzhoZGeXl5Wlqah4fH/Pnz0ZSDBg1KSEho8KoNDQ0ViUQAIC8vv3379h07dqCuRN6/f9/MbeJwuPHjx6PF/ipz586l0WhUKrVnz56o7pV95e/vf+LECX19/a1btzY+MS8vLy8vb9iwYZ6engAwcODACRMmAEBISAgAzJkzp6qqKiMjIzg4GE1/5swZAHjw4AEq5AICAkQikZ2d3bFjx7Zv3/7kyZPBgwcDQHR0NNZQMf5DsH1rGB2Se/fuSSQSdBaww8Hlcp88eTJ8+HAikcjhcAoKCoyNjalUKjo1mJ+fz+Px0MBcbm5u0dHRvXv3bvO1HDx7Lr228/j0rYYWpvaD3dqWiUQiOffHfgDIik7OjEqWiMTo4HVXxEUtg+aCCyMIIqip41VxBXwBhUrB2q0MKpUqqRHw6pqQ4nw+XygUFhYW6urq0un04uLikpISIyOjr25irKys5HA4QqHQ1NSUy+XicDgul5ufn29g8MnJ4d3t/wLAu9svXMf173CVZmJiwmaz64dAaF610un1nJe+uAiJ/9/eZu0KetZwZTuMWga1lXBrD3hM+ey9SCI6Dfji7j6nEX26D+kVcudVZWE5AKSFxt/cdHLN7QO4XzKyFg4HzIxCAPDqyuqlWwsAY83ZJ2I048rlTR2tmWxWdU6Wuro6+qudO3du8eLFWAiyxg0b/aClpYV2m3g83tvb+/Dhw0eOHGGz2R4eHlKp9Pz586gbqoULFwJAfHw8AJw4caJBbmFhYTNnznzz5s2FCxf8/f0NDAwePHjQIAR5t27dnJ2do6Kizp07R6PRJBLJqlWrcDicv78/ALi7u9d329jAMBIAkpKS0A9//vln/eO5ublN3uDkyZP379+vrq4u041o/sjnu6Drmy/KNqoZGxsHBQXVTzlv3jwAuHTpkrq6euNrJScnA4Czs7PsFmxsbAAgNjYWAKZMmbJ79+5r165dvnx5+PDhMTExvr6+ZDI5Ozt748aNOBwuNDQUlaPoBxnp6elYQ8X4D8E6TYwOyaZNm4YPH75q1Somk9nhCp+amtq7d281NbXc3Nz09HRlZeWQkJDy8nKpVBoYGIggiKKiYlRUVGFhIZ1OFwqFAoHgWy5n7+nWY3y/ZydutjmHG9tOsbPKTHrYnMx7crbo+Xmm37mSl6cKnjYv1dBX8uDFE1l5pYGXnmCNtmHl4PHV1dUy92joAhqHw0lPTy8tLdXR0WEwGAQCQSKRCASC4uJioVDYTG5sNjs3NxdBEA0NDRKJpKKi0rVrVzs7O3SrxqcxR2i8nptFWsCHc0v3d7gac3V1zcnJaWHi/Px8fX39eu+6jy879oTtsOEqzNwEIxcJAu7EHN5/PV4x1Wpcq0pCIBL6TB06es2s0WtmzTu9ISM0YY3TjDj/CFmC/SmcP6Kq1n+oDmEJO3czDr3lBwAGSkJUqgEAHgfTbNgAkB6ZqKCgYG9vz2azWSwWn8+/fft2VVUV9ux/cUBWT8fOnj0bANavXy8nJ+fn5zdu3Dgmk/n333/37NkTXchCpR2/0RbKWbNm4XC48+fPR0RELFmyJD8/f/HixY2v5eXlBQDHjh07ceKEnp4e6nEEDcX21bcqKqVoNFqDS6Px0BpDp9MNDQ3rL/GhrkrY7I/2BWjn1qQn5MbuPS5fvozD4ZYsWdJkW0IdEdV3rF9TUwP/945ja2traWl54MCBioqKyZMnz507NywsbNmyZTINjE4r/P333w1u7eHDh1j7xMDUGgZGK0e6ONyff/6pr69PIpHEYnFpaamo/VzVf2+Ki4uNjY0BICkpycHBQUdHx8PDIycnJz8/X0dHx8jISFdXt0ePHkVFRQCgqamZn5//jVecsGVuVkTy0zO32nBudUVl5N03AGBgZ4b8X1rgCfgW+qukazEAgF/DxRptfdLC4yuLy9Ut9FAvoB8+fMjNzU1LS8vOzjYzM7OwsJAFDtbW1jY1NaVSqWjwYgAQiUQ5OTmJiYmFhYXp6ekZGRnp6elMJpNIJAqFQtQVJAqfz6dQKImJiSUlJfn5+bm5uVQleW0Tg3FHF71/Fuyt4bl3zIqSzIIOVG8GBgayeqh/sMGR7OzsBt4gS7gf1wdUU/0/Huo5MrPf0n8+aLwrVzu/+EBefEbbikTXVDue+cBxVO+/p25e6zzj+T+3JwVVPCnm29FJDAre801FOOvTbEsH6qaaQcDj13E+PtECDg8AGFRx/QQqFDGajMFgZGZmmpqaMhgMKpW6f/9+Hx+fffv2YT3AV7G1tTU2NhaLxXPmzCESiWhMaolEghoxAsDkyZMBYMyYMenp6SKRyM/Pb9KkSa9fvwaAkpKSuXPn6ujo7NixQ1dXt0n/yd7e3hQKhcvllpSULFu2DF2J6tKli5WV1dmzZ0+fPl1XVycQCHx8fKZNmybbM4YyYsQIDQ0NLpc7Y8aM6urqkpKSOXPm7N69u+UTizQajU6nP3v2LDY2tqCgwNfXl0AgfDa98mXc3d2fPXuWkpLi6enZ2Eq8W7dudnZ2J06cuH37tlAovHHjxl9//SWrLgCYMWMGj8cjkUhTp05FjXIRBHF2dtbT0wOA6dOnKyoq7tmzJyAgQCgU3r17t3fv3vv27ROLxVibxMDUGgZGq7Gzs7t8+TKdTpdKpXg8Pjw8vPnFh58HOTk59AO6/QAA2Gw26p8Kte3k8/l8Ph9NxmAwvmXrGoqajoaqvsark76hd/38zt3jVNa0/NzT83ZrmeqPWDk9+tHbE9478hIzW3iiVCpNi4x3mTQAACKfvMVarIz3z4IPjlnd1bOH3cAeSUlJUqm0e/futra2urq6dnZ2DTaZUCgUKpVKp9PxeHxaWhoqzxgMhrW1tZycnLGxsZqamo6OjpWVlbm5eQPTIDk5ORsbGwsLCzwer6ioyKviVBdXeMwa0W/s4C3vTo87saiulru5p9ft3eeQHxtVts3Y29snJiayWKz6B1GnAjLKy8szMzNR86dPVRFw9uOnyo/rBuH3A46MWWs32PV07lMdK6MD49f4/Xv/1dm7MS9DWlsqqrzc1O0Lj2XecxnX/8WdN2/KRW/7q3mb0VbbKB7tpngnj48me3z06kaX2R233fqdv3/sty3eGp6LDEcuNRnjreHpreH56OAVAIhhypfVfdol+K5QAQD0LY2ZTCaHw5GZ0q1du5bBYHwxrAJGPXA43JQpUwBg1qxZAEAikdAA0EuXfgyF8ttvv3l7e7948cLS0pJMJg8aNOjhw4eoqeTly5fPnz+vr6+vpqZWVFTU5P4uEomExn5UVFREN84BAB6Pv3z5sq6u7sKFC9FtY3PmzPH3909ISGjQsZSVlQ0ZMuTatWsqKio6Ojo+Pj5RUVGNbSab4cyZM3V1dd27dzcwMMjNzT18+HDLo2ajl46Ojvb09GwwA4LD4W7evKmrqzt58mQKhTJt2jRdXd2zZ8/KdkuiLlUWL15MJBItLS1Rv5ro3jYAkJeXv3v3bm1t7YABAygUyoQJE4KDg6Oior4lmg4GxreDtT+MDg+ZTNbQ0KDRaGQymclkqqurt7zT/2/mSD7ftiEUCuPj4z08PGQih8VixcbGtiEIaTN4H1tz96DP+YUHaKpK9kPcFOhKLTnr7bVn6SEJf4Zf1DTWdZ859ODoVUdnbJy5Z5njcPevnpv+IengiFU9pw36/eq2MzN2pIbHWbliIXEBAE7O3mE/1G3ppZ1CoZBAIMhMfVCPcE1CIpGMjIxYLBaTydTT00MX0NAYfbINHlQqFd392PgB0dTUBICi5Bw8iWDV3RZNXGFl2v3K9pL47JOzdhjYmbmO6tcham/AgAFv3rwxMTFBXSk0ICsrKyMjY+DAgfWnDWCBgwqfAwCgYQCzPo5cz/2+t/fsYbMPrACAFdf23Npx5tnRGzXllQBwuuhZGwKCKSgpjt/gNWTV7JtPmbIOiIDHvbj7pmroP24zBqloqbELmdWVVcp0lY7SVkUiUegtv8BLj/PjMimKcn1nDXe9sNl+oCuFSqmtrhEKhMGXniUGRmdHpRyK1B5tVqlJE2VUUu+m0+VUFNynDskrzFdQUKhvzKanp5eWlvYrP/4DBw6kUqmoNeOSJUvq2yoPHjxYSUlJNp23cuVKMpns4uKC/rl06VIPD4/6z/i///47Z84cmdvDpUuXon3CunXrunXrhrokcXZ2RqcFbW1tt23bJnvRAADqqn758uX1pYizs3N+fv7p06dRe0g6nb5kyRKZY8b6N/L8+fOXL1+GhYXVv0rDh0JBYdu2bWi4tgZMnDgxNjYWNZ4cMGCAbHu2k5NT/XKOHj3awMAAj8eTyWTU16WKigoATJ06lUQiJSYmhoSEoDHZZDlbW1vn5OT89ddftbW1Kioqy5Ytq//O1dbWPnr06JAhQ9A/Dx06FBgYiJpBonh6epaUlBw5cgTtPBcuXPjZDlgMjP9k+qajTKliYLSE3NxcOTk5dGz60/LgwQOZNYtEIvH393dxcVFWVkZfhykpKZGRkaNHj0bfEElJSWQyuUFkmzZzcfWR0oyCDQ+PtiTxwfFr0kLjJ+9b6Pnbx9KKxeILKw5F3PKftPP3wQsmfDWH6OfBZ7x34fB4iVA8ac+CwfPGY00UALw1PMdt9hq+bGprT0R3Oba5eT/Y7xP28M3+0EuygXh2djaDwVhrPWXy/kWD5oxtbYbFxcVo2CU5ObkfOUWCIEhaWlpGRoa+vr6SkhKZTK6oqEAQpLCw0MzMzNLS8rPCiEUwrxtIhAAAh4NAXRsAPgSEn5iy5UTOQzmafD1ZJ61isbf3/X3Mhtn9Z41s+3D8TQUBDxtN5XMF0iWxNfugQC87tY7DjfANqC2vUtRU6T19aJcBzqoaDKoyjUyloBHSm5m8R62wfvDsfkUx0//8Q/8z9wkkgvvMoc7jPfTNjKk0ucYpOVU19w/4vL3wBJF+HE6oGmjOOrRc2USDSqU22Iz06NGjoUOH/grRsXE4nEQi+WldqgQHB6MCicVioRqvGWpraw8fPnz69OmysrKf+aZ+MHQ6vf4GOQwMTK1hYLQIExMTX19fBweHn6EwCII0OYQNDw83MDDQ0dGRSqV+fn7Ozs6y5ZH8/Py4uLgRI0bITgwMDHRzc2uvWAVJQTFHJ64/GHsd3U7WDK8vPryx7oSVR/c1tw80+Oro9E2GXczGbZjTkisG3Xnps/gQnkg4U/gMe8cDALeWs8x07KHEm3QNtdaeW1JSgsPhUO8CrUUsEi+3nTBq3axB3p88aggEAjab/fDIlazA+H3hlxpv6G8GFotVXV2to6OTmZkpkUhsbW1//BC8srKytLRUIBAwGAxVVdXGnsoBAJIiYP9HI6i3ffb3nftxyqCayVbWUG2c/Mj0jekh8Sp6jHUPDtMZam0o1btyQd83bADQoeAuudAHalHqS6CYFyEBFx8x04vg85cvUY5MUaCSyGQAwOPxPG6diCcU8z5Zd+OJeKoKTdvCQMtMX5muomqkae7a9f29twCg62ymqsFgphfKYjNodjXs2suRpqjQ2i4LkSLRz4PC7/jHPQ+j66uPXT+nx+i+pBZYuHFrOaF3/CoLy1+euHMw6UYZq1xZWVlLS6vJp766uprH42lqarJYrLq6utDQ0KlTp3ayJ/0nV2ujR49+9OjRggULGkejbnJeBnW/MXbsWFlEAQxMrWH8MDBLSIzOQ1ZWVm5u7k9itMAqYa7rNn3MFq+RSxuOQkxNTZ89ezZx4sTg4ODa2trIyEgAYDAY+vr6b968IZPJL1++BABlZWUdhlZBSlZ925VvxKpnN8DhLiw9uOpOcy4BK8rKfXeeG75hxtjlsxp/q8RQSQ2JjXwZ1MXdUZ4m3/wVo+6/BQA1I81dg5csuLRFU0f7F2+l7648o6kpqairtuFcNGJs264b4xci5Ak9Zo6of5BCoWhra2uoqueQCcnJyRKJRE5OrpnAGGKxuK6uDo/HKygoCAQCPp9PpVK7du3KZrPT09ONjIxQV28/crT09ec9O/b/d6vYp55SbVKqAcCMPUsyYpLfnn+8b/iKvaEX8a1RsA3QpeDrSzUAUNPR8PQa6+k1ViQUSaVSPo9XWVQuqKkDAG4tV8DnC3h8RCKtKWZr2xgSiSQiiQgAaPQLAV9QzapkZRdLpUhNReWLk3ekIomirmpt0afAfWb97DLfxMv+HLx0ktOEvhQ5ak5MGjOtkEAkcGs55bklHFb18JXT7Ae6ZialpgfESsWS/KSsspyi8rxStDDuvw1d9/SohXOXlt8sTVHB02tswOXHAFDGKtfR0UHtBZqkrKxMRUVFIpGIRKK+ffvW1NT4+PjExcX17dv3woULRCKx48bS7Ci0ysmhjo5OeXl5RUUFGs4bAwMDU2sYGG2Bz+fPmDFDV1cXdbf4n0NXVwUAv5O+wxZNarBkoa6ubmZmlpycPGjQoAZn/fbbb2w2W7bU5nv+euDhuzMXerdXqaorKhGJNPltTH5qtoHVF/f6Hxi1CofDjVvxW5PfOo3q8/fUzVkzd45aM3P0mlnNXzE3Lk3VVGvdwyOrbadstJ/VZaDzEp8dJDLpl22or/6912vKoLbZDfL5fEJbxQOZSpUIRDJbtfoY2ls8PXrdUFdfka4cGxubl5cn89uRkpJibm4us8FLSEhAN9cZGRkxmUwDAwP0RlRVVUUiEZ/P/8FqrUWU/d/ppdvollS7hpGOhpFOt4Euf5iN++Af7jio1/coFPoIUKiUNu9hm3N4VUlhsbbeF6No7Bu36uXx2y+P327y2+PTtjQ+aNGnW2ZoolQssXTr1iqp9qmHKa7oMqgHlUptRqoBgGzQr6Ojs2HDhgULFoSEhHC53Nu3b9++fXvTpk27d+/GXmo/FQwGQ+aoFgMDA1NrGBhtwc3NrbS09Pr16z9JeQhE4ubAf/YNXh7q69d78pAG3/bq1evVq1dFRUXNhPotLCxMe58INe3p8hsRSQGHAwQ5Pmvr3hAfdOb+swQIcv/wJVZOyex/Vn8pk24DXOad3lCWVdh9RHMDWQRBUqLiueU13PKa0/P2jNnuVZCYFfsodOfgRV4n1hrbmv+CrTTy6buaworeM9voP4bNZotEoqqqKgqFwmAwlJSUWn6unrUxAFQWl2uZ6DX4qvsgN92uJqfn7fntrxVKikoyH2scDgePxycnJxsYGMjLy5eXl9NoNFNT08LCwtTUVENDQ9m0AgDQaLTKykocDkckEgkEgpyc3He1AUM9wbagxSOQ+H8fj9oGLc9fQUlRx9bo8cGr6SHxZDJ55OqZZEpL/d2lVH2sQD15wndtTs1INQBY63sw1Pd1RV4p+qf9sJ54Al5RVVleWVFYx39x8g6rlKltoAsAeg5mZnbWyup0AODX8c4u2nt+wb7zC/ZpWRnseXe+VUXKT87UNtNvlXve33//ffbs2Twer6ysbMKECRkZGd26dZP9vlKpFHUjgfqWwMDAwPgFwfatYXQSLly44O3t/ejRo5EjR/48pXr/IvjkrB2rHx60drNvPNx8+/atgoKCk5OTbMpfKBSKxWI5OTk0IAG5Uvzv/H3nmX7tWKQadtWLf+68PH6bpqroNtlzyNLJdIZq/W9XWE0csW7m2FWzvvFC6TFJ+4csN3ftMuPIH5f/OJqfnGXn6dJ1UI8PT0LinoU5ju4z/+SGxnKxE8Pn8ZeZj52we/6g2WPblgPqQxIA+Hx+aWmpqalpy8/193n0YK/P3yl3cfgm1peKMvLOLvizMCEbADRtDFzH9Xea0I/NZmtoaKiqqqanp8vJySkoKDSIENAAdBcc+rmuro7BYDS/wNJmgu+8urHxn1lHVriM9PhK0vAXcHLJx88XU4HQivaWG58R9zIMAGKeh5Co5AXnNjN0W+TfZWtC7a4UDgBstqbt6qrUeBbjs3fwT+nAtjgrv4ZZSZanmHSzatWJq3tMH7posq6rRUNfL61p5AKBoLCw0NraGgAOHjy4du1aGo1WUlJSP5ZgBxhd/dz71jC+HWzfGsYPA1tbw+gkeHl5ZWVl3b9//6dSazZ9HCkKcgVJ2Y3VGh6P79evX0FBwYsXL5SUlJSUlHA4XHV1dVlZmZqamoGBgbGxsUgo+hf2ta/LbyVVlUlb5pk4WJ2aszP2Vfjbi09mHFnOY9dKpVIAiH78Tq+r6bdLNQDIjkwGgPWPjgLAhid/RT8Pev8kyGfRIUUNFSNny/cP3+3KKrTqbT9py3zUJ15nhVNT+/To9drqmtQ3HyhKcm2WagAgC2ckLy+PBlZqRTGYVTQ1xTout0nPE7rmhjv8zxRn5LPySnMS0v3O3Hu420fbynDmgWUaGhoNYpd9CXQXHPq5oKCgpqZGIpHUX39rL9zGDnhx/PZZ7z0VO8uGLZjcOAGCIMkhH/LjMmyQvE+x2E6uhqV/tfwqRnbmRnbmANBr2uB/Zm8Puf7yq3a/Hydi4KMekyd8JldKSkpSUlIQBFFWVkaH8hUVFaqqqnZ2djKn7T8JOqYGOqYGrT0rOfhDZS6TYaJNJBJTUlJUVVXb4BGHTCaTyeS8vDxUraG2tQMGDPjZqggDAwMDU2sYGK2jqqrq8ePHP4NUE4lEVzccD778/NOwz/6LO7P19fX19fXFYnFpaSmfz9fV1VVVVUWHKQCAJ+ABoIZd2b4BmnLj0x8dvgIA7pMGZUYnXVx0AAAYljoAYNTFYuLmue1ylZCbLwEgMeh9l96OOBzOeVgf52F95v29zu/s/dyEDDyRkB2WXJiY7TSyj7mTbSdumU+OXv/wLKT70J4ec0b2GNX32zMUCoWZmZlN+z/8MtZ9uz/56/oy07E2/R1X3dzX9Bjd3EDH3MBuYI8BXqNKC4qDfJ4dGLVq9b0D1u7dW1tIfX19Ho/HZDLxeHy727ARiITd7/4Nvud3ccGBmtLKspyiosy8ioySBsnUjLX6mkbA6nPg0A/quHBgFgT6gseE1l6Ooatp6+GUEZXUwvQx7I+WkHL/V2sIgoSEhBAIhF69ejXwn8FkMv39/a2srJoMH9exCHsQ0GW4i6qxFplMlkqlPB6vpQarjZCFw1q0aNH69es5HE5gYOBnYfQwMDAwfhkwS0iMzsDLly+HDBnSt2/fgICA/9DyRCgQPD16I/ldTHl+6YRd84wdrORo8ucX7S9Oz1t5Z5+2sf5XIyZJkqM4zy8pc6vA0BwU6RIpfDh3oduWXST39lGhIqHQ/8LDO1vP2ng6JftFzz6+uvfkwd+pNnjcuhW2k347ssJt3IAmEyQFxRwZv87UxWbj42OdtWUyi0q29Z4/aefv/WaMaK888/PzSSSSbBWrdU/KxXu3151qefTnq1v/yQhO2BFwum1FzcrKMjQ0/H6Bwu7tu/j0yHX7Eb1M7a3wBIK2jSHDRDvvQzpVXs5hUE9RWQnpsBcc+P+8SdAjSI2EeW1xX5GXkrmz78LNfieMu1k2n9Inizvnfc3Hz45Kv5nSEAR5/fq1jY1NM5tUIyIilJWVraysOm5TL0zN3TV48eQ9C/u3X1NHOX78+IEDB4hEYmpqagfyFYlZQnZ6MEtIjB8GtraG0RnIyMiYO3fumTNn/ttX4/39PhH33/QY7fHHjT0Kyh+3WKy6sffPEcu395qPw+PWPjhs4dq14Wk1FRD2BMqLgEgiPDvzcaNPZjgAEACcNAHOroCkEHDoB85tVFZSqTT0jt+rM/eKErNpakorbu0l06jJftFOI/t8v9pICnwvqhM4jfjiJWx7O2wNPsP8f4SoTklmRJKQw3f/BkkslUpFIlFNTQ2Xy+Xz+QoKCgoKCgUFBW1QaxKJ5PmB6+4zh7Q8MJqRrVnItZdtWyFBEITL5RII39HMla7FIJCJS85vq79FStdQH/1A0tCC0kwozQMtQwCAlBBQ0WjbhQytzWz7O11YcXj7q1PNG+6m1IrRDwsNqLNM5AEgPT3d1NS0GakGAC4uLm/fvkV3CXbEdn5968mAsw+6DHDuN314u2e+dOlSZ2fnd+/e8Xg8CoWCesH5FeJrY2BgYGBqDaPzsGTJkp+hGGoGWgvPbDbv8ZnnazyBsOnZ33Uc7p0dZ88s/HOb30klRr0IUSX5sHcaVJV+GuMCSCk0goD7WdYhvhDiC6suQLd64kckhNMrISUSDG1h2ibQb2hJVZSZJ0WkemZGx3/blhz4vu/s4WPX/NalvxPp/97t4vzDXUf2+0618fK0b1+vEain8nj/SBKZZN27oUGdoYWJoYVJJ26ZEb4Bfb1Gtm1kWVlZKRAISkpK5OXldXR0lJSUiEQil8vlcDhkMlkikbRKCIU+8L+5/mRdNWfMutmtKoaIy2+buwgul6uqqvpdvWjw63gSofiLl8Dh4PcjsHkEdB8C5XkAUpi9s83X+v30xk29vPaPWTlx2zzzL3u3z+dKAECfgjvpSkcVck5OzuDBn+S6UChMTk6WSqVEIrFLly4yGezs7BwSEuLp6dnhGvm1rf8EnH4wYsPMsStmfadLuLq6urq6AgCHw8nLyystLT106NC4cePmzp37c7ppwcDAwMDUGgZGEyAI8t++uQfOHv2FQSOOpqgwa/8fR8csL963WqlXN+DxQMCBkEcg5DZILJ28KV7H3kxFUZFOB0EdFKZBxEsIvw8AcGQu9JsGY/8APg8iHsEHfzDqAnuumdbyAAAgAElEQVRfQORzODQHDgcA8aMqSAmOvbzmL2ZWEQAwjLRYuaXjtnoPXzKl/oVMelg/3HvZ0q1bfZ+Q7UVNeWV2RHJ2RHJ6eIKWucGHh0ELLm751RqkVCpNevN+wYW23DiXy2Wz2SQSydTUtL6nfiUlJTk5OTU1tVZJtWp25fn5+/rPG2M3sAddQ63lJ1bkl2lbGbbtsfreHvyPzdyS6Bdp4mTdXLpeI6FLL98ps4vy2X8kBX/LFWkqipteHD89b3fw9ZdfUmsIgiTVSgAABx9rrKCgQBaVDk0QFBTk6upKo9HKy8uDg4P79Pk4/yIvL0+lUtu80eu/Is4vPOD0g6FrpnUf26e1Mwht4Pnz5xMnTtTU1Hzx4sWLFy/GjRunpqYGGBgYGJhaw8D4+XVaTk4On8+3tLT83sOFNoPPjl+lHwnMCrj/trHOg/HLIeEd6JpVyatBfr68gTEQCABqoKkPjgOh50g44gWIFAKuQsDVTyduvgkEAnhOh7CnD+ctDYxm4+VJOkb6WdHJTmP6rvY9UMlkhd/xJxAJKYExDdTa8ut7jk3dfHjMmh2BZ9vdK2PI7VdURfldYeeDrj4XcHgzDi5zHt7nF2yWiETa8jhdn8ndmholJaUmPea3dqWuoqz82prjOrZG03Yvaq3u0rExKj54JTMqycy51Z5g5OXlS0tLy8rKNDU1271uM+NTEv0i1zw+ZO74tYIpq8ZxNIrLed9+UXV9LYehvZ7/c3vO0VVNJhj+jp1QIwaA8XpU9EhVVZUsEjQASCQSS0tL1M+hurp6dHT0ZyVVVi4uLtbT0/tJGjCfzyeRSM30qNXllT6rjvRZMGrIwomVlZU5OTnf21fKxIkTAYDBYAwaNOjVq1e7du1au3atjo4O9hJszPHjxwGASqVaWVk5ODj8yMj1LBYrNja2gVeYN2/eGBkZGRsbYz8NBgam1jB+RXA4nImJiY+Pj0AgsLGx+Ul3ol/fC5yKJo7P2QP9JgMAuA4DgNrcXFNT0wYjJJGNW5y6h1N5YMNzZcl43IyIQjmGGZ/HS37zHofDeR1eBQBquhpm3Zt2v05TUvRcNP70nF1Pjl5roWvylsOrqes1fYiqBmP0ypm/bLMMvvsKANhMVttOb63Xxy9xeOL6stT8UWtmtmGJzHl4n4tKcsdmbPkr+U4b5kEMDQ2zsrK+h1pL8XsPAFYu3X7wb+o6deC9PReen7ztMW+CWIL4FfLGx9SakHHZQgQHIPPZtcH608hYFncBAIhEokyMIQiChs349EjSaCwW6ydRaxKJJCUlxcjIiE6nfylNoM/jWmaVzQjXjIwMCoXyPX7oL3HlyhV7e/tjx47Z2trOmzcPewk2ZtmyZQ0U1A9bh6yoqPD392+s1vr164epNQwMTK1h/NJMmzaNw+Hk5uZaWlr+XCUTCeDJGciKAQDQtYIegz4e17cGm54g/2lgV1RUhCBIA7UplUiOTtmQl1CutnKuMTMGClIAEDB3A24F3P4Lxi2GhGCoLBx99rS5uzMAcGs4VeUVLSmX41B318kDU8PiR7f3HfN5vPqD1F8TfiUXTyQ4DnZvw7kIgojF4m8vw4fX4ahUG7x4YttyWPfgyN5hf/wzZ8fSSztaq/cIBIJAIEBNlBEEQRCkvcz8KkqYtsNdWjRxUMerZVW112+qpqHuNm3QlnxC3P0ywIEYAQDIFiJQT6pdsFdUlyfW/ymbzCopKalr164NBNJPMtOERolQVFQsLS0lEok0Gu1/7J11QFRLF8Bnm2WDrgWW7lBMTAwsbMEWu58odmFhoajY3R2oYGMgCIqFdHfDLrvssp33+2P9eDxEpB/Lu78/3sN7Z+bOzM7cO2fOmXN+/eE4LHbY2eCR66c7OjlKpVK5XF7bZLet0dXVLS4uXrly5eLFi6dPn04kEuEvYB10dHRoNJpiXD1+/Hjp0qUPHjyAuwUGBpbWYGD+TbBYrKamZqsHd2rxurIC7J4Mug8Hg2eB9zfBmL9Av1H1JszOzkahUFQqtY4S4+XpB7Tc0u2vT+uZ/dOtHLdafHwldr4doDqArXetjK0UlwlkIoHcqLULEonsNX7Q8Rl+rAqGul5rbrsSSEQeh/dfl9aq+WgMmqTRnCVsZWVlMyIL/0NOexPz9NDN0vSCkb5TW6I7NXG03PziWMDY1cdnb191Y3dTsxsaGiYnJ5NIpOrqagiCnJ2dW364NDc58+PNMJ9bjXIZUppVwGGwAQBVlcxWOaKp7vsXKpPHHqyFQSLO5fB84jm1797oTp5l8Q+TMy6XW0c9JZVKP3/+jMfjqdR/RKAWCAQNu45sHyAIys/PNzY2JpFIMpmsoKCAwWDweDwzM7MafW9eYub1dUfVqbp9pw3/t+JWI5FIbW1tAEBqamqvXr3gL2ADmyZeXl4bN278OSNKSw8fPpydnW1kZOTu7j5x4kQAQEREBAaDuX//vqura79+/fz9/blc7vjx46dPn56amkqj0QQCwZ07dwAAkydPrh3XNDU19dy5c/n5+Q4ODn5+fr9aBFy7dq1Hjx6FhYWRkZGK/27YsOH169cTJkxQJGCxWF+/fk1LS1u1atXfr6+4OBeXn16pnj17VhMe/fLly2FhYSQSydvbWy6XOzg46Orqwj8xTKcHjgQC09m4e/dux/IS9vYGGDwTePuBeTuBx1JQmPi7hBoaGlKpVCGqJUfFJkV+hyDow52Xj3Zf8lg3o66oBgAgkisn+4cNPAD2hIL/i2pNxWlITxwBH3H7Rau3W8Dnw6PRakgzTfUQCERL1FC58eknZ27Ha5G8diycvKWl4c5NHC19bu5ODPucFPm9qXk1NTUdHBwU/yWTyVlZWSKRqIX1ibz2zHmka9dhfRqT2KKL7SXaG7K+xrkFe2Jff6xjfNgMvrMkXsYqqhgkBoVYYU2coIVZaIzLG6H9yU2zaqxuHVGNQqEUFBTUviKTyd6/f0+hULp3716n5LKysg7iM0NNTU0oFCoW+ubm5iYmJhgMprS0VC6XFxYWxn6PPTF3B4QAa+7uZ7HZCpf6/woDBgxYtGhRA7aaMAAAsVh86NChAQMGKLaBZs6cOWHChIcPH27evDkyMjIoKEghrc2aNcvHx8fT09PPz8/X1/fy5ct0Ol3hwnTFihWxsbGnT58+fPjww4cPjxw5oig5LS1t8eLFM2fOfPjwoaur69ixY2tbBEAQtGTJkoKCAgcHBwMDA11dXTMzMycnJxUVlePHj9cMm71792IwmPz8/ISEBMWVjIyMKVOmKJTScrn80KFDeDw+MzOTSqVmZWVdvHjxwIEDDx488PPzUygPYWBgaQ0GRsnYt2/f8OHDO1CFeByg8f/NPx0jIP7tUlVLS4tdSD+/MmCB7rAgz03HZ/gt1Bt+bdWREWun/i7gLMWKOmKhZ4teAUjkvBPrngbceHrstlQibcV258amwaMRT2jm2TMsFltSUlJeXt687Fd8D3efNHD97QD3+RNapSEoVTQAwMmtR/PGGJlMRqFQZmZmurq6eXl51dXVDAaDyWTKZLJmFJgRlVBdzqwsqWh8lrUPDuLVCae9dy7SHxH9IKwlXaGPR4XTxIqlZFS5MIQhOexCNlXD9NHDqePrHu3T1dUtKCioaaZcLn/z5o1cLmez2XFxcXFxcTV2kjQara0DHvxKvbIrAoFQV1evrq6ufcXa2hqPxycnJxsbG386+QSJQk44sJjJrlJIdP/W/Bo6dOihQ4dUVFTgV82vsNnscePGeXl5+fj4iMXiK1euAAAOHDjg7+8/YMAAxRHKo0ePhoaGKsant7e3paUlFotFo9EymUxVVXXlypUKg/Zu3br5+fkRiUQdHZ2rV6/ev3+fx+MBAA4dOnT9+vVevXqh0ehx48bNnj1bIfspdiW8vLwGDhy4fft2AEDXrl3t7OwGDhzo6emJRCLnz58fGBgIAJBIJJ8/fx48ePCSJUsUblEAAKdOnerSpcuLFy8AAOfPn58xY4ai5kePHt2/fz+JRNLS0jpx4gRsbA/z3wG2hITpbJSXl/v6+nagCjn1A8FBgGoHAADht8Ck39aNUVxxdtYu+0Hdxm+Yrd3LLObaK0e37s7DXDkcTptWsOeYgZ9H9QnZe4WgSRriPbZVylTVIjFyy+HRKOA1U8FoY2NTVlbGZrObYQ/58lIwPb9s09OgVmyIqY0lACD2ZXT3Uf1bUo7CUJnFYmEwGIlEgkAgmqEYmXV4ZdDETaXZBdqGjXVrYWRjuurabgBA5L2X13yDvj6OnHt4jaaBdiOzy6RSJAolEooirj7VLaUl4mxt2Y44FCKJJxsT9eLCw6y19wJ+l7dHjx7R0dFubm4KwXXkyJG/ppFKpfHx8YMHD263kUmn02k0mlwuNzU1JZFIde7icDiFbq02hoaGhoaG0Q9fx7/45Pf6pJGDeUcIUa0YSPCr5lfU1NSePHlS52J4eHhUVFSdi2VlZaBWyI3Dhw97e3vr6+svWrSod+/eAABz839ExXR3d3/37t24ceNCQkJSUlJq35o6darij8DAwIMHD86cObPeus2cObNnz56bNm26efPmnDlzAAC2trbl5eUMBgOHwyUkJDx+/HjGjBkeHh7Xrl2Ljo4GAISGhl66dKn2DoJiTsHAwNIaDIySkZyczOPxOpaXkZ7DgVgETq0CEj6YtQN0H/q7hBoUnXkn1vX1dEcgEEKhUN+IoqurSyQSJRJJYWFhnSMurYv7ggnxLz4lvIhpLWmNS2dbDHD8j4/Goqw8IzOTZmdXUVGh0+lNzZWXnPlw6/l5R9cRSK3pdwGnqjJ2g/fZBXvWPjxo28e5hQKbQmaTyWTZ2dkYDKapLiL0TAwRSAQS0RyVjtvUUebd7a76HDrstcFj/QwJT+Ts3ltTr36xrSSr4HtIZNaX5LQPcWgchmSgKariGXexPN2b1H3QAAmEMCGhGb09trktOjJ109KL21RJ9ThJNzQ0ZLPZHz9+7Nu3b72qM5FI9P79+27durWb8ANBEJ1ONzc3FwqF5eXlfD6/jjtHsVj8q8KKV805v3h/cvi3WYErzbp2lHfslStXRo0aBX/7GomTk9O+fftqxzyQSCSKgVdz5FtDQ+Pp06dVVVVjxox58+aNYjehdiGFhYWLFy8GAHTr1u3Vq1c1ylWhUFjjJmflypVhYWHOzs61Q8PXlrVmzZoVHBx86dKl8PBwxcXFixcbGxtv3Lhx1apVmpqaVCr19OnTI0eOVJRvb29Po9Fqn1JrtukBDIzyAcHAdBbkcvnIkSNdXFykUmlnapdUKk1JSSkvL2/Tp7y7/mS+jnvM43ctL4rH4R6dv22H+xKxSPxfHpArrCaGHLzW1DEsl8sVf6ekpLBYrCZl//oscoH+8JMLd7VRi+7uPTdfx/3ZyTs1lWwhlZWVPB6vGQNsicno76+im/1coUAQ6Ll+vo77YqNR83Xc13SZFrzn4qfH70RCEQRBIQeviQRCPpfnYzNxkeHIPaN9sn+kRt5+scJmYtqXhF9LoxWV7XBfun3oEi67+ndPLCgoeP78eVZWVu23k0AgiI+Pf/bsGZPJbM+RWV5ernA/C0EQm83Oz8/PysoqKSnJyclhMBgymayysrKysrL2sPz85P0qO6/t7kuyfqR2wLkmFAo7WpUU+xH/YgV0dHTqec+/ezdixAjFIJTL5dHR0YMGDYIgaMeOHcePH1ekYTAYirtLly4tLy9/8OCBpqZmUlKS4u6zZ8/GjBmjeAPcu3dv9uzZir/FYvHgwYN//PgBQVB6evqmTZvEYvHYsWPv3bunyLht27bw8PCamnA4HGtr6y1bttRckclkvXv3trS0VBSYmpqKQCBqPnzBwcEEAuHjx4+Kf4aFhampqdXU6l9BXV0dXnfBtA+wbg2m8zBjxoyoqKji4uIOGyC7JWhqarZp+UO8x2bHJN/ceEKFoNp1mGtLispNzEh8GgMASIuJd3br2bxCnpy4ZUA16jn+P2TrwuVyc3Jy5HK54reGIEhNTa3x2b88fn9+yb5p+5cPWzCxjWo4dctiCxe7M3P8P9x8ufzCNhPHFoVCptFoDAbDwMCgqZHlTs3daWRv5jSoZ7MfjVNRWRd8UCQUojGY+Defabklie+/vjh29203Gwe3bs+D7gj4gsKELE2q3ubQIBxeBQBg4WI3cHr9OhwdI/0Njw4dnLTu2HS/Lc+P1ZuGSqUaGRllZWV9/fqVRqNJpVIsFkuhUHR1dbt0aZOocaWlpTwez9jYuI6WjMvlMplME5OfWl8ymUwmkwUCgUQiIRKJRUVFFRUV6urqtf2dXFodGHP7jb1bN9+7+zrm2zU1NdXExKStX5KdgCFDhtDpdHt7ey0tLSaTaWVlpfD0WJvVq1enpKRIJJI+ffoolK4LFiw4cuRIUlKSSCRydna+f/++Qks8ZcoUBoNhYmJiZGTE5XIPHDhQ48gRAIDBYEJCQtasWVNQULB+/fo6TyESiRQKZfXq1TVXkEjkx48fr1+/rijczs7u8uXLNVpfT09Pc3PzDRs2VFVVSaXS8ePHr1ixAv5BYf4jIH4XCgYGRukwMTHx9PSscVfVOWCxWGVlZQgEwtbWtq2fJZPJ1nWbUV3GnLpv+fCFLVrxb+47l5ZdciDulrZhM90rbxuyWMjlH/h8vbZrRBaN8flJxMiWOVZpN1baTBq6cMLvvOfzeLzMzExnZ2fF8lckEtHpdDQara2tnZ+fLxQK1dXVmxQoOeTAte9PPuz5eKmt2xV2Lvj+tnMkQ81db8+qaTXfHV9WVpaRkVFT/b9LxOLlpmOXXNvWY1j/Vp5rFYy1TtNqX/E+4jto1uhGZi/IyvXvt2Si37wxK2e05zCrsWSrI5JlZ2fb2NiIxeI6Mn9ZWRmDwXB0rN9QOT09HYFA1DYmv775eOSlpwAAxxG9Vt/Y2wEn2v79+z98+PDy5cuOtbpCIGQyWWsFGPwXCQ4OTk5O3rlzZ+sWKxaLBw0a9OnTJ+XtGQ0NjaqqKnjpBdMOwD4hYToP/fr163xaNalUisPh2iekDAqF2vHmjP3g7g92nPMbtDA08Dq7spmfIt9be7GquOTwr82ujE1vJ2Z+xZV1h2uuhN98uqnn7LCj95Tih4MgSPb78NalpaV5eXlaWlrZ2dkMBiMjIyM1NVUoFOro6KDRaEtLSwcHhyaJagAACJK3SkDtPzJ8safntoUoBPLYjK3NHiEAAFVV1Wb4h4i4/gyBQlr3cGr1dqnrafl/urg94syGF0fGrfde8+Sg20yPxmc3sTJ3mzfmycEbjHJ6G40oDodTp8f4fD6NRmOxWJWVlbUdPMrlciqVymAwxGIxAEAgEJSUlJSVlRUXF1dWVlpbW//uKaampjVqNwDAeZ+AyMvPhq+e0mWEa8qbb09P3+mAc+3x48cdIU4dTJO4devW9OnT4X6AgWkMsCUkTCchNzd38+bNVlZWnaxdiq3xdrPwUdfVXHsv4MPdV9+ffHhy6ObHe6/XPQrUpRo0tRw9M8Ouo/sVpeU2uyaz9vvgSYTXZx/KRNIh88Z/uPni4+2w2UGrB0wfqRQ/XELkV4lYOnjBuN8loFKpZDKZz+dXV1dTKBQcDodEImu2G5rhyZ2sp0nPKw279HDEgrbVPSIQCA+fqUMXjg+atmWd8/QlF7b2GD2gqYUIhUKBQPDHWPYVJWW6FP3avaFnYSQTSfeO8Dnw9XqrN83Q8qegYtMsaXD2gVXFKXlBXpv8I88jW3XniMvlVldXi0QioVBobGxMIBAUfcJgMPB4PB6PZzKZKSkpSCRSoatEIBBmZmZcLheBQIhEosLCQj09PQiCUCiUgYFBA7tatc0mU2Pivtx7t/XNSfMuNgCAT8FvkdgOtx0WGhoKR8duU+zt7RVRyFsXDQ2NWbNmwd0LA9Oozy5sCQnTaaQ1DAZjbGzcydpVUVHBYrEoFMqvXrbbGgGff2y6X3F6ns/VXTZNdwMYGnj99cVHpzJCWlKHrNiUgFG+aDxWx5wyxmea66ShyvLDvTh5N+bRu93hF+q9m5KSYmdn1+pWUjHBby/7BO78cN7QyqR9mnlp7aHqMubq2/ualIvH4+Xl5ZmZmREIhAaSQRC0yt7Lc9sCtxl/67hiQsOvrw7a+uK4ka1ZB/zdeRzuLvdlZk7Wyy5ua60yORxORUUFkUjU09MTi8Xl5eVsNhuLxeJwOLFYXNtqUS6XczgckUik0MbLZLKKigo2m02hUJp0BlLBg90XaYWlf13Y3mFnWVBQ0LZt2/z8/FatWtVUk9o2X111FktImAYETtgSEqZ9gN8jMJ0Ec3NzgUBQJ/bLv0hMaPjLU/dbvhuio6ODw+Hy8/NrB6uVy+VFRUVFRUXNCy7cSPCqqvOOrRVUcQ+OXxv7+mNTs+vbUoVVvHpvRQWHvbn4uIHKf30aeXfH2YibzzM/JTp5uFKsqHveX1AiUQ0A8OHBq67ufX53F4VCKUzUWpc+Xu5OI3q/uxzabs10XzAh+e23pIhvjc8iFApzcnL+KKop1ru9Jgx6HvQP67vixBxTF5uOKaoBAAgk4oJj678/jbq6vqXx7mrMF4uKigwNDfX19REIBA6HMzExcXZ2trW1NTExqROtBIlEqqmp1RhOo1AoCoViZ2fXDFFNKBDGv44xsjbtyLOsqKiIx+M5ODh0NFENBgYGphWBLSFhOg9kMjknJ6eDVCb88pPcmBSpSDx2TYuMPZBIpKmpKZPJrKqqkkgkOByOz+fX/MHn89tU50bQIAEADJ3MT8/a6bFuhueGeY3PS3WwAAAI+AK8at2FFBKFeuh/8dnx230nuaPQKKlIIuQLeDweAEBFRSXrWwo9q8Ssl+2bMw9rskQ/eN1/8nBlGYovTt2zcnF4f/nJhI1z6rU609XVZTKZtaMetRZWvRyDd16YvX9l+7TUxN5yyJIJjwOu2vXrim5cuDAVFRU1NTUul0sgECAIatjmc9Z+nxXBEwInrV8bfEChpoh+8Lq1ogK2ETauzqPXz3h+8BZWBTdj9/LmFcJms+l0Oh6PV9g01iuNtJ3eJuVD7BGvTUYOZq7T3TtyV7u6ugIAEhMTx44dC2BgYGA6KbBuDabzgAWovn37dpDKjFw22X3ZpJCAa1UVjJaXpqGhoaurKxaLmUymTCbT0tLS1dUlk8lsNrtNW4HD4wEAM/f+ZT+o+5tTD99eaYJZow7VQMNI59i0Lb/e6jfRXU1P09CcyqRXctjVEAKo6WgYWZgYWZhoG+r19BjQZ9bwipwSAABBi7zowuY+U9zTo+KVZRxKxJLIK88+3XktqObR80vrTYNGo4VCYVs8vdvY/gCA0qzCdmvvxHVzaDklkTdfND6LsbExk8nMycnJyMj4Y2Lfu/vSo+NjQsMBAHK5HIlWAk9C4329By0a9+7cYx6X1ww5LSUlhUajaWpqKlRq7aw4KssrPjJ500jfqTvDz+kZUTpsJ/N4PCQSuWTJki1btsCfPxgYmE4MrFuD6Qy8OHH34e5LAICA+Bs6FP2OUKXuI/t1H9nv3fnHb6+Heq6d28JdcAQCofAlUPsikUik0+lt+4LAoC36OKRFxS06v/n+jnN3Np4ycbay6u7QqLxo9KhVU2+vP1nvXQtXBzQOM//Q2jrXizPz7249kxb5Y+iSia5Th1JtLdBodHlmUU5sWgcfhM9P302Oii1LyOdUsgAA/bxHqJJJ2r9x0MLlcmt78GtF9IwpZr3tvoVE/C5yQKujqkY0dDBjlzMbnwWJRNra2rLZ7JKSEqlUikY39CWy7G4/dtPsu5tOFSfmRF57jlbBNOC7pYOAQqO89/pEX3v5/NjtKVsXNSlvRUWFubn5v2jad3390a5j+03esrCDdzKBQBg4cODo0aOb4ZIHBgYGRomAdWswSo9QKJy/cyWTighMuNNBRLUaRm+c9SrwzueH4W1ROIfDwTTO9qwlUqJ1T0cRT0hWV1twdL25q0Ni2OfGZ2eVMGyHdqv3luOQnh+vv/r1esy9NyKeAABQnJKb9PJLUXY+BEHWvZ2GL+nQMdZubTv1aOcl225Oo1ZP2/gs6EzRs/mH103bsQSNqV8OEYvFdWIWtyJWPR1fnLz34fbf4acgCGpTh1K2fbr8eBl9ad3h7G8pjR9a6urqhoaGFRUVDafkcbhvTgUDFKIwI3eK/5KAr9fJmupK8WqatmfZ2zOPhDxB47MIBAIIgtpubPyRagYr80PC2FUzlaKH0Wh0RwuzBgMDA9P67zq4C2CUmo8fP/r7+1cw6dvfHtA00O5o1bNysQcAUBzaxEGfSCQiEolt3YSsuFS7Xl0Uy2ub3k5xr2LsBnSzH+DSmLxSqZRiWr+Xzmpa/a60mJUMx8E9pu1f/uzYrSeBN54E3pi0bf5onw4dlufmtlPvz4WsfXTQvr9LI7OQSKTi4uKmRlRrJFO3LxZweMH+F5nFtLykzGpaVVVJJQTJe00cNGHjXAKp9cdM97EDuMxqen5poNeGHmMHzj2yGoPFNrIfysrKxGKxmdlvvYZ8vB0mB9DJlIdKp0LpMWHgzQ3H0z4nuAx1bWQWmUwmkUj+xZY+P32XRNEwdVKOUCgikWjSpEnwdxAGBqZzA+vWYJSbhQsXvn79+tq1ay4uLh2wejlfU/VtjE3t22TpI5PJ2sKvYB24dLaAx1f87Ty2T1l6wbvLjT29poJXyYpLrfcWBocFAISeu11zRcAXXN109OuddwAAiy62qy7vvkR7cyIvpCOLajKpbN/E1e/PhUzYMrfxohoAoLCwsE1X5HMDV/OY1U8P3UwO+0rLK0XjMFgcLvx86MkFu9ricVR7C+8DK9fcCzDvY//5/tvHtX7WhikuLhYKhQ2HNi7NLuw1aZAyWrvFBL9DYdFdBjUhFBiRSCQQCMnJye0T6LwOAr7g7YmHwxd6KkX3zp0718zMrLy8HP4OwsDAwNIaDEwHJSQkpLKy8vDhw97e3h1oBS+T1T6SVLW899cAACAASURBVE1jiQRt4k8CgUC0kaeK2nQf1T8jIVnxt7Wz/YgVU1SIqo3M6zrVvehH1pMTt369NWT2WKt+Tk+2XclNzAAAQBDkN2DBx+uvVIh4Xcu/1+6qf3Ly/i/CZXO2DV6U9yXNdcpQD59pTcqroaEhk8kUbjDbiMPJ97a9O30s8+GxlAeHYm8djL1p1s0m/1t6m/bJ+tsHDOxNwnbfqq5i/TExg8FAIBB2dnbYfyri5HI5BEHV1dXV1dUQBBVn5mvp6yrjC6q6osqyjyMS1bTvrIGBgUQiqR2xo91Ij4lH4zBD549Xiu5NSkoikUgoFArAwMDAwNIaDEwH5NWrV3PmzPH09FyzZk2H2nd/HHB117DltKIyAACGrCLk8tsiKhqTyeTz+Xp6em3dHD1ro6KYzForaZlUJGlk3rLMQgAASY1cj6iJRCikPqIGmV3FOrNkD6uIfiov9FTukz4TlSCuWsTtF+tdZmCwmKDU+4tObmrqktHExASLxdLp9LZToajrapo6WRHVyQrH+ggEQiqXWvdybNsvChI5xmc6ACDs5IM/Ji4vL9fT02MymXl5eTXCiUAgSEpKysnJqa6uzs3NzcrKKk7MweJxSvl9RSEZBeUSsaRJuRQ+V9pBbf4r2TEp9kN74FRVlKJ7AwMDGQzG+/fv4a8hDAwMLK3BwHQ4XF1dR40atWrVqrNnz3a0uo32nY4n4A97btg5Ylno3qvLLm1TJbaygojP5xcUFOBwuDprfQiCiouLy8rKaDRaa632engMAAAcn7cjPz4TAGDSxfp7SGQj8357FKFhoTd4dj2hkORyefbn5MF/TUyJil1jMzk25MOUvUuxOCVYlOf+SN89csUN36Bpe5bteneOqE5uRiEIBEJPT08sFrdpfPM6zD7gm/z+e3J0bJs+hepsBQBojA9PY2PjkpISJBJJJpOLioqEQqFEIiksLMRgMFgsFolEOjs7f7v7TsITmQ10UMbX1JB54whk4o5Bi8vyipskrTk6OnK5XCaT2Z61FYvEYScf9Brnpizd+/37dwiCzM3N/1Pfvri3MRd9Du4e43N46qbHgdf4bamfh4GBgaU1GJjmM336dBaL5e/v3wHrhieornlwoP/0kWw6U1WD1G1kv1Z/BA6HMzAwUFFR4fP5SUlJHA5HIBAAAOh0ukJdIxKJCgoKOBxOKzwLr7L0yrai5JyDE9eV5xUXJeeoGWo1SqqJS/8c/G7W7r9+vVVZSnu0/4rbnDGyatHtdSfnnFx7ifZmxCIlOC3DojMPT9lI1CAFJt9xm+HRkqK0tbWJRGJlZWW7Vd7cxVbbRL8wIbtNn0Kxos49vjbrU1Lk3T846yOTyebm5vr6+gAAqVRaXl5eVFSkra1NpVKpVCqFQkmPjg8/+Wj6IR8IjWxTn5ZthLqe1uYXx4ia5Js7TjYpIwaDQaPRIpGoPWv7KOgaEo3sPrq/snTvxo0bAQAFBQX/ka+eVCoNmr7l5IztMffe5H9NT30f+yzw5rou0x8fuCr5NzSxbUcxvcr3fIjxrO2IsesoM7b5nnucU1YJYGD+w8A+IWGUj/Dw8FWrVnXkGmJx2LGrZ6pTda4uC6QXlOmYGLRu+SgUSrHGVSx5KysrZTKZkZERg8GwtrYmEAgAAC6XW1lZWVhYSKFQNDQ0WvK4nqMH9hw98PCUTTfWHRMJhAOmjfxjlu8vos7M9Xfx6NvVvU+dW9mxqVfXHkEABMXBVJVEnHtibT/PYUox8GQy2VqHqZrm+qvv7G+V0hgMhq2tbXs2gaSnLuII2vopA6aNZJbQXx2/131UP6Lan3WPcrlcT09PR0entkGpkCc4u3jv4CXjB0wdkZ2draQvKwwWO2yp59mFe5I+xDoN7N6EfQEWy8Gh/TSKlWUVb47c7+rRVyn02wr8/PxycnLGjx8P/hucnr8r+d03JAIaQuWQsFIIQsSUEiuqwbPDt0qzCv+6uP3vX7Oy8tSpU2KxWCqVTp8+vWvXrhAEHTlyhMFgqKurr127FoVCMZnMY8eOQRAklUo9PT27d+/+/v37GrNSDAbj5+f3rxwx+JSa12/jqZp/lnEEx559PPbs47vdS4Z0tQIwMLC0BgOjFOjr63M4HBKJ1MHrmRYVBwCIvhPm4N7Dspt9CwNk/3b9TSKRSKT8/PzCwkIqlUr4v1sOIpFIJBLj4uJaKwrz9IC/dvRfJJfJ+00f0XDKV2cfPNh+3m3+mNkBdYXqH2EfT3nvdPHot+T8lkY6ee84vLsYAgAYvqh1PIaXlpYaGRm1dcS82nx9Epn3LWPa7uXt8Kweowe8ORO8pfe8jU+PGFr9IYKFjo5OnStcVvUhrw2aRjozdy2XQxAKhUpNTUWhUGKxWF1dHYfDtcOJzdai55iBOX95HvXa5LZg7Oz9KxuTpaioSENDoz3Hxu0NJwEAyuJfRMHu3bsV8wiDwfw6hDoZJdkFCa8+AwDW9Ci30/rpXGq0BWv/Z4NctsqPJ1FFKbnGDuYAAAiCli9ffuHCBTU1NZFI5OXlFRIScvTo0a5duw4dOvTLly+HDx/esGHDypUr9+3bZ2xsLJfLJ02aFBISMmjQIDc3NwBAXFzcrVu3/hVRTSAQeu29AgAAZA3g5AoMzUFxDkj/AZi0aQev/zi62khXsyaxRCJZuHAhlUrNzs62trbesWMHEok8depUeno6jUZbvHjx0KFD+Xz+0qVLzczMaDRaz54958+fDwAoKSkZMmQImUwGAHz9+hWOrg4DS2swMK2PhYWFTCZjs9lkMrkjv2eHLpiARCDeXnj87MgtFA6NQCDGrJ8lYPEc3brbD+zWus8yNTWt97q1tXVRURGJRMK2WDSimBtveXP80l+Bj/wv8djc0X9N/V3ny6QygAA1Hu0hCIp99bGqhB4fFpMVkzRsmee0XUuVbtTJ5fJXp++rapJcJw1peWlSqbSqqqpGQdo+8Ko5I1dOsXSxa4dnGdqaHk17eGymX8CY1YFxt1RU8Y3Py2ZUHfPeJhQItz47hkAiUQDY2NjIZDI0Gi2Xy0UiUXZ2tq6urhKtsaZtW9JlSO8jXhtV1YleG+f/LhkEQXQ6vaqqSiQSUSiUdqueTCbL+pKsYaprN8BF6SYmBoMpLS3t9NLal+BwAEAXHUGNqAYAQCLAFNuqgC8GAICEd58V0ppcLl+4cKGamhoAAIfDdevWjU6nx8bGrl27FgDQu3fvnTt3btiwwdPTk0qlAgBQKFSXLl2YTKaWlpZiTu3du/fKlSvt30axRKI5c6dQIgUEMhgzG6DQAABg4QBMbcGTK3QO23jBPmHwPhwOWyOur169umvXrnK5fMWKFWfPnu3Vq1dxcfGJEycgCJo+fXq/fv3OnDmzcuXKHj16AAAWLVo0Z84cFAp169atc+fODRo0CF5NwcDSGgxMW4HD4Xg83qRJk0gkUkhISIetp4WTjUXQBhAESrMK6IXlzBLazXXHKQ6mzkN6tlsdCASCgYFBdna2kZGRYiuxJZg5WG9+GhRx7dkj/0toDHrkEq96k4mq+XbuPaz7Ob+7HPrtaWTWxyTFdRePfgvObuw9Rim/kU+P3ESiUYe/3cC2hkqwvLzc0NCwPZUnAIDBs8a069cFg/a9s3eVjWfE1acjl09pfMbou2GVuWXb35wiaagpriAQCIWnRCQSicfjdXR00tPT7ezslGj82PXruvTa9tOzdjoN7GHTx7neNBKJpLS01NzcnEwmi8Xi8vJyAoHQDkYEH++/FnIFez5fUUYlw5QpU/T09O7evdu5v3pcNgcAQCXXDdlipfHzCq/q5yllFAo1fPjwml2h6OjoHTt21A4WYmtrC0HQxIkTa658//5dU/OnzurDhw+Ojo4KYa+d+ZpRIJRIAQDAyvmnqPb/JgGHnuDLWwDAky/Jk/+/1zlnzhwLCwvFa2HZsmX3799//vz5pk2bFG+MwYMHv3jxQiGjAgD4fH5RUZFihDMYDC6Xm5SU5OTkBC+oYJQC2MsIjFJCIBCCgoJCQ0OTkpI6fm0pViZdhvbuP20kAGDN/QDbfl3b8+lqamrq6uplZWWtEt2LQCKOXjFtiv+S0P1XmRX1n/z+/iKakVe22mZy2LlgXTPD+ac3zD+13qy7bWr0DwFbKT2YQRD06f7b/tNHtIqolpubKxaLiURip5+nKBRqxoEVD3ZeSPsU38gsFbnFj3ZdGr91rrbxbxWP+vr6GAymVZzotCfdh/dzGNLjks/B7O/1h4zHYrHq6uo5OTnJycmFhYUymSw/P5/L5bZ1xX48/9jfe6Saprpy9WdGRsaWLVsiIiKcnZ07/VQiqpEAAJWCuu+fXPbPc4Z4cl3Pw0lJSebm5n5+fkgksvaJUCTyHz57VqxYsWrVqhpB/ciRIwr3Le0P/f8CJ8D+cnhS5WeQTyb372O3ClFNMRJcXFymTJnC5/Nr5MwBAwbQaDTF3+vXrx8xYoSlpaWimd26dRMKhREREd7e3srovggGltZgYJQGZ2dnJyeniIgIZalwSX4hAID8byyJKBQKgUD44wE2Pod3yHszi/5nv+EjlnqJ+aL1TtOlkrrhwthVrIrMIlp2ifUwl4Nfbsw/sraf17B+k4f7vTxh3sv+xuqjn56HK91g43N4lfll5n3/7PVBJpP90fE6m802NzfH4XD/hXna19Mdo4I9NGH99c3H/9B1Utn319HPjt7B4LFD/qQGRKFQOTk5StcbC89uEnB45xbtaWCqqqmpOTo6WlpaGhoampmZtUOY7NTIWG0jfaXrTFtb2/3793t4eGzZsqXTzyMcXgUAEFNaVySLK/8pxuiZG9a5tWTJkrdv3w4ePBgAIBT+rZRjsVg1h6ijoqKEQuGIET+PInM4nBo/Ve0PoSbQn1Ty6ytY8X8Mph6LsG3btsXGxtZRlNUWSgMDA6OiohAIRGpqKgBg6tSpXl5ePj4+ZDIZltZgYGkNBqaNP2A4nBK9avWphgCA8qKSJuVS+OyCIKiFLUUikX/8Bh+avCEt7PvR6Vv43D9rwNYGH9C2MDg+e1udikVcfQYAQCAR3X7xBrnq2m7nEb2vLDp4dX0Qs4yuFL+aSCg8u3jvph7eAIBjEzZv6Dkr6u6relNyudzExMSkpCSFGpPBYFRUVFRUVBQVFdXuIrlcjkAg/lNLhO0RZ/rMGh556empZbt3DV12fnmATCL9tQdenb5/ZtauT3dfT9639I8meQQCQVdXV+m6gqRGJmiTmSX0Y3O31ZsAi8XWDiCGw+EUwTnaji8h72Uiaf9pI5SrJ1esWAEAmD179vnz5/8Lk2jYMk+AAACAcwm6sv9PnZRK/LtCMgAAIBDdPfrX/moEBAR4e3tbW1v//Pro6ytmHARBNRqngoKCgICAvXv31mQMDAz08vL6t9rYz87051+l+XXv/f/KGBfrOndu3Ljh4OCg0K+i0WiJ5KekFxsbW8d+Yd68eQ8ePKh9RVNTs7i4GMDAwNIaDEzb8f3797i4OGWpLbOCDgDQM2qC8wAIghRmUQkJCUlJSU317vjt6Qcm7aexolAoZDAYDaf/69L2o5nBEASOTt1SW1z59jKKxairL7If2G3FpZ3ZX1K2D1kSE/K3uizi2jMEEqFrZTToF/UIBoNZdWPPsmvbKwpKi1NzO/5PVpCa7dd3fnF67ug1Mw4m3F7/7PAo32mmXW3qTcxms2UymZOTk66ubllZGZPJxGKxOBwOj8dnZmZWV1fT6XRFMg0Njf+UFzKKOXXhkfVrHx3U0tFxHNozLerHYsNRW/svqKL/PSCzYlMe7blsNdD5RF7o0Jlj/yBCi0REIrG6urqsrEy5uuLV2QdcGru/96jEF59fX3z0x/RoNFoqldZWjLQ6+QmZA+aNVtPRULJBRaHs2LHj2LFjhoaG/4VJhMViF57fDAD4WkZY+c70wBeD7dFGR77ri2RIAIDPTX90rUOwV69e/fLlS48ePb59+/bt27eqqqrJkydv375dLpefPn163rx5AIBbt25ZWFh4e3sXFhZ++/aNRqNxOJysrKxevXr9W20kqOJDN3sDAEB5IYh6BsQiAACQSsDHl6AkDwBwadlEXe1/DNTQ0NDw8PAdO3Yo3qg9e/YMDg5W3Prx44e7u/uePXtqvzdQKFRERETNe6OkpEQZN31g/oMgYC0wjPLi4eFhbGx87tw5pagtm1m1xnaKx5rpnpvmNzJLdXV1eXm5Yn+0rKxMVVW1SYe/AydvoOeWLr+yXd+amp2dbWVl1Rjru6pKhv+gZWgVjItH/88P3/Lo1QCAQcvGe+9a8WtiLrv6pPeOrM/JDsN7Lr+w7c2Zhx9uv9Q017NxcZq0eZ7yDq2itNy4V5/eX31qYGG85l4AGvMHh0ypqalisRgA0LVrV6lUyuVyCQRCjRORyspKCII4HI5EIkEgECQSycDA4D87bdlMVllWYcieK1lfkqndrLoO66Ompxl144WOGWXp2a1/3vVgMktKSgAAcrnc0NBQW1tbidpekJQFySFDO7PzKwN+PPqwNeyEuUtDAfd4PF5BQQGVSm27U47XNx9XJRK8ti5Qig6UyWQAgNqnsDru6gqBkMlkrRu45UfYx9ubT1UV/22YMGCux9QdS/AE1ZorUqn01q1btXMNGjTIxMQkOjo6LCzM3d3dzc1NLpffuHGjdpoag8kaddy/xaWwzwtPBv96fd/M4ZunDa995d27d+PHj1+3bp3in7179x45cuTMmTPd3Nyqq6tFIpGfn9/r16/v3bvn5uYmkUg+fPhw8eLFwsLCNWvWTJo0KScnB4PBbNu2rdlV1dDQqKqqgldiMLC0BgPTEF26dJk4ceLOnTuVpcKJ778em7Z10KJxU/wW41T+LDhBEJSZmcnn87W0tIhEYmVlpcI7hYmJSSOVM/vG+HJZ7FlHfGV4pMLdCI1GU1FRUfgzQCKRCld7v+I3YAGjqGL8hjmu09zVNf+w7/7tddSj7ZewqjiCNlnPzJBZUWlmbzVhwxylG1GFqTlfH72PC/tUnlGka2HYc8KgiRvmNKarc3NzFdHJ9fT0GlifSSQSBoOhoaHxHzm01jBpn+JT3sf+eP2JWVAu4YsDEm/q6P85ippYLGYymSKRyMTERKmbv2+Mr7aJ3qITmxDIegYYh8MpLCwEABgZGbWpg75VXSYPmTV2/PrZStFpXC73+/fvjo6OHV9KbwtpTcHX55GM/AokCtl/1khCZ3RWFB6f6Xs+JKnop8Wmqa7G+b88h3WzbWT26OhoAwODGh8k1dXV0dHRampq/fr1q3mHhIWFdevWrYWKWVhag4GlNRiYP3P48OGgoKDIyMia93LHJz06/sJfAawyxsKLW/qMG9xwYoFAkJOTo6amRiaTFSs2kUhUVlbG5/M1NDSQSKSenp5cLocg6HebzZBcfnTG1pzYtBWP9wkkIhsbGzQazWQyIQji8XhyuVxTUxOCoF+jFSVEfD0+Zeu50pe/E+fqrqFF4jML/RPDvuhYGdKzS6b6Lx2+xFOJxlIVjXHAcy094+epQp+He7sOaKxFUGVlZXl5uaOjIzwlm0F5fsnWXnPRKtjRK6eNW+fdmCwCgYDJZCq7CVxyZOzp+bssezisube/9vXS0lI6nY5EIg0NDdvaaFYqlS6hjFr95KCjq9JEWquoqDhw4IC/v38H96radtLafwEIgvgCYWl5JUVfWxWv0jFNx2FpDabdgN8jMEqMr6/vvXv3FPKGstTZtn/XvTFXLHs7XF4S8Pz4HalE0kBiHA6HQCCMjY1rNtdxOJypqanCE3FlZWViYmJKSkoDrvkRSOTyazvlkDzucZSdnZ2qqioWi9XX1zcwMLC0tLS2thaLxXQ6PTExsY7rOXWKVr1f0M/PIn69Hhp4/cfL6FU39rhM6E/PKjHpZu02Z4wSDaTS7MLDkzeqa2hsenH0TOEzu0Hdzs7c1ci8NBqtuLgY1pU1m+cn7ph1t3Xz9shNzGxkFhUVFQaDoTCKU14c3bpvfnEs5f337y+iai5mZmZyuVxnZ2dHR0dNTc22XqQenrxR00jX2sVeifpNIBAEBQVdu3YNnjudGAQCQVDFW5kbE1Tx/6lTvjAwsLQG09lAoVD9+vXjcDg1Tq6UAhVV/OanR6ft/yv04PV9Y1YJ+PX4fONwOOXl5ZmZmSoqKr/eVUhcCkdYGAym4T1mkUhkPcQl70uqkMf/9S6FQrG2tqZSqUwmUyqVKkQyAABWBQcAqKL9wzEJl119ccG+15ceAQAguZxVyRQLRXK5PCkq9orPoaT33+JCou2HdGdVMNY4Trm87nD8m88d/+fgsqsPjFujrq255kGAVQ+H7IT03Nj0MRu8G5mdSCTicDhLS0t4PjYPCIKs+zh1nzAw6dVnFo3ZmJ0XBAKhqqpaWVmp7G03tjGbsG3embn+hak5AAAWi8Xj8RR7Me2wQr25/VRRau7aRwewSrXXQKVSTUxMlDF+AwwMDEwz9y9gS0iYzrHgS0xMNDU1bdMDHq1ONZN1dOoWRilt8Nxxw5ZNIhCJYrE4PT1dU1OTzWarqamJxWIqldqALaJMJsvIyLC3b2hrPCEhASMEdzaeZJbShiyc4LlhXr3CYXV1NZPJRCKRcrnc3NycQCDsH+uLJaisuLozMfwrPadUyBWIhMKk998kXJGWsV5WTD1xyft7j5x3eK1UInl7KSQnLu3H46juEwfqUimqJEL/2aPI6h3u1+Gwq8/O250eHb/++WHbns6PA689C7xp3cdp/aNAZKM9GRQWFhIIBC0tLXgmNoPDMzaZ2Ft6+S3c1HcOPbuUoE227deVrKs+dNFEA1Oj3+VKSkqytrbuHCrNw1M3cRisnW/PSqVSRVBsAoFAoVDa7olyufzcsn3fH0duCD1k06eLcnWXXC5HoVBBQUG+vr4denUFW0J2dmBLSBhYWoOBaQJxcXE8Hk9LS8vOzk65ai6Tyta6TOdUVBk5mvs+DMjPz6dQKHw+X19fH4/H/zF7VVUVh8OhUqkNpElMTHRwcMhNzjg6eYuQxZt9co3blFG/WwZBEJSbm6ujo6Ourh7/NubEjO2/K1bPwmj14wABn//xTljRj+zKgnIdO6P1NwJqp7m17VT4uZCaf04P8nGfOa7jdH7mj5QDI30BACbdbZac2axnahh28WFSxPd1N/c3qZzs7Gw1NbVfz/7BNGafxcd+kufWBYNnjZFIJDFvIl/uvknL+Xl6cOaRlUNmjf2dtGZkZKShodEJOoFWVrG5y6ype5YOX+ypmNT5+fkuLm14kOyy76GPt8MWXtzcZ9wQZewxBweHyZMnd3D/UrC0BktrMDCwtAYD84vkI5O1omdnqUSCRKHa4Vsrl8m/PYm8tOKgrp3xwLmj3WeMbfxDKyoq0Gi0SCRCIpFaWlqYWiF3frZCKs3IyLC1tUWhUBKx5OLKA5lRiSvv7jFz+q2b5rS0NHNzcyQCeW1dUMzdN6bdbJyH9jLsaqFnTFFVI+JJqigMGoPB1K4kBEGr7L3Grps1bMHEOmtxNp2Z9i1BwOD9eBqVFhlnO7DriGVezkN7d4QBs8pxsr6F0aA5Y1wnDmm24VlBQYFCBQofXWsGF1Yd+HI/PCD2hjbl76hHAj4/KybpwZ5LzkN6Tt626Hcjn8/nc7lcKpWqXBr1ernkczAvPtM/4jwShWSxWHl5eXZ2dvVaQbeQksz8x3uvxL38NC1g+bD5E5VUwr9w4YKlpeWQIR1a1ISlNVhag4GBpTUYmHqQSCS/SixNJT8x88Xxe7FPPiCQSPelE6ftXNoONWeU0W7vOhv/KMqkp03Xwb3Hrp3VGPmBxWIVFRXp6ury+XwVFZU6UbwUwZqMjIzIZHKNCHpxdeC3+++XXt3e02NAvWXSaLTs2LRbPke0qHpG9uZfg8N3f7xkYGHcQDXe3nxyZ82JoPQHZE31BpKV55fc2nQi81PSqZzQP0Ywa2tEQtFy6piT+aF4VdWWlFNZWUmn05VOqdsR+Pb0w9kFu9c/OWTrWo8x3qW1h5JefTma8qChnQ65PCcnB4fDNaxe7viIRaKdg5fqmFNW39yrkEUrKipUVVVb8Twks4L++uzDN6ceWrs6Td69xLyLjZL2FZ/PX758+dWrVzv66gqW1mBpDQamlYDfIzCdB39//9GjR7e8nECv9Wwa0/fh/sGLx705/XCB7rAFusMWGYxI/5TQhrXHovovGbst+qypg1XowesB49ew6Mz8+Myc2LQGMqmrqzs5Oenp6RkaGrLZ7NpSXEpKCo1Go1AoNaIaAACNwSw9uWXGwRVn5/q/ufi43jJVVfDP9l7VtjTc8ebM4pObrPs6x7+Oabjud9acIGiQGhbVAAD6poY+1/ylQvHXp5H/+mh5duQmXpPYQlENACAWiyUNOvaE+RWhQHh05tazC3Z7+i+qV1QDALhOGMKhs47P254U8e23HzAk0srKis1mK/u2IxaHW3lrT/Lrr1c3BAEAiEQiEolsXdva0wt3vzn1cOahlRufHFFeUQ0AcOHChWvXriUkJMDzCAYG5j8CGu4CmE4Dn89vlcBrpzJDFX84Degxxnfmi2N3DCyo8a8+Rd57adu3SxvVvLi42MbGRlVV1fTgKucRvUMPXF/fdYaWsV7X4a77Rq1ccXOXy/C+Da32sFgtLa2EhAQ9PT0WiyWXy01NTQkEQr2Jh84dz61kPz96u+ekQfGvYpyG9MSTVBNff2GW0qtpVVG3XmqY6o3eOUdhVrrh0aHGNEFFndC4VSnWY/3MS0sD4l5+7Dt9mMuQPu0/TsQi8ZPDN14evTvZf3ELi5LJZEwm09TUFJ59jacwNefS8oMCAX996CHb37u4cBjQbfOLY5E3nx+dsqWn12BDGxPbQS5WXew7a7fomxlufXty7zCfkuS8YRumGVqZtKKFZ9qnhLwvaRueHbHp5aTsHeXh4eHr6ysSieCpBAMDA0trMDBKhkwma2Qo58ajpqk+WexT6wAAIABJREFUfdcyAEBBanZBXKZcJkO23tG4GiAIgiCopvJdh7p2Her6/vbzuxtPJb7/BgB4e+6xrpmhoZVJA4Xo6OhgMJi8vDx1dXUzM7OGnzh+3eyvoZFrbaegVTA3hD9VQxR7U2Mni94LR/b1Gqavr9/IyidHxgIAeo1za2R6z/VzbXo5vbnw8Mxsfy0jvRXXdxlam7TPCCnNLkyPjr+14QRJV937+OpB0zxaKviJxVgsVtkDf7Xb9Ix9Ef35yfuE0I92A13WXjz4Rx+hlj3sjRzNLQY4lcTnxNx7G7L3KtlQ09nd1cjWtO/kYQQyEQAgFAikIrHCT6Cyd5G5s43fp7OnZ+44N2XHysf7WzH8d3L4N4fB3TuBqAYAMDMzU1NTU66oLTAwMDAtAT63BtN52LVr17lz50pKStoiVFFq1I/TC/yt+zhP8V+ib2LY6uVnZmaSSKTaB88K03KeHbsd++gDxd6UoEYsyyrc+DSIYvGH8zkK7wsNS2uleUXhl0IjLj7RouoNW+zpPNKVw642sTFHo9EymSw/P79JKsobm45FXH625d1JC6emmVelRccfmrTewtVhy5OjbS0nfHrw5v3VpwU/MrGqKn1mDPNYPlXbSK+FxUokktTUVBKJZGRkhMVi4QlYL9X0qk8P3iZHfM+ITkAgEW5zRhs7WvSfOqIx53n4fH5mZiaZTJZIJGg0uqq8Mic8AQGB6NthPGY1VlWFpKvOyC8HCKCqQRo0e8yolVNxeJWOLLYJBAIVFZUGXlCZmZlAJDs9YzuPwdn14TzFsnXO4y01GTNmzYwxq2Z0ghElFovd3Nxu3LjRwYMcwufWOj3wuTUYWFqDgWkyOTk5lpaWIpGojZbOhRm5N9Yc5TBYAZ+v/wj7pEok2PZrHcPIkpISiURCoVBqap7w9vOJWdtNulkPnOXRf8pwBBJ5ZMqmwpSc1ff3l2UX0bNLnEa5mjlY1bvsk8vlRVyZUApZaWCQ/0xQzWRdXx2U8OaLkZO559YFjgO7/5o3PT1dQ0MDjUY38tjM5n7zaFnF49Z5d58w0MjatEkND7/97JbvMbQKRt+WOmTOOLeZHq3+q0EQdHjyxsyYpD7Th7kvmWRoTkWiWmH9JBKJCgoK6gjYMP/YFMgqDDv74OPNMKyqyoDZo8y723Ud7oprnJ9DsVhcXl7OYrGoVKq6urpEIoEgKCUlBY/Hm5iY4HC4spyihLCYyjK6nosphWqU8vbb2+PBkBxCoJBzjq0ZMGVEB+wQDodTVFQEAKBSqbUj2vP5fAaDIZPJEAgEl8u1t7dHIBAHJqwVCYSbnwRhcC19m2XGJh/wWB2U+oCspd45hpZcLu/4UhAsrcHSGgwMLK3BwPyDs2fPHj161NbWNiQkpO2eEv3w9ZVlgedKX/rae03YMtd97oRWKfb9o1dGViZWTnYSseRRwJWU999LUvLGbPKeuGZ2TRqZTBY0dXPah7iaK5rGuqbdbYytzah9bVWJBGNLU4XPjMnRzB+VYhIGKQLgy1AtsgoKABBy5Ma7c4/5VRyKo5n3gZXWPR0bkEOqqqpoNJqWlhYSicThcHg8HoVC1SsDQxC0UG84XpOIU1Od6b+824h+TZZUMwuKMvIK4zLDTj5wHuXaY/zAPhOGttYSh15WcXXFoeK0vC3Pj+mZtaZGVGGIpaurC0+9emFVMrf1XUCxNhmxYnK3kU0eFcXFxUQiUV1dvc7ILCkpwWKxPB5PKpWqq6uzWCxdXV3FtoJEIinPLX539lFpbvGW0KAO2CdsNpvJZBoYGJSUlHA4HG1tbRKJRCQS09LSVFVVFdHVCQSCwiKaWVEZNG2zoIob8P1GCw2872w7XZFX6ntzT2caYHl5eUQisSMHOYSlNVhag4FpLeBzazCdgSNHjqxdu3bBggUnT55s0wdZuthrm+j/ZT5ORRXvNqOZ/ie51ZyvD98LOXwOqzoh/EtFamGdBLZuLpvDjlu6/MMpPAqFWhd8sLSgiGJiDACoLKP9eBrFLKbHPAoPPXj9p+wEwLejJzR1tTPG6aGRiK0J1WsSOUuZSXe3npFKpW7eHr0mDaba/8HKEYfD6evrk8lkkUgkk8l4PB6fz5dKpWKx2Nr6H1Ha7u86r3BZ6ffmlL4xpan9wGQyZTIZTpNg79aN0sXcuLfNi4Cbl5cevLP51ICZo6ZuX9Ly30vI4pVmFQ6YNap1RTUAgFwuVwRk7wTHpdqC8EuhGsa6m54GNc8sWS6X/yqi4HA4c3Pzms0LFoulp6enqampuILBYIxtzDSounGvY7jVHCwOh8V1LPNUAoFQWVmpoqJiYWEhk8loNBqdTlc0U9Gutxcfi/hCFaIqCokSCYULz2zyH7iUz+X98YBfAxSm5rw999j76OpONsC4XC6LxVJYAcDTDQYGBpbWYGA6NHK5fOfOnQCAixcvtvWz9M2N/KMu+NpP5jKrq5ksLf0m7+wqbP/+XsBpkg3sTaYfXalvSEn5Ho8GqMvzA9Ij4wyv7qw3u0JUAwBoG+gOX+wJAJjm/zMcHIddfXv32StotR0GODQSAQD4yxTf9UEWtMWfqK12MPYmDt+EYLuqqqqq//duL5fLs7Oz62wSi0XisFMPAAAzDqxoqqgml8vz8vKqq6sBAAgEgkKhyGQyvJ6a64JRKJ4s6k7Y65PBEqF41j6fFv5exnbmWmZ6Kqr41h8J+vo5OTk0Gg22hPwViVj8/PDtUaumNfsEqUAgEIvFDSRAoVAKZVTdTxoKzaWzV1lOAgAciLulbdiBlJ9JSUk1siUKhTIwMEhISGCxWIqGXNt47MOVZ7/mEgtEoAUGjG8vh2ia6Q2a4dHJxpiJiUlOTo5IJIKlNRgYGFhag4Hp6PB4PD8/v969e7fP43AqKvs+Xw2atnmP+18Tts8b6DUSgUT88RxF9MPXwTsv8BgcuVRGdbHq6u6qSdXj0lnDl3rR6DRVVVU1NbWBo9wBAJIg4fWVR+77n59zwLdJFSOpkSmrfEAMiy2UK67EsyVEBn3QonFjV85QiGoQBOXn59NoNBaLJZPJSCSSurq6vb19wwoiPp8vFAprux5hM6tOzt2JVsEeTX/Q1JBlEokkIyNDIpFYW1vj8fiafoMgyNrauqSkxHKoy501x99ffJKfkOW5aZ5t/67NXvRnfE7Ki0mbtG5uqw8DCIJIJBLsDfJXQgOvfw4JBwgwdMH4ZheCQqEYDAYaja4dLbAxjPxripAv5HO4ya+/XlkZ6HPDvy1k9WbAZrO1tLRqu3l8dPBK2Olg8/6OVEszTYr2hyvPxm7yptibliXlKxLkp2Ynvfx83Tdo2F+ejgO6N2MW5Mamfbz+avFlv843zFAo1P79+/ft29fBfY3AwMDAtBz43BqM0kOj0dBodM2mdfsgk8mubzwWff2lppFuV4++4edD9O2oqgQCCoNW1SDpmOij0GiRQJgXm16UnDPQ2yPi8tNJOxZkfkzUNjXw/qfKqLi4mEwm16xK5XL5i1P3Hu++PGTxhPEbZhPJpMbURyyTz/nMulvyMwbRGktVTRVkYDrvpEbVrMF2CukiKysrKyvL1NS0JhSbwgNkbm4uhUJxcHBooPzExEQ8Hm9qaorBYAAArApGxI3nfb3cdU2bbABZWVmJRCLJZPLvNsUhCOJwOLnf0kIPXS+MzZy4Z5HHQq9mHP94HHT9y913BnYmq676t/oAyMjIQCAQFhYWsCXkP8SD+PS9w316TxvaZUjv3hMGt0QYrqqq4vF4xsbGzSuhIDnrkk9gNa1q8OLx41fNamG7JGKxTCZTweNTomIZJTTXiUObZ2aZk5Ojo6OjmOxlOUWZX5MKE7Pj33xmFdId3Xuuvr2vTvrCtNxDE9fxmBySrrrPVX+LHnZNeNb31Mu+h7SM9dfc2df5Rtr+/fu3bNny+fPndtuna/LqCj631tmBz63BwNIaDIwSUF5cGnnpaW5ChvOgnnKZPOH1Z5FQWJqSDwDoOXEQUZtMVCNjVVVyf6Sr6Wh4H1iZ9jH+0MT1Q5dNmrFrGQCAz+cLBAIul6uhoVFHh5Aek3h55UEhTzD7yOoeI/s3XI0stsTzMyuJLVX8c7I+trs2tloKCc5d1SrI2frsmEwme/PmjYGBgY2NjUp9TvkyMjLi4+MHDx5cr9sMiVgskUhenHmQn5CRFvbd0MFs2KKJWFUVNAGb/y3D0b2nTS8nSA4V5xdQqEYoNBoAkPY5QdtIT8foH0Hb2FWspLAvFeXleBwejUZZuDr+0en/h/uvrq04PPHQ0t6jBjbeo0B5cWnOx5RvoRFJb7+uCT7gMLBbq//0ZWVlHA6nzkE+mNAjN+Nff9rx6nTLi5LL5UlJSV26NN/tqlAg+HDjxT2/swAAh2E9XYb36TKqj6audjOK2jlsWVFCNl6LKGBwFVcGzB89bccSFXzTFHcsFovH4/0aSE0qkaAxmDoXq2iMc4v2ZMUkzwryjQ39IBaINj9p7DnAuDcxZxfsBgD0GOe26OTGzjfSFGeVLS0ts7Ozd+7cuWPHDlhag4GlNRhYWoOB6aAIhcLg4OBx48Y11WiqjRCLxIGe6+YcWfOrO3u5XJ72Mf6I58aVj/ap6JBxOBwWi1V4gVMou+qufY/efLLvmnkPu4WnNv7OT4ZIKnd8Sc8WyAEArhpoP1viaOOfK0hWJTMrJrnn2IERERE2NjYNn7ASCAQfPnwYMGCA6i+Wjf7DlhckZGHV8CbdbXtOdPsRHJkeGQcAQKCQBvYmpUl5NSlVtclINBKngmPkVwAA7N179J442GFIjx+hUVF3XhUlZAMA0CoYkqGmjCuurqgCAKgbabOKK1XUVAESgUKjRFxhnynu6toaMpkcAIDGoJOjYnM/p+o5mAyZNcbN2wNTyzWlwgC1PK/43cXQr08jqF0s6dml9JzSmgSLzm9xbYGGpwGys7PV1NQ6sku6f4VdI5c7ufWYtHl+y4uqrq7OycmxtbXF41tkykgrLEt4FVOSWfA1NELE5k/auWD08mmNyZiTkJ77La2axqQXV3wLfr/o4hY+i2tsa27VyyH8+pNb604YO1uOXDG526h+ZdlFIoHQuofjH8uUSCSZmZlqamq11en1P/1HWsCY1SZdrBae3qhvZlSRV+I/fLmps/X6h4ENP6IgNefF8TuxoVFeuxdbdLUN8PDdFXXeyMas8w2248ePl5WVAQACAgKePn06ZswYWFqDgaU1GFhag4HpoLDZ7JKSEpFIpPA+P3z48I5pn1ZaWpqfk3vJy1/rf+ydd0BT1xfHbzYZkIQRCHsPmYobxYmiIO7RurdV0brqqop1191W66iz1lGtG8UtOBEQENlCmIEEEpKQ+fKS9/vj+aOUJSKg4Pv8BW/ed/PGPfec8z3O5mFLpvQaE/ThMWuFZN+EtTg87ocruykGlJojs0p46BNxmlwHAOjwJj5mYTcTi5rOMZFIlJ6e3qtXLwAABEESiYTFYqFy/AiCiEQiKpWK2ooVFRUpKSmBgYHojopKOY1Bx+Fw13aevr7zz0WXtzr4uJWWljKZTD6fj441HRwcII3mzm8Xnfv4eHT2ubH7DLpv6NKJJbkFZ9cczH6Wood1NBbDf1jgiDVTjdgsNBLSxMTk6d93TobvZluZjdk6h5/M+/9PhlPK5dmxbykMKsmALMguKueV4EkE10DfjAevDQxpE7eHe/TyjTxw4dGRazg8nmVnWsETOnbt4NXnfe04czebToN7okZdS9RJf9/z+fmVlZVcLrdOrYuvE0WlfJHTyA3Pj9g6N49tUFFRoVQqa3uimgaCILFXHx2du63rmH7uvf1MbSw0KrWDnxv/XcG5NQfdeviEhk9gc80AAK+uP854kRx97CbTysTay9HK2Y5tYRo0Z1T120kqluyftDY/PqtqSZdRfQfNH5Mbn64QyWz8nK3c7EkkkjHXrHYzpFJpWVmZSqWiUChGRkZsNruwsNDGxqa8vLzKinvzIDb9RfK4tbOrTirI46/rNXPyrsW9JwTXPeEiVxycuSntUYKDv/ucw6s5tpYAgK2hiwkGpJWXdrXjG693796enp6HDh3CrDUMzFrDwKw1DIwvGrVavXTp0hMnTgQEBFy6dKlGsaZmt7sYDIaRkREEQQQCgUAg6HS6D5qIMplMIBAQ1Ppn5+5mPUv+6fHRxpgTSpl8S+hiCpXi2KUDiUz2Curi3LEDmULOq1D1ipHxIQQAMMiY0O/gz9lPkw2MaAtORHTo3bFq95cvX/r4+FCp1KSkJKlUamFhUVRU5OfnZ2Ji8ujRIwsLC5lMZmZmhoqI3L17t1+/fmhy2lyboW49fZw6d0iNTsh5lbbl1UkLeyuJRIJ6AhEEEYvFEARZWlrWOTIWCAQSiQQgCBECHHsrSAvJZDK5XE6j0bhcLo1KnW0ZbNfRdcU/OxvWgcjPyj04OaKcV1J9oYWrTdfhfekc5rkVvw3+ftzolTNa3z5/+/atg4NDnU7Rr5OMl8k7w5b/IbjbXEayVqvNyckxMTFpRh9mwq2nB6dtNDCkqSuVBDJRB8EAANce3mqNpjAp26GLewW/vFIoYZobu/b0mfXLDw2bfyW8IlgLW9hbvXuVeuXnk7mxaRQG1czZqiQtTwfBeCKBwTYasXYaiUIuy+UDAEzsLDoO6kE1oqODeBiGpVIpjUZD/YcwDKelpXl7e9fXgVe2n8h8mbLq6p7aq1KjE47M3cqyNguaO6rn6IFVRkJxRt76wNmDl46nUWhDwscR2qOC4rVr14KCghAE0el0X0iEBWatYdYaBgZmrWFg1ItQKLS2tiaRSNHR0Z07d26JU2i12oyMDPRLTCaTYRg2NjYuKyuztbVls9kN2V1KZWlpaVXNqMYj4guf/hUFqTU58WnZL1NxeJza2/va+FlyQyYAYJwV5XxPNgCgMJO3MXCu98Cui//aXDXgu3nzZmhoaHFxcVxc3PDhw3E4nF6vj4+P9/LykkqlXC4XQZDbt28PHToUAJCUlGRqamptbQ0AeHDyetLjWJVcUZqSr6qQj9kwe8iCcTVGq6mpqRwOh0gkkkgkBoMBABAIBAiCUKnUoqIiFxcXCoUiFAphGMbhcAYGBkwmU6/XEwiESrFkice4aSdX9h468IOXr9fpK6XSm/vOPjx01aKD3aDZowLGD0JFSnZNWJX+MGHmgR96jg1q5TstMzPT1dW15dx3bY7SwuK1/tMO5N8w+JhaEQ2AFiWTy+V2dnZ1FmdvGkqFkkan6fV6AICsQkKiUOgMOgAg5XFcblw6AKD3xCHGlk2xD1UKJYFEJJPJCIIoFcpX/zzkJWY+O3sHh8ezbE1tfJ3f3nyp1+kBDufc2zt4zhi/oO417p+UlBRPT8/6hvi8lKzNAxYsvrDVp1+Xf3sJ1h0N3x53+XHfGcMmbPyORK6Z/3Zh4+G7By7hCHgDQ9qm53+wTdunN/jWrVtWVlao0ixmrWFg1hoGZq1hYHzRIAgyefLk58+f9+vXz9/ff/78+c17/Hfv3jEYDDMzM9Sfg5YjI5PJEASZmprWp05ZXl4ul8t1Ol11KfwmAMPw/EMxx0zd9Hg8AGCJE3WP/79exEd/3zqzcK9dJ9f1UQfQJdHR0X369KlhNKalpaGmrEAgyMjIcHJyQi204uJikUjk4+NTfXuZRLrEdUzQ/NETIubVboxQKAQAlJWVoQMUOp1Oo9FKS0uNjY3t7Ozquwo0uvKY8F7jL3zDsPl+AV0ch3SqoTwx03yQY2f30Wtnuvf0bbV7TKPRFBQUuLi4YI8bilxWeXXXqUeHr/9Reqd5LVg+n4/H4y0sLNpoz0AaDYKAqjDm7NdpBanvit/mRZ+44TOku2sXL0NLdvdh/YkkIgCgoKCASqU24Etc4jWOwqItOb/V3NpSKpY8ORX5+HQkw8Ro6t6lDt51a97o9XpIA72Lfbt33Gq7ji7r7xxsl3egRCKZO3fu7t270VcZZq1hYNYaRrsBq7eG0R4nIXC4M2fObN26df/+/cePH8/Ly/v555+b6+B6vV6j0VQv8oPH41FtQL1en5ubC8NwbWVFmUxWXl7OZDLrFF1sPPdLNbNfSfI474W8VzrTtndiVt+g37ihFjaWNAa9em/UaP+zZ8969uyJ/kulUk1MTLKzs9EhTp3Di4vrjwAArDrUkYxEJBLRSEgTExMIggwN39cbMDQ0pDVYh63HhKDrO/+UiMQsk0aVXqiUSEXZJfhAAqmadB6CIDf3nQUIgiPid45YvuivTb5B3VvnHqNQKAqFAkEQzLf2Lj7t5v6zKXdiAQBUNuP8psPfrJ/XjMcXi8UdOnRou/1Dpvwn3dSlUweXTh0AAH0nD7249diVbSdxBNy5VQd7jBno2tNbKhBrDYBvr86QWu3gVsdcwKRdiw9OidgzaqVKoVSUydg2Zj3HB41aNb2BBuDxeAOqgVffzsuv7do1fPlf6w5M3LSg/d2Ha9asuXnz5v79+7EvIAYGRjsDm/XBaLesWbNGIBA8e/aMSCS+ffs2MTER9f986jNT/1wpHo93dnbm8/kSiaTGKpFIxGazuVzuJ6ZXTYutyPt/8ettXowaphqKRw8/O2+X6oZi9bXJycmWlpZV2VZGRkZeXl40Gg3dTCwW10jE0sG65+fvkqiUnqMHNmy9VJlqAAAGg9HwpLIJ18zInP1BU00LaYX5fAiCIn89r5EpQ5dM1Gq11S3Pq9tOAgDWXNtHNCAn3H7WaneXSCTCAhMAACkvX28bujjlTmzv2aHHhPf6zxjOi8to3lPY2Ni0SweFrZfzsrPbjhTfPpQfSaKQHv1x7fCMzedXH/xnycH1XWZs7j0/9UUi+gis6z9nJidox4QVCIL4BwcsuLypPK8UgfSbE07uSjjbsKn23zeD76gfZzw8fDXtaWL768/ff/99xYoVmOoPBgZG+wOLhMT4KlCpVJWVlYmJif7+/qampk0+jlQqZTKZKSkp1tbW9aWoKRQKHo/n7OxcVdkMhuHU1FRvb+9PHHSqtHraFQH69xwu4XDvRrnpbty4ERISgp5aIBCkpKT0798fj8eXlJSYmpqirqqkpCQOh2NpaZmQkODq6lrd7uLzCtZ1m7kz9ZyxmWmr/V7lpcKoXy/kJWSV5ZfIRVI8kaCHdf1mhg1bNUUgEFSvcvb22Ws9BPv06xp368mhaT+1UHW12rT18LxPR1Ep/2v1b7F/P7D0tJ+4eaF7gC9qP2shbW3x0iaj0+lyc3O/hojTjNg3mdFJBDJRXCaCIKg8swhBEFNr8/jIp7AaQrcZtmryiKVTAAAzzQctvb7Ds1vHj+5PWLd3wmp+Vv7W2FPNlV74hTBmzJh//vmHRqMdPnx40qRJn709WCRkuweLhMRoNbBISIyvAiqVSqVSyWTyB7UKtFotWsPHxsamdpCbQCCQyWQwDDfwDabT6Q4ODjk5ORYWFmw2m8fjKRSKD/qaGoOkiG/OLxZY2gIA7kkQCNaTiR8+ppOTU2Fhoa2tbU5OTnZ2dp8+fbRaLQ6HIxKJsbGxAQEBarW6oqLC19dXp9OVlZX5+/v/Z38EAABy49ONh/Ru6Z8p8pdzklJR/M0nslKxcw9Pz76dGCZMz0Fd8hKyTDpYQVptcXFx9RhUAIBXwHvbrMvQ3qkzQg7N27zx/uGmSUR8FMbGxjk5OcbGxs2oftFWSH4QG3P6VtLt55Ye9qvv/OLc0aNqFR6Pb0ZTDQBQWVlZJRqhVqshCPpyRP+aF/duPu7dfAAAKSkpHh4esvKKVf5T3sWmVm1g7mgVe+Fhr3kTd2Upbv8QUVbJXVkGBZh93O1HIBIW/bX5e48xT89FDZwxovYGMomUSqOS2uBdffz48REjRkyePPndu3fYJw8DA6M9gfnWML4i0GLKDQ8NCwoKrK2teTyeh4cHAEAqlVbPNMvJyWmkRkhBQYFEIrG2thaLxRwOh0wmV7namowOhrfM27m7+3CZERsAMIRDvtX3w2E/MAzfv3+/e/fuRUVFVQtpNJqjoyOfzy8oKCCTyR06dDAwMHj16pWlpWXtHP09E9ek3otbFbnPpYtnCw62vt+VcPOJz4Cudr6uvSYPYRgyqlaVlZUJhUJnZ2cKhdJw/yzzmeAXEjBt55JWuJ0qKipwOFyLFor4Anl95/mByRt6Thqc8TRp56szLX06pVJZWFjIYDDkcrlGoyGRSOiD2Y5RqVRUKrWkpAQtZy+TSI1YzMT7L377dr2eSPxn877RHpzpDlSpRv9tvDR2gGkHFuljT/H3T0deXXu8K+EsACD6zC1+Vn5JTkHqvXgAgAGLPmj2qOErprTFroNheNOmTcuXL68eHfDZRleYb629g/nWMDBrDQOj+QkLC9u5c6ebm1ttK06n07179w6Hwzk5OZFIJIFAoFAoCAQCBEEwDLu7u6N+toyMDDc3tw8KS+j1+uTkZCMjI7Va7eHh0Ywf7IpyUUTg3EvfzOO7eQIAfnKnr/P5sKuhpKQkJSWlqpBabSAIiouLAwAEBATUXpv+LGnXyBU9JgQ1XH6qaSAIcnbD7w8PXTEwos09stanf9c6+/PNmzfe3t4fzPqL+TvqzLL9nYf3mfPbqpa+ncRisUajQYfUXwmQRrNj+DILJ+vZB1a12kl1Op1EItHr9WZmZmlpaW1acaTx80pZWVnu7u7VF17YfOTM83zx4u+fDX7vOo5IrdTrkZ+8P9rZqKyUhzuN7D9nxNvH8RUFQisvR59+XUgUMo6AlwhFg+aMNrHitN3ei46OdnNz++xRypi1hllrGBjNBRYJifEVIZfLz507FxERUX1hfn6+WCym0WhOTk5VUW3m5uZVG/D5/IyMDFdXV7SObWM0AFGVSJlMZmdn17xfa7apyd63f1vP2brBxk5FY6zPUPTmkPtafMBrV1VUzdra2tvbu4bNlp+fn5KS4ubmViPIsAqPAD/fQd1fnL83fe+yZi9C/ejMzYeHrvT4dtD03UvrOzgOh0OeYBL8AAAgAElEQVQQpDGnDhwXzGAZHZi0IXBqiHsXb+yeb0bUStWOEct0EDx245zWPC+BQKiSjmAwGBUVFQ1XNWwHplpKSkpt8VhhTjFRJpNAekiHkAk4AECZUufCaMrzSDNkDA4fd+fXvwd+N2rs2llEMqnd9N7Vq1fRepvYA4uBgdFuwGZ9ML4WdDpdUlJS7YERHo93c3Nzc3OrLwEJTT/LycmpqKhovOAYnU7ncrloBedmfmjx+CW/rxzzz0kcggAAgp9WCBTwB/eytLQMCwvjcrmPHz9+9OhRUlJSUlLSq1evbty4UVFRERwc7OLi0oAh2qFvJwBAS7jiUWdapyE9GzDGcDgcmUyWSqWNOWCnQT2dunnuDFkae+VRy91OMAzrdLqv5/GBtdplXuP1Ov2KK7tYpsafqxkUCkWtVrfvrkbTSmu7hggkok1ZsTzpDeeaYE2ybEGc5GGpZpojrWlnCQ4fBwDwGtClPZlqAIBNmzYFBQVhypAYGBjtCcy3hvG1gCBIVdYTBEEIgkilUpVKJRaLG46ZQaX/GAxGdnY2k8msIXD/eZ5bEunnfd/BZ5+fcwvQ6EHf24XP+hgZm314gMLlcrlcrk6nQ7VSjIyMGs4Eq4Jtw0GH7M1uf/LT8wAAHr0/LOTYeLfe4rObFzmNfHDsareR/VroJ8jKyjI1NW2ginE7g0AkUo3onYf1NmR/TpEPqVTKYDDaayfLZDICgSCTyXA4XO2pk/lH1gEA1hUJ5u25vg0OBQBs8GSwKE30dRuxmCauliXp+d6BndtTH2o0mrCwMOx7h4GB0Z7AfGsYX5G1VuWc4fF4KpVKp9NRKBQfH5/GhM0wGAw3N7dPUf9vXiycrEd+M+j95WjwcLUqZI0xe9hstpmZWSNNNQCAVx9/EpV8++DFZr+Q13efew/qSqVRG97M3t6+qKgIgqDGHJNuyFh6fWfOq7TkR7Gf0jYYhtPT00tLS+vsQw6H0xK+0y+TO4cuVfDL66yQ3jrk5OSkpKSw2Wy0Gnv7QyAQlJSU8Pn8srIyB4e6+5nPK7z9z+PoHkPQfx2onxSWTGXQlDJ5e+rDn376KTU1NTU1FfveYWBgYNYaBkbbg0QiTZo0KT4+HoZhVMqPy+VaWFg03mNDo9G+nMvR6/XRZe9DwsYRRBzLlk2ppxgYdBs/IHLnmZdR0c175OTIFw6+bh82wOh0JpMpEokaeVjP7n4cF+vs52+b3DCtVpudna3X68vLy/l8fvVVQqGw2fP3vmQqhOUXNxzpOmFAp0E9P0sDVCqVXC63sbFpr87MrKwsgUCAamMYGRnV5z+sLJdcvvdWhBAAAAQAvrX7JJlZ924+7+LS2lM37tq1i0ajxcfHY987DAwMzFrDwGiTBAYGRkZGXrx4saqCUxslR6Yd8kD4ez4EADAn4o6EtYamua2nE6JHjk7dfHD2T4he3yzHLC8VVooknoO6NGZjnU5XZSMhCKLX6/UNNqPTkIDEqOeVElnT2qZUKjUajb29vZubm0wm4/F4MpkMzdzTaDTVdWjaPZVCCQBg8Lwxn6sBaHlAJpPZLrtXo9EAAGxtbQEAhoaG9vb29W3p2tlry6Hv30+g4AERj/uU83r2809//LqiXNRuetLb23vfvn3Ylw4DAwOz1jAw2irfffcdg8EIDAxs0wV2JSpd9/ui8Y6GxSHmoy0p/TlkA1prGJ90cyaBRFxz55f8pOwzq3799AOmPU2M6DvX2MHC0dutURcukaBKMKhgTHJycnJyslAorKysBACkpaVlZGQolcqq7Yctm0ihGuwIWwpp/o2fTHvyulwgbMzpmEympaWlRCIhkUju7u5mZmYymSwpKSk/P18mk7V1g7/xKCrl+yaudezWwb6D82dpgEgkIhAI+maaIPgCIRAIMAzzeDz0Tm7YanW3NHal4QEASj3wv1P+pEzT5PP69O3qPajr9pAl2bFv20E3Igjy7Nmz2bNnY186DAyMdgZWbw3jKyIpKQmPx/v4+HxpDdNoNGlpacXFxcbGxiQSSafTqVQqAICHh0dtBZT5L8TFGv21vu8z6HB/lyDjWqPk16ub0Udmbfmj9O79P65c3XHq16wrjSlm0ADbQr9/9yp1TdQvTp0a5RtUqVQ8Hg8tjmdnZ8disRQKRWFhIYIgHA6npKTE3NxcKBS6u7tXueBUSuXWwYtcuntP2blYp9PdPvD3lc3He04NnrlzWWPOWFxcjMfja1RUq6ioIJFI7Vjroma3K5S3fjk/YsUUwudI0hOLxYWFheiv8OVkjTY7crlcpVLJZDIjIyOdTtew7lGlWtf9oShN/l6SNPDZvd6vo63c7HMS0yuKyuz83QbNHdV9eP/GnBfSaPaMXSUTS7c+Pd7W+/Dhw4cuLi42NjZfyugKq7fW3sHqrWG0GpgmJMZXhLe3d0pKCoIgn2hmNC+FhYWpqam+vr4dO3b8z0AKgpKTk9++fdunT5/qOiguhsRnFWqdHiHgcZlSrRW5la7l/pErXv27AADkkko86VOztvQ6XWF6rrWnQyNNNQAAlUp1dXXV6/VVtRbodLq7u7tKpRIIBDQarby8HIKg6j8ulUbrNrr/00v3YBg+PHfr6xtPvv154YBpwxt5RhiGDQwMan+hv6qnhkqnjV4947PZiioVl8utXXysncFgMBgMBgzDZWVlBAKBTCYbG9dbJsHQgDDWjrox9b1ASEW/AV1sgFYN2Xo7U+hUhUSGb3RSJZlCmX1o9Sr/ycn3Y30HdmvTfejl5VXdtY6BgYGBWWsYGG0PAoFgZGSUn5/fQGZIK1NcXJyRkREcHFzHQIpM7tKli0AgePjwYVBQUNUc7RIvo1vl2t4PygdZGvzxTrHfrzWiOjNeJOe8TN0cewIAwHWxVZTLII2GYtAUkYPU6ISnl+5qIUhTqVoVuf/jXlh1uXeoVKq9vX1paalKpaph8QIA7Pxdr2w98UP3ybAcWnpxu2cf/w+eJScnB4ZhNputVCrRbCKMzwKCIGVlZV+gM7yFQAtsiESi/Px8BoNRXwVIAMAESwpqrXFys/0THgy/uLHJJzWx5PSdGXZpyx95iZleQV0znyQNnj+2LYrosFisYcOG/fTTT7169foS6qxgYGBgNBeYjx7j68Le3v7s2bNFRUVfQmPQAMiBAwc2sI25ubmnp2cNlTN/I+KLCnhjqvxSD/Zo+9ZQqry875QBk851sAYAdBve18bb6ey6g004zqG5W/aMXYXH48tySwYvHkdtpow7hUJRWlrq4VGHm45haAgA0KvhPSkXGmOqlZeX43A4Z2dnKpXq6Oj4RblhvzZUKhWbzf6qYsl0Op1QKLSwsNA2WJPDnU1mEwEAgGjMZqQ1PeusvES489uVMaci+al59/64snVQeMy525q2WX8cj8fHxcUFBwczGIy9e/eKxWLsCcLAwGgfYL41jK9sfgKPX7hwYePrjLUoKSkpfn5+OByuuLg4Ly+PSCR6enpWT4jS6XQVFRXW1tZZWVkKhQKdMOZJtLveKQEA3dnE7pzWuJBHZ2/mPErxG/Kvert3/y4lhcUfe5ztw5e+i01deHpjx+BmFoKXSqW1HREIgtw5dOnihiPOPbzevXib+eKNZ2C9NbgRBKmsrDQ0NCwuLnZwcCAQCIaGhtjz8nnh8/ntVQeyPjQajU6nq5EqWYcdq9VXwAAAYJGRQsDjpeIKpvFHB+imv0j65dt1XFfbSTsX2Xm72Ho6/Tb7JzNrc1rbdEwRicQtW7agRVkKCwu//fbbFStWDBgwAHuOMDAwMGsNA6ON8eUIQpaUlHTu3FkoFBYUFAQEBKjV6qdPn1Z3tUVHRzs6Opqamnp4eGRnZ/v5+Wl1iP+DclRe4KcOrSF0odVqz/1wwGdYjzm/rv635fnF0nKxoLjE3KqxAidxt2KyX6RsiT1p4WDV7I00NTXVarU5OTmOjo4EAuHVrRhBRuHLfx6UZhdO2vt9v4khh+Zu+evH3zY9OlpniJder+fxeDqdrrCwkE6nN6ZaOkYrwOFwxGJxe62xVid6vb5OAZvirPzYG49HLZuK/ksmvHf5Bk0aQop7+M+mYzP2Lv/Yc5nbW03/dbnPgG4G1PchzaXZBUk3nj6/cI/rbtt/5nBBZmHQvNGtIznbLKxe/e87Kjg4ePz48YWFhV+PfCsGBkZ7BYuExPgauXv3bnh4+Odtg0KhsLKyAgDodDo0M8fAwIDFYul076XeeDxeVTCPubm5VCoFAPyVq6zQAQBAF0NCkFVrjEKS7r3QQfB3B3+k0P7NUitMycl9mrqu2wxBPr+Rx3nz4FXH4b1awlQDAJDJZDs7OzKZLJFITizbfXjaptTnrzv06bTj9Zl+E0MAACN/nC7IKBTw6vYHwjAMQRCXy/X09ERjILFn5EvAwMCgoqIiLS1NJBKpVCoIgtqxjj+KXC6v2/OPB5E7zvwyfX1xTj4AgIDHmRBxAICHQm3nsEB+Vn4TzmXMNesa2qfKVAMAbH78x4K/Ng6eP4bFNT08ffPV7acW2IelPU1siz158uRJCoWCSfZhYGBg1hoGRpskNjb2t99+a6GDP7l0Z+2g2Vlxb6vsrvqsNTQhh8vlVuXEFxUVoc4fBEHi4+Odnd9XuMLj8WgtJvv/K0Aa4Vspn6ooJZdIJZMp/4kz/OHa7uV39hiasX7sOaPhy6yCRCbT6S3rDCSRSAfnbHr6Z9Tg8LGrLu2euHWhqfX7GtbG5mYAAJVUUZ+xx+FwPljtCqOVEQqFBALB1ta2qKgoIyMjNzcXnbNoryAIolQq6xQXsXK2m3VsTXLki/U9Zs3kBM3kBIlgBADgaYiHtXAzxi52HNBj6MIJ8w6sOSa8d0x4j2HCTI9pk9aahYVFfn7+16bgioGB0S7BIiExvkZIJJKTk1PzDrNibzwWZBZmvHyT9SQZALAjZAmZYdBj3MBJW8MbKZPA4/Hc3N7Xic7Ozu7cuXP1sSkqh2jPfP/MvlbqWqGjKkrL7/x+acyGWTWWm3BMTTim0/YsPTR78x8Ldlg4WTNtTO07uRmxmRnPksuyi0OXTqwRc0gkERWSljWHjs3ZlvcqY/RPs4fOG1fLViTZ+bs+/+eek3/dBQP0en1b1MFrr1RWVspkMrFY7OTkRKfTO3TogM5ZZGVltdfxt1wuLykpUavVqMu9Nj2G9TO6ykq9H5f++k3Bi0wiDMNE4vM7rxzjXmvkqoLcPGt726R7L3kJGSN+aLbieKN+nHF21W/Dlk0kfxm5vh9FTEzMu3fv5syZgz1QGBgYmLWGgdGWKCkpWb169bx586J+vxj83dhmOSYMw0dnbTVx5rp39xm7frajr5tIUPby0oMnZ24v7/jtqA0ze40KqrELi8Xi8XhV/xYVFRUWFvbu3RsAkJOTk56e3qVLl8rKSgRBrKys8Hg8KnqRo9L/3z5sjb668ctZCzeboBkj61zr3a9L32nDon65wLI3k+SVVV/F4DAHTP1PWTOrDvYPFl0Bv69tudYOmDmcuOpbJw/XOtcGzx93eObmATNGWDrXIcpvamqalZVFpVK/nLTGr5aysrLy8nIOh4Oaauj0ilgsLi4ubscWtUwmU6lUOp0uMzOTxWJxudza+ZOePTt69nxfo6IkWnRbAGV5dSy5dFJTXrGx+2x0efdvgprx5eAW4ANrtEq5oi1aa3369Llw4cLz58979uyJPVYYGBiYtYaB0WZA6x1XVkgubjjSd2poI3PotZCWRCZlxr7RA4RiSHXwcKnSdpdLKi9vPQ4A+P7cFks7G3ShiblZyIIJQ+aNu/HLX6cX731y+tak7eE27o5VBySTyWVlZVUGZEZGBqovAsOwTqfz8PCQy+UQBKnVagRBcnJyWCwWAOBhGYTuMtO+NXKr3Lp4Pzl1C732OjcoSM1x7eW78vIu9F+1Sl09DaY6HYMDToO9RZl51m72LdTaniMH8vn8+iIz/Yf2cg3wOTB745ZHx2qvxeFwTCZToVBg1tqXAJ1ONzEx+c8DqNXicLh2XCbb0tLS0tJSoVBIJBKhUKjT6RwcHBrYnieD0T9+SbnwY+9pPUYO6Dy2L9fGGk9ozgQHHMARyMRlHuO7Txw4e+/KNmcAHzlypKysbOvWre7u7thjhYGB0UbB8tYwvjoubjraneY6slswzdiQQq23vjMMvx8MFWfl7528dp710JmcoJ+HLds1bPmWvgvm2YXkv81GN7i576+s2JSRa2dUmWr/PmAE/PAlk3e9OUtnGUYEzn1yIar6WgcHh7y8PKFQeP/+fTabnZCQkJCQoNfrXf+PiYkJl8slk8n5+floMNipPCW6b4AZuRX6quPQnnqtLvn+yzrX5r99l/Usue/00H8t4fr704jF7DSi97EFO1qutRAESaXS+iLlCASCHiAdenSsb3cCgVD1o2N8RszMzJRKZQ1BEWNjYxiGpVKpRqNpx9euVCrVarWlpWXDphoAoBB63z+xYsipcwcAgJW9bfOaagAAc3urGfuXk2hkHUDaXGey2ewTJ07k5uZ6eHjs37+/fT81jx49Skz8QIZhaWnp2rVr16xZk5WV9Ymn27p1a0RExPPnzxu/i0gkioiIiIiIqF1L8OHDhxEREV9IHVQMjC8QzLeG8XUBw3BiXmpHjuud3edtvGumrqVGJ1zZeaow+R2CIDoIZtmaKYRSGIK9g7r+cHsvIAB7N2cShazX6w9O37h1yGK/sABxvjD3Vdrsw6u7j+xfr6HCZi06+dOLqw9PLtr97Ozd6fuWmTtYAQDc3Nxu3749YMCASZMm1bmjr68vACApKcnOzg6Hw+VKtMVqBABAx4MwK4NW6K70J0kAB+pzP578YY9zF8+uIYGNPNrAmSN/HrZUC0EkcouYmsXFxQ3r79t7u7y6/jg9/g0JT9wQVbO6t1QqRYcRCIIAALC62J8RY2NjNBiyagmJRPL19S0oKEhLS/Px8WmXIZE6na6ysrKRNdmvBhgPiRHDAKx/LQ6TyIFNizRJC0FHv9tu39V96uZFbbFLp02bNmXKlPnz5y9ZsqSwsHDXrl3t9ZHp379/nz59Hj9+3MA2u3bt2r17N/plcXV1/ZTTbdu2TS6XGxoaNj7KVCwWb9y4EQDwww8/1HhLP3z4cMuWLUOGDLG2tsbefhgYmLWG8bXz+vXrQ1dOx9979vjY9awnb37sO6traB90laRMHHMysuvoft59OjOtTF/9/aCiXBwYPp7ratslrE/18RMej194amPMudupT18b0Kk7kv4ytfxwgFaPEf0d/NwOTotY32fOoHmj+0wPNeVyAgMDY2JiAgIC6qvFnJmZqVQq/fz8AADn+er3Zo85mdAqmpB5iZn+Y/p69e1ce5Vepwd6nEMndxy+sdP5bt28Dbnsu4cvh4RPaInWksnkhgVdwn6YfP/Q5c7DAh383GqvJRAIKpWKx+NpNBqNRuPo6IgVyG4F9Hp99V8NQRAcDieVSum1dA5xOJyVlZVEIkEQpL32hlwub+zchwVllj31UJ7qoRTYR72093ZplgYUZObGX44eungCOkfzOvIZAOCHS7soBpQ22qV4PP7gwYOjRo0ik8k6nQ6Px3+1EzFo7L1IJELj6jEwMDBrDQPjS+TWrVsAALfuPp0G9Di1Yu+T07evp//J7WCnlCsMmUaro/Y7d+rw/sOWU+yIxw9fMaW+EUDfiSF9J4Z81Nl5SZnFaXkAgFv7zkUd+Dto/ujRq2YEBAS8ePGCzWb7+vqSSCR0JIEgSF5eXlZWlrW1ddXkpRJ+P0j1Mya3TncpFUqujWWdq46v3FPwOmvUymkfdcAuIYG8xMyWG5Y1bF+p5EoAQOjSiUx2HYMVCoWi1WqNjIwQBBGJRNjD0gpkZ2erVCpHR0cGg6HVank8nl6vt7CwgCDI3t6+zp+YwWBUVlayWCytViuVSk1NTdvN4BuHwxGJRJ1OR2ycoiPl/9fdZUy/5gpUVJRJn166W5JXOPvXVYLc4iPztgIAVnaa1H3cACqdBgBwC+pk7+ZEMTBoQ92Ox+MHDRqEIMiff/5paGiYmJjYv3//vn37tstnKjU1derUqd98801iYuLjx481Gk1ISMiJEyeioqJu3rwJABg4cOC+ffuWLl1KoVCmTZu2du3aR48eeXp6RkZGrl69Oj8/PyAgYPDgwX/++ScAID4+HkGQn3766fDhw0Qicfny5eHh4XPnzlUqlQCAffv2MRiMs2fPDh069Pnz5+/evUtNTe3cuTMAICIiIjQ0FAAwYMAAhULx8mXNcPorV65s2bKlS5cufn5+x48fBwBMmzaNTqfHxMQEBgYOGTJk06ZNAICjR48ePnx41apVtra28+fP79mzZ1lZ2bNnz3JzcwkEwi+//LJv3z6JROLk5LR69ept27Y5OTlduHABe7ViYNYaBkbbxolrf2Tu1tR7cVQWI+yHKUMXja8zME8irtBK1c176h4j+nv09sPj8UZsVvydp3+t+jXmz1sDZ47oNzNMrYWSkpJEIpFGo8Hj8UZGRqampoGBgdUrNRMJ74dHt4vVJkRcuBujpftKr9Pj6wo5478reHH6jrW3U0LU0+yXKQaGNAAAgUjE4XB4PN7Y3tyhkzvbxLj2jl4Du/wy4cdKicyQ1SJiHhqNhsGot1voRoYAgPoUUywt/7VLhUIh5lhrBUgkEh6PRwdeeDze2NiYzWZnZWURCIQ6Yx3xeDydTler1fn5+ah5o1AoGvjF2xZisdjMzIzYaPH9MpUOAGCpg4pSczWK5nlZefTq+P2fm7cNW7Km2zRYq/UO6jbrwMqYv249ORslzCoCAICdfwIA7Du5rYv6rW11Lw6H02q19vb2O3bs2L59e25ubruMu1MqlWgKtJ+fX1hY2PXr10+dOuXq6mpraysWiwEAiYmJEokkISEBh8Olp6eHhYV5enrevHlz2LBhOBxu6tSpb968+f7776sOeO/evYiIiE6dOkEQ9OOPP44ZMyYzMxNNKy0qKuLz+UlJSQkJCS4uLkuXLgUAJCQkAACqJrySk5NlMlmNRj558mTUqFGWlpbr1q07evRoSUkJACAjIwMAoNPpEhISqlRhSkpKEhISysrK0NTutLQ0Ozu78PBwIpG4bdu2NWvWmJiYjB07tqioaMyYMQAAtVqNvVcxMGsNA6Nt061bN19fXwJP0WdyiH9wQANb9pkwZMewpfF3nnYe3KsZG8D6vw3TeXCvTkE97x+7GnXg7xs7z3CcLIcsmhA8IbiBGWtfBgEPwEo3ug0V/1eB+lU59GeAcYt2lwGVolHV/Pi9S0jbN3GtqT3XvZcvpIHyUt4p5QoE0cslMmmRSKt4LwKBI+D7TAnxG9rTu8+/gZS+/bsBAJQyeUtYaywWKycnp4aWYHUoFAoAINxhBADAxNXy56en6tuSRqMJBAJzc3PskWlRrK2t0Ty06gtdXFyqasfXxsTEJC0tjc1m29raAgDS09NNTEzah1ZkWVmZi0tjAxp1Op0wtwDQLPgE8j2P7l0eRjZXM2w7OG17dTLm1C0qk95nUgiZQh46f/zQ+eOrNpDLKiP6zN019oelF7bj8W1Jq2zmzJmo+YHeRe04S8rHxychIQGPx8+cObNz585v3rxZs2bNnTt3zpw5o1AoaDQaAABBkE2bNi1YsAAAsHz5cgKBkJCQgCZLT5069fTp0+ihCgsLAQADBgzYtm3bmzdvLC0to6OjDQ0N5XL5rl27li1btm/fPoVCce/ePVNT08a07e3bt2FhYTQa7cqVK5aWlhs2bNBqtVu2bHn58mW3bt0qKxsqy6lSqa5fv+7i4gJB0KZNm8zMzNLS0tDz3r59e+jQodhLFQOz1jAw2jYQBFlYWHh4eKAi/g3j2s2bRKO8ffa6ea216uDx+EGzRw2aPSozJW33kGWnFu+5sP7Q8ms7HTrUnf+dVKlb58mI8DQEAMxyopP/KZ106JJSKh+5choAQCmV63Q6Q2NmM7ZQrdIwjGo6LuKuR9NNmTuenqy9/f5JP3Kcrb+JmCeXVW7oN+fxiRuPT9xw6+X7w+XWSO6nUqnGxh82X0M2T3XwcbN1tG/4UDU0CTFa6BEgkUg1UtcoFAql/upeqNxIddMuJSVFLBa7urp+uuVQUlLCYDA+i1sVhmEikdh4x5paqap49AyEjAYAvOof4nnlb0ijaa6qaCwT47Clk+pbyzAy/GbL/IPTNl7dfnLUmhlt65YTi8XohE77FoANCQlBHwd/f39Qv8fJyckJNdsyMzNtbGyqnqzRo0dXWWujR4+eNWvWzp07ExMTo6Ki6jyOgYFBI001AEB4eLhEIomIiOjatWsTLg2d0eDz+SqVau7cuVXnHTJkCPZGxWi330qsCzC+HlQqFZVKbYyphkI2oDw5dKMVGubm3WHn67+GLBpPYhhs7rtggcvwg7M3Rf3+t0ajqSgX3frl/OVtxy9tORafzu9h+H4wRyLgnA3w6RlFoiIBuuTsxt8f/nGteRsmKCzOfvW2xsL06MTOg+t2S9r5uea+TkfHc7sTzq17dNDMnst7nSEo4FffrIxf2hLdiCBIWVlZffXWAAA4PM7QnB3zyzWvTn4mHLMGDqXX62vLTGM0++wJgiAwDNcOlGo8RCLRzc3N0NAwPT1dIpFAEPSJJlNBQcG7d+8anuBvCdRqNfljtFLphoy7e74dZv5+l6KOXWQiaau11n9orz4zQyP3ndsxfOmh8K2HwrfGXIxqE3fdpUuXAAA+Pj5oTZR2PA/SqG8cmQwAQN+Zbm7/ai85Ov5bGpTFYp07d45EIt2/f79v3751Wrm1T9eAFFBKSgoAYMKEurWm0BDoGrtbWFjU2AxNnKueKYCBgVlrGBjtASaT+XGhLwjCsGgl7Swmx3jMj7O2Pzv53bF1I9ZMNzJh/bPp2Hyb0OUdJvyz+Vjk3nMvbz4qiXxwIF+Fbh9bDr1T6wVJqaY2FgAAmUgSe/6BbUfn5m2VqECQHp24e2f9KnUAACAASURBVMKqqiV/LNohE0kGLxxb5/aegZ1yX6adWLob/dfe02XC9gWQUrNr5IqSnEIAgFKhBAAYspgt0Yc4HM7MzEwgEDSwQeiKiZVCybHvdzZs9QmFwuppbBhNQCqVCgSC2pP6Go0mOTk5OTk5JycnNTXV2Nj4ExXqaDSalZWVp6dnWVkZn8//4PYVFRV5eXl12nUkEsnY2NjQ0LD1Sz+RyWS5XP5RcpfGJsbne7yvLhgfNpZMa9WR65Rti+ce+9Glu7cxx4xGo59asPvxuVtf/m05btw4AEBGRoaNjU07fvo+SgMG9ejGxsZWPRTR0dHVN5gwYUJ5efmIESOePn165MiRxpxOpVKh71K1Wl1D3/XWrVtkMjkkJKTOdzVqgOXl5aH/KhQKAEBt05rL5dZoJyYNhdGOwSIhMb4iHj58OGLEiMZP5PeYEHT/98uXd5wYuWIqrlXSMwxo1M7D3pcvm7Q9vDivoDy3xNrLcUvwoh1PTm4YFH401g9X4hDMJt4RQUuS7grT8m6k5RVl52k1EI6A9+7bpXnbQzOkd/9mYOrDhJmcoDEbZ9t4OL44f3/17f1G7LqH1y5dvQbMHZkd+687zq9/t0k7wp/9fW//5HXbn58kk0kAgPykbDt3pya3qqyszMDAoM5wNSMjI6FQmJycbGJiolQqzc3Nmcz/WIYDpwxnmDGPTt0SPH+svZdLfdZaA0XbMD4IBEG5ubkGBgYwDPP5fDabjcPhcDgcgiBisZhEItFoNAqFQiaTDQ0Nayv1NxkXF5fExES0OGH15UqlEk3UAQDo9XqBQGBmZpadnc3hcGpISqIyOSwWSygUtr611oTgWxoZv8De4ECeusLU/J9y/PTWFWbvOqxP12HvK6Cwrc3OLNlvzDXzae63UPPCYrFiYmKOHj2qUqnajT7Np7Nhw4aNGzeGhobOmzevtLR01ap/Z+jS0tKmTJkSHh7u6+t79erVD04o3LhxY9iwYYcPHzY3N09MTFQoFIsW/adYX9euXW/evDlo0KCBAwfGxMSw2ewahp+3t/fz589/++03Y2PjY8eO0el0FxeXGhMobDY7ODg4Kipqzpw5Q4cOrays/PXXX7HfEQOz1jAw2jYVFRVr1679qF38gnoUpuZG7j6bHZu64tLPrZ9Pb2Vva2VvCwDY8/ocAGDzw9+9Ig7d/nEPd3zYKFlJSVq+Y0hA1zH9C9+8S7n/Sg/r5loNNXXkDl82ucfogbhqBdkgDUQikXD1l2grzSu2sLeqvTz/dXbgt0On7Pg+ct/ZOwcuVgolA+aPcvZvKIKonC9gW/4ngaHf9DDHAK+fes0FABBJJACAoRW7yX2iVCpLS0tJJBJqiaE/ilarVavVEASJRCIYhq2srCAI4nK5YrEYgiAzs/8EPXYf0vco2CIViIFX3afA4XAwDKtUKkwWsgmoVKqcnBwWi2Vtba1Wq7VaLY1GU6vVCoWCSqXa2tq2nPI7n89nMpkCgYDNZldlvkkkEoFAoNFozM3NORxOaWmpgYGBiYmJiYkJj8eDIMjc3LwqW0ytVnM4nPz8fFTCpDXR6/UUCqUJnbPN1+hAnhoAkK+p29grKSnJzc0tLy9nsVgEAkGhUBCJRBsbG2dn52Z8pw35blxpWv7+cWscO3t8+/NCBy/XL/YW7d27t4uLy5s3b/z9/bVaLWazAQDWrVuXmJh4/fr1e/fuAQC6desWGxuLrsrOzk5OTp42bRoAwMfHZ9asWQ0fKjQ0dNmyZbt37x49ejQAwNXVtfaXNygo6OrVqyNGjAgJCUHPWJ3Dhw8HBweHh4cDAAgEwsWLF+u8Uc+fP9+vX7+jR48ePXoUAND4Ot0YGG0OXDsuM4qBUZ2oqKgxY8bcuHGjX79+H7XjtZ2nb+49O3Xf0l7jBn32qxCXidZ2nWbubL3y6m60/FEVWgh6+zA+4e6zuEuPLT3sBs8d4zu4O5VOy3iVsjN0qVM3z37zhqNb0pmGaG7Au6cpcmnli/P3VDJF39nD2Rzj/jOH0xj/+jpmcQevjNzj0skTAHBk4fbXN5/uS7to0GDA1ZsHr2y8ndicf4UZxaVlJxbtSnv8+pjwnqhE+IPvxKm/Lg0c35SMcIFAIBaLqVQqnU4XCAREItHExEStVsvlciaTiSCIhYVFdeX30tJSBEHQmJnqLPYcMyZidu+xg9F/EQTR6/UEAqGiokKv10skEoVCUUOoEKPxSCQSPp9vZ2fXjH6zxsDj8QwMDCAIUqvVRCKRy+XSaLSsrCwGg2FhYVFSUqJSqSAI8vDwqKpqWF5eXlRUZGNjU1lZSSAQYBg2MTERi8UODg6t328pKSlubm4flb0GANj6VrY2TQEAuNqDNdzmP8+mTqeLiYmh0WgdO3asflgEQXg8XkZGhr+/f/MKn4oEZWdX/vbmzkv/sX2ZbJaNp9OX8Nqsc9JHrVbv3bv33Llz7969a5HRFQ6HFuNunSsSiUREIpHJZMIwLJVKqVRqlT9ZJBKRSCQjI6PKykoIgoyNjXE4HBo3aGRkVBVHgCBIVlbWkydPgoODORwOmrqJKrJIpdLIyEgrK6tevXqhL1h0dxqNRqVSxWIxgiA1xHiLioru3r3r6urao0cPdBedTieRSAAAaAPQF4VOp6PT6Xq9XqVSVW+MSqV6+PChXC4PDg5G4yO0Wi0aF1P9RHq9Pi4uLi0trX///jY2NhUVFQQCodVqf7PZ7IqKCuyFj4FZaxgYzUZGRsbly5fXrFnThH3/2XpMLqucuv37D26p0+lyU7Ocvd1bzoFQnJO/75u1fSaGhC7+ps4Nfh69Qi1XFqbk6GGdkQVbVlqBJxIIxH9tGL3u/Rw8zcSw87BAVExfLqt88yBWyhf7hHQ341qQKWTHXp77hq/akXTG1NIcQZD59sMglQYAYGjK/DnpbOPHlFkJb3eGLtPr9CFLvn1zP5ZubLjswo6PHcTAMMzj8QgEgrm5OY1GQ8Pq5HK5SCSi0WgkEqlGOA1KZmamg4ND7abum/Rj1vM3P97+1dLNDgBQUFAgFovNzc1lMhma2Zibm2tkZMRgMCgUikKhIJPJdR4foz6kUml5eTmqONdq5Ofni8ViHx8f1PAWCAQIghCJRLlc7ufnhxZnIxAI1XWGIAhKTU0lEAh0Ot3a2ppIJOJwOKFQKJFIrKysWtm5KhAIPvZO0yOI3TVBEYQwFJWSKU7VpyoQBImKiurUqVN99hgMww8ePPDx8ak9nfGJPL94ryyvRK1U3T1waeB3oyZEzPsyS2mfPn166tSper2+JZrXytYaRuuDWWsYmLWGgdHMrFu37v79+y9evGjCvtd2nn5x7eH8P9bbujvWsXbPnwqJvPDtO60KKs0pUknk2xL/5FhZtNy1XN52IiU6fkPUgdqrIo9dvLz6yKYXxzh2lgVpOdkvU2y9Xdy6eTdm0IDo9THno8p5pRqV+sGRK+hCloVJx2G9yFTKnV/+Dvtxmpu/V0leUb+JIY1sqlxW+fjYjeR7L/F4vFxWKSkV7XlzntJoWc4q1Go1j8ezsbFpfNiSSqUSi8VWVnVEeCII8mOvmXgyYcTKqf7BvdLT09HUdi6Xi0bQ6fV6kUik1Wq1Wi2VSlUqlTqdzsLCopWdRW0RvV7P5/MrKyutrKyMjIxa89RarbZ6eXTUpYA6Exq4/1EhhBricnK5vKCgwMTExMDAoEbqY8tRXFzMYDA+6nSrEqU7spUAgEG8xDsr/1NsKi4uztLSss77v7rBdvfu3cGDB9dZi/zTOfb9zudn7/oO7THz1x/ohl9iwCEOh7tx40ZoaChmrWFg1hoGZq1hYHxmtm3bJpPJtm3b1oR91UrVH4t/Trz2dOB3o1wDfFy6ehn9X9Vw55gVJe8KOw7uSWMyCAQCjc0YNGd0S19LeZFgbc/pI9ZOHzL3P9qMmS/f/By2zD+s9/w/1n/K8bePWJr9PKX7hKDuo/oVpebyswtTHsdV8sWOXTqsuPzzR9V0ur77z2s7Tncd3a//9LDMF2/iImM23j3UtFZVVlbm5ua6u7tTGtGA1NRUNIGtvipAUlHFrV/P3z942aaj8/w/N7LZ7IaVRSoqKkpKSshksoGBgV6vJxKJdDq9zoG1VCqVSCQwDNvY2HxsVFs7QCAQ8Pl8JyenVjbVmp2ioiKJREKn01stKlKr1aLOvUYbxojR5VKFHrDLBIuuHIm4f7D67Mbz58/79+9fxwSKXE6lUqvMs+Li4uLi4qZVvvrwBBCCPDkf9ejYdRFfOGr9zL4TvrjixTgczsbGJj4+vtkLrGPWGmatYWA0F5jKCMZXQUFBgVKpbJqpBgAwoFG5DjaJANz//fL93y8DAJZd32lsYba26zQAwLif5g6eN6Y1L8fU2nxo+IRL644EzRxZvZxu9F+3AAA9pwz+lIPf2HMm+3nK7MNruo/sBwCo0pl89yZj28Dw2/svDP9hSuOPFrZsctiyyejfiVHPzSyb7nI0NDTkcDgajaYx1hqNRmu4YCvThN1j2hC8scHdzWfZLNYHRSBRYUMej4cOplF5ehsbm9qnEIvFNBpNoVDIZLLGV4xtN6DChhqNpq1fiLW1dQt5nOqDRCJptdrG65FWqHUKPQAAsEVCWPOfggQNKNSnpaV17Nix6tKsrKzi4uJazhYK/GZI4DdD1gRM/3PRXra1mW+vL0sxMjw8/PDhw5ieEAYGxpcMNuuD8VUMH/v06RMTE9PkI5TwiqJ++3vc1nneQ7sPmDfStYf3bxPXr+06DeDAoEVjB80Z1foXFTRvNI1tGH06smqJTCyJvxLdaXSgzyeMh3Q6XczZqO7fBKGmWnWcfdx9h/V8eOLa7aMXa6xCECQ/O/eDjno0lfxTrlqj0TRyAG1jY4NW3yopKUEbBsOwXq9HEEQikQiFQoFAoNPpBnwzDACQdPdlY47JYrE6duzo6Ojo5OTk7e1ta2tbUlKSmppaUVGh0+mk0n9rExsbG1tZWZWXl3+FjxuVSnVwcKihw9lGUSgUrfkjKpXKj6rzxqYSuGQcACDX3RstS1UFDMN1FgysqKjIyMiofWPXWfK4GVl396B7gO8vo9Ycmb+txotCC2llEuln/JVNTU2bUDsBAwMDo9XAfGsY7Z9Fixbl5eWFhYV9tOkCw7d+vaCWK1/888B7UNfBs0YPnjUaAKDVahfYDQtZ8e2oFdM/10XRDOmdQgIubTlmYsPxC+oBADg6f4eVh/2C39c17YDisvIHh6/EXYnGk/BTd9atpzJi2ZSTRXsurT1SlsWf/PMi1Mv0Njp+79jVAIC1Dw44ejck223XyfXJmduVUpkhs4kxchqNppFxYkQi0dPTUyKRyOXyt2/fstlsVE+MSqWSyWQajcZisVD1Bede3jnxaV1CA2sf5MLWo5YONr2/Ca6+sKoBqAq8XC4vKioqLCwkkUhoYCQej5fJZEwm88tUVmhp1Gp1SUlJx44d24e15uLiUue8AwRBqJydXC6n0WhNCHhTKBQ10iDJZLJWq238EfA43DJ3xvI3lQCADBNblVxJZbyXARQKhZ07d649FxMfH+/u7l7bWmvpehVUOnXFlV3P/7n/z6Y/toQs8g/pjcPhitJyIQjKfvnWZ3C36TuXfpafeMiQIeiPiKWkYmBgYNYaBsbnQavVnjhxYsaMGfv37//Yff/68UD08ZsdBnT2HtB1yo5/63uSSCT7ru5aJfR5L236nmXmTta/TlzvO7SHlZdD5tOkiOjDTRleq9R/rtr/8tx9jpNV4JShA2ePrC/byraD0/o7B+JuPTm5ZHdhas78UxtIZPLNPWcBANuTzphZfkAKvEdY/z9mbXt09FrY8slNaKdSqUQQpEqWuk4QBMmOT+W62BiymAQCocqg0ul0XC63Tr+cR3ffxLt1aM+cXX/wwaErU/Z9YBDJYDDQ4W9eXh5aEloqlaKFBFCRkqYV2lYoFAiCtMVKUNVDc9s6hoaGEAQhCFJcXAzDMOrapVAoRCKRRCKhuYuoCnkjpUGys7NVKhWZTFapVBQKxdzcvLoceWFhoUKhEIvFxsbGjWzhZCsKaq0JrOwqBOVUhm3Ve6/GlnK5PDIyMjAwsLS0tM4HpxX6s+fogS5dPO8e+uf2wQsAAPfeHY0tzQbNHR00d9Tn+omDgoJcXV1raMy0PxAEWbp0KZ1O37RpU52zSHfu3Hny5Mnq1asbsFrLy8tXrFgRHBw8fvz4hs+1cuVKGIb37NmDjUAwMDBrDQPjw+zatYvJZFZlrP399993796dMGHCixcvVq9eXX1kiSBI9c9YaV5x9PGbfWcMm7x9UY1jQhoo53mqDtJ9lo/u/eNXSWSyhF/eb2aYiS2HRCMn33qRfOvFonObLZ0+uqSvXFK5Z+xKpUQ+/fcVAaOCGuMO6jK0t6WL7fHwnSs7TmJamojzBMGLxn/QVHs/XJs46OXVh4HTQlimxh/bVBqNRiQSy8rK6ouyO7VqX8zxyOpLuo0fYOVq59mvs52nc52XJhGIZDKp8F1R1qsU167e70e6kHZDvzlquWrJpe1egf6NbJ6ZmVlOTg4Mw1WF2tBgSHNz8491vCAIkpeXRyKRVCqVvb19q2kSNtf8iMHHa35+mVhbW+PxeCKR6Opar9MYj8eLRCI6nV7bTNVoNDKZDIfDsVgsiUSiVCrlcrmRkZGlpSVqHqSlpaEVqwEAaDCtu7s7WjWu4VmJKjiG/69PZWdPq2bbm5qawjBc1SQEQZ4/fx4YGGhqaopantUnEWAYpnyMdNCnYGbLnbh14cStC7+cyQW0zsS5c+d69Ohhb2/fLr+DZWVl+/btAwDUZ489fPjw559//v777xuw1k6dOnXy5MmXL182bK1BELRz504AwPr161ut9BkGBmatYWC0YZKSkqZNm8bhcKKiohYvXpyVlUWlUtPS0kQi0fHjx8eOHRseHm5qanrgwIEHDx707Nlz3br3kYSmVubTf/+h1+ig2sckU8h9Zg7T61rEWlOr1Hd++/u9fWJs6NrT287DWQfDWq22slz66MT1O79dBABQDGkpj+MWnogYvXH2+RUHek8b6jug28eeS6NS7xi5FACw7uHBj9LXtnKx+/H2r5GHLlzZcAwAkJuUodPpdLCOTPmABOLk7Yu/swk5u/bA7F9XkciNdTppNBqhUIgKrNWn26GDdfmJ2bP/WNNlaKCgkB936REAQK1UxZy5fXnTcRwe79rfz8HDmWxAIVEptn7O9l4uDJbR7nGrSrMLbf2cd4QuHbVxVsh3419FRt/ef0GPIGvv/mpi/hHJV3Q6vUZBbTKZXFXO29HRsQHbDIIgPB6PVgkzNjYWiURmZmYcDken02VmZvJ4PA6HU2ca0hcIHo+n0+mlpaUEAoHJZLZpVczGNJ7L5aLJYF5eXjVWlZaWQhAEAODz+WZmZoaGhtbW1jgcrnowrUgkUqlUbDZbLBaTSCQDAwNzc/PS0tIGbpi6v+VKefV/mUwmn8+3tX0/fSOVSjkcjkAgEAgE5eXlGRkZVaGqCIIUFhbWDpv82jh37lxmZmZERES7vDoOh3Pu3DkKhVJljFU35hsAfeuid+zSpUthGO7du3eN11cN459MJl+5ckWlUlU31WAYxuPx9c1b6fV6VGi39ioYhgkEwtcZVY6BUQWm4I/RnikvL3/z5o2jo6Nery8vL7969eqkSZMIBIJUKrWxsVm4cOHly5dDQ0OXLVv2/fffX7t2jUKhWFhYoB+Phv0hV3ecuvXL+cHzx4xYOZXQTKFfCpn82s7TT/68BSk1vaYNFRQU85N4CrHMvpt7cXKuVg0BAFx6ensE+HUd059tYbK669TKMgmiRyh0gx4TgiZvW/SxZ/x55HJZhXTd7V8p1KY4QxAE2RA0t/gNDwBAYzHUlUpTF8vuw/rZ+jj7BnWvswNz3mRsHRgOAKAwDFZH7rfxaNSQND8/n0KhUKlUIyOjJny2VXLF69vPyvNKVQpVaky8lC9WVSoIBIJH305v78fty7xEN2S8uhF9eOZmIwtjWanYe2DXmQdXokXDm4WioiKZTObo6GhgYABBkFKpVCgUFAoFhmG0xrdcLicQCHg8nsFgqNVqAoFga2tb5e7Q6XQlJSVqtdrZ2fnLf+hQHxGqCSkSiezs7L4Gwb3k5OTqAXV6vR41jaytrWk0Gho/WecgVSAQEAgENKnS1NS0Cb4I3N8lAIAOCS+eLe3LMn/vsoYg6NGjR4MH1yEPm5iY6OXlVTW85vF4arXaw8PjK/9YRERE3LhxIyEhodlGV1+Ygj+Xy7W0tExISCgvLx85cuTTp08NDAxCQ0NPnTq1Z8+e7du3KxQKDodz+fLlQ4cO3b9/PyoqavXq1Xfu3GEymadPnw4NDUV9vzNmzNiyZQs6ibZgwYKzZ8+qVCpzc/Ndu3ZNmjQJPVfPnj15PF5JSQkAoLCwcPr06Y8ePaJQKIsWLeLxeDExMatWrVq8eDEAICkpafny5U+ePNFqte7u7mPHjl20aBEaHpyVlTVnzpyYmBgqlbpq1aqDBw8CADZv3jxz5swvpEsxBX+MVgPzrWG0Z9hsdu/evfF4vJGR0YgRI0aNGpWenj569Pt6aAsXLrx27VpWVtbixYv79OkTGRmpUqmkUmleXl5cXNyNGzfqGxzDWvje0cs2nV1u7T8vzON/d3Rds7T2/uHLT/+K+mbbwu6j+1dN6r99HJ8TlzZg6nCH/7F33gFNJG8fn3TSCC30joAUaYoIih1RUTkLeufPiorYzi52sXsqZ/fsDT0bFhRU7BU9UUCll9B7SALp/f1jeXMcKlISTrn5/AWzuzO7z85u5rvzzPN4OmBwOENLE9X+i65sr8gu8hrW+1XMgytrjwTODTG0MGl5c69jH2e/+rD59cm2STUEGy+n8ONrRRxBwrGYd9eeVWeV3sqKBgCYOltHPjqCwWAkYvHJhbsrc4qHLfv52bHbOYmfKAa0BRc2Xdlw7M+VByNiW7SwAQlYhwjpNkCkkHuHDPn//2YjOvPp+fjzS/f1nTIcmVTEYDEAgPpKFkVfe8KWcDVKNQCAubm5UCgsKSmRSqUEAkFbWxuRnVwul0KhkEgkOp2uGqbX1NTweLzGohSDwZibm6enpwsEghY6yKnkNGgUFkUT8Pl8FArV+KwwGIxq2ZVcLpfL5f+FV42FhUV+fj4ejzcxMaFSqcjnIaVSSSAQmrllaDTaxMQEANDmZF/1ogbzEqoq8eS/BSEejzc2Ns7Jyfnch9PZ2Vk1iSEWizMzM4cOHQp/LCwsLJKTk2/fvj1y5MhOeYGVlZWIRF+3bt3Lly8jIiLevn0bExOzdOlSIyMjOp3O5/OdnJzIZDKbza6srPTw8AgICPj111/37t07duxYDoejVCorKyu5XC5S4ZAhQ54/fx4cHOzh4XHt2rXJkydzudw5c+YgLzFkeaREIhkwYEB+fv6oUaO6det28OBBJHYuj8cDACQnJ/v4+Mhksvnz5+vo6Jw6dWrTpk05OTkXL17k8Xh9+/atqqqaMGGCra3t5s2bkaWYAoEA9lXIfxElBNJJuXjxIgBgw4YNSqVSLBZHRUWRyeSIiAipVKra588//7x8+fKqVatu3rw5dOhQxMvu9OnTAIBz584h463PObdyf5jFMLFQdPfw5VD64OR7r9RywrEHLsy1H9WGA0UC4fZRi6MmrGz5IQWp2aH0wU/+jFeXtVPvvw6lD0579v7F1YT3Ca8WuY9f4Dy2srBMqVTe/O3MjlFLQumDNw+dX1Nciez/6fX7UPrgFlaO5MVWew9Jf5EcSh/84fFf17afCjMbempp1MfHb0Ppg+faB6c8fK325hQKRVFR0dc61Tfh8XhZWVn5+fkikaj5Vng8Xn19fVZWVlpa2qdPn7hcruaesoyMjPT09K9tLS8v12jr3xtIgNC8vLyCgoLk5OSqqqo2VFJaWtr4HdU8QokcXC4Hl8s9px6qLCptsvXhw4fNPDgikeju3bu1tbXwxwKxRnh4OADgypUraqkQ+Vrx/VwgokiVSuWUKVMAABcvXkScYJGtK1asQFSWUqkMCgoCAEydOhVJeYLMZaWlpSHzSAsWLFAqlcjM2Pz58+vq6urq6thstoeHB4VCQWpDPnQqlcpjx44BAMLDw5FyBoOBfDzasmWLUqns378/AOD58+fIVg6H8+LFC6TRPXv2AADWrl2res8gQ9b9+/d/PybV0dGBDw6kg55faAJIZ8XY2Hj06NGq30uZTFZQUGBnZ7dv374v7s/hcPh8PpKea926dVFRUQCAurq6JrudXrFnttXw5IRE5N+rO0+FmQ/LTUpvz6k+v3A3lD44lD740IyNbavh5s6z8+1/avn+eyat3jl2mbpMLZVKV/Wedm79AVWJXC7fPmrx1uG/VjBKxCLxjp+WRA4O/1t9seu2jli4pt+MFtafmZmJxEhUO5c2HQmlDw6zGJ5485Gqn1zdfjKUPvjO0Stqb04gEOTk5LSnhtzc3JSUlNTU1K+pvvLy8uTk5OzsbB6PJxQKCwsLkS6tIXGSnZ1dXFxcWFhYU1ODBO1scjJtVqc/LgKBgMVitflwxJit+BW/XA4ul1tsenBz59nPtyYlJT18+LC6uvofGk8o/PjxY0JCQnvOs1MyatQoCoUSGxvbidVaUlKSrq4uMrW7evXqr6k11YFr1qwBAHz48KGxWvvakk6kR6nU2oYNGwAAr1///fHrwIEDKrWGxWK/JniQRvPz81UlSDAYqNYg/02gJySkc8JisSorKzds2KBaNoDBYD59+sRgMGbPnv3FQ5DIe4jb0qZNm8rKypYuXSoUCrW1/3aKK8krfHE6PmRjmOcQX6Rk3PLpry/c3z58obG79fqb+wnktkSCvrnnHFGbvObJQRML87Zdr20vZ8Gu6PSXyS59vL7sMcXiaOs1+NpJJJJPCW9n/BGhLmufXbuvKqd06bXfGrt4hWyZvW3Q/DU+DSnpll7frtonuAAAIABJREFUifyhUChOL/89/6/05beiWli/TCZrlQdgywmcG5L5KnXJpR3aOjRVPxkbMf3u7xdj1h4bFhai3uaIRKJSqfzmqshm4PF4zs7OOBzuw4cPenp6X/RypFAoqixhYrHYyspKQ08ZEjnA0NAwLy+PxWJZWFh8Hgm9hdnMOxNEIrE9EeHxeDyy6q9VlDi6FCalf17eo0eP2tra+Ph4AICJiQmdTi8sLKyrq7O0tBwyZAj8pWjCpk2bbt26FRwcvHbt2s2bN3fKa+zRo8f79++7du0qkUi2bdvm4OAwderUZvZvxpV6+fLlTaJofvHN1riwSczJr1WOlDd+e/zQ8YogkHaChiaAdErOnTtHoVDc3d0bF/r7+2dnZ7cwVjWfz1+8eDGHw/nH8JQrCpgzJmDW6MaFSy5v17c1rvxQuNAl5M/1h+s5dS0/T3ZN7eFZmzlFNQsubG6zVAMAOPt5OvXzTL7z6otbOTW1i7uGfHryFvn30PRIMxcbn58GqMXUWa8/JJ665zKgu77RP9be2HVznHV0lZWnAwBA15zu3McTAPDs0t2I7pNSY1/NPbuhay+3FjaBQqG+mCSq/ejo60Xe+0Ml1RCiV+5H/nh+7b7aW8Tj8bW1tW0+3NHRUalUolAoOp3OZrP5fD4SdVAFgUBo3MNRKBQSRkIT1hOJREhzLi4uNjY2lZWVfD6/8Q5yuRyOsVrL14LjfQ3y//+Mp9189sVVgvr6+hMnTuzfv7+FhQUAwNnZOTg4eMCAAdDUn+Pu7o580Wv8ka7zYWVllZ+fv3TpUgDAhw8f2lADElOUSqXO/SdN0o0g/75580b1xpg7d65qq7W1NZfLrampUZUo/z/uHfIIPH78GPm3vr4+MzMT9k8IVGsQSOcBWaDMYDCalF++fDkgIKCFlTg4OGzfvp3L5ebn56sKbTy7/rxxTpMgkGaO1jvfRJ+sfjA+Mizn5cctgfMlohZ9Gn909tYyl5/FAuHKuD2OPt3ac8kYDMa+p+tf1x+rSljVzA+P/kL+lvDFAABTFxsAQPK9V2kPkmYdXqmWSQ+lUnl92ykAwM/b5n6+tdfogesTDk3cuQCgUbvHRzyOvn3u19/9Jw3bl3u9+7A+LayfzWZbWVmxWKwmSkATlGUXHp6z5dnpuOWxu/vPGHl2zq7toxbz63lqqbympiYjIwMRWm2uhEgkImIMCUfGYDDS09MbS1kqldpYDZqbm5PJ5MLCQj6f33hUpBbEYrFKGero6CCh51VbEYfATp93WO1IJJJWSVy+AgAAfiaL0SLR/ZPXv7gPFou1tLTs2rWrh4eHg4MDzILVDDY2NkeOHFm+fHlNTU11dTWLxepkF7hjxw5/f//Y2Fikm7Xth+Dly5fW1tabNm2KjIw8fPjw1KlTTU1N796922S3qVOnEonERYsWRUZGHjp0aPDgwY2/HG3dulUmkw0YMGDv3r0HDx4MDAxEo9G7d+8GAMyYMQOHw82cOXPr1q0HDx6EHxcg/3GgJySkE4I4ZTUZE3M4HAMDgzNnzrSwkjVr1sTGxqalpbW83YHTRvWdNHx59/8dnB655OL25nc+v+rAk5O3Zh5d6Tt6kFquuvekobd2RV/beWrM8ukoFCr3bdqx0K1bXp8ysbOg6Glrm+itcJ2I7Ok3KbCFofO/yf1T18uyixZc2NxMYu5B00Z1C+i5J2TlhaX7J+5eYGhhwiyupHSjflMJKJVKsVhcWFiIx+O1tbU1nXNZJpWemP9bWVbh0us7u/q6d/V1L/6Qm/cmbcuwBbMPr7J2d2hn/Yi+UpdfIhJJUigUotFoZGUajUZDoVClpaVGRkaN1R2RSKysrCwoKMDhcAqFovHW9lBfXy+RSJDpGgR9fX2hUCgUChGFplQq25Zx4T+Ojo5Oq4w21AB3jyn9iCItHtP/2vrjCrF82Lzx30/g+B8XPB7P4XC0tLTYbDay0KtzUF9fn5iYmJiYCACwtbVtPNnVirEjFhsbGztlypSNGzc29MOhQ/v0afoNTk9P7/79+xMmTEB269Gjh7OzsypkyPjx4ysqKiIiIhYvXoyU9OvXr1evXshnpvv374eEhKxduxYA0Lt3b9ghIf9lYL41SOdEKpU2ztcJAIiLi3v69OnOnTtbOI4ZNGiQv79/G5KlFmbkbe4/Z92jw9bd7JvZbYZhwMxjq3x/Gtiey+RxuWVpjMznqW/jn1VllSCFIdtmD5057q/bT4/N2Lrg4maPQb2Q8qJcRl0N6/iMbX0nDgtZN6v9RhbyBCu8Jo1cPmnIrDHfHiJw6naMWIwj4EmG2vkv01be/t3Wo+sX95TL5TU1NUh0CjQaLZFI6HS6ubm5pvtM7K5zb248Xnv/IJnSkCj8w6O/7Hu6nlkU9f72i/FbwwNnjW1P/UqlMisrSxOJraRSKZPJrKurw+PxRCIRCQr/hfslFGZnZ7u7u6tFQRUWFhobGzeR0Dwer7i4WEdHx8DAQCwW19TUtDbLM4TFYqlSIHz7E4NCaXazsloGhtHxdwbo7wxZnv0s9XBxHJ6Ary2vNjAzgvZUyx2ZNm2aVCr95ZdfkICKLRpdfWf51hrD5/Ozs7NNTEy+9q5oOTU1NUVFRY6Ojqq0ikql0tLSsrS0VDW8RF59FArFwsLi/fv3O3fu3L59e+M3Q3Z2tlgsdnJyavKrrVQq09PT9fT0TE1Nv0MzwnxrkA4Dzq1BOpVC++WXX7Zu3ero6NjkpY9ogKioqNGjR7fwKx2SEKYNWDt3cR/aa8eIReM2hg2YFKRym3x4NvbGplMYPLb/lBEpCYkAgC7ezq2t/Maus8J6fs7btIrMQh0TA2ZBBQDA1MWm97gAQxeLmqyynDefrq455tLH68+Vh0avDUWkmpDHTzgcU1lS/jEuEaBQniP7qMXgr649kMtlATN+asnO2jq0dfcOnlq8O/nWS6BU7h6z4jDj1hf3FIvFIpHI2dkZGfGo5mo0ChKZs//0kSqpBgBwH+QDAJh7cn3ijUdnFuy+d+jqittRJhZmra28rq4OScDVZIW9usDhcCYmJsbGxs3LMBwOh8PhcnNzu3Tp0s5BJJ/PF4vFn892UigUR0fHmpqakpISHo8HpVobYDKZLVdrB3L51TIAAJhspQUA6NbfO/tZ6o2oM7mvPpVnFv1RcBvas/3QaLTevXvv2bPH1dW1c1wRmUz28vJSS1V0Or2xG8vChQvLyspKS0uRhW0q4Yp8pVIqlT169OjVq1dhYWHjl4Ojo+PXFG+nsTkEAtUaBAIAAFOmTCkpKcHhcEgYhiZbc3Jy/P39W+5QMWzYsJcvX7btTOaf2Ri95sDFFQevRR4n6VKVCqWjn9vba09GrZrK5/Hi917s4ucyftNsA9NWf/kmUslogOoxvI/29FHskuoeY/oZWZpiVdJ0EBg+b8L+Keu3DJkvE0nra1gR3lOoxjrlGYWGtmaeQ3wtFk/0DRmsZ0JXi8GTb70YMH0UqsXjfiKFNO/4+ucD70Yv2SvmCTNepiChRz5X3QQCQSUnNBQNsgkPjl6rq2L5Tfjyska/0YO69euxqOu4xHuPx86a3KqaxWJxZWWltra2kZERpZEUVDvfnDHDYrEuLi6VlZUCgaD9Z/K1yCUYDMbY2Fgul/P5fNXndkjLMTY2LiwsbBJq76s3/f+dYyokSgBA4JxxrIrqB/tinPt5bXtzGhpTLaDRaCaTWVVV9csvv0BrNE9RUdH9+/fJZDKy/Ozzd9SzZ88uXLhw6tSpgQMHQnNBIC39fYeekJDO05tRqBkzZlhYWBQVFU2dOjUqKmrChAkTJ05ERrGXLl1asWJFcXFxC2vLzs5mMBjDhg1r8/nUsdgZz1Pqa9hAqUyOe4UhYFdc3dUxptgwOLyuhmXb09nS3ub27vNuI3znH9+g3ljqvHruIoexax8dsnaxb+2xlYWla3pOnxy1qP/koC/KGwaDoQmPwWa4uOEPuUw2aeuCr+3AqWUtdZqwK/2SHl2/VTUj4T1aOPjuACoqKlAolLGxcTvrycvLIxKJZmZm8M2jXiQSSXp6uo2NTQtjgVjfqioSKQbp4R4ONkBKwsyGTdmzqM/4QGjM1pKUlAQA8Pb2zs3Nra+vNzIy2rhx46NHj0pKSmJjY4cPH96q36Pv1hMSohagJySkw4DvEUjnISYmhsfj3blzx9bW9ujRo9XV1cuWLVu0aFF5eTkAwMXFpUms8+ZxdHTs169fe86Hpqfr+9PAwFljA8PGrbq1p8OkWnEOo/Rj/q/Rm389HtktoCcA4KfFk9We9urdrecEMtHSya4Nxxpbm/+8ZU700r1bRy2sLCprOO3i4tLSUh6PJxAIOmY+rTGZL1MpzcbsJhCJVEOd9b4zWtWLAABkMlksFldVVTXJBvFvQafTWSxWmx19VZiZmQkEAvjaUTt4PF5HR6flEVCDTAkAgEcsqarExNmqtqgKWrK1KJXKsLCw4OBgJFhOTU1NVlaWQqGYOnVqeXl5q6QaBAKBqBHoCQnpPIwdO3bs2IY4EKoo2GKxmM1mV1dXOzg4XLp0qVUV1tbWksnksLCww4cP/0BJfq+sPuI8sLutmyMAwKqbfejhFVbd7NXeCiM1q8eYfm3+chwQNoZVUXP/UMzVyGPzTm5QKBQcDgfJAkSj0T5fdqhRFHJFZXax7dqZzexDJBHHrAk9u/D3Q9MjJ26bb2TVilXv5ubmXC63qKiISqX+6x0Ji8Xa2Njk5ua6ubm1uRKxWFxdXQ0DwWsINBrdcrcXY62GZ/CvGrEPnQAAsPZ0hDZsA9HR0ampqb/99huRSHRzc0MekMGDB0PLQCCQf/lHAZoA0ilRJSwiEAjGxsaGhoYEAqF///6tqsTCwmLgwIHHjh0zNjYuKir6IS48/V1q5vOUwAUhqqF573EBmmjo1bl7+kbtWv/mPMwbhUalxie+vH6/pqZGX1+fRqMZGRlJJBJDQ8OONFpNUYVcIjNy+EbYyb6/DMNp4dMeJK32ntqq+slksrGxMY1GE4vF30MnIRKJ+vr6KSkpbTgWSauQkZHBYrGgWtMQOjo6X8xz/UXGGjakvLtT1TDrW8YogjZsA1FRURgMZsWKFdAUEAgEqjUI5IchNjZ2zZo1ZDLZ398/JyfnOz/b6vLKkzN2kHWpzr6eGm2I8SEbADBwZnB7KunW0+tE5X2PEX5n50ZdWftHdXV1VVWVkZGRg4NDB8+tMVKzMHgs3eTbQV+OFMcvvbWLQCPd2nuhtSKnvr7++0kVXVtb2zgOm0KhKCkpyc3N/aYDXnl5eUZGhqGhobOzcwffpv8ONBrN3Ny8hdre2ZBgR0QDAK4WCZGSkre5ZLo2NGNr8fX1XbJkCbQDBAKBag0C+ZGgUChbtmxhMBg+Pj7Tp0//zs/2yMwtdRW1C85v0vTS9tT4V5Ze9hQdNYwIp+xa1Hfq8I+3X5+YsDHr7cfKysqOt1vRx1wTJ6sWGs25l0f40TWx286kPHjdwvoVCkV6erquru73kyoai8WyWKwGscpgZGdnk8lkQ0PDkpKS5g9kMplubm5mZmYEAgG+HzQHj8errq7+vFwul28eueDEkn8sgiWhAABAG4MCANw/e1MmkngNhdmEW4dSqTx37hzs1RAIBKo1COTHfE7Q6EOHDjk5OakGuN8n+iZ0AIBZVxtNN5T+KqVbvx5qqYqmrzt11+LfPl7o0t358pKDtUUdrdbOrz744PA1/4mtCP7pNrDn2MiZB/+3/sHJGwAAmVTW/P5sNlsqlbY/DKM6u4q+PpLWNjs7m0QiOTk56enp0Wg0XV1dBoNRVVWFnHOTo8rKyshk8g+0hvPHBYVCffHzAQaD6Tc56PX5+znv0lWFnwQKAEBPPezHx28vLz/kMdxPz5gObdhag4eHh1+5cgWaAgKBQLUGgfyQ6Ovr37p1686dO9/zSbLKagAAeC3Nfh6uKiorTMpy8HVTY51kGvXn3xeYu9genbqpqqS8Y8zFSM6aZRL47Exc6JGIwdNb59U5fO6EGYcjLq06fGj2pg2DZze/M4fDMTAw0LTfYH5y5vpBYfmfsluys5GRkYeHBx6PNzAwaCwjDQ0NiUSiQqEQiUTZ2X9XpVQqq6qqBAKBlZUVfBt0AGKx+GtL1/qOH+r9U7/fhi9KOH6t4fFBAwBAYRnr2Oxt5p520/ctgwZsA6NGjUIyqpWUlBQVFdXX10ObQCAQqNYgkB8GuVw+ePBge3t7Lpe7Zs2aS5cuJSQkfG8nqaVNAgBc3nREo63c2HHWaaCXS7/uaqlNKpVmZWUVFxfj8fiV16NMu1pvHjj305OkDjDXp0dvTZyttiad6T2mLWHf/MYNDggfm3zjRWVmseIrA2ulUimVSsVisYWFheYu5M3Nx3/dehJ/4CKFSjW3t27hUSgUysTERF9f//NCBLlcrlAokHKRSIQkavt8wg2iCQwMDCQSydcEQ/ixteEn115df+xpdByLzdHDoAAAr8vrrbrZb7h7mEKDScnbQv/+/SMjIxGpbGdn9/LlS2gTCAQC1RoE8sOQkZERERHRs2fPAwcO3L17Nz8/f8OGDbm5uY1HtP8606IWAwBS4hI12kp5fpG9t6u6lmBhsViFQmFnZ6evr49Go1dc3+0fGrR3wupTi3Yr5Iqza/YlHInR3LVQdWmGZm13UPx5U/jCi1sI2sS1A2Z9fPTX5wo/IyODyWQaGRlp7hL2hK49Hrb9eNj2D/GvvccMIKhvZlVXVzcvL6+iooLJZObm5lpaWtLp9IqKisLCwpZHLIS0DRQKZWdnR6V+VXd5j+wXsGzCpXVHIq8mlUiVAAD7pFfeEwbAdMztx9TUVC6Xv3r1CpoCAoFAtQaB/DBYWFh4eHi8f/9+4cKFe/fuXbNmTWJiooGBwfXr1zEYDIPB+B5O0sDceNjyieyymsTrjzTXSn0lG4dXm1OfXC7H4XB1dXXIvxgMZsKqWfPPb0pNeD3LJPD58bgr648iISjVjkwqwxHw7azEbZDPjnfRnkP99v2ydqbxkPOrD7CZtQAAsVhcUFBgZWX1+fyVetEzNDB2tDxcHAcAqK9S57pKS0tLExMTNBotkUhsbGyQhW12dnYkEunjx49sNhu+FjTNhw8fviiMFQoFg8HoPynIsbf7y7cNLx/nl49z32WkpqZ+J3nYf1xIJJKpqam2NoyrCYFAvgtgdmwIpEXg8XgrK6v4+HgXF5e+ffsCANBotK6ubteuXZOSkoYOHZqbm9urVy8CgXDkyBFzc3MKhdLxJ4lCocYtn+7Q3RWH09Sj/SrmAbeSHRA+Vl0VItEsmugZzyG+rh8vvb/1gqhHeXAo5uyiqPDj60y6qNmZUKlUYtBqCJihrUMLWT2z38ThyQmvHhy98eTEreC107xDBuro6HRAN5i6YxEAQCgQAgAMHc3VWzmVSm0yvSMWiw0NDUUiEZPJ1NXVhW8GzaFQKPT19auqqkxN/07FXlVVRSAQqqurdXV16XT64gtbr9yvARwZAEDBF/Qa1V+mVMpkMmi9dmJkZLRy5UonJyexWDxo0CA9Pb0f/Yri4uJGjBgBAIiPj/f09DQ0NNy/f392draHh8ecOXMAAJGRkRgMRltbe+TIkba2tt//FYnF4vXr14tEohUrVpiZmSGFiYmJMTEx9fX11tbWYWFhhoaG8fHxSUkNrvX9+/dvbdpVCASqNQjkh4FKpRYWFn5e3q1bN5lMZmBgcOPGDU9Pz+DgYBKJlJ+f7+bm9m+Fa3cb6K25yj89fus3YYgaA2bQ6fSqqqry8vLGQ1IAAA6H6zV2IADArrvTwi5j1vqF/lEcp+kAKu3B0Np06OyQobNDTi7dHbvljHVvZ7ppxwWBJJKIAIDq7FJNN5SRkaGvr19bW/v9ZCPorMjlcqFQSCKRpFIp8sTxeDyhUMhisYhEIp3eEPXxDadBmxX2G+zg3S0nNweq6Pbz7NmzJUuWjBo1qqio6DtJat9O4uPjR4wYwWKxLly4EBQUdOzYsZcvX16/fj0iIuLJkycDBgyor6+PiooqLS3t27dvQUGBRj9DtGH5ABbbdLy6ffv2n376ycbGZsmSJX/++ScAICUlZdq0aRkZGVgs9s2bN15eXoWFhUFBQUFBQeHh4UeOHIEdGwLVGgTyX32KsNjExEQAgEQiURWmp6e7urp2sitVKBQZT5ODl09pf1VKpZLH4yHzNnZ2ds2k+aJoUxde3HJ5/dHtoxaPXT87RseWK5b31MNPsCG15wQen7319PTt7iP81W6lKTsWMt5m3N56LvTQig6+QRbd7DRav1AoRDQDAKCJuoaoHeQBQaFQBQUFUqmUTCbz+XxnZ2elUqlUKj/fX8ffSygSYrHYvLw8HR0dOp0O17C1GSqVevz4cQDA2bNndXR0fv31187Ro9asWbN//34AQElJybp16wAAkZGRRCIR2QGFQllYWEybNq2srEw1W6VGUh++uRx5tDqnLR+VSLqU/lNHjF09Q1UikUicnZ1pNBpypwAAmzZtevPmDaLrevXqFR0dXVRUZGdnB/szBKo1CATSFEtLS9Wqnjdv3ujr69vb26u27t2719PT09PT84dbF5Fy/zWfWe83PqD9Ui09PV1bWzs/P59CoeBwuOYnatwG+ZB0qFc3Hx+QJBrqIxtIx/+exz+QzYsdoK9PaIsr45ubjy8sPzBs0c/jGv32q4Xy8vLa2tqxW2YfCllb8i7HZKRJx9ya7KRPAAC3QT01rdawWKyxsbFYLKbRaPBJ1xwymayiosLFxQUAgKRY4PF4xsbGKBSqycNiSUAXixV6WNTl8AE4DEpHR0cqldbW1ubk5HTt2hVasp3ExcUNHz6849stySnYNmSBRNDGaT0tGmlnygVyI09sDoezatWqXbt2Ie7ZU6dODQkJWbp06aRJkxofyOVyk5KSVqzQyJemAxPXtflYAZt3Z+8lLB4XvKzhc+GYMWNCQ0PPnj2LXFF8fHyfPn0a+6wOGDAAdmBI5wB+eINANILKGWnZsmVhYWE7duw4fPjwlStXUlNTIyIiMjIy+vfvv3Llyh/oiuRy+dnFv4/dMINIJrWzKgaDQaFQLC0tPTw8bGxsjIyMvhngvkt35/5Ht7u42kb76U63Jz/uq/+qXr4ns40Jkf5ceShkU5japRoAwMjICIfDWbrYjYmccXLeTn4dr2PuDpFGBgAkXnuk2VaIRAAAFos1MTEhEAjwMdccYrG4yYpBCoWipaX1+Z6jzLUAACyZ8nhOQ2fD4XB4PJ5MJkMztp+kpKRHjx5VV1d3cLvVuaVtlmoAAFGdgFXyj3OWSqVUKlXVK7p06ZKSksLlclXThq9fv968efOJEycOHDigmm1T5wcIdST/EAlEqr979OixefPmKVOm5OfnIz8rjo6Oql+ryMjIyMjIEydOwD4M6QTAuTUIRLOcPXt2yZIlT58+TUhI2Lhx4/jx45lMJpVKNTY2RjxSfhSOhm9DodH+k9TwmVlbW5vNZotEIi0tLQwGg8F8e36MK5Knc2Q4dMOsAjK7kPD7BWx5mm9IQODs5qKeCAUCIukfClMmkWpoCRwGg6HT6aWlpUFzf35y8tad/RdD1s1SS81SiaQiv6QwOTvl8ZuPt19buNkFLZroNtgHCdn/KeEtAIBdopExpUKhYDKZhoaGWVlZNBrti5oBol60tLT4fH5L9gyzIx3MFwAAYkpEc50aBB6TyYR5zNXCxo0bT5w4sXTp0ujo6I5st3uQ/6+XtpZ8yG3b4V18XC2c/hEphE6nBwUFbdiwYdOmTarCOXPm7N279/r162PGjPH19UV8IzU13MThhiwMub/vaptr0Lcx7j3uH7kxnZ2dT548GRoaeuPGDQ8PjydPniCRVDAYTGRkpEKh+OWXX2bOnAm7MQSqNQgE0hx2dnaxsbEAAKVSibgwIZ/M3dzcIiIifpSreHrl7vtbLza9PE6lqcF7k06nEwiE3NxcBweHb07RSOVK94SaTF5DHPOF7znD6fhNOYIuWujDy4cV3yZe33pKKZMPnTf+i4ffP3bt8tojS67+5tLPS1VI1qXWVbI0ZCt9fX2pVFpZWTlmzYzT83b2mxxkaN32JV6K/0/ot+d/a7KfpRL1KL1GDxy1fLKQLzgSuhmDw3iO6Svg8kqS82y9nQaFjVb75YjF4sLCQoFAwGQyjY2NTUxM4EPdAYjF4hbG8tmdzkX+6Gfc8CghGczh5KdaWL9+vbGxcWlpacc37T6wp/tAdfo29+7dm8fj7dq1a/ny5ceOHQsLCwMAODk5ffr0qWOuaMKasNHLplYUlrYhbKm2Do3eKDemUqk8evRoeHi4jo4Osp7W399/3759SUlJ3t7eqnsXGhoK+zAEqjUIBNJSmqw2sba2zs3NPXTo0Lx5877/k3996xFZj2pmr56v9Vwut6CgAI1GV1dXf9MHcnsWTyXVAADPqiTnikW7ulFndiEDYOTdzQ5P1rqx/XSfScMotC+kEvYNCchMTL0ZdZZuZ6pnbIAsQPcY5pcU/zxwQQhJM95iRkZGqampWta6hs6WcQcvhe5e0rZ6Pj1NOjQ1UiqUAADQOMzotaEjfv1FtXX4gp9fxTyQ1AlfXbmPJ+BnH1vzRQu0E4lEolAoLCwsJBIJlGodRnV1NbJcrXnulQrPlYkBAGZa6KVdGxYpsVgsVcRISPspLy+/f//+6tWrf+hZZRKJBAAIDAzk8/kXL150cXHx8/MbPHhwQUEB4i6oCe/Hz8ETCFaOagj7gUKhbGxsZsyYIRKJli1bhhRevHhx/fr1Bw8etLGxyc3NHTNmTGBgYOPLh0B+1AHkF0NLQSCQDuDs2bPz5s1DIux951zaduzB3qsnqu6rJW57QUGBnp4eBoNpSTqyeW85hwuFAIAYbxqdiO5tSMCgm57D1qBfuUzO1D+W2To7Ej5zcWSkZG0fvlAhV5D1tfdnXgMAJJy5cWXF4S1/nTKxsdCEuaRSaU6zX2zDAAAgAElEQVRODolEYudWHJq0YW/eNerXI8qkP3+fn5QBlGDUsskAgL/inpV+zMcRcIzU7E8Jf/UY3W/IzDE1xRX1tZwhYV92+FzsNiFw7rih4SGauBaJRJKXl9e1a1cYYLAjSU9Pd3Z2/ubj5nev+nW9XA8DGEGGNC2MSl1gMBgjIyNoRrVw7ty5qVOnXr9+ffToVsxdo1AouVwOn5pOjK6uriqcGASiUeDcGgTyr/G///0vKioqJSXF09NTKBQ+e/bs+fPnixcvvnv3bkBAwHc1j9Gtb48He69mJqY69/ZsTz1lZWVCoVAul7cwomBxvfRciRAAMJKOG/v1kP3Lb+w+FLpx99ClJANqxI0oc0ebxlttPbser0ioLChd4zP95s6zjPeZ6U/ej10/QxNSTSwWs9lsoVBIoVCsrKxMDI0BAGmPknxHDwIA8Lm8isJSqj4t88F7TjWrMr8kK/EDt7Lh9740t6jkU151XpnHyN6pt1+5De216t6+Ll7OAAA7b+cvNsepZS11mqBjZjBg2kgN3Xo8Ho/FYlVTPXK5nMvlisViKAY0SksSUrGF8tf1cgDADFuSSqqJxWIOh9M4CC2knUycOHHq1Knu7u7QFBAIBKo1COQ/9vhhsf7+/k+fPs3Ozk5LS9u6dWtYWBiRSNywYcOCBQtYLFZLwm90DLaeXa08HeIPXW6bWkNC9peVlXG5XBMTE6VSmZOTY2ZmZmtrq6OjAwAQCoSM5EyXPl5NDlyZxkW8IOc7UppXFIvPb1UoFLvHrfht9NI18fuNbcyb7EO3NBm2+Ofbu8/rmOiHn13nPayvJgzFZrP5fL6JiQnieKNFJg5dNOH8ygNO/bxqiyp3j10h4TXENCMZULsP7xMwc7TnsN6m9pb7Q9eL+AL/X4a69u9h2a1LC5vLef0JANB30nCCJn20bG1tKysrs7Oz5XI5CoUSiURQqmkImUyGrDozMDD45sRa6Ls65A8f/YYVbkwms6SkxNzcXI356yFYLNbZ2TkuLq5zZF2DQCBQrUEgkFYQHx/v6+tbX19//fp1Pz8/JLFPQkKCo6Pj3bt3kfBW3wNEMsl9sE9ZYUnbpNqzZ8+kUmlgYCAiQbW1tVEoVHJycmxsbLdu3by8vG7vPp9w8MrJ6gdNjn3LlgEAepHRQ0y/rUbQaPSymJ1hpsOenon7eWP451vJVnoAAKIuRRNSTSqVpqWlAQAsLS0br5EIWT3z3t7LS7s2BEEJu7Teu3/vz/2jfj21qQ2NVmYVAwD0LAw1PVo1NzcHAEgkEjweX15eXlVVJZfLtbS04Poo9VJbWysWiy0tLVuyiOhmhRgA4EVEj7Vs6G+IW3VpaalIJGIymfb29i1xNoZ8k5CQkIqKCmgHCATyrwA9qiGQf5PU1NTQ0NA1a9YQCARVDlYHB4eIiIgmA/qdO3cWFRXJ5fLGhYgX5eTJk6Oiong8nlKpjI2Nlaojrc3n8Lk8unGrVUFNTU1MTIy+vn5AQAAAQEdHB4PBcLlcAICXl1dISIhAIMjIyKgtrQIAFKRmNx28ihUAgK76+Ja+0dDo6YeXP/jj2t2Dl0tzCxtv2jd5XcyiwwCAioyiosw8tduHxWIBAGg0mr6+fpNNnqP6AAC6BfrMPbvBZ6C/GpeyGNiYAABqGOUd013xeDwAgEql0ul0DAZTW1srlUrh4mc1QiaTW2jPLJYE+aOPyd8LNU1MTGxtbc3MzIhEopGRUVFRkUgkglZtP/X19d+PpwMEAoFqDQKBdBw6OjoBAQF+fn5NyiMiIpyd/16qFB0dHRERYW1t3bdv399++43D4SDlFy5c0NXVpdFoOTk5DAbj06dPmZmZah9VPImOW98/7NGRG19bPfU1RCJRSkrK8OHDu3XrhpQoFAqZTKaaNyCRSH369OHxeC7BvgCA2uqaxoe/qRRxZEoAgCO1FV4AvccM7jNlWMymExt6z7p3LKZBNJZUpj9+Nyd6Q+ihFTRLg0395ry9/Uy9VqLT6TQara6u7vNNgeHjAAB8Vn33YX3U26hdD2eAAi8u3O3ITkulUs3NzU1NTUkkUlZWlqo3QtrDy5j7K32m3Pnj8la/8BmGAbMth8+2GP77xFUnF+4qySr4fP9LFQ2pk2lvXqoKCQQCjUYzNDQ0MDAwNTV1cXEpLi5uyRI4yDfuzsuXhoaG0A4QCASqNQgE8rfOuXPnDvJ3eXk5lUq9ePEij8cjEokxMTFv375FJtnu3bu3YsWKgwcPHj161M3NzdXVdeXKlcjUzcePH9VyJmlP3p1fus+hj9vKuD1eQ3u36ti3b996e3uTyWREpykUCjQajUajmyyq8fb25qMlAIO6tulEcQYDKWQJ5L7PG8JvDDLEt6rd6buXHKu4N3zFxKtrj4rFYgCAjpH+xG3zegT26R0S8Pu7i32nB93ceVa9t0wmk9XV1ZFIJKTFxtj3cFn1YD8jKTPlXqJ6GzWyMj1Z9aC+ip32IrmDu6hcLjc0NMTj8TBZdttgVzGvbzv1+MythKMx17adurv3ck1BRcKuSzQL/a59PX1/DjBxtEx/+C7rRWpk37Aj87YWpf9jQtgM17Cq7f3bzGZaMTAwKCsrg9ZuJ/379+/duze0AwQC+VeA69YgkO+Rhw8fzps3j0gk/u9//6uoqBg2bBiS6/bhw4cAgAcPHuzYsUMqlRYWFrq6uqqOUrnYXb9+fdy4ca9fv/bx8WnnmXx8kmTkaDFpy/zWHigWizEYjK6uLgDg/fv3MpkMUWtOTk6ImMzJyRk3bhwAAIVCOTk5/XJqaeblxI39Z4ceWiH099+SyUfq8dXDedNbkedXKpXWFFUk3Xhakl0AAJhrOWJedKTXkN6NoybqGOhVZZeo95bh8Xg3N7dPnz7xeLzPExObdbECALCrmZroLXa9XBIOXnHo6Yon4Dusi9bU1FRUVOBwuI5J0/RDUMfmULSpzUxuVxdXZDxPfnjiRkVmEQAomqGuSCDEEfA4PI5dzgw/s84rsDcajUbiiyiVSi6njqpDS3+RfG3TiU0D5vQY18/Y0jwp/rmVh/2HYWMBoAIAngSO/7NAMPErEVPJZHJlZWV5eXltbS0SuQSNRlOpVHjXWsWCBQuQVxkEAoFAtQaBQIBYLO7evXtgYKCzs/Ovv/6qUCiOHTvWeAdra+vg4OCePXu+f/8eCf/QhNGjR/v4+OzZs+fSpUvtPJnBM4OfnIjdPnLR8mu7sPhWBJrLz883NTUFAOTl5WEwmO7duwMAnj9/jmx1c3MrKSlpfEW5ubkLzmx8fD5u14H420oXBWiYOlhmquCy6qpLK+QymbWzPV6LAAAQ8PgkSkNi69rKmvL8YoVElv3iw/PoO8I6PgCAYkDzGTfwp5VTE2MePj0T5zWk6XdxXWv1+zWh0WgTE5Py8nJkeV7jTUQyyW1or+o8jcxyjF0denpRVPSyvTMOrOiwXsrhcKhUqpWVlUwmQ3KO/zeRiCVLXSeIhSI0BiMVijF4HM1Er2dw/ybKmc/lvbnyiM+qx5O1AueFECeS0GjMoNBghUJRVlb26mR8+qN33sP/EfwGhUJp6+oAAFz7dneI65YU9+zlhXvvYp4BAKqyS17ruPr1873uqyNVKIe/YJMxqGDLLwgwAoFgaWmJw+G0tbW5XC4Wi5VKpfn5+QQCwcLCQktLSy6Xi0QiFAqFx+MxGIxaEip2PtBoNEyvDIFAoFqDQCAN4PH45cuX29vbZ2ZmHjt2bPXq1U12sLe353K5zXzCR6FQFy9etLW1ZbFYCQkJ7RmBGVqaBs4Pubv3Uuye82MjprdiFCuRWFlZAQDMzc1Vo3k0Gi2Tyb6mUQEAFiMDH+E9EamGQwHPouy4X7fHKxQABVAoFECh3AN7WbrY3doVvSX5rIm56bPzd+7sv8gsqkShUHY9XcZFzjJ1sNIzpRuYNYSYdx3gvSVwfvqzZJd+f6cHkEqkVh4Oar9xKBRKqVTq6up+8dbIpFKsZua+HHu5Td+3dOfIpZbejgFTgjuml9rY2DCZTAaDIRQKdXV10Wi0qanpfzASA5/HE9Txftk5H4vDuvTrXpJdUJKcy6ysrigqqStlWXd3lAnEMoWcoqNt69W14EP2vvSYxn2ezWbr6uq+vvpw1NLJzb0TtPC9xwVUMUqZ5dV9xgW8uJqgxOEW2ZGMyFgAwGIH8uMq8RfVGgAACQtJIBBU8SFNTEzq6+tfv37NZDLNzMwQ912RSMTlco2NjT08PP7L8vuLmJmZQSNAIBCo1iAQyN+D/oULF546dSotLS0zM9Pa2vrzfb45LLa2ts7Pz582bVplZWU7E2079na/u/fSqwv3WqXWwP97ZuJwOIVCIRQK6+rq+Hx+8wPBqW85PIAGABx0ocxzoQJgUjLSSiFXWDnbKRSK5Huvsl99vHv4ilUPBxNzU7lMfm7JHtdB3puenyBofdlb0sbT0WO43/5Ja6cfWt5r1IAG4SSTMRkaiceto6NTVVX1xU2ccqZcJGMzWboGeuoXbD5uwxf9cm/PpQ5TawQCARnCcrlcFoslFov/m9MyT8/GEbXJ/ScFIR2bbm7sNcj3i3umPEjMmZvWuKSoqMjMzOyPGZsEtVzXgT2ab6iyoPTuvsuh+5f7jh00cumkuielH9nSEBsAAMjhysrErQglwufznz9/bm9v7+3tjTwOOBxOLBaj0eiKioqrV6/6+fkhn1ogiH0EAoG2tjY0BQQC+XeGhTD4MgTyfSKRSBQKRftDOEybNq1Pnz4zZ85sw7GxUdF57zIyHr1zHdIzYOZo1/49Wn5scnIykUg0NzdHlsrweLykpCR/f3/VSqf4+PigoCDV/tdv3THsMdD/JRsAMN+GeMBb52s1v7iScGb+bvehvTKepUiF4oOFt4ikbyzCub7j9L0Dlw8W3EJi0CfdfX5k6uY/SuI1sdArNzdXJBLp6upSqVQajaYq//j47Y3tp3ns+l3vLmiiw5TlFm3wDzO0M517ar25o00HdFGhUJiVlUWj0UQikbW1dad3FUu89rAkLT87Kc19QM+A8DHPzsTfO3SFx6wLP73eO8i/JTVIJVJcI3fiDx8+CBjME7N3bH590tTOspkDS7IYpxbsohroLLm4HSlhCuW+D5m++jglAOdLxQCA7Y7kle7fVhQikejp06d+fn6I/GjsyCoSiZAAkvHx8X5+fnBCSfUqE4lEn0fu/cboCoWSy+VqTNcB+d7Q1dVls9nQDpAOAL5HIJDvFHVF2wsKCmpbjPWtQb/e3XfJwtl22Y1di89vbZVUAwDo6OjU1dVRqVQKhYJCoT5+/Dho0CBtbe0vhjdgMpkbSvGIVMMCsK4btZma3Yf0AgBkvfoQvHzyyeoH35RqAIA+EwPlUrmIL0D+LU8rBABoKCaHvb19t27dkMvMyspSpb9zG9hzw4M/RFzBkdlblQr1fyYzs7fannLOwNzowLRIoUDQAV20qqrKzs7O1NQU8abrrE+iXC5/ePLm1mELTs75raqgzK1vjxfn7yyw+en+kRi3gJ5r7x9soVQDADSWajKZjEAgVOeVWfbu2rxUAwDU13AsnG3Dj61VlRgQMTkjDE3ys3MOnSMJeACAVdn8Yp7s25ozMdHb21s1U9R4rltLS4tEIpFIpMDAwE+fPkkkEvgeRp5oLy8vaAcIBPJvAT0hIZBOzl9//RUVFbVs2bLWHshIygy/uMF7UBtThAmFwuzs7F69egEAkpKSXF1dmxGfafnFFcSGsB9BelhDreb8PLV1aLP+XEekUtx9WjqEyk3JwJHwSMyGjgHJkV1dXc1isYyMjBrpxqH3D8V4TxzYvZ+v2hulmxjNP7dxjsWIe/uvjF45TdPXyGazraysUChU5w7iH736wIvT8QCA+Rc3ew7qBQAIXj6ltKDI3MaqPc6fPB6v8dRr87j4e7n4N+3tKBRqx6ReM5euJ0rEz0KmAAByOVJLSnM/6zKZDI1Gf57AvcmTK5PJzMzMsrOzVZkS/8uw2Ww6nQ7tAIFAoFqDQCBqZseOHbGxsTdu3Bg7dmxrj5VJZQAAczvrtjXN4XAIBIKdnV15ebmWlpaWllZxcXFxcTEAwNbW1sDAAABgY9PgradUKoWsKmvTHrV1MgDAElfqN+vvNbhv60bGVRxUI1cCmVRm7mPfAbeAQqE0cYXSNtLF4LCuPT011CKeQPCfNOzpuTifsQNN7S01d2kcDgeZNe3ET1BFQcm55ftynn8YFTGlZ3B/ky4WKplkYWvdzspramqMjY0BAHRT4zZXgkKh7Hq5JGs3fIao+Nbqtby8PEvLf/QKFov19u1b5EyMjY2NjIwkEgkaje7atevTp0+hWgMANLEYBAKBdDDQExIC6bQMHjz48OHDxsbGvr6tnsZBsm9jcbg2tKtUKkUikZmZWe/evT9+/FhfX9+zEYhUAwA4OzsDABQKRUJCQo8ePZgiOQDAkYTua6z+iRq/sQFymSwpriF/QHFegUdv7w64BUKhsElwgn6TguRSWXlhieYanfb7EkMbs3Mr9mmuCTabXV5ertLbnRJ2Ve2+X9bmPP+wLHZX8NLJKqmmLgNSKBQqlcqpZZtZt6tmlwBvvZqGwDaT39d7366a9YZd9hWXSBaL1SR8SFVVlZeXl4eHh4eHh7GxMQqFQrIFYrFYHA4HV7ZDIBAIVGsQCEQj3LlzZ9iwYSNGjGjb4ZmvUzF4rK6RfhuOzcjI0NLSIhKJKBSqX79+paWljx8/FnxpJVVpaemjR4/c3NySRJQisRIAEG5H1oQ1qPo0r9F93916DgAQ8gWc4hqpWNoBd0GhUBQVFfH5fFUJiULGU7Q+xr3WaLuzT64pScsPtwzKTU4HAAj4gtTHb9RSM5/PLykpKSwsbJyY4UdHIZdXFZY1yS3x7EwcCos6WHjLyddDvc3JZDJdXV0kUmtNeWWb62GWVC71+OVu1J+TbEmhrByUQgEAeCdUnCgWWd+puVMq/PyQmpqaJuFkRSJRUVFRcnJydXU1os0IBIJSqZTJZBQKBQk68l9m1apVDx8+hD8oEAgEqjUIBKJmtLW1JRLJmTNn2nZ4UWqORTe7NgzHmUwmlUrV0WlwzSISiX369HF3d3/z5s2rV6/S09OLi4uzs7NTUlJu3brFZDJ79eplamp6JJ8PAMChwHxHsoYM4hPU793NZ3/M2zrfJrimoNxvQoB66xeLxRKJpMlchK2trVAoxP1zirL7KH8hX7NRQAyMDeecWicVSa7tOA0ASI57ceDnde0RBirq6up4PJ6hoSGfzy8rK+sccy9v456v7jkt3CKIWVb14OQNpPDF1Xt9xge2JIZNa/tJbm4uAEAiFr+7/bzodVYb6xGKNg6eq22kuzcjZvreZUdCfSPexzl8em/AYgIAZAAEJXLEMsXnQrFJiaOjY48ePZycnJKTkxkMBgAAhUJhsVgul8vhcKqrq//Lb1GpVLpjxw5TU1P4gwKBQP5F4Lo1CKQTIhaL6+rq3N3dVaqptVTnl+uatGVhPZJgt0mhvr7+wIEDpVJpZWVlbW0tiUSyt7f39GxYu8UWyG9XSwEAv1hoYdGaWgflOdQv7PjqY7O26ZrRF1/eZuZgrZZqlUplXl6eSCQikUhSqVQsFhsZGREIBAKBUFpaKhKJcDgckjZAhS5dPyUhUblhtkYXfbn6dx+xZGLc73+eW7Xv2ck4ojZZi6gG4UGn0/X09JDsaiwWi8FgkEgkPB6vp6f3465h6xU8wNGn24FpG3b8tIRdVE010PEM9OMUM8l0mhpbqa+v53K5NBrN3Ny8srR8jddUFBqlVAJUm4K8v7xyX8DmLk+O1iIRAQA4PH7bzrAxcc+Pz1mROHJC+oBAAEBlvcRK7x9+xSYmJgqFovFaSiSYJ5FIHDBgQHJysp2dHQCASqXKZDKJRNLpszI0w19//bV8+XITE5OuXbvC3xQIBPIvAvOtQSCdh+Tk5Ojo6ODgYC0tLU9PT2T9SdvI+uvjrpFL/yiKwxNbV4lAIKipqWlhat2YfP6KTF6BoGEGIHWAnjudoDn7MKuqI7r9b/r+ZX1+DlRXnQKBQCaTNV6cplAoqqqqhEIhnU4nkUif5zEPtxkh5YvtfF1c/btbejkQDShm1pYUbaomLjl65f6np26Hn17nHdRX7ZUrFAo+n69QKAQCAZKq4Yd+fOpq2UdnbMlO/IinaKHRaLwWIerDRfS30tB/k9LSUj09PRKJpFAoeDyeqqsUZeQbmBsudh4/91ykx0Cf1lZ7KfKIRCqZsvXXJuVymWzevbyjAhoAYIghPqH/P5yZs7KyCASCasFhcXGxUqm0srJSKpXJycloNNrDw6Ourg4AIJFI4uPjfXx8HBwcOo3La6sICgqSy+U3b95sW8hTmG+t0wPzrUE6DDi3BoF0Evbv33/48OHs7Oy9e/disdiampo2q7X4g5eubzqJIxNQmFYPNcrKyqjUFgmP0/n80Pf1N3vpBFsSE8qEQ19xNCrVAACl6QUAgDZINYlE0mR+TAUOhysuLm6s1tBoNLIkqTGFmXkZD9/LJNInZ2+jUKilN3am3n0du/Nc433wVKLnUF8HPzf/n4ciKcXbf8nj1s96H/eiIqsIBKnfnmg0GrnXUqmUx+Mhaq2yshKHw4nFYj09vR8rsj9NX3dJzG/zbEf1/l+guYONz9gBbZZqSqWSyWQqFAo2m02j0RA7oNHoxv3Eytmurpoll8j0zQzb0MTPkeFfLMdgsb8NcXj1kJnGk9+vlpw/dnNS2E+qrdbW1s+fP1epNXNz86dPn9bU1HA4HB0dHTc3NxQKhcPhFAoFg8GwtrbGYrGdO+xnE7hcLiJWAQAvXrw4f/58585OAYFAoFqDQCAa58OHD5s3b5ZKpfn5+Zs3bw4JCTl//vyECRNwbQrniPDg6HWfsQOn71vaOJlvMwPTxuM5kUhkb9+i4Pif2FJ/KibYkggACDQj9qZyi9kSS1285mxlbG8BAPhj3rY5h1a36sC1fWaMWjG5z7ghX1RreDxepVW+yO6QFZnPUnTMDCiGOj5jBvYZH2DubOvc2zNo6UQtIpGgRRDw+Oya2qwnKYyUrOjFe6MX7wUAdB/dd8issV16OLfnkokk4tj1M8/M3+0e6Gvl2kVDhtXW1mYwGNra2hwOh8fj2dnZcTic/Px8AwMDHo9XX19vbm7+Q2Ssen75nkwknbR5fjvrQaFQUqkUjUZbWlo2cSbMSUozsDTSM6K/vvYw900aACD51guL5eqMrknDo3/30B7ykg0A2PumkiqIDl40GdmkpaVlamqalZWFePeh0eiBAwciKkUqlfL5fAKBIBaLuVwug8FwcnKytrbGtHt28XtGKBQiiewVCoWXl9eHDx9Um3R1dQMDAwEEAoFAtQaBQNrDihUr7t+/DwAwMzMLCQkBAEyaNKk9Fd6KiuZWsX9aPx2H/4ZwkslkaWlpBgYG5ubmjQtbOsQnYl5w5Sqx94orR4l4AOhpUK1ZmFp62b+7+iQ1ZJBH/5b6nimVytrCSgpN+2s7kEgkHo9HJpO/OAtxe8+FzGcpVh4O6+8fajqq/v9s3SQKmUQhm9lYDgLBsw5EHF68TVQnSL754v2N5yerH7Tzqv3HB0Yv3pMc/7KIweg7aogmDIvH43V1dZEYFa6urgAAfX19fX39lJQUNBrt4uKSnp5Oo9Eaz08qFAqFQvG9udhxy1nqqurz0BQVRaVrvac3KURjMcX5BWq/kIHGDdPURX7+t1Yvcurf3cGjQfa7urpevXrVzMys8Ry4XC7HYDCIaysA4NGjR46OjqqVpZ0MpVLJ5XLz8/MBAKWlpSNHjkSE65gxYx49etR86nAIBALpeKBHNQTyo8LhcAYNGvTixYt+/fq9f//+9et2BYWXiCV3Dl7eNmpR7G/nvMcNMDT5dsbegoICAwMDJpNZXl5eVFTU2vBxA+h4AMDPiew8pnjWW45+eUn6jUffPKqeU9eey+w5sj8A4NLyQ0WZ+bd/P9+SQz48eAMAsPL86oQhlUqtra2tqqr6fFPijUc3t5/xGT/oc6nWDHP3rF5yasuSmB0AgMfRt9vfVfpNG3Hv0JXrq49rrjcaGRl16dIFAFBfX68qtLa2dnFxwePxRCKxsLCwvr6+tLSUyWTW1tZ++vSJwWAgI+bvB5lUSrdTQwBAHo+ncqhTIeYIvMb0HTR7tNeYvg6DPEdFTFl8bcekqIWpN16q/UIwaNQMKy0AAFNbr8y9+9U1RyQisWrroEGDXr16VV5erirBYrEKhYJGo+FwuPfv37u5uX1voTX4fL5QKGxnJbW1tbNmzaqsrGQymSYmJlZWVm5ubqqt69evh1INAoF8h8AoIxDID0lycvKqVavu379/+PDhKVOmkMltD3zPYbIen4h9Eh0nrhMMnBFs6WrnF/Lt6PZKpTItLc3V1bWyshKFQtXX10skEiqVKhaLHRwcWth0nUi+PYv3oVbqoIsTzZj308yRw+ZNaGb/PRNXs8prNj9tu+qQSaXv417eO3RFAZSlH/P3598gU5uLjZGZmBo1NmLkiknBiyc3LkfiW+rr6xMIhLq6OoVCweVym2SLTrz+8GT4bxN+mztk+ui2ne35NQf/ink8Zs10j6Deuvptn3WsLq5Y1WPK9D+W9xk7REMdUi6Xs1gsJBipk5NTk0V3fD6fy+XKZDIikSgWixUKhbm5uVKpLCgoEIvFurq6n8cR7WCkEsm1baceHL4269iqXj8NbGdtFRUVcrm88Zzz18h692nX8CXtn0H9gmIUy6mx1QAA/cqyUVtXBy+bFLx8yt8PgkyWnp5eUlJiZmaGx+MlEkltba1cLicQCJ6enjQa7bt63fH5/Orqai6XSyAQHB0d21CDUCicPXt2dHR0UFDQkiVLEP9PzY6uYJSRzg6MMgLpMKAnJATyQ3Lp0qWysjIAgIeHR2ulWh2bg8ViEZVybdupO3svWnk6+P881GuoXxdvl5xWwjQAACAASURBVJbUwGAwBAKBkZERCoVCImoYGhrW1NQoFApDw1aETKBpYXZ40JRK5Y1dZ+PLqnqOa24I9fHJ27SHSZGvjrXNYhKReO/0dZM2zfcZPcDR332p8wQAwONzt0bOm/i1QzJepcRsOuE7MaCJVGswY12dSCRSKBRaWlqIXi0vL1f5v6UkJJ4M/23K/sX9fh7e5rs8aev8vLfp55ftP79sPwBA187IxM5i0NRgj4BerarH0NKkS0+XB4evOfl75r1OY6RkPTx8XV0KQalUZmdnY7FYIpGIxWK1tbWlUmmTCDdkMvnzXopCoaysrGQyWXFxMZvNdnJy+reepty3aSd+3amQyef/uclzsG97qpJIJAwGw8DA4PNIM18k+0mKhsJ4UAiYBV1IB/IEtcZmOcOD7x64HDh/vBaxIWYGFot1d3d3d3cvLi4uKiqSSCQ2NjZI+P5/i6qqKgqF8nk/qaioqK+vNzAw4HA4enpt+WbB4/F69OhBp9PfvHnj4+MDIBAIBKo1CASiUWQy2e7du//8808XF5du3bpVFpTpGOt9MZuWXCYHAHCqat9ceywTS5DCu4evSPl/u0UN+3XC2DUzWjhkPH36NIfDWbJkyYkTJ2bMmKEqR6PRRkZGbRzuK5R/XXusa0FHyb+6T21FzaX1R/ynDbewb2M8BgwWU5aa/+DEdR0DPXZ1LVJ4c+NpuUw+eNpPFFrTOJYvY+6fnrvL1tfZ2d/r89qQuHldunRBvqBnZmZisVjEvQqxZNzePweFj26PVEu89vDPNYeELJ6Nl+PkqEU5b9MEzPqClOwjM7fseH9Ox6AVw9YKRomBg+mb8w9WuE7EkQnmrrYLL21VV29UKpVCodDJyakN0fMwGAwGg7Gzs8vKyvpXHqV6Nifx4oOrkcc8R/Sec3xd2yJqKBSKmpoaIyOjDx8+WFpa2tjYtDwcq9Og7rd2RQsFwuqCMoVSYePqoMar2+epfadMlC9UvA0Yaf/gzvbgRatv7SNo/ePcpFKpm5ubQCD4d8PAIOndGAyGXC53dnZGljhKpVIOhyORSBwcHFAoVG1tLZ/Pb8N5HjlyhEQiPXv2DM50QSCQHxHoCQmB/JBER0d//PhxypQplpaWR+dsNbU0H71yOlmnQXJIJZKqgjIBhxc1LkImlgIAqHQdlyHeeAL+Y8Kb/mHB3sP7xu+/OGjmT1RtbT1Tesu/7m/YsMHa2trExITL5fr5+RkbG2MwGA6HQ6FQ2hMxQi6Xbx+5CAX+j73zjIoi6cLwnYFhGBiGnCUjUUARMYMiCAiirogZBXOOa84555yzYsCEIKAYEBBEcs45M8AwOfX3o3GWJYvo5+72c/bsabqrqqu7a9p6+966F7fp1cnWnamrrD04YY2sovy6p0fExLsfoQ41JIoRxIdMHY3gkOTg6P7j7KL83nCZbFsvB5K0FA6Hk5YhG9qam9v3n6Pi5L5m+oT1s9trLSEhwcrKCu2tUChks9mSkpJ4PJ7H5T09cD34zKNDSfcU1bo/Az63cLehbR/7KS5EKVIzZSvc5bK0JDXPdHi/1Q/2d9pIQkhURmRi6LknyvoaMw8u17cxJRAlvutJ0en0mpoaJSUloVDI4XBkZWWZTKasrCwOh6PT6SUlJUKhkEQiaWlpdXsA1NbW8ni8X+8MmfA2+vTULQAwdKaL79E13WukpqamsrJSVVUVXfL0vYYyAV+w1noavaZByBdQ1BWOJ/r17DWezaQvTWwEgJlZkYRTF4bNdPU5urp5gfj4eAqFIisrq6Sk9P96m9FotNraWtSRuL6+vrS0VF9fv7S0lM/nk8lkNTU1dGhVV1fX1tbKysqqqal913328PDo16/fzp07f+nsCvOE/LeDeUJiYGoNAwOjI3Jycnr37q2srDxs2DDfUV5Pd15VNtCQUZF3mjNBtXevK4sPlKUWAIC5g80fm31ZDKaepZGkFOkHTxoQENDY2Dh16lT0TxaLZWhoeODAAR8fHycnJ2tr6z179nTbrYtaUb3OajpJgWzQ31Svr4nzYk9JKRKCIPHBUcFnH3I53E0BJzoNU9kB1SUVO0YsGDTFaeaev8VnFwqFMc/e315/StNEV8VAI+peKE4Mf6U8eI6K09qnh02H9m2vwdTU1BYLtBAE+XD7VfCFx1wWx2vH/IHjRv6MR89hsdOiEs5M2eq8zEvTUq84Iddj9QwpmZb+Yzlx6e/vBETdCRk5f5zZ0H7WrkO7cy4Op7CwkEAgCAQC1EWNSqXi8XgcDofD4VgsloqKSuvgh91Qa0Kh8NfbdjK/JB9yWz1q4YRpuxZ3ozqLxcrLyyOTyb169fqRMPcVBaWbbWfbeo6csNFHRUu9Z6+RL0D6va5OYQiIOORcTnDE8Xv7vt5U1frrkZWXl0tKSpaWlpJIJH19/V+fXY3NZufl5RkaGopChtLp9NzcXA0NjdZDgslkFhYWKigoqKiodL2rmpqa8+bN27FjB6bWMDC1hoGpNQwMjF/H58+fiUSitbX1lStXnOwcvjx6lxWZlBOTCgBWboNdl3g1VNXZjBneg2c0NDR0dXU9ffq0aM+DBw8YDMbs2bOLior69+8fFRWlqamJruPqxvy1Mr80LykzLigizv8jAFi6DBIKhSkhMUbDLGcfW62qq9ntnvO43N2uy6TJ0uufH+ug2DKjCcx6uqSc9NHEB0t0xk47smyUt0ebJXNzc/l8PuqgBQC5cemf7gfHh0Y1llGdV3iNW+Pdwt+sx4l4HBp46kFFRhEAKGirmDvYUEuruWzOsOkutm52H+8F3V9/1spjiMVwm5GzxnbvFI2NjUVFRSoqKkpKSs1nxgiC0Ol0PB6Prtn7kcx+TU+Hx8vOziaTydra2r/yF7TXbbmSjtqCc5u6UZfNZldVVZFIpB8XmQiCrLL0cl89w9Fn3M+4zOt5TN/YBgDQJOI2vbzEqG/88/Hh1peTnp5uZWX1i9UF+uh1dHRaLFdraGhoL9IJl8utrKzk8Xj6+vpdOUV9fb28vHxcXNwvTkiAqTVMrWFgYGoNAwMDmEzmhg0bpKWl16xZc/PmTWdnZ14tg9FIHzJm5M+YJZw7d27JkiUsFktCQqJ1+3Q6nUgkzp8//8aNGxcuXEhKSjp79my3z+V/5MarQ3clKVI7P1xS0lT9wZ4/P3Hnw82AfZHX21zdJ+JLUHhDeW3wuUfMRga7jrHy0T4L+wFtlkxJSdHW1qZQKADw8sTdZ/tu9B5iYTa830DPUao6Gr9sALBZrPD7wY2VdbSaOgJRgl5Hi3nyDj00+8za4V6d5/YVCARpaWkEAoFAIFAoFCKRSKFQiouLSSQSjUZjMplo/rSfjVAoTE9Pbx1M8ueRFhl/dPy6/fG3VTS/2wOTxWIxGAwej9fFUCKdsmHY7KGTnMaumP6TLtYkoDKTKQQA7/Jk8b2HL5UFif3dbZXP52dlZRGJRB0dHdTtUCAQ0Gg0Ho+noKAgJiZWVVXF5/PRrzACgeDHDaroGyM7O1tXV1deXv67KlKpVCaT2ZWQmwAwZcqUkpKSsLAwiR+wzGNqDQNTaxiYWsPAwOj+NPfjx4+HDh2qrq7evn37w4cPb9++7eDg8Pbt259xuujoaDMzs4KCgj59+rTniRQbG9vY2Ojs7Lxy5cpDhw7V1NTcvHlz0KBBNjY2XY++AAAPd10KPvPIabmnyzxPOdUfyoM0v5frH5t9XRZN6kphBEGeHLgWdPzBjBMrR05za7MMn8/PyMjo06dPfEjUmRnblt7d1c9p8O8wHrKikw+OXT1x+9wxHeZCEEm1wsJCWVlZCoVSVVXFYDAQBEEXp6GmUQ0NjV823eRwOGlpaUZGRj+SjqKLlGUXHvFcb2ZvPffUum5UT05O7tOnD5fL/a7x3AH7x60yGmgxcZPvT7reG7kMn680ACDyuNPWzN8VfrFXb93WxRoaGkpKSiQlJYlEIpVKlZeXR1el8ng8CoVCJpPxeDyXy62rqzMzM/vBLnG53NLSUnl5eTk5ue8e5FlZWlpaJFInrt3l5eWysrJSUlL/n9kVptYwtYaB0UNgMSExMP7Z4PH4wMDAoKCgly9furu7W1pa6urqHj169CedDo1/HRkZ2YHJxcbGBgAyMjIYDEZkZOTQoU0rpm7cuDFr1qyun8tr23yhUBh66jG3nuV9ZGW3+1xeVCLg8s0dbLo+zfLcOIfP5d9ZeaKf8xA5xTY+/IuLi/N4PKFQeHfdKQAwHdb3NxkPRgMtAEBFt0umj/z8/MbGRtSjTFNT8//bcyKRKCYmVltb+7PVGoIgW4fOBYDuSbX4+HhNTU0cDtdTUg0AtC0MGLTGn3fJk7RIqFrjECRqBwzcPnTejBMrRk5zb1FMVlZWVlY2LS2NRqOJ/AaVlZVRZ1ehUFhZWVlRUfHjuRbq6+sLCwutrKy6UVcoFDIYjE6lmkAgqKmp+a6EIhgYGBi/6UwPuwUYGP90Jk6ceOLECVdXVwDQ1tZeuHBhTEzMTz3jjh07bt++3XEZfX19fX19S0vLjRs3njt3btKkSV1cZ9KcydsXjN/q8+HWq5KM/G73NjU0VkqOrNlb57tq2c8Yo9vP6PryI20e5fP5EgSJC8v215XVKOiqLtHx4HG5v8NgoFHrAUBVr0vSC4fDmZiY/D4jWUdHh8vlUqnUn3qW8/P3yGsp//nsSDeVlbZ2jyePllNWjPF/T2+k/6RLlpbAu6k1+QGy7O0A4M7Kkw3U+jYL6+rqNtdjBAKhrq4uJSUlPT1dKBTq6up2I1VDCxoaGrrox9iaxsZGWVnZ/Pz83NzcvLw8Op1eWlpaWVkpEAiaS7WXL1/Kycn9SPQXDAwMDEytYWBg9AwDBw5csWKFaF6ipqb2s78o83i8srKyzueI0tJkMnnfvn2LFi26du2aUCj83hPhcLixy6bp25jcXn+q2719fytgpM/Y73VJUjfQ8tg4q+JTZMmZ3ZAZJ9ofE/Ah7VNcRUVF5N3XaSFfVjzcdzjmzsLrWwm/dlVMe1QWlwEAidKJeYrJZNbW1kpISDAYjN9nJMvKyhKJxMbGxp86dL8+/+i1fb7JkM4NO0KhsKGhoaKigsPh8Pn80tLSkpISRUXFHrSqNam1XkqsevqH6y9/3oWvMyajG+G65mRTfQB4sO1CmyWlpKRa6DE6nW5sbGxubq6pqfm9a8zaHHs8Hg9NeNANxMXFe/XqpaysrK2traamVllZiSBIWVkZjUYTlcnOzh44cKCWlhb2rwMGBgam1jAwMH6/XzUeHxYW1qnt60e4deuWoaHhd616vXbt2uTJkzkcTqclcxMznh68UZpdKNoz89CKnKiU2NefutHVpPDY8vRCl6Ve3ahrpYY/6Fjdi8CAi2vgQpPXHIvJPPrH+tqqmuqsUt1+RpYjBgDAADe73+Tpa+rrAMDnx52sWszOzq6urmYymb+P8UEoFLJYLCUlJSqV+vPMa4hQCABKul2KDpKbm0sgEHA4XE5ODmq9aWhoaG7D6RH4PJ7/7msAgAh/4jJyO1XiRHUiALCFEK5npaClkhIWw2FzuvhoioqKysrKqqqq6HQ6+tkFzQle9g0ul1teXl5eXt7Y2FhSUpKenl5aWlpdXc1gMDgcTmNjY0VFBY1G43A4eXl5P5JbT1paWkJCgkwmEwgEKSkpAwMDGRkZcXHx5jJSW1tbVVUVMDAwMP4VYOvWMDD+hZSWll6/fj09PZ3FYrm7u48aNapn2x85cuS0adMUFRVHjuxqSrHly5dfu3Zt8ODB/v7+urq6rQvQauoKErPDH7yOex6uqKMacPSuGEF8xJyxyrrqzNpGeS3lKL/Q/s5DvysfVOSj0KtLDhEpUiSyNADw+fzc3FwWi1VZWUmn08lksqKiopaWVrsTu6ubYNlZ6GsPQiGsd2bHR2Q1StQXVgPAKZc/0SLzNF36ug6ecWC5rJL87/DoqZXVAGAwsJMgEBYWFmVlZXV1dT9uKukp0Kk/kUhUVVX9eb2qr6QCgLZpJ065AoFATExMTU1NSkpKSkpKKBTW1tZqamrS6XT0UA926cKCvSRZaavRg0Ku+LuvnPbz7vDj4Qq4h+UAoDlu9IyZ/U9N3RJw4q7bimlESWLHPyttbW0Wi9XQ0MDj8SoqKphMJolE4vF4MjIy0tLSQqFQTExMXFxcVVW1pqaGSqWSyWRNTc3GxkYGg1FTU4N6JEpISNTU1LBYLF1dXTKZ3IPXJSsrSyKRKioqFBUVAwICevfu/WsCmWJgYGBgag0DA6ObrFq1KjEx8f379+rq6vPnz8/MzBQX78kfO4lEIhAI39tmTEzM0aNHGxsbRcmUnj9/Hh8fb2JiMmXKlPtbz395+r6Pw4DVjw+a21lTK6rDbwfFhURG3g+V01JqrGpIeBW5SMd99CJPMXExHpfHZrEEfEFjfYPpICsH77G4Vo6OCILUVlQDwKSd83A4XH5+fkZGhoGBgZmZmZWVFTo9ZTKZaWlpSUlJQ4YMaSO4RWUeWA4DAMDjobfNk3mrw4ooAGA/Z2x1bmlheu64dbPISpRXR++ts54xbtMs53kT/++mKk0DHSl5mayIJNPBHQU+wePxmpqaqKXoNzGvUSiUsrIyRUXFn2oVqadSAUC8nRxxXC4Xj8ez2ezKykrUaIPuV1JSkpKSolAoNBqNz+f3YCz4/JSs+ICITa9PNTbQPtwIEAqFvyCKYD9D1T5mekQKKfDY/cBj9yXJUkKhQIxIIEgQNgWdUu7V0vCFw+FQ1Sra09DQQCQSWy9ga+6DTaFQ0BQXIhQUFH7SFcnIyAiFQm9vb39//0ePHmFqDQMD498EFsEfA+PfDI/Hk5CQuHz58ty5c3u25ZiYGF9f34aGhqysrE7js7XoUlZWlrm5+apVq06cODFixAgGgxETE/Ngx4WStPy1Dw+2WSs3Lj0jIkFGUS7y5VsBX6DdW48iL1dcVPz02VNdjnwvc/2pexabDLVqLtUuLz8Q7Re27O7uvk6DkpOT2Wx2//7925wKNzY2RkRE2NratpxNnlwKJDLM3QcZMcjRuevfKMsMsDTv39dj7UxxgjiNRquvr0cTOn9+FnZ5/n4cHjdh19yhnk6y8nLfZQPsQRAE2eW6lMfkDBhrhxcXc102ubmoZjKZJSUl6urqZDKZTqff23sx5WmEsq6G17b5ze9eezTSaJkxyTweT5JC4tWxy9MLVXprDhrn0CMXW15eXlNTo6CgIC0t3Y2o7l0kMz71kPPKq1WhTWIpP5/BYEhISBgZGQkEgoKCAg6HIyYmpqOj01qK8Pn8vLw8OTm5HlwXemzKRoKUxLJrO9OjEo6M+/NS+eufKp5R29oKfdLIdy9jnr/j8/l6/YwRAG1LQ4qKHKuOYT9tDFFK8h/3okMQxM3NLSIiIiIi4jeRalgE/389WAR/DEytYWBg9AyRkZEjRoyIj483NzfvWR1YVVVVXFyMw+G2bdu2efNmO7vvW7v19etXIyOjadOmsVisgICAnQ4Lrd2GTdr8HaoyLy9vxIgRd27d3j9utZaMyuJr2/qOHhx69WlFbgmHyY66F7Ix8KShjVlxcXF+fn7H3WOz2e/fv3dwcPib2cTvMLy6CACgokubtFG6/wgx8b9m0lQqtbCw0MLCApVDNSWVH24FvLnyjEtnU9QUBns5em2Z9+sf9+nZ2xMCI42HWWV+SgQAeU2lZXd265gbxgZ9Kk3Nl9FRNLA1Z7PZZdmFmR8SvtwMnbxnYVFqbtT9UJvx9jkxKQpaqtP3LtEy0w+7/qKhkqpsoGE/dQzaMpfDXWU+iU1jis5lMWZQcuBndSPtxTe3axho/2DP2Wx2XV1dWVZhRniCnIxsTXmVlLSUnJqSzQR7eaUes8m8vvDo0bZLqFpjMBjl5eWGhoZcLrdTcxmNRistLVVTU+tBL830iIQjE/7cEnZWr49RfkrWHoclF0uDxAk/0edlYjjVv5xDwgPTU10gELy58vT54Vvncl78o19xdDp9ypQpZWVlwcHBysrKv8vsClNrmFrDwMDUGgYGRhdxdnYmk8lPnjz5GY3X1tYqKSmZmZmlpqZ2o3pBQcHmzZtv3ry5QMN1yu5FTgv+6HrdiIiIzZs3v3z5kkKhjJDpM8Cs36yjK49NWA8AYhLiCy5t7j9mGAAEBwc7OTnh8fjGxkY+n998tl1WVtbQ0KCpqUmhUEpLS6uqqkRppiArHvZMAgC+GJGx7Kqs9aAWZ0ejYmpotMxsxufxQy/7B55+IKsk3891aFxY1MJTG7XM9H/Ns17ce5zvmT9tnIdx2JzaiqqLc/aWJOc2LzB8piuJIv3xXhC7jkGkkI4lP5QkSWZ9Sfl0N0heU6UkIz/hZYSCtiq1qNJ8lE1ObJqcsoK9jzsej0cA8dt4voWcYDTSb64+/vXFR/e1M1g0ht10114men9XOfXw5hbwOGDjAgYWHfQ86Izfs0O3+GwuACgYqRtb96ktq8qLSeOzedpWhrOOrtK1NOr2bWEymZKSkgKB4PqGE9G3Q84VBxCJxIaGBnFx8S6md6NSqXg8vgeNflwud8vwOdpmBkuv70D3zFFxWu1/0HyY9c8bHjtSG3em0gHgvb28vapkTXHF+v4zdayNtr0++w99uV27dm3Dhg1GRkavX7/u2eVwmFrDwNQaxm8Ctm4NA+Pfz8OHDzU1NdevX3/gwIEe99BTVFSk0+nv3r3rXvVFixaZmJigUebIml21WhQWFp48efLmzZu7d++WkZG5du3ahnmrjCt1jk1Yb+k8KCn484RjC1CpVlBQoKKigsfjEQQpKSkpKipydnZGG4mNjZWRkdHQ0IiJibGxsdHU1ExMTPxLrcUGN70lFx5pLdUAQFZWtqioqLVaEyeIuy72sh4z9NP94KzPybomhmq9f1Ek8SMT13HpbG1TAwAgShI1dLV2vr1Qkle4Y8g846FWutbGLByXmlVemJzDrmMYD7WqLas6OnGdvbcbh8POi89UZ7MtHGwNbMy4dHb/P+y0DHRZTKb/3mvhd4MQBKlIL+ozyqaF5Udahrz48tYot7AHm84RJCWK0/LWP2nKY9ZQU1eXX6B7fw1Y2gFFAY76wrIzYDqwzZ5HPQt7euCGy+JJfccMofRSKikp0dHRQXV1XkJG0NmHux2XuCzzAgTMRw8g4MX1+5t20WOwoKBAUlJSUlKSyWRKS0sPmeEcfTukICnLeIBF19OmcTicsrKyns1Nd3fTGRAi8y9sFO3RMNfL+pTURbUWePEhiSQ10tv9u046RYOIqrURH+oax6kqaanNPrnm7oYzX159/AVxTXk8HqGdFYPdIyQkZM6cObdv354xYwb2nsfAwMDUGgYGxj8VWVnZRYsWHTp0qKqq6vr16z3evrS0tLy8fEVFRTcCc3/58sXW1hadec9fv2zgs0FXrlxBDzGZTAKBIJre7d+/Pzs7+9q1awBw8ODB8+fPb9u2bfHixQBga2urbNLrXNKLosx8bWO9eWrO0ZeDXb3GAwCVSjU2NgYAHA5namraPE0clUq1sbEBgAEDBuTn5/ft2/dv69Ykvy3Gq8xv76o5HE57YSFUdTUnbvT9xQ8683OSz8V1Ktp/C08fcOA2IkTmnFtfXV9LoVDU1dUBAO120LmHj3dczotNR0uWpxfG+X8EgL1xN9V6aQAASUpq+t6l6FE+n99eXJnB4x0Gj3eIeBB8bfmRpYbjUe3NobMcdRp1Zw6G2TsAAGRV4NImWHkJdAxat5AY/NnSbdAfm3zRExUXF4viVer3NVlyedtJZPvr0w8B4PWZhwBAkpXe//W2DEWm03vS0NCgo6ODw+FYLFZGRkafPn2U9NWTQ2KMB1h0/cbW1NQoKir2bKieT7eCPP6cKdEsdZvVKNu62q6mLnh58LbLoknfe1ITeYkleqSz+SwACKni/KFFGjZ59L3NZy/47C5YNXnSxrk/dXxusvNdeHWrgZlRTzW4ZMmSTZs2YVINAwMDU2sYGBj/eCZNmkQkEvfv3z9v3rwhQ4b0bOOHDx8uKSk5efJkN+qmpKRcvHgxMDBw2v0Nt11dxQjiGRkZe/bs0dfXv3bt2qRJkx48eBAeHu7p6ZmYmAgAw4cPd3BwYLFYW7Zs2bp1KwDU1tZu3br1y5cveDxe17RJCchqKaEbXC63PVe3v8xo35CSkoqNjbWxsQEeF75+S1km0Xb1uro6HA7X2NjYdRPNT4VOaxTyBEb9Wsbuz0/Kclz4h4KqUnFFae/evdGdqMJ0Xew1bLpL2JXnkmRSH3sbNou1z3k5AETdC52wblbLfy060ypDpzgnf4j98uQ9AEjKSfefYKdNjwGtb46RZsPg5hbY6gyq+rcJ7jjAAQ4nRZZ+c+Upp5EFAOPWeYukkbi4OKoqRcw/uT7TK1FWQynmyTtEKIx+/n6l4R/2s91tJzko9lJRVm8ZRjI3Pp3H4UmokGVkZFB7sri4OBHE40MjESHy6X6w26ppJKkuRceh0WiNjY09aFgTCoVHpm0gSBNbpAEUJ4hnRyQVJGbpWnWiZz7cDUT4QrtZbt04+1pjaVStFTAEqDbWMNIpiMt8fdwv42PC0ps75VUUf8b4TH73hZpb0VhGBbOeafDr168FBQXz58/HXu8YGBiYWsPAwPjHY2tra2trGxMTc+DAga1btw4YMKBHmuVyuSdOnFi/fv3GjRu710JCQkJISIipqenYsWO5XO7q1aujoqIUFBRsbW137doFAGvXrtXQ0JgwYcLr168vXry4ZMmSiIiI5hZCLpfL5/NFEfwyYpIAYMHppv7w+fz2To0GJEAQ5OvXr+gNERcXLyoqAgB4dRmK0wAA9K1gRNsWDElJSQMDg7y8PHNz856K40en0/Pz82tqamg0Gh6Pp1AoSkpKvXv3bjMGRmxguCRFyrC/mSSJlJuQEXDsrpQcWVGzpW5BEIQHgvj4eAUFhdZmQBlZyrg1M9Ht+lqqldsQLXP9sCvPNU1042JRMAAAIABJREFU+7sN+97rWnh+88Lzm//6O+IFvPeDcULA4yHicdPOyjwTma8pUlZ4MbGc2NQRs8YOnDYqNzzFwccDPU4gENBM2c1jjZKkpfqOHgwAen16A8CUnQvDbrzIiEw87LYaAOS0lIdPdubzeHyegM/mEoiEkPNPAGBt4DFTG4s3V54mf4jNj8tgVNMAwHykDbW86sLc3avu7RO1z+fxIh++KU7Pm75nSYuLQt1oezA3XeB5v8yweI8ts4ikv0VftHQd/PLo3YjHoZ2qtfigiEFTnLonq6QJ38YAAlwu9+jEdexG5qHEuyUZBS8P315vPWOl3z6zof16/BWUF5uubNyrr+OgHmkNQZD+/fvzeDzs3Y4SEBAAAG5ubh34uguFwl27dhkYGMycObPrLb99+zYwMHDjxo1KSkrtlYmIiPD391+yZIm+vn6bH7ZOnjw5dOhQJyennrre8PDwZ8+eLV++XEdHB3v6GP9+EAwMjP8Mqampnp6elpaWVVVVP95aUFDQixcvqqurN27cmJOT09DQ8ONtenl5rVixgsvldr1KaWmpnJzc2bNn0T8DTz3wVXYUHf38+bNAIBD9+ebNmxbVY2JiCgsL0e2EhISMjAwEQZC7+5GZBshMAyQ1svUZMzMz8/LyiouLS0tL4+Limrf/I8THx4eGhhYVFTXfWVBQ8PHjx9DQUAaD0Xx/2qd4X2VH9L8lxuN9lR1Pzd6eEZHQok0qlXrCd9sCfbeC/Pyu9+Sk91a05Ye7Lye8+ywUCrt/VWdWIUuHIRvGIutGI/t8m+6q/+mOK3G53OTk5IqKCh6P13FJFoNZX0u9tHj/thHzT3hvubrmyIUl+3Y6LX552W/f5LW7nJeUZhcGX3j8aM+V54duxQU3Pc3cr+mL9MeG3Q1A/6wsKvNVdpyr7vzqol/rU1RXVyckJCQkJNTV1f34Uw6//9pX2fHCor1tHj0/b/dcDeeq4vL2qguFwmfHb/kqOxakZ3evA/l0HviVgV/Z9Rz6/rGr/rSZXlPe9DZIeheDPvfbm073+MsnIyLBV9kxNvjTjzdVXV1dXV39m79sAaCn3gydkpSUJNIwHRRDxe3o0aO/q/GhQ4cCwK5duzoo4+npCQBbtmxp82heXh4ArFu3rgcv2d3dHQC2bdv2f3zEcnJy2KQC4xe9T7BbgIHxn4LH43l4eDx//rzbLTx79mzTpk1BQUE2NjY+Pj5UKhVBEB8fn/b+qf5eujHFiYmJuXTp0tu3bwUCAZ/P91V2TIqIRQ+lpKTkNxMqLdRaYmJikzxDEARBQkNDm86eHtOkK47OFx1FE6wlJyenpKTU1tbyeLz6+vrS0tIfn5MJhcKwsLCcnJz2ClCp1KCgIBqNhv5ZW1U9R230jfUnGDT6s0M3nx26mfLxa3t162qoq/pNebDn0nf1k8Vkvr3xfKvDvHm9XBYbjnt+5Ba9ntbNy6urQYpzkfDnyCyjprsaFdiVgZqZmZmcnNy9QZ6VlZWTmb3beeletxVxb6JYTCaXw3lx5PazQzdz4tMQBHmy/9oqSy8WnfH6wuMNQ2YfnryO344ypNPpSUlJTCbzB58yk0Y/v2DPHLXRARcetFemsb7BV9nxyfGbfB7v+tpjl5YfaKljOVxfZce9Hiu63Y0nxUxUrU1YenFBrzEluQXoj+7ZoZsLtMccm7bpo1+Qr7JjhP+bHn/5HJu+6ZDXj07ZP336hL5zMLUmYvny5aha8/X17XG1FhkZuX379hZfi1qQkJCwffv29j4C/gy19vXr1+3bt9fW1mJqDeO/ABZbFgPjP+b9LC5uYmKyadOm763IZrMRBBkzZszVq1dVVVWfPXuWnZ29Zs0aHo/n7Ox8586dUaNG9UgPuxHzesCAAb1793Z3d+fz+WJiYhpGOqc8N6M+kIaGhtnZ2W3WysjIKC0tJRKJBQUFVCqVTqcTiUQ8Hg8CAby63FSIooR6EKHJ5VgslpGRkbm5uYKCgri4uKysrIaGxg8G6ebxeK9evdLQ0DAwMGivjLy8/LBhwz58+IDOAqVlyIhAaDTMUigUjvvTe9yf3ubD2w0kKKco38euf3lBSXJycmFhYXl5ORoFpGMkSSSHWR673l46nvpo/MZZwReerLaYkpeQ0Z0rlFOEXvrw+hYIBU17lHQ7rcThcHA4nGih3XdRUlJCIpF66WgtvbNTVk3hzNStS3Q8FvZyC7n0pDAzb9/o5c9P3xm7ZkZjVf0KU8+HWy+o6/VacWuPWDsL86SlpVVVVevr67vpLczhfvALerDjwpq+U3NiUlfe2+u2YHJ7hd/fCACAlNfRW+znZn1OMujfco0XmvGvedY7EbSaujtbznTcGRpHMDemAQBwCEIOe7/68QFNfR3UzYbL5njtXrjyzp7hXi4+5/68uuBA6se4HvblESAGfU1aO/gUZuV9l1P3bxWp//8On8+/efOmgoKCgYHBvXv3WCxW86Nfv34dNWoUmUw2MTF5/vy5aL+/v7+pqampqemDBw+0tLRkZGTmz5/P5XJ9fHzk5eXV1dXXrVtHpVIBIDo62s/Pr6ysTCgUmpqaLlmyZPny5VpaWrKysu7u7miZ8PBwPz+/r1+/AkBWVpaLi4uMjMygQYPCwsKqq6tRB8grV65s2bIlNDTU1NR0/fr1mpqae/fuBYD09HQXFxcymdy7d+8tW7YcPHgQ7RXaz3fv3rm5ucnLyysoKBgZGR08eBB9fUVGRvr5+aFGRQRBXrx44erqSiaTDQ0N/fz8+vXrN2zYMGxsYGCekBgYGP9UlixZ4urq2vXy4eHhmpqaRCIxJyfH3t6+oKCg+dGQkJCtW7fGxcX9fy+qtLS0pKQE3X56+IavsmPkoybjQFxcnMjXUeRAJRQKi5tRX18fEhLS5My5z7vJBLR1fF15WVpaWlJSUnl5ecdfl7tNXFxcQkKTB2NVVVVNTY3oEJvNFvWwsbExIyMjNTUVPbTFbi7qtHZj/YnOT/E6wlfZMSbgA51OLykpETXyXda/s3N2rjSflJeQ0c3rvLmz6a7ONEAeHu3cEsVkZmdnl5eX5+XlJSUlFRUVdWDdYjKZmZmZJSUltbW1lZWV9fX1zY9WlZUXpGRnRCaymEwEQeKCIxYZemxzmH939/n5vVzpjY2ddobL5XZg+eyYR3su+yo7bndd9ObaMz6P34nh+tDNtQOmP9l37fGeqwwavXUBPo/vq+z4p82M1ofe33s1V9254/bfl7NQw5rJxmfBFx53UPL25tMLddwyIhN7apw31NUvMR4fcuVpi/3RL97PURst4PP/Za/ZX2ZbGz16NACsX7/+8OHDAHDx4kXRofj4eAqFAgCenp7Tpk1DZ32obQ0Nrot+jFi+fDkqgJWVlc3NzUWBWxYvXowgCPppLzU1VSBo+tqip6e3du1aa2trAJg4cSKCINu3bwcAPz+/tLQ0tMyCBQskJSXHjh3bPAyvr6+vv78/+klu9uzZWVlZVCpVRUUFAMaOHTtr1l+Rjc6dO4f+44IunfX19Z09ezb6XWzVqlWiM758+RJBkAMHDqC13N3dZ8+ejW6rqKhgtjWMf8/7BLsFGBj/NS5fvhwbG9vFwrW1tYMGDTpx4sTLly8/ffr0G17OzJkzFyxYMGbMGHTegCBIeW7x2sEzfJUdy3KLEAQRCASvX7+uqKjooJHIyMjs7GwEQZCPr75JtXFIPTUuLq7TpVM/SEBAgEgR5ebmogY0lLS0tNjY2Nzc3NzcXFRJigqXZOQnvP18ZeUhX2XHspyiTs9ycubWc0v21tfXp6amslis7nV1//jVm4fPKUzq1oopNgs5u6bp3p5a3mnx+vr6x48fv3z58uPHjykpKbGxseHh4U+ePImNjeVyuWg4lqqqqqKiosTExLi4uJSUlMLCwvz8/LKysk4bZzGYO50WoXJ3v/efnZbncDj537PwrzmrrLyCLjzqYuGD41ZfXnmo4zK5cem+yo6luYUt9l9ZffjC0n2dyE6+0PhlBSrYvlRzOi7sq+y4131Fjwzy5A+xC3XdfZUdV5p5Rgd8+Jua3X352trO1fvdu3dv3bqFqbUWfPr0SeQpUF1djdoe0UN0Or258kEQ5PHjx63V2ufPnxEEuX//PgCQyWT05bB06VIAsLKyaq3WJCUl0QWcbDYbALS1tZurtffv36PNfvz4MT09nc/nI3/3hETVmoeHB9oltPG9e5uWcfL5/MGDB6N9FgqFaASRpKQk0fUGBQWhGyK1xuVy0TOKVtYFBwdjag3jXwbmCYmB8Z/Dx8envaD2Lf2y3r+3sLCwt7dfsGCBu7s7utz8tyI2Nvb27dvTpk1bs2bN8ePH0Z0sGqN3PzMJsuSFOXtCL/vj8fhRo0alpqYmJCS0DiJXV1cXHBysoqJiaGgIfD5cbloBwvfdz5GUwuFwqKvPT6Kurk5TUxPdxuFwLSKqMZlMKysrfX19fX199Bu5goICOmfSNNa1chg4wMMeAD7eDuz0RBrGOnxEUFhYKCMjI4qf+b2s8TtAUZS7teFUUU7+d1cmSoLxN3dNIb/jsnl5eV++fBk9erSrq6u5ubm6urqBgYGZmZmDgwOZTH7x4kVycrKEhERVVVVDQ4OlpWW/fv3Mzc21tbV1dXVbhP5v289TirQt5JzryikAsPTU1q44m3UQXLQDijPzG8qog/9w6GL50pxCZQ3Vjsvo9zPRH2B6Z83fEmZwWOzP99/YdJbhmiCGuzJQDt2+ms/suLDXnoW50anBV/1/cJAnvok+7rlh8CTHq1WhthMdLvrsXtN/2r3NZ8Nuvfwa+Cn65XsFFaWOW0hPT58+fbqcnBz29m7BrVu3UGWSlZUVFRVlaWkZExOTmZkJAG/fNuUgmTdvHroxYcKE1r/9gQMHAgD6bvfy8kILoJknUZXVghEjRqAPgkgkoo7czY/a29tv27ZNQkLCzs5u+fLllZWVbXZblA8jIyMDAFasWNHk6Csm5uXlJXo3FhYWent7W1j8lRrRxcWlRVNZWVnoxqpVq9ANJyenv2XOxMD454OpNQyM/xxiYmIdxGJuodZcXFwOHDjQ7fn9zwO1qg0YMACHw9nZ2Tk4OGhpaaGHilJyox+FcensktS8B5vP39p4Slxc3MHBgcfj3bt3LyYmBjWXCYXC0NDQFy9eWFpaGhgYIAiCPD4uaj+5jp2WlkahUET+Pz8DOp3eQR4zOp2ekZGRnp4u6gOJROJwOKICRoMsAaCusqaDU1RWVsbFxQWdfKCtq2NpaSm6S92AIEFwnDc+/0v6ziHz390O+H5t+m3qVl3W8T2JjY11dHSUkZERExNTUFBQUFCQk5ND/29sbDxs2LD09HR1dXVFRcUOFvt1iriYOAAIkc5X8RGJxK4s9mtN3ItwIoUkq9zVuaOyiWZXik3aPj8zIone2CjaExP4UcgXWDrYdlp3mDKxt7QYAOQ1dBL+fqCnAwC8PHj7B3+n53x22k5x8D60AgCm7lp0LPNRQ2nN28vP7q49dW72Tmp+JSAdtSAUCs3MzEaOHDl27Fjs7d2CS5cuAUBVVZWHh4eHhwe6jgs1lDU0NIhe+KLvQe29bdAcITIyMqKS6J1vXbJ5Xo022blz57179wAgNDR02bJl7f0bhG6gljECgfDXr/JbD9HvI+hXqg4QyUVRmhMcDte8QQwMTK1hYGD8I8nMzNy/f3/nc824uK5YKn4Znz9/Pnbs2MyZM01MTPB4/J07d2xtbQMDW1qWBnmOmnpwyaxjq05kP3FbO/3D1Zc7nBc93H2pPqFYrIiZHPI5MTExJibm69evioqKaIai3NzcjIwM/vtHTYJBy1JPT8/U1FRbW7urd6CxAUJvQfwHCLgId/bCt6Y6VWsd5DRTU1OTlpbG4XDv3r1jMtuwhEiSJDWs9b88ec/45vXUGj6fL+QLAMDKvQeyoluPGTZhq684kXBnzcn7Oy+gHl9dReZbfrCiZHhwuL1Snz596jhijaqq6ogRI+Lj49XU1DqdO3YADo8DgFcn73cuM+vquhfZIispbcjk0V0vX51R2pViGiY6AJDy5otoDzWvwtiuL0GiS5NUR0UCAIRQ+XROR18i5BTkx66fyaqnJ4REde8OvzrzYK7qaHEJwrg13qKdsvJyVypCtr07P/vsWvfV0y1cBr44evvR7stZ0cmtW4iKinJ2dtbX19+9ezf23m5BTExMm/vDwsIAwN7eHv0zNjYW3SgoKKC3/6LoQSZOnBgfH29sbPzixQuRp2KbGBoaAkBERIRoj2jlm5ycnISEBOr62EELenp66MbHjx/RjaqqKtQpFAPjXwOWHRsD479IVFTUpk2b1q5d2/E3yIkTJw4ZMuQ36XNZWdmZM2cyMjJUVFQOHz6sp6dnbGzcZv+JkkRHn/Ho9h/rZls62KaFx+V8SX1z6ZmAwwMAdkHd5J0LlTRVy8vLy8vLlZWVmUymTGEagUlFZ/Hk7fdBgth5n4Juwf1dLXda2EFfB/jwEArSYPb2jhtQVFRsvgq/BcbGxk0TXFnZnJwcS0tLgUDQ4pJ3v764efic12ceTtzg22YjmpqaWYnpACBFlu6RB+G+bKr7sqmpn+KO/bFeSkZ63OouZ9odORkQIdzbAwAQdh+m/Nm6SGlpqZKSkqKiIoIg6J0ReYoCQElJiYSEhIqKip6eXl5eHp1O/5HwgEKBEADenH3Sy1RvuJdzByXZbPZ3+Va9vvj40daLinpqYgQxVlVj1yuyG5hdKUamyBgOs4h69GbQhL98LLXM9bt4lv5KElDEBoBtqfRj1rIdlBy/xptR13h6xrZJO+Y7L/LsIPNyC4pT887O2VmTXz523cxRc8fJyLU8i465oY65Ibod8ST01uoTasbaRgMtWhR78uRJeXl5aGhom2mX/+OgbpDTp0+/c+fOX1Lc0fHt27d5eXn6+vrr1q07dOjQtGnT1q9fj8fjT548+Qve0j4+PhISElOmTFFRUWkvHq+ICRMmnDhxwtvbe8uWLUQiMTo6+sKFC+ghCQmJ2bNnX7p0ydnZeebMmXw+Pzk5+cmTJ5cvX0YDq4jejaNGjXr79u3s2bO3bNlCIpHOnDnTPUs4BsZvC2Zbw8D4LzJw4EAVFRUjI6P4+PjWR5lMZllZWUpKyqxZs7oXQv1nQKVS7969e+LEicDAwLFjx/bp06eL7i6GNmYeq2asvrf/UnHg1apQaRVK3ItPSW9iAACPx8vKyqqpqVlYWOjyqpoquM7tklQDAL99reSXFvx5DZxmwMY78OGBsJnXYpuoqKi0ty6uurpa5OQj+rpcVlbW+qoHe476dC+4qqBd1VdXUQ0AUjLSPfg4zIdZA8CLA7d4HG5X60gQwWX2N11Cg8ttpJFIT0/v27evUCj88OEDnU5vaGh49+4dAFRUVDx9+pTBYFRUVERHRwOAiYlJfn5+t/tfklmQn5RJVpDVHWByY+mR9E/x7ZVEEITFYuXm5qJhFbqC09wJPmf+HOY1Go8Tqymu7Lp6FPIFEtJd8jo2G9w3NSyW/S1c+8eHr7uuxn0MpMzIYgBwI79zcTh9zxJLl0GPdlzKjE7qYvtfXoXvGLmAz+UdT3s4fq13a6nWgqETnS4WvmotmJOTk0NDQ2fNmoVJtTZGi1B469YtVVXV5lINALy9vUVC7uDBg6dOncrJyZk3b96cOXPQ6Is/lYKCgry8vICAgBkzZoSHh2/ZskXkoNgmdnZ2169fr6ioWLhwoY+Pz71795pH3j9//vyUKVNCQ0O9vb19fX2PHz9OJBJb+0Y+fPhw/vz5lZWVixYtmj17NolEwjwhMf5tYIFWMDD+mwiFwuHDhw8dOrRFhEA+n+/p6ZmQkNDYhcjmv5gbN26IgiJ2m3pqna+yY/aXVARB0BDSTQeenmqKWOh/snVMQCQ/BaE3uyE8HpIWg3j3RmYaIHunIv4nEf+TyO3dyNpvmWe5XKGPeWBG52l83717V1xcLPpTFBOyrKzs3bt39fX1JSUlwcHBTCazpKSkzUwJQqFwp9Pig55rRXv+tJnhq+o0v5fr/F6uc1SdfJUdT83ZLhQKe/Zx1NfWrR0449yC3VwO5zuqbXL7K5R/WUGLg2FhYei1i7KWx8bGcjicN2/eiCLsxcTEoIP27du33e78HFWn5SYTnxy8jiDIfs/Vu0YvaTeYJZuNJoHoRnTQr6GRvsqOe8YsK0rL7bQwtarGV9mxIK3tkJsCgYDFZFKra4pTc9/ffXVw3Oo5aqOriysQBAm78XKehkvqx65m0fAvZtqH1aCRIbtS/vOLd77Kjs8O3exK4azoZHTIfQ2K+JHRlZ6eDgDOzs49Pm7/HTEhhUIhi8XitPrptd5fV1d38+bN1NTU5od4PB6LxRK9/NFDXC7329uLKzqKbgsEgtYti8qgraERIIVCYX5+/o0bN0pLS9FnJxAIRI3z+fzmJ0Kh0Wi3b99OTEwUCoVoU81/a1Qq9cGDBy9evKiurhYNhuYR/Js3kpCQgPaz25FvsZiQGL8hmCckBsZ/FBwO9/DhQzc3Nw8Pj3v37ikqKqJuTgcOHEhNTTU3N+8g+sX/C29vbyqVeufOHR6P5+Pj071GsiKTAECrjz58W+Mu+nbVsmhDLYTdBZMhcGs7lGYCAEjKwPgVwKFBZABUfguYZu0MLrMAAHb7QGUunF0FdlMh6PwLpYF78vn9NPlq5I7upLW19fPnz0ePHq2qqor+ie5XV1cnkUj5+fmSkpIjRowQFxdPS0trc0EXDoebun/xAdeVbAZLUprU0NBQW1hhOXaIrokBAMjrqfYdOZCi2PPx9GQV5OYcXXvGZ8fWEfMGTxhFkifbTxtDlOrMNDR8Mtzb+e0O14C6TvOD6Do0dXV10XJBBoMhJiaGw+FEWcgVFBSqq6u1tLQaG7vqZIgmOkOXdaWHx8e+/oQIkWmHlw10tweA8WtmHfZY8+lhyDCvNtaYEYlEAwOD6urq5ORkXV1deXn57/geyhcAgNlwa+iCD2G0/zsZJTltk7/FTRHwBZ+fhRUmZX+6/ZrDaLKkESQldAaZSMmS11vP6Os2tCK3ePA0J7Ph/To9BUeAbEmiHcluMqkZSol15SqMh1gCQPSL9+6rp3ewzJLP4z3acyXs8nOd/kbOCzz7OQ/+kdG1bNkyIpF4/fr1rrtf/tde4G0Gf2q9X05ODjW4AYDokLi4ePM3fItaBAJBZJ5qvt2i5TZbw+Fwurq6urq6omJ4PF5UUkxMrPUQkpGRmTFjRpsdAwB5efnJk/+WUH7t2rVoNoLmrh/NG/kNw2JhYPwImFrDwPjvoqamdunSpbi4OBqNlpmZOXTo0OfPnx8/fnznzp2/oVRD5wGKioppaWmFhYU+Pj4HDx6k0WjLli1TU1PreiMKmsoAwOfziQDa2tpVVVXf5t/fJoUNdUCrh8BLEHYf2I0Ap/6qzG6EB3tattjv29qhjZfhymbIioeKA290HP7Q+UNI4/cLqy0bqwIAgaXsp0UsKQJ+iCKhjCOcqydFkRQDAAqFMmnSpPfv39vY2CgpKTVfiCUnJ9e3b18AQJMI9e3bV6RYWtC7vzkAxAR8GDLRsSi/AADGrp+pb2T4s5+IyVCrw3F3As/4ZSWlZYTEBRy5s+jKNpOhVh3NsB9+C2+jZQ5GfTtuv6CggEKhiImJNfenIpFIaMyV9u7G3/QJm/369MO415ElybminRbOA1c+3GcxYkDTVQyynHZw6Y0VRwd42BMl23CCpVAoOByOzWZ/bxD5vC/pivrq49fPEt2QjE8J0QEfJEkkSSlJOx83OUUF0SFxSQKOgEf/ZLNYby4+zYvPSH4TI+QJbCc7eO1eYDTYQkZJTpxAIEk1xVbJTUx/vO1yRUYRo5b2TPXWuDUz0eqobafFU6BW13gkQgSVh36bMKaVn9KRZDHIRJKkqKRQKMTj8S0qyikqrHly8OjE9RGPQu2muLR5pRkRCVeWHiJISSy8uqW/67AfH1rXrl0jEom/wHkP4x/H9evXqVTqhAkTRCt7MTAwtYaBgfGvpX///v379wcAfX392tra8ePHL168eOHChb9zn+3s7Pbs2fP169ecnBwASElJUVJS6rq8VNHTBICStDxjW0t0Co4gCA6HA/4321rYbUiLgIq/5xpS1AI+Bxqq/toz3AsUlMFiJKh+i4kvLg4LD6KbDkLEI6LuWTmngi20CqpOpv8VfO90PgsAjmQw3o9UNJIjAICkpKTNEPsND0PcjNTcB1s3X3TB5XKzsrJKSkqsrKw6FqWWHkPqiqrKy8tx4mIAgAiRX/M4SGRpNMCJgC94sOfikT/+lNFQkKHI4Ah4GQW5Vff2iROaPZq4KOB/s2euuQz4ll/ZRWHHAaCsrKyoqMjOzg4AmofEbGhoQFVTB9G944Ijq/PLyWqyj7Zeaqyss/Nxd1s1TVxcLDs27eOtV0uv72gxYGzHjXiw5Xx84KdBf7RhvRQKhQKBgMvllpaW9urVq+MbUpFfEn4niM/nK6gpD57sFHL+cehlf8sxgz/fD/36Mrwso9DmjxECDi/iUciLw7dxeJxyb01VXQ3D/mayuiq0cqr/getp4fH5X9IBQExC3Hz0AGvnIRwai17TkBGe4DDbAz3LnR1n1bQ0DfqbkpVkT2Y/+Xgn6Nn+GxH3g+1mjBm7avrNDSfxeLz3/uUA0NhAw+PxN1cf//r8Y8Tpm4DDAYK4Xj6hnhTvB+D3985LkCUdfMfZ+bjlRKUM8LAXiWSz4dY24+3Drj1vU6092ncl+PQjG4/hc06v72Jcyk75kVQTGP9uamtrsZuA8Z8C933xlzEwMDB+A9hs9p49eyorKy9fvsxgMLqY7FvEubm7OEzOqnt7qVQqjUbT1dWFknw45A0bboGGHuQkwmEfYNFAVVc4dpn/hgNCJQ2vx/egphQ+vwQ8AQa5gZpOp2epZvFVXnYSSHqGJlGAwP2ypmAkyvSqBcQSBw0pKSkSPkSUAAAgAElEQVQpVJZISEioqakZGhp2Kkf9919Pehcz4fDCmpSie6tOjZo/ftqeJb/+0VQWlkY/fsdhskgU6Wf7b0w7uMxh1t/TZG33hPwEAIAJy2HC8hbVP3z4MGjQICKRWFlZmZKS4uDggNp5IiMj+/bti96Wjx8/DhkypKSkhMFgmJubt9mN4CtPHm66AABDpo+edWiVSDFyWZzNdnPExMQOfL7ZosrdLWcrcovX3D/Q5njLyMjQ0NDowNTz9Oit6Idv+QJ+XVGVkq6aoo5a5oeE5gXUTLQHeNhbOAwwsDYFABaDWVVacWnOnorM4q7cWIq6Aq28KSCNlDKFXUcX8oXiJAk+i7v+5XGjgX3YTNbBCWuL4puSBSv2Vj8UcSv6xbtLc/cBgKKummD06GOWjgCw3Zy8w7wps1ZVeWVjXX3Rl6Za1SUVwScfik46eIqT0WCLYV7OeDF8dUnFBuuZC69vHeBmJ+DzU8Ljaosq2Y3M+MCIvNh0e1937wMremQIxcbG2tjY/ONnVzicQCDoivkX4x+KvLx8XV0ddh8wMLWGgYGB0QnR0dGDBg0KDg5uHta5kyoBHy757rGdPEpaiWI71t7I2hyengKhACauaipxZauwuhC/8dbFJftiHr1b7rfHauRAKpVaUFBQWVkpLi4uLS3N4XAYDIa2traJiUl7cc8sXlen0PgK4jhbRcJABcJUbZKxLOF+LuNiEftDdUehFAk4OG4loykpNl77r3xi1WzBqWwmV4jM1iGZyrW0YFQXlXsvOsdwdq6uqDH48Hbd0jF2U13/v4/Gb++lkJOPph5d6jhz3LdeVsKWMcBqaE+tVVZW5ubmmpubh4aG6ujooJNdPT09AoEQGRkpLy/P4/F69eqlra39+vXr0aNHd7CMql0VXV65wWrG1arQFvuzPicf89qgbWn4p/9hQqsHmp2dLSUl1TydQHMKU3J2OSxyXPSHjBzF3nesjCwFABqodatNvABAVktJWV8950MyAMhoyGuZG6SFNqXAklGRHzTRwXPLXHGCeMLHmNOemzeEnlTX0yJTZFqfRSgQbHdcWJZagIo0t9XT4l59Ks8smrDJx33lNACgVte+PH+voaYu+VEEmp8AAFR79/LYPEtz+FDtoKYs6gkjFayU2416mvDmc15sutOiPxJDo7MjkyPuhyACIQD09RjKqKPVldWa21t/uBYAAERZKXlN5V7Guv3dh9uOte+RMUOj0SorKzU1NVFljqk1DEytYWBgag0DA+Of/yLD4VxcXIKCgrpYns/jL9D8S8mYOlobFYZ5rJwMk9Y27do9BbGf1NDHYY2JF7pjTeixLwlxAwcONDIyEs3AEASJiorKzc2dObPtnGN8AVJK52lRCPi/LwRKrOP1Da3pSlenqxBe1vEHSYkt7CVxuZgbROMDgI+GxLVhii1KljTwtIJrpqhK0DjC4Ho+3+v/n9YcQZCLy/Z/efjuL2m0bDA0fLM3XkoCyTZm5EFBQc7Ozm1OcwUCARpuJC8vr76+XhSR5fv0QH3DKiPP1moNADLjUw85r3RdMbmP+yAem2sx8K/2ExMTzczM2osMfnXNkcKM3F2vzov27HRdUvQ1q70+9HbtN2PbEgmihJKGKnqljw9cCzp2HwD+DDxmYmPRXsU5Kk4AYOhgVRqXezrTn8/lL9QaAzgcUYrIYXSUYCDRw/PraA8A0JTElXh8xzrPRQZjuY0tWzZ2sl5xZSeR1POxHNLS0nR1df/pUg1Ta5haw8DoQbB1axgYGP94srKyjIyMnj17Nn78+C69+AjiV6tCIz9FMHKq09/HJwZGStr2gzd3QcUATAbC19e8zK9rLlRL6wUo6avPPLzi/u6Ldw5fHm43nF/eWMjO1rHojRfDoxOyIUOGaGhoBAcHjxgxgkhsaa8QF8PpyLZhdrOSJyQ5KabR+Ck0vow4zlyWMEJJIqqW6xTe8t/+u1U8AAhp4Ic08EU7r5dxZWLrt5vJKHyL6RdYwjqfz/LWlrw5SB4AXD7UHsukrzYm/3+fCw6Hm7pt/pDcB+BtCBRlcPIG3Ld/dDyWtCnVAKBfv37BwcFtCjbUkkan07OystD1bN0gPTKhvUPG/cztvMcEnfQLOuknoyx3OO4ugSgBAJmZmbKysm1KNYFAsN52Zl1x9fK7u9E9XA7n/LzdRV+zeg+xMB3eT9NE13BwHwGf/+bS0/fXX57K8G/dTvSL90HH7puMss54G1dTUA7tqzWH+ePCLj0362+58cERACAQCTvDL93ZeCY/Nr2Psy1JWkpFR11JT0NZR03HsreUtHRqRFz255TMiMSn/ZsiNK4z/A63YQ6bw21kr3pyoM/w/kWpudH+Ya9PP1TQU1139+DPGDD19fUSEhL/AqmGgYGBgak1DAwMjL/o3bv3oEGDHp24kXwjbN6xdWr6ncSByMjIqK6uPnXqVH19/Zo1a5bf2AkAkJsIgdfgze380sYHab0ZPJ6Jmb7zAk91Ux27NRMt9E1ACBwmuzq/jFZVZzTYgigliRcTAwBdXV0ZGZmPHz86OTl1vc8W8hIW8hLN41I7qksiXurnshmWUvgTrxNT2eIZyprtVT+VxzqV1xTPXYeIK+QgAPB1eFNw+dGqxAqm4Hd4NLKvTlu6OcDSE1CcDQe9gVYtEl7tVVFTU7O2tn779q2pqWnrkB4ZGRk5OTn29vbdntN/fvDG+o+/KT0uh5v0Lqa/81AcDjfryCpVc52QM48aimturD427+wGABAXF8fhcBwOp7Ugz45LrSuuPpruJ6eoUF1UHnbtRci5x0p66pN3Lxy9YGLzksy6RqNBFm1KPmuXoX8+P2Iy2OrwpHWFidnDPNv16ZUikwGgJK/wwY4LQ7yctM0MehnrbfA/2l5586HW5kOtYQ28D6t5XcMDAILYdwTEr6+oAQAFNSUA0DY30DY3EOIg5NTDiwv32oy3FxcXt3Ic1FNDpaCgYP78+c+ePcNeaBgYGBjNwWz0GBgY/wauXLkincNRUFOWU1fqtPC4ceMePHhw7do1TU3NpUuXVlRUAAAYWMGyk7DbP8l0Zk4JDwAWX9pq0N80JiZmyJAhGr11NIx19PoZmzsMwIvh4wMjPj9+G/viQ3lWEbWyRlFRUVtb+8WLFwLBXxoJQZBlRhMK03K6fhVVxeUmkW9zT12U3bh1Ly35o538TnPyPgtyop38rj7k2KFywklq70cojJT/24c2VKoBwJZsBk+AsHnCR8UsaznCb/FgvobA9K0AAFq9wd6zaaeCJjjM7KCSqqqqo6NjTU1NQEDAly9f4uPj4+Pj3759GxgYiCCIu7u7jIwMAHDYnG70qDK3xHTo3zIHhN9/fd575/U1x3Li0s7P3/No/XnjARbyWiqfH73NS8oEAAMDAxkZmcLCwtYZ3vKi0+U0lOQUFcpyi8747Ex5Hzv90LKD0bdaSDUAICvJOrXaiUKQIJgMtgIAI9s+mZGJ7fU86nlY9udkAChPLyxKzd05cuGbq13VNobkJnlcyf+O5Q+fH70FgJSPX0V7XJd6AUD868hz3jsbqPU9OFIWLVpEoVAwwxoGBgZGCzDbGgYGxr8BfX39K6XBt4fPkOzCWpq3b9/a2dmx2ewFCxaQyeT4+HgXFxdRjin31dPLi0oZNQ0AQKfTJSQkUG2QlZUVHR09YsQIi1G21YXleHGxytySgqSs4KDXLq4uvcz0iURiVlaWqakp2o6Az2fW0ysKSqQpMgIeX05VUZQ5ujA1hygpKaumQJJumpt+eBDkt/E8h8GSpEgNneo84/iK4V7O4gTCcLWmKpbfNuxViG8dlT5Ucd/XcMtqaZcrcAA4V1WJBfpStwpZZP8KBGCGBnGK3u8x69U0grRPMHQcCPiQFA4Dx8HYRaCuBQQigiBRT96aDO+roNqGwMbhcH379u3bty+fz0fX/6AGrr/0+bJDnx+92fjujIGp0Xf1CIfHsRoYACAQCE7N2Jr6LhaHx1u7DaspqtjvsgIAVj3a38fehsVgrjCaeHnFQbtJLgYDzYtTcstyiiQIEmYO/c2H9EO9NDlsdvKbGESIpLyPvbBgr6yKwtaQs+2NwEkb53baNzaTpWmu397R2orqorRcALCf5eY4e3zIxSc8Ib8rlyxEEFHcUWOp74jLEnTaj0CS8Nt43m7aGPS6KHKyAPDH5jkx/u+CTvn1MtErSc23m+ryI2MEQZCZM2d++vQpPz//3/dqyszMzMjIaL7HzMxMlNa5RUjb6Ojopo9H3xg2bJiioiL2hsfAwNQaBgYGxj8bEom0Y+eOy5cve3h4oOKqAwgEwpgxY9hs9r59+w4ePOjp6Umj0SZPbnJLFBMTkyZL4wQIABQWForyPhkZGUVFRaHbyjrqAKD4P/buM6CJpA0A8ISQEEgIofcqCNJEBEQUxQKi2LEgClYUy1mwH56AihV7xYa9nAUBFURFioiCiNIE6b3XkJCe78f6cRwqhwp4p+/zK1lmZye7myXvzuw7qgpZWVnK1bqKuurFabnSJGJO2nssWqsvr9kzyQuHFzk9z//j1ZZEHDDOZtSiyU/OBL8OjvkYy5jqOHg61xVUPr8WYTzaYtb2ZdJK/9w3iMPh7BTF7BTFcnOrPMh0qp6JPlU0o4HDFiCOECGE/qxkmyzYgsPh1HQ09QabGNmaixJ+UFfbXF/k54xePEDVhUhVDy0LQP+PuCJO377rd+63K9s+G6399V9KVPTT2Qt4PF7q45dTfBZ2CNWaG5rEyRKdTPnVXNdYlVtGplLojc3XNx9Pf5pkNt5m/v61FGkqQig5/PmJuX4Hp29GCFHkpXCiItUZJbczziCE8GKiKobaLAbz8YnbNBU5g6FmqU9eMWqbsWoPzthsMNRs6bk/SN+ReOPtk5eRx28vPLnxSwUGOQ0P8T2PEGI1MHA43BjPaV2suYLBr+N87FLLauZ1cS0uh8tjc20XT4g9Hdb+c+FERJhNLRtDDhyZ84f/6BUaZnrfGa1t3LgxISHh2bNncnJyP9+lydnZOT8/v/0I2G3btq1a9XG2Azqd3j5aO3bsWGho6F/RO4u1fv36HTt2wBUeAIjWAADgP2/s2LHv37/X19dPSUlpbW3V0tL6tExSUtKCBQvS09MPHToUFBRkbm5uaGioqKh4/vz5tmgNIVSSltfX2hQhxOVyFRUVv7TF+vr6iooKJVVlbTN9aSW5zJjk9FcpE2dMbWW2HpvvKyYpvvPlBTxJlCBGFCWIpj97HbhgR9LdaJwIzvXAyqHTHCpyi1/deRa0bB9Wm7HjIAmaZNc/L4PBaG1t1eujTaOKFhdX2SULa7kff5FbSopo6+sKBMKqkvJwl5sIIVNH69GLphgNM++hnf8uNrH/MKvP/EFFGx15ccVhUmV1ayWlkX/RRZRIUO2rqWNmELr38sITG01HWn3D5h6fvsuop9tOH9Nh+f0DV9KiXu+KD/rSis/Ohwr5gkHOI08u2ZERmYRwuLf3X1DO+yGEakorb/ud+Sv+l5cUlSAOcLB5dibE5cyagbbWMjIyCCEmg3HTN/D5xXCEkJ6NyaDZo9MevMyKTVnz566uT9H+KSaDEbjYf8Lv7jbOo79UJvLUHVEiwf3IGotxX5dhRUkCb69AfFzNQQjtz2XM0iAZSBP/ca2Yyw8kaJRR7hNiA0Mb6+tpMjLY8lFLJpem5RGIBK8bO28HXIgIuH5p0+EpG+dJSkt9wwcXCASBgYGXLl36CeZY+6yMjIzQ0NAJEyZ8/tD8fcr7y5cvt3+7Zs2azybuFgqFQUFBpaWlIiIi7u7uGhoa39CwHTt22NnZDR069KvW2rlzp7i4uLq6urm5uY6OTueFjx075unp+en3Ijo6esiQIQQCAQEAIFoDAPw6LC0tz5w5ExYWdvfu3f3791+4cKH9D5Gmpqa6urrs7Oz09PRNmzbZ2toeP34c+6m0bNkyWVnZmpoaGo1GIBDOnDlTR2+IvfJA07wvQUUSh8N96Vfm69ev7ezssJkDaEqySnoatbcqt9ovkZKRbiitWXV9h4LmX2n0rcYPT3dNSn4QdzjzNtbTpWWsp2WsN9NncQud/vL20+sbj8eeu6+gqzrN12OgwxCE0OOzwXZzx3/pN01LS4uOjg6ZTC5M/bDnaFitvStCyEBC5M/B0iayROQwDyvGO7IxL+V9zMUHB6ZtRAjp2phom/W1nDgcm6O5W7wKiz690L9DTvyWZnpScHRNUcXLu1FEMUXreaNao5IKU7In+cxvKq4N2XMJIXR26e6zS3cjhMRlKH0HmchqKBIIBHptI5fDtXIeYW5vg1V1ytM/Pfq1qoGWulEfPB4/eeNcm5n2t33PHJy12efxyfYbVdRWfV4eUVteLafy+WmsraaNDN13OScpIyMyyWrmyMSbUQYOAyNO/BkZeLepok7P2viPJyckKH/LmvjsTEhzeX1bfhEJMnn+Pq9Ja92vbTmeEvo850Warcf4qd4LvydUQwjtmbhWua/GpFVzvlTgwakbUafveZz53XrSiK+tHC+CixgusyyhIbCUzeCjsXENBRMVO1+lNLsweM+F/vbWKjrqZBnqngle/nHnsfGfJAnxxvoGhBBORGT6hgWK6soXVx1If/p69c2dKjrqX9u2ixcvSklJOTk5wRWsi8rLy1etWrV48WJ3d/fs7Oxz585lZGQEBQX945iCDlRVVdt363XR3bt3vb29hULh/fv3q6urO+n3Cw4O1tTU/Oz3Ijo6etCgQRCtAQDRGgDgl0OhUGbNmmVpaZmXlxcUFNQWrb148aK8vHzChAlz5syZM+fjD+KMjAzsvvX06dNnz55dXFy8du3a2NjYy5cvU5h4fVGVW38Eup5b19LSIi0t/em2EhMTVVRU6HQ6j8drbm6mUqnaA/SJBGJrfZOKjsaKS35apn8bpMflcJLCYmfvXfHpoESKpOTo+ZNHz5/c3Nh0f//Vk+5+QsHHG+rJ9+M23Tvw6dY5HE59fT3W7/fg8A0l9sepkGdqS5jI/q3bRFRUVN/SRN/SZM6elRlxyWWp+TkpGY8d78w/vl6pr7qkHA2Hw9WXVMtrKcsqyn/bbhejiCOEzq/dL0Ehv4mIryv468EbFVNtqixNx9xg8sa5PC6vMCV70OQRiqrKbntWIoQa6xua6hpS7j2Pv/7oXXhC+zqT7kYjhAZOHZZ8NxZbkp/4vjKvlE1vLUjOmuw9z+XAihtex6rKKxRVPobEDHpLHysjNoNVU1ohp6LQ3NCUdC+6qbIe4ZD1tFEquhoIIQlJMkLowf6rJKpEXX4lQigrMjkrMtnWbexk7/k0mc8c6MGu9s9P37d1dmj/01ZGSW7FWR+E0LUtx+OuhM/JCf6e87amoqo0Le9U6YMv3RpACD05EeywfNo3hGoYERzulI1MzdPau3XcIpaAyRFIEDtLMxay/5Kmsa7HsY04HK7fKPPXt6JTnyaa2VsjhCRoknUlVW0lh80aO3ja6APTNu2dvHb52a16VsZdb1VYWJinp+edO3e+M9b9paxZs+bEiRPy8vIIISMjIz8/v5qaGklJyZcvX9JotOjo6MWLF7e0tFy/fp3NZpuZmQkEAltb2/T0dCUlpcjIyJaWlvnz55NIJF1dXXFxcYQQm82+fv16Y2Ojg4ODoaEhdnkJDg4uKyvT09Pr0CuopKQ0ZcoU7PXEiROxF7GxsSkpKebm5lwud+TIkQihR48eqaioJCQkpKammpqaIoTOnz+vo6NjZ2eXmJgYHR3N4/GGDBkydOhQLMjMz8/HeuqEQmFERMTYsWPLy8vv3r1LJpOdnZ1TU1O/tg8QAIjWAADg3yssLOzPP/+sqKiYOHFiWFjY1atX3d3djx492iH9evs7u1euXOHz+WvWrDl27NiyZcu2bt0afPVW0u4QAYtbVFT0abTG5/PFxcX5fH5paSmPx6uvr6dSqenp6dw6prqRlmeg92eutgTCsDljhzo7dNJyKk3Kdfuyievdnp0N1RygJyUrvW30stAz1yd6zGpfTCgUtjQ1vwmNq8koLnrz4U1Y3NrgvQcqULMA7XnfskFPQoL4mUwSEmQJS0dbS0dbhNDReT5By/d1KNB3sMm0bYu1jPXw+M4SUQgEgpZmOpUmVVVc/uR0cNTpewghWU3FhtIaJrVl6HQHEbwIVU1Wf7CpopoKtkpzQyNCqLqsAiEko/DXs0k0GWmajLTmep3xq2eFH7mJw+GaG5qaqxt0Bxsnh8U2lNUWv/sro6aAx2+pakQI5SVl7p+8AVv4u5n733agmixCKOzA1VD81Q+PU9qWPzhwrX2xovRcKSUZshx1fXDABa/9TdUN8/Z7fenz2i92Trj2+NSSHS5/LOlrbtThr85bFibei94/bePyi74UGvXbzti3YfEIIQLxi6MTmQxGc2U9SUL8O78ad+u4CCEFAq7zUC0nMePNvbgVV7dh0ePI2eNf34p+cPQ6Fq29fhBrMsKyw1dpffC+C+sO7h6/xit4bx9zA5L4Pzc1MTFx4sSJc+bMGT9+PFy1uojL5SooKGChWhvs7cuXL9++fXvs2LGKiop169bt2bNHSUkpODh469ataWlpqampu3bt2rJlC5FI/O23386cORMXF2doaKikpLRmzZrVq1fr6ent27fPwcHByspq4cKFw4cPX7p0aVRU1JIlS06dOtV2HyEnJ+fgwYM8Hq+8vHz69OkIod9//93Q0HDp0qW3b9/28/PLzs5GCK1atWrz5s2enp6urq7Hjx8PDg42MTEpKysrLS21srKys7PbuHFjbW3tmTNnvLy8Pnz44OnpGRUVhRC6c+cOjUZLTk7evXt3YGBgVVXV+vXrdXR0IFoDEK0BAMDPQ0lJaeXKldi9Xk9Pz9jYWGVl5SVLlnSyCg6HExUVDQgImDlzpoWFBYlEauYx9RcOu3TjqomJiZmZWYfyeDy+f//+2OvCwkLsGbk3b94wSusNnJ2+tIlZfku70n4KVXKC1+y2tyHe558duYcXxUtrKrjtXx04b1ttURWPxWkrMGDiUMMhAxalNB3IYbIEKJ3Ot5L9h7x/v13w4/F4fB4vITzabIiVhBS5NKfQf+SKnfa/ESTExnnNmrhy9pfWjTj2550d55Zf8Dm7fC+b0YoQWhzkPcjJrrMoVJqGEJKRl+sQJLcPZSes/dsgwNHzJmEvGqvrxMjieFG8QCAQ8AUieBGhQMjjcrc7LK8rrFIx16Eo0T48fPMxLCytQwhlR6V0/vEPpd8ikcURQnlv3tcUVFjPGt1JYU3DPo6/zYg4+ucex9XSqvKtLYyVd3bqmxqlJr0xtTQXI5FGzJ0Quu9ycXqe4dAB3/gTnMOR01ftpMBaYxeE0GjPqd/zvcip+ZgWclGff8gXenNboL5t/wH2HyfU1rfpP8V7frB/EKu1lc/j57/MnLxlfodVREREFhxYm5OYfmDKBoTQmYpH2AzynbCyskpNTW3LoQo+tWXLlg7drVwul0L5a9b7pUuXPnr0CCHk5uYmLS3t6upKoVACAgL27t2LpUeaOXNmfHw8VtjExMTY2Bi7FrXVcOnSpQ0bNmBHwcfHByF09epVc3PzRYsWIYScnJwSEhJ4PF7b11ZVVXXKlCkSEhKSkpLi4uICgYBOp2MDFlxdXV+9evXxW6OpOXfuXITQ+vXr37x5w2QyS0pKXF1d238WdXX12NhYLy+vGzdumJubY/MZhoeHnzt37o8//rh69SqRSJSRkZk/f35MTAycDACiNQAA+NmYmZmdPXt24cKFXV9FTEys7Q6uiYmJs7MzjUZLT08fMWIENkrHxMSk7eEQHofb0tBMU5TFknG/ffu28EUGt5Ypp6nUjZ9iXfC+iBO3suPfcZnshrIav8EeCCEdq35KfTV4eCGfwU6+HaOgoYwQ+kDnI4TwCBlLdunCjuVatJvyMZufjrH+poeHku/HpT1NCtlxIWTHBTVzXTklBQkpirKeOkVGis/ji5Ml2BzWnR3nEELH5/khhLyC94buufTsdOiA0TZEsX9IXDHdx2OG7+Kv3QM0hc+nL9+beCVwxa7EP6PMxtuMXDxJrZ8Oi9H6OiRWSkF6RZAvVib6dvif60+wGSyEEEGCOGTmGHXjPqajrbBQDSFEU5ZzWDF98LRR/9DyPzyoOvJ3N59uaWzmc3h7R69u+9OweU5NlXUIIWZTy7cd4oJ3H8KP3Bzs8sWp1ZvqG0TFCBPWzyFLUr75RBIKhbeqPkb4ol+eIFsoEGwZ7lGZXbzqpn/75cPmOoXsvpj66FULnY4QMrIy+/yNEm1VsiRF3aQPj8cl4sX+sVUmJiY//YXos2lCuujT3P0kEikl5a+bES4uLkOGDGEwGPn5+QghAwMDhBCLxWo/rbyKyscu7rY+zPaT2lVWVnYImJuamp4+fZqUlNS2pLGxsa03T0JCon0CJzqd3r6RUlIfM8307ftxHLikpGRhYeHatWs3b96cnp7u7+/fPla0sbEpKSkpKytbvXr1oUOHVq9ejW0Ih8MR/9/VbGZmBtEagGgNAAB+Qjgc7qtCtQ7Gjh3LZDIRQjwe7/LlyxISEkpKSn369KHT6TQaDSHUUt+cGZOsa20sJ0FLS0y5uP1o86uSofPHWTh254idfkPMOkzljBCqrq6uq6sjEomp954jhKQUZWNLW+5XshFCDgrEzge5dULPwkjPwsjF17P4fd776BQel8tmsJpq61/cftJQXisiIsKspxPEiXbzxivqqCmaaGj206XJSMscljvi+sf+aRs2hx3qvP7OB1h+gyXHNtvOHJMWlVRbXBl76aFQIBQREVny6mNCyBOLtyffi5XTUWbnV5iNs5l/ZB2F2jENg6yy/MytXQogbac4aFsa0mg0HA4XdyuCw+BYjLcNDbjEbGrhsDkIodirDy2cbL/2I7S2MA+5bNYeaOC6bdmXykjJSB/Nuvud++r0B4Z35sd4cqDUF//1Z8S8qcwu9os7rTsOglQAACAASURBVKav3X45lSY1wmPSq/AYLQNdCTnJ2pJKOfXP3JUQl6Eo6arP9FkC158eIiIiMmrUqJCQkEmTJiGEhg8fjhBavny5u7t7QkICiUTCYuDQ0FCsgFAojIyM9PLyah+ktY+XrK2tL1265O7ujhBqbm6urq4eMmRIQ0ODt/fH4dyvXr3qZGYFKpWanZ3N5XIJBIJAIIiLi8OWt/XF4XA4oVDIYDB279595cqV8+fPt78sL1++fPLkyZ6env369Tty5IiBgQE2gYGUlFRiYqKVlRVC6MaNG3DcAURrAAAAvnyVFBU9cOBAQUGBh4dHYmJiS0uLiYmJoaEhIuFJspI5CWm5ebnxj2LE6wU+CafVdbR6JxAVERHJS8q4v+eK/jgLVRv97WnVCIkjhEykuuGqrtGvj0a/Pp8uFwgEQqGwQ9ClrK2+PiRgu/3yPc7rBk8bZevi2EmqjC/h8/nfFssZ2pob2pojhLgcjiiBUJyRd9Jju8Eg0xe3nrDozE33D0lIk+/suzBhueunodpXkZCQoFKpXC5XRERk8JTR2O/gsetmU6lUUR7u3LI9GU9epz9/Yzz06+ZIeHj0hriM5JprO3v0hGnmCDZlfAzVlmiSJqh98aEyIRIuvejTIVTDlKTl6ZgbjF/tmhQSs8nSff7hdTYz7NuONZfDWdt/FqO+edau5f/YnidPnmhpaenq6sLl5RusW7fOx8cnMjJSXl5eKBS+evVq/vz5gwYNapsN0tXVdffu3S9fvpSVlc3Pz+98FruJEyeePn16zZo1cnJyubm5AQEBurq6ubm57u7uhoaGHz58sLe3x6KmL12LtmzZ8ttvv+no6BQUFHR4oK7N06dPExISWlpaDhz4W84kMpk8evToqVOnIoRcXFyMjY2x7tY1a9asWrUqPDycTqfr6+vDQQe/ONz39NEDAMCvwN/fv7Ky0srK6t69e4qKin379nVwcLh27ZqysvLz2DhTU9OBcvoV+aVz93yc8fb58+c2NjZYuvMewmaxN9vM6z9usMPy6ccKBTtLPm5rhSbp6CDp3t9FdZU19w9dS7gWqWPRb/EZb5rsP7eBxWx9dPxWWUFxxqMkLottPcteVlFeoY/q4Kl/G5fIamUl3ntWmlnQQqenhb+SoFFsZzmaOlor66jHXn1YU1Tx4uZjFp3J5/DEaZTWxhYtSwNNUz1xsvgojymdz7v9/eh0ekNDg4aGRkZM8oHpmySVpf1jz5GluhoWCoXCFX0mCYXCvW+vUaQke66dF3MZ8958nMi7ary8gsS3hPRLNMZ5nPndYsxQgUDw4MSN0F2XaEqy2+POtuU++XPfuUf7bkzfvsRxSWfTdmMdOD99qIbD4fh8PnYRqKuraxsueOvWrdWrV3eyopGRUWRkJPY6PT1dVFQUG9/YAY/Ha2hoEBcXb/8YG+hN0tLSDQ0NsB8ARGsAAPCv4ObmJi8vn5iYOHr0aAsLCzU1NTwer6GhERoaeu3atTNnzkhISGCzJ1dVVSkpKW3fvj05OTk4OLjbW5IV/w4hYWpU0ruIBI9r/gGVpKASFlOAEBLKVVeGTda1VqP+qL1UV1GzccBsqqLM8DnjlAw0BjoOFSV0DAwEAkFzQ2PKo4SwXZck5KiW42wpclJSCjIJd56khr8UCIQyGgqS0lJiVPGG0pqm6npOCwuHww2dO5ZMlZRSlmmpboo4/iefw0MI4URwwxdMkFGW1xrQV4xEyn+XRZWhWU8Z2TsfVigU5ufnk0gkVVVVhFDIsauh2y/IaCguOrJBf7BpV2qoKir73XKejduYKevnySj1YGDZyOZLh1Rjr1unKJII33IfIel+7IAxg9vmn2iua9gwYI7eIONlF3xIEuLYgLe1A10dl013WNRZNpSsrCxNTU1xcfGf+4rRPlpjMBht0z+8ffv23r17nayopKTk6enZFtk2NTVh+UIARGsAojUAAACd2bVrV3Nzs4+PD/ZwSJuWlpbGxkZ1dXUPD48+ffo4Ozvr6+tv3rzZ39+fw+F0+wywzy7fv7r+CEFczHHdvL19h71o4H2MJxUEcl5rjUdYLNi/7gfupdKsgufXHqXHJ1ekFSKEBk0fufj4Zmz5y7tRqVGJZan5CCGChNjweU4z/ljcYQBkdXFF8v241iaGQCCgyFKpCtKyqooq+pqSf0+O39zYVPI2t6+NSSdZ73tOSUkJHo9nMBhcLldbW7st8GCzWOdW7k2LTFpzc2ffQf+cP+P2jrNvn7zcEX22pxvMFwgpdypZQoQQYkxW/OYnGztIDn9+Yq4fQohAJs0JWDlk6uhFig6LTmz6UtaWS5cuXbt2benSpdgjVb9OtAYgWgMAojUAAPjBTp06devWLWzKIGtra39//+DgYF9f30+zun2ne4cuh+26/H7xsgSTQW0LH9rQ1Bpy1RSUa0uq9CyM/iX7JO/N+72T1vLYXMNRAzOfJqsb6fSzMzcebalvZSLa3UFsb3r79q26ujqFQukwgx9moYL9uFUuzt7/nOFmtekMMXHSzvggvCi+Rxv8qKTVMaHxY+Q2TUlEBNddNa/Qm2wxeTizueXtgxd9LPp9eJG2/XWQiobaZwtLSUktWbJk7ty5RkZGP/0FAaI1iNYA6C6QZQQAALqBp6cnNn6JzWbjcLht27bFx8d3e6iWHP58b2It7ejhBERrW3jWnGpJYtQSCNKKctI9/KTWV+lj3m/7q/NvgmMZTS1DZjpYTx75cxxrERGRTo6sw6oZT87e0xtmampr2UklZR+K6JUNY7d79nSodjy7ZcU7OvZ6tIxoN4ZqAoFAKBCq9dMevWDynqnrPjx/N3v/yi+Fai9fvmxubt67dy9cKwAAAKI1AAD4YbD+FnNzc1HR7r/AHiMbJEz+K1ujDL2xdoFBU1NTSUlF+0mQ/j0UVJQcl8/4pU6AGb8vijoVfNj593PVjzsplnQvmqYqN2aJc0+3p5glaHs9RJnUvVGr2aQhN7ecQtKEWf7L/IYvubr2SGVOyWdnI3j06JG1tTVcHwAA4KsvtrALAACg+38iFxcHBgaePHmSw+F0V50n39MvVHLbL/GitiCEysvLdXR0SktLMzMzq6qq6uvru3Gj4LMBeW5ubmVlZUlJSUlJCZ1Ob/9XHA43ctEkhNBCBfsTy/1zX2d+thJGI72/4+CebmpkOWtvNgMhpCOGezdK1sewm/MHclhsAY9/fckhLo+7Neqk9Sz7p6c+k1kHSzT/8uVLOHkAAACiNQAA+PFWr15tb2+/Z8+eR48efWdVAqFwVVIj7s+KZWkfp8xyUyct1iJFDZf2nm6Jw+FERUUbGhoEAoGamhqbzWYwGAUFBRUVFXAUeoi+vr60tDSHw1FQUCCTyZWVlaWlpTwer60AltTe2nV05tPXu8at2mrnEXcjorayuiDtA0JIIBBc3Hg46mwIWZLc002NqGBjL45Y0Exlid8wFV7n1LQ1DewGnKt+3MdEX9NY1+PwBoRQ+os3fzuBBYIRI0Z8+PAhKysLTh4AAPhaMBISAAB6BIVCMTY2/uYBiokPYq9sPKxzeOeaur/SIZJEULitjJ3i35JbqKmpMZlMNTU1hBCV+rFwTk5ORkbGr5DO4YeQlZXFHl0TExOTkZGpr6/PysoyMjLCwiGSpARCSEpG+lhWcFleUeDinde8T3DorQihgc7DRUVFX918qtBXrW/XEv1/D7wIQgiRRZCTKqkn6te36R9+9OZCBftj+SHiFAlsYe7zNGObv2YJDwwMzM3Nff/+vaSkJJw5AAAA0RoAAPx4QUFBRkZGhw4dInYtxTyLKyDgcfj/Z4BoZvMNRg2uXNh69P+hmhgOrdUn/6YjoUTpeN2WkJCQkJDosFBMTExJSQkORI/i8/kIITweLyYmxufzW1pasIBkwLghf24NLMspQgip9tHc9jRQKBSyGK1FaTmpTxIfHf2TQBYTI4mdW77XJ/oUj8OVV+upI/W8losQoorieqh+gyH97eZPeHzyTkTQHQqZQhAjIoTItL9FZWFhYefPn4dQDQAAIFoDAIB/i7KysjNnzixb9pl0CwKBoLa8SkFNGXt7q4D527vmJq5QTASdGkAlE0QeVrBPFbYihJDqx74XOznCLlNJazmxrjegtbUV620DPaS1tTU7O1tERERGRqaurk5TU7MtIHl5/xlCSLzdQEccDidOkTAY3P/1gzhxKfLWZyd5rZxTS/zXGbsghBae3GjjPLonGpnUwEUIDZLqwf/1AxxtYi49eLjrqoiICI/DRQhJyP4tMHv48CGcLQAAANEaAAD8i/z+++8zZszgcrmf9q0lPYg9vdB/2s7F75+lvC1qiN3ge8lCykFNvLiFN/JZXV6roEP57caULYZf3S9BIpHev39vYGDQYfpp0C3q6+tLS0tlZGTU1NTq6uoMDAzaz72WEZGIELL3nNphrQ+v05+dDll5ZTsWq/s+OVWUlltbVnVq3jaKtJTpSMtub6eNJD6Ozk+h8+lsvqRYj5wJ+oNNTxaEIYR4PN6T08GPz9ytyC6GMwQAALoLzI4NAAA9gk6nL1269MqVK+0XlmYXBkzbQK9qQAiN8pgcbWgpaaC/f6AU9teNb5v2fmAihPBIODT/zeCxw+ZpietLfX4i6YaGhuzs7KqqKikpKQqFIhQK6+rqKBSKkZGRtLQ0i8V6//69lpaWtLQ0HItuV1BQoKamRvjCHN9hB67e230BISSpKO24bLrdvPEEAgEvKurvtJIiL2U+Zgib0SouRbaZZo8953Z21b7Ct9k7Ys52ezv90pp93zMQQmv6iB8YSOuFPRNx4lbYgSvHcu7l5eU1NjZaWFj8or+u/j87Np/Px+6YcLlcPB7fNl82l/u3/K7YucTn84VCoaioKJfLFRERgVst/2YwOzaAaA0AAP7bysvLdXV1bwVdI7YIFTRVTEZYCgSCzdZz6XVNjmtdWqobdfobsKwHrUhrTR4lJ04UaeUKLB/XFrfyvftRFmtLSIt39kMtKyuruLjY0tKyQzDGZDLfvHlDIpEsLCyYTGZeXp6hoSH85uuJaE1aWppG+3z8E3st/MmFkPGrZ5W8yws/clPIFyCEFPXVq7JLsAIUJVpLZaPmIIPJa9xMR1qVZRdutfVw3f/bKLeJ3dvOwFyG55tmhNBmffLO/tRe2DM8LneJ6rjZB1fJm2oaGRm1BSe/bLSWmZmpr6+PECoqKlJWVhYXF8cKlJWVsdkfM3bKyclh+YFqa2v5fL6iomJ+fr6CggKFQoHvGkRrAEC0BgAAPeXIav9316JFRPECHr9toTiNzG5h0dTlGLXNHCY72WXe28F2tlT8ewZ/roZ4gOU/d4CkpqYKhcL+/ft3EksUFRXZ2dmVlJRwOBwKhcLlcpWUlHA4XHNzM/S2fT8ul5uXl0elUvl8vqSkJIVC+dJk6NUl5SfmbyvPKjJ2sNI21hu+YAKVJoUQKsspCt4ZlPIgXtNMb5qPR31ZddCKAK8/dxvZDeyWFmbGvilAYtvZCq8aeGQR1DBFiYDH9cKeef/ibcDk9XiS6KLAzVZjh/26v67+H631UP0NDQ0pKSlqamp9+/b9thry8vIkJSUVFBR6qIV8Pr+goEBXV/fb2iYhIaGsrPxpncXFxdra2u0XlpWVkUgkLEcrRGvgpwTzrQEAQE/RUFZr4TGPF4YGpF+XkJNECE31XXjsw73A0of7Xl3xjTkt5AsmZz1nTlHcrCcRayfblVCNy+Xm5+d3EqohhLS1tUkkUn5+vpqaGolEKi8vb2pqSktLy8/PLywshF8Y349AIFCpVAaDgcXGNTU1XyqpoK7i++TUgbQbK8/7TfCag4VqCCFVPc0VQb6LLnsXvc3ZP2UDHi+qP3LAHf9z3dXC6OsPJpbTXjXwEEIOsoTeCdUqy8oDJq+nqMkwGa0V6YVwnvSQ4OBgOTm5s2fPYsOe8/LyvqESXV3dY8eO9VwjHz9+vGLFim9bd/bs2XJycp8u53A4165d+3RDaWlpcFaAnxhkGQEAgJ7Sf8awy4mhRCKRqCCnaaRLlqY6LXNBCGF33BXUlM5VP8ZKju3T1SFPmZmZAwd+vvuFz+c3NTXRaDQREREDA4OQkBAajaaqqqqqqioUChsaGsrKytTU1CorK6F77fupqKgghAQCgby8fE5Ozqf9AO1RpKU+u3zwGDvVKPVrW45f3nBYtZ9WaVbBpc1HtE37ahj30TTR+57mxU+ZL2j8eEN2sX5vDKjLevnu5LxtjbyWN/QKgbLIRa/ZcJJ8p6amppaWFlVV1fYL4+Libt261dTURKFQrl69+vz583Xr1t28ebOLk4W0aWho+NpVvsqYMWO+7anFiooKf3//Lz0UCsAvCEZCAgBAD8rNzdXU1OyuXx4CgSAiImLcuHEIobKyspSUFCcnJyxTRXNz86tXr1RUVMrLywcNGkSlUquqqgoKCqytrTtUUlpaSqFQvvTMFfhaQqHw3bt3+vr6bY8kfYP7h68H+59vv8Rh6bTpPh7fPJRu3qvGi0WtCKF1uhL7zKV64oPnvMng8wUGliaFGTmPjt9KvP0Mp0M99+qui4vLyZMnf/ETrG0kZEpKyoABA7oxWhs/fvy9e/c+HXn76NEjNpudlpb2+++/v3jxIjw8XFxcHIfD6enpTZky5dWrVzgcLjIyksvlzp4929DQMCQkRE1NbeDAgWlpaTdu3MDj8UpKSp6eniIiIllZWZcvXxYREREKhV5eXjIyMtgmQkJCRo8eTSaTEUKRkZEODg5YcJWRkTF69OiLFy/m5OQwGAxzc3M3NzcejxcaGjp16tSSkpKjR48SiUQ9PT13d3ccDnfp0iV3d3esklGjRuHxeDqd/uTJkylTpuTl5Z0/fx6Px+vp6bm5uWE74cCBA6Kiomw229XVNTg4eNiwYc+fP0cI1dTUzJ07d/v27dLS0vb29mw2G1slOjraxsaGSCRyOJx79+7NmDGjJw4xjIQEvfpvBgAAQA+Ji4u7d+9ed9VWXV2dkpLS9jYxMVEgEGCvS0tLW1tbsRdv377FFoaEhHxaSW1tbXFxMRyablRVVVVSUvKdlay3nHNm5Z4F8qM9dSYskB+9QH709rErkiPiv622+8VMdLMc3Sw3e1j1Pa2qKamkNzR9uvxt9Cuskd52ixbIj945eU1mXIqGhsahQ4fgfMDug2MJHt+8efPNlTQ2NpaWlrZfwmKx1q1b1/aWw+Gw2Ww2m83lcg8ePLhp0yaBQBAfH79hwwbsylBWVta3b182m33p0iUnJyc+ny8QCCZPniwUCv39/YODgzMyMubNm4ctj42NTUhIqK+vnzJlCraETqd7eHi0XWTKysp27tyJvR4xYsSTJ0+EQqG3t3djY+O+ffsePHggEAgEAkFYWNiRI0c4HM4ff/zB4XBmzpzJZDIFAsHjx4+HDBnCZrM3b96MLXF1db18+bJQKNy1a1d5eXltbe306dO5XK5AILhz505QUJBQKHRzc6upqREIBHw+39fXd8eOHVgDYmJiLly4IBQKg4KCnj17hn2iuro6oVA4f/78wMBAoVB46NCh9PT0HjrENBoNznPQO2AkJAAA9KC4uLgDBw5MmjSpW2qrrq7+0iBG7AZ8VlZWSUmJlZUVtvDT/g0ul1taWmpgYACHphvx+XwOhyMUCrF+zm+zN/EyQmjGHx5kaWr2i9T90zYUvM467uajM8jQeNhAgoTYqAWTxMRJXamqrpU/6WUj9rqiqoHLoRG+cswbn8e/f/BqWszrgsT3BHHi2BUzYy4/1DTRHTh5WFVOydPT99hMlsXk4dZTR+Ylv198crO6vrZAICguLl60aBGcD93YQdfhjMLj8dXV1W1v7969+/79e4FA0NLSoqGhsWDBAhwOFxYW5u/vj62ooqIyZ84crPCmTZuwrlp1dfW2Gq5du3b69Glsua2tLULo5MmToqKi/v7+WIGysrKqqiolJSWsNiwcmjt3rre3d2hoqI2NDZ1Ol5KSysnJWbduXVvv35o1a7DXycnJTU1NAQEB2Nv8/PxHjx4tX7587969o0ePdnJyiouLmz17dnV1tbKysqqq6oULF7Buw6lTp06dOhUbTok9w4bD4davX3/w4EGEEIfDCQoKOn/+b93Ry5Yt8/f3nzdv3uDBg9PS0oRCYV5e3qpVq+BEAv91EK0BAEAPGjp0qLe398qVK2VkZJYvXy4nJ/c9P+i5XO6Xcg9iJCUlRUVFGxsbpaSksN83HYK9hoYGFRWV9lM5g+9HJpOxHktNTc3vrIoqJ40QMrQdsOnhoYApG4zGWhJECckR8RWZhY1Vda7blnWlEjZPyBcihNBweaL29Qe38kiu25d1vQ1sNnuD2Wy+gD/IeYRbwKqUB/EPD97QG2RMlpcKWr5P28Jgivf8vjamGoZ9cDjcAEcbbK1nz55huwLOh+5CpVKxzP5//WgTFUUIZWdnY7MCzJw5EyEUFBREoVDKysqwwmJiYpmZmaamptgqRUVF2Iu29I/tp/SQlpZOSEgYNmwY+v9gK11dXXl5+WnTpmEFeDxe+/ITJkz47bffhELhqFGjsFGXK1euxMKntpnlsL44rLyKioqTkxOWbkQoFK5duxYbn9nc3Hzu3LkzZ87gcLgVK1a4uLgghObOnZuTk2Nvb4+dhJqamtLS0gUFBW1bT01NxV5s3bq1LSJtQ6PRiERiYGBgQEBAZGTkihUrnJyc4CwCEK0BAADojK2tbVhY2KFDh548eeLn5/fy5cv169fHxMR8W8ymoKBQXV3d4TmW9rCcIuHh4VjYgCUtxLS2ttbU1KiqqsITaz3xq1pdXb393v5+egONZu9ecXH1AVktJdedywuSs+JvRlpNGK5rafSP6+a2fpwxYogMQbqh6um9NwQiwczRRq8L6yKEkFDIF/LHrZg57jcXhJCmQZ/Ja92xv7j6L5P4XDxWV1e3aNGiffv2wcnQwTc/tPYlx48fd3d3t7Ozc3FxyczMDA8Pr62tPXfu3KFDh7Crire3t5ubm6mpKZFIzM3N/fDhA7biZ685q1evXrBgQUxMDIlEysjIWLp0qb29/apVq969e4dlPa2rqzty5Ehb+eHDh+/duzcsLAwhtHTp0qlTp/bp0wch5OXlNX/+fBMTE6FQmJqaunXrVqy8hoYGnU7funWrpKRkTk6OnJycn58fgUCYOnXqixcv8Hj8rFmzbty4gXXr7dy5c8OGDT4+PhQKJSMjw9fXl0Qi9e/ff/ny5VpaWnQ6vbS0tE+fPi9evHj9+jWWHBKLFdu4uLhcuXKFSCSOHz/+1KlT2CO+APzXQZYRAADoDe/evXv9+rWurq6dnV1aWpqxsTFCiMfjdd5X1gGXy42Pj7ezs8PeJiUlWVhYYD/CEhISrK2tsdfR0dF2dnYMBiMpKQkrXFVVhc3WLSkpCceiJ1RUVAiFQixRZDe66RcYefw2QkhcitzaxLCZM2bhgXVfKkxn8zk8oYwE3uFZ3ZNaLkLIOvKeYehdPFFUKBQKuPy96ddkFeS7cpp5qo5bfOb3QZNGdLGdjx492rVrV3R0NJwJbaFR+/nWeDxea2srmUzmcDgCgUBCQgIhxGazORxO2ypt302BQMBgMMhkMovFwib0+ySaFj5//jwjI4NEIk2cOBHLAlJbW0ulUtvSPFZWVra2tqqqqjY1NcnKyjY2NoqLi2OJcCoqKpSVlUtLSyUlJbFO+IaGhsbGRk1NzbYG8/n8oqIiWVlZrECH06MtbRKHw2nbolAoLCoqIhKJysrKOByOy+Vu375927ZtCKHm5uaamhpNTc32l7u2q1/7ShBCTU1NDQ0NmpqabeElk8msrKxUU1PD4/H19fVcLrex8eNAX319/aamJjwe39ZONpuNjR1o386eAFlGAERrAADwc5o9e3ZERMT69es3b96MEJo7d+7KlSvNzc27uHpUVJSFhQU25Kl9tFZZWZmRkaGoqFhdXW1iYiIpKXnz5k0HB4e2zPKFhYUcDodGo7W2tuJwODKZ3Pvzyf7EampquFxut0dr59btNxs1qI+V0bNzIYl3o6vzyyRVpK0njnx+49HeN1daapteP4gbt3wmmydwjK3/0MyTFcUVsAUI4Vr4QrnyEqfD/ptv7NAfZJJw7+mltYelFKQnbZw7aKLdZ1NNslpZEUdvmo21qcgtPrtkd2B5+FfdSgCdRGssFgvrFafT6RwOBxuU2NTU1NTU1LaKhoZGWxhTXl6urKzMZDKxbBb/xT3g5eWlqan5Ez82BtEagGgNAAB+ThwOJyoqCpsSLTs7+/3798OGDTMzM+vi6s3NzViPGR6Pxy7gbXegsRxxRCIRh8NFRUXJy8ubmJi0rSgQCJqamkRERLBb2vn5+VpaWjDxWjeqr68XExPruQe3hEJhYVZe6v0Xxel57x4lCIVCNROd0tR87YEGFRvWF+LJ921lcDjck0qWfWwDQsjsUegmTdzMrYux1ZkM5nXv40khMXwW9/eII9r99VuZrdU5pSwWi6Yimxn95trGY+JUMqO+GSE0w99zjIczHNPuitZ+QQKB4NMsKRCtAQDRGgAA/MdUVVVhvWFdXyU5ORmPx3cS4GVnZ9fV1dnY2HRSCYvFev/+fbc/VPMrq6mpYbFY7RPu9RxGc8uheVvyn2eoWeqWJuXGbva9PHOgtcrHjJFKwZVVXKFZ+L2rSwcbWv3tPGmub9o0yB0nRK67V1zbdIzVzGz/14PZtx/sv/o2NnFP7IUu/iIvLCzU0dGBow/R2q8GojUA0RoAAPwSqqur23K1dZFQKHz27JmsrGz//v0/G6oVFxcPHz6c2GnS9rq6OlFR0U8fSgHfrK6ujslk9k60hmlqaJCSls58kbK2hDjbQmtOHzJCiMsXSgdXMgRoV0HMpo0un66Vk5Sx22m1GFVCBIcbPnc8Ho9n0OmtzUyX7Uup0l93PpSWlqampkIuB4jWIFoDAKI1AAD4OVVVWGBnewAAIABJREFUVb18+dLMzOxrk78XFhamp6crKysTiURxcXE+n89kMsvKynR0dAwNDbvyO5tEImETGYFu8f79ex0dnR8yO0JUJXtKfP0eE0kZUZHjha2JpU2njQhuA78YN2YlvMt9lTF+tev3bLS1tbWgoKArJxtEawCiNQAgWgMAgP+k2NjY4cOHb9261c/P7xtW5/F4dXV1tbW1oqKiysrKkpKSXX9QpLy8vNuzYvyyampqWlpatLW1f1QDnlax75e0snhCbUk8b9NWJp3h9+QUXhTfo9GpmpoaZBmFaA2iNQB6FKR7AgCAHwmbl7ZtBtuvvoiLiioqKioqKn7VWi9evIiMjBwxYgREa91CKBRWVlYaGRn9wDaMUhQbpfixW68pyMfLcEZjfX1X8vV/m7q6OmNj47q6Ojj6AADQo+CuDwAA/GD+/v7Y/Eu9Izw8/Pbt235+fh0mlgXfg0Kh1NfXs1isf0Nj0qKTEEI9F6ohhMLCwmRlZWGmdQAAgGgNAAB+cjNmzGAymbt27eqFbe3du9fd3Z1EItnb26upqcHO7xY4HE5bW1tOTq60tLSsrOzHNibrxbvgHUFGoyx6bhPx8fHe3t4bNmyAQw8AAD0NRkICAMAPpqury2KxKisre3pDzc3NKioqZ8+enTRpEkKosLCQy+Veu3bNzc0NHrDpFlQq9Yd3rz06eUvdUGf5BZ8eqp/NZg8dOnTFihVr166FIw4AAD0N/j0DAMCPN3LkyI0bN/Zc/eXl5R4eHkuXLp06dSoWqiGElJWVCQTC/v37ZWRkGAwGHIXvV1FRoaSk9AMbwGaxMqJeD5xkS+h0/obvISYmNmLECEtLy5944mMAAIBoDQAAwF+qqqq8vLx6rv6nT5+ePXtWUlKy/QNyWK75S5cuTZ06tTcfnPuJCQSCzMzMH9iA/XO9+Vx+/zGDe3QrUVFRbTE/AACAHgUjIQEA4MczNDQ8f/785cuX3dzceqL+hoaG27dvOzs7f/onbW3toKCgY8eOQcD2/UxNTfPz8xsbG39I+o2KotK8Z6nmE4dSaT0+6Xlzc/Pp06czMzN9fHy0tLTg0H8qMDAQBhj/xNhsNuwEANEaAAD8KpydnXk83r1797o3WisrK1NVVRUIBDExMSYmJp+N1qSkpPLy8sTFxeEofD88Hk+lUltbW39ItPbsXChCyMTOshe2pa6ubmFhERkZef78+W3btsGh7+DBgwdZWVmwH35i+/fvh50AegfMjg0AAP8KCgoKFy9eHDt27HfWU1xcvHr16oULF9ra2np4eDx8+DAsLGz48OFsNptEIn12lTNnzqiqqo4bNw6Owvfj8Xjv37/n8XjGxsYEAqHXtlucmedn52lsb7n6sj9OpJeeKPP19Y2NjY2KioLjDgAAPQT66AEA4Mfbv3+/rKxsQkLC9evX4+Liampq7t+/f/PmzW+o6sSJEzU1NWQymUql/vbbb2vXrjU0NMThcF8K1RBCJSUlMPdadxEVFdXS0hIREcnPz+/N7YYdudbP1mzN1Z29FqohhGbNmvXs2TM46AAA0HOgbw0AAH48Dodz48aN+Pj4sLCw2tralJSUgoKCAwcOjBkzZt26dXg8vov1FBUV0Wg0oVD4VSPxmExmTU2Nuro6PGbz/VgsVnZ2toKCAolEkpaW7qWNtrYu15q04orfAPvBvflh+Xw+gUAIDAz08PCAQw8AABCtAQDAL6ShoWHkyJHZ2dlMJrOLq3h5eVGpVF9f36/dVnR0NIvFcnR0hN3+/aqqqsrLy/v27Usmk3ttozvG/YZwuC0PjvTyhzU3N29ubs7NzYXjDgAAPQFuowIAwL9USUnJxIkTux6q1dXVHTx4cNiwYd+wrejo6NWrV8M+/1pcLvfTac2xx9V6+WbosvNbyzIKvAa4lBWU9OZ2x44dm5eXFxERAScDAAD0BPw33IIFAADQC96/f79gwQJXV1dZWdmulC8vL1dWVp49e/Y3DGi0tbV9/fo1kUjs27cv7PkuioiIiI6OHj9+fF1dXU5OjoaGBkKISCTm5uZ20rHGYrEEAgEej3/9+vWqVavevXs3atSo72+MOIWsbtwnMST68dHblQWlqvpakjJSvbATzM3NAwMDra2tzc3N4ZQAAIBuB31rAADwLzV48OD4+Hg9Pb0ulmcymU5OTl1/yK09PB7PYrG2bNly48YNbAlkj2gjEAg6LCkuLn769OmNGzcuXLiQnp5eWFhYVVWVlZUlKSnp4+Pz+vXrpKSk9uX5fD6fz79169b69evd3NwyMjIqKyvd3NwoFIquru6tW7e6pZ39Rw86lhW87s7e+oqaLTYLMp+n9MLOkZaWrq6uHjRoEDxYAQAAEK0BAMAv5Pz589OnT8fhupriLz8/f9KkSd+8uUuXLr19+3bWrFknTpzIzc0dOXJk1wdh/twUFBQOHDjQfsmRI0emT59ua2ubkJCgpaV1586d7du329nZ7d+/X0tL69ixY8OHD7948WL7YNjPzy8sLCwgIIDBYPTv35/H482aNevcuXNxcXGvXr3qrqbicLh+tgM23T2gN9x0/9QNvbN/CASCuLg4i8WCUwUAALodZBkBAIB/qfj4+AkTJjQ3N9Pp9H+cvXrGjBm3bt0aNWrUkydPvnmL+/bty8/Pf/jw4Y4dO7y8vGpqan7ZnZ+Tk5Obm9vQ0CApKXnw4MF9+/b5+vqGhYUhhBobG7W0tKZMmXL69OlPZ1RjMBiBgYFMJvPdu3e+vr6ysrJiYmJ1dXVYHymPx+PxeGJiYm3l2Wz2iRMnMjMznZyc1qxZs3Dhwi1btnx/+0sLinwGLVp7b5+hjVkv7K7GxkYikSghIQFfWwAAgGgNAAB+FdHR0QUFBQMHDjQ1Ne2k2Lt372RkZMhksqSk5PfPyJyXl1dbWzty5EhfX9/169f/V/ZVa2srFtMKhUIGgxEQEKCrqzt9+vT2oVEXnTt3btGiRYsWLVJVVTU2Ni4qKlqyZImOjs6YMWOCgoIYDAaNRqusrFRUVPzH+NnIyCgkJITJZNbV1cXHx3t7e39aMiYmJjo6etWqVSdOnHj69OmRI0d0dHT+MT7v3NGFvtU5pWtu75ZRkIPvEQAAQLQGAACg+wkEgtbWVg6H0zZzF5PJZLFYMjIy7YsxmczXr19/WzbIL9m6deuECRMsLS3/DfuhX79+hYWFJBLJ09PT1dXVxMSk/V9ZLNbBgwetra3z8/NdXFw2bNgwYMCA4ODgxMTES5cu2dvbi4qKftXmKioqAgICnJycRo4c2baQw+GMHDmyqqqKSqX6+fk5OTn94yBVBoNBIBCIRGLXN11cXBwTE6Ovr6+oqKipqcnn87HDfeHChVmzZnWxktCjV0N2XByzbNoMn8W9dow4HA6BQOj6wF0AAAAQrQEAwH+bmZmZs7PzH3/8gb319fU9efLkiBEjBg4cuGDBgvv37xcUFKxbt05PT6+yshLLCfn9G+VyuStWrGAymZqamhMmTDA3NycQCAKBYNOmTSYmJsXFxWfOnElPT6dQKD3xkYVC4Y4dO/h8/oABA8zMzGpraxUVFePj45OTk/l8/rhx4xwcHE6ePLlo0aK21Jd0Ol1aWnr27NmXL1+eNWtWWVlZcHCwtLR0Y2MjFuUGBgYuXvx1ccvatWtjYmJevnzZPtKLi4t7+vQpQsjHx6dHwxJPT89r164lJSVZWlru37+fTCabmZnJyMjIyMh0JfbbYrdIq3/f+QfWflvKmW/z8OHDIUOGSElJwdcWAAC6kSjsAgAA+NdiMBjbtm3j8/nDhg0bOHCgn5/fnj17xo0bt2LFCjKZvHz58nnz5mVnZ58/fz4zM1NJSalbNorH41VVVQUCQWJior+/v7S0dEBAgLGxMZfL1dfXz8zMLCoq4nK5PfSRS0tLg4ODm5qaFBUV9+zZQyQS09LS/vjjj2nTpllZWSGEysvLjYyMcnJypk+fbmVlVVVV5efnJysru2XLlsWLF6uoqCgpKWHDCGk02owZM/7888/a2tqvbYa3t7ejo2NSUtKdO3f27duHxWa2tra2tra9cNx37Nhx/vz5mJiYW7dujRw5kkAgjBgxQlRUlMVibdy4cfz48Z2s21BZW1dUZTHOtjdDNYTQuHHj4AsLAADdDvrWAADg3ys9Pd3ExGTEiBE+Pj46OjrNzc2GhoY4HI7H4yGEOBxOT+d1aG5uPnv2rLe399ChQx88eEAkEgsLC1NTU8eMGfMNz4N1xatXr6ytrY8fP75s2bLIyMioqCgzMzMXF5f2ZfLy8k6fPj1gwICNGzfOnDnz3LlzJ06cmDlz5qe1xcTE2NnZ6enpeXt7u7u7d7FDrKmpicPh4HC4Fy9eLFiwIC0trVs6Lb/KunXrsrKyzM3Nt23bhhBis9l8Pv/q1avh4eFCoVBNTU1GRkZcXHzTpk0dVqwtq9o4YM7KGzv6jxzUmw3Oz89XUVEhkUjwtQUAAIjWAAAA9J7ExEQulztkyBAsbOBwOGQy+Rvm4O6K1tZWMpn84cMHXV3dzktyudy9e/cuWbJETu6LiTQ4HI6Li0taWtqmTZvGjBmjpKT0j8+w0el0f3//gIAAGRmZmpoaZ2fn27dv9/4+53K50dHRWlpa7SfcY7PZv//+u7i4+Pnz51VUVBQUFC5evCgvL99+xdfhz0/O9dv79qqsikJvNpjNZhMIhB46KwAAAKI1AAAAoEvS0tKOHj16+vTpHqp/6tSpFy5coFKp3VhnZWVlRESEg4ODsrLyuXPnLC0t+/fv/2mxyMjI5cuXX7x4UVtb+/r1656env/mrPSNjY3Nzc0aGhp/Lalr8HdaqaarterKdjhRAQDgJwDPrQEAAPgKAoFg2LBh3RJKCYXCw4cPp6amXr9+vW/fvllZWRwOZ/r06Y8fP2YwGN0brSkpKbFYrMmTJ0+bNm3jxo0iIiIFBQXt4xzso3348GHhwoU2NjYIIS8vr3/5saDRaCUlJW1vG2rr1xu7EMSJE85sgRMVAAB+DjBiAQAAwFcoLy9vbGycNGnS91eVm5v7/PlzU1NTHR2d1NRUDocTERFRWFhobGzcXRlT2vPw8EhKStq4cePatWuHDx/+6cR0mzdvtrW1/fRJsH+zlJSUttexQfeFAqHjshk6Jvq935J+/fpduHABviAAAADRGgAAgB9GTk5u0aJFgwZ9bwaLhw8f7t+/f9y4cYsXL87IyODxeDweb8yYMRcvXrxz505P5MfH4/GPHj3y8/Pbvn07iUSysrKysLCoqalpK3D9+vWkpKT/1uFwd3dve223cCJCKDn8+Y9qTA8lngEAAIjWAAAAgC4hkUjHjx//nlmzExMTFy1a5OTkxGAwFixYgD0YhsfjsYzz/fr1U1FR6aHGOzg4bN26VVxcXFtbe/DgwRMmTCguLkYI5eXlrVmzRllZ2c3N7T93RNhstoODw4ULF6RkaCuv+5elF+S/y+79ZmCzY8MXBAAAuhc8twYAAOCrwy1s6rNvwOPxFi9ezGazaTTa6tWrf9RHOH78OEKIxWIpKysrKirm5uaOGTNm8ODBNTU1ampq/63DQSQSp0+f7unpqaOjM2zUMCO7gSG7Lqy5sauXm4HH4zkcDnw7AACge0HfGgAAgK/w4sULW1vbdevWfVtK4YcPH6ampubn54eGhg4cOPDHfhYxMbG1a9eOHTs2KyvrwYMHhw4d+s+FagghHA7n4eEhLi7e2NiIEJryx4L0Z69f3Hrcm224fft2YWEhmUyGLwgAAHTzRR4y+AMAAOi6goICAwODwYMHb9q0ydHR8dtq0NbWhj3ZvVYsXW6pbezk7iwtL7t/5iZ5beX5+3opp2VjY6OcnNzJkyc9PDzgQAAAQPeCvjUAAABfQVtbm81m79y5MywsTCAQfO3qtbW1EKr1BFOSZmzA3Y2msxcrO9YUVQyeOqrXNs1isfh8flRUVEhICBwIAADoXvDcGgAAgK+Qm5trYmJy+/ZtHA73tZkb6XR6VVUVi8X6Lw44/JdjyOJ0lg9bunxZS2OThq5Ob25aSUkpIiLC0dExPT29W6Z2AAAA0Ab61gAAAHyFK1eusFis2traY8eOfVW0FhERkZSUpKqqCqFaTzC3tZo4dfKRY0drmhp6/xkHGxubbdu2xcXFwYEAAIDuBc+tAQAA+Aq1tbUFBQWmpqZfO7nWli1b/P39q6ur5eXlYTd2Oz6fv337dj8/P4TQs2fPzM3NqVQq7BYAAPivg741AAAAXRUaGnrlypWBAwd+GqpVV1ffv39/7969V65caWpqSktL61CgubkZIUSj0WA39gQ8Hu/j4xMWFnb48OF+/fotXboUh8M5ODiEh4f39Ka5XC6bzR4wYAAOh9u2bRscCwAA6Ebw3BoAAICuunfvnoyMjIhIxzt9+/btO3z48IoVK0JDQxkMBovFOnbs2MmTJ62srLA5rxFC2LDJlpYWaWlp2JM9AYfDjR8/Hnt99erVVatWEYnEgwcP5uXlLVu2bPfu3SUlJSNHjpw+fXr3bpfH42VkZPB4PITQ8OHD4UAAAEA3gr41AAAAXeXu7j527NgOC4VCYWtrK5FI3LRp04sXL969e7dw4cI3b964ubkFBwe3FUtOTp4/fz6FQoHd2DusrKz69+8/Y8YMhJCWlpZQKFRVVZ05c2Z1dXX3bkhcXFxfX9/R0VFNTS0nJwf2PAAAdCO8r68v7AUAAABdoaKiMnXqVDU1tW3btlVVVdHpdHV19R07dtDp9Bs3brQNj8TSRT569Cg6OlooFJqbm1dXV1MoFB8fn7auNtALcDhc3759LSwsuFzunDlz8Hh8ZmbmsmXLREW7eWSNmJiYgYFBcnLys2fPZs+eHRISYmRkBPsfAAC64UoOWUYAAAB0nZ2dXWxs7Jw5cwoKCp4/fx4SEuLs7JyQkGBhYdGhJJ/P37Vr16FDhyZMmGBsbHz58uWUlJSvTfoPulFAQMD69esHDRp08+ZNBoNhYGBQXFx84sSJ/v37HzhwYNeuXQ4ODt+/FS6Xm5eX19DQYGpqSiaTYbcDAABEawAAAH6AO3fuODo64vF4Eon0pTIpKSmrV69OTExksVjwH+fHYrPZb9++1dTUrKmpMTExIRAIjo6OIiIinp6eDx48MDU1nTZtmoyMzPdviMFgUCiUoUOHXrt2rbi4eMiQIbDzAQAAojUAAAD/UgcOHNDX13dycoJd8e/x6tWr+Ph4Dw8PSUlJOp1ub2//v/buH5T6PYDjeMTgT8Tx78hioBSHTNd062Ty2CxH3TIZMNvU0y2Duha5g8lgMKgjkoUjuimDEkbRIwoPCXU6w+F33EE93R49XVyXp+d5vSYZfuqj1Juf7zedTm9tbb3Kw/f39+vq6h4+npubc2s2gFoDAF4ok8kcHByEQqHS0tLT09P8/Pzi4uL/8sDDw8N4PD4+Pn55eXlzc/P4KFEA1BoA8FRdXV3z8/NBEITD4e3t7YerzB8u3Y7FYqOjo2VlZcPDw08/pySTyUxPT0cikUgkYl4AtQYAvNDOzk5LS8vx8fHd3d3V1VU4HK6oqPhykufU1NT6+noikZibm2tqanpirW1sbKyurg4NDZkXQK0BAK8glUodHBw0Njbu7e2dn58vLi52dnYWFBT09PRUV1cvLCzk5ub+60Nub293dnYeHxkKgFoDAF5fMplMpVLl5eVfXckQBMFXV+qdnZ2Fw+Hl5eX29na7ATyXf/kFAJ6nsLCwr6+vv78/CIJUKnV0dFRUVNTb2zs5OXlycrK5ufnld8EVFRWlpaXb29tGA3gBf1sDAJ5tbW1tcHAwCILa2tqxsbFEIrG7uxuLxZqbm9va2vLy8uLxeFVVVSqVqqmpSSaT6XTaaABqDQB4C5lMZmZm5uLiYmBg4J8H9F9eXvb19QVBsLKyMjs7W1xc3N3dPTExEY1GjQbwLDkmAABeIDs7OxaLPf58KBQaGxu7vr6+u7vLysqqr6+PRqNLS0tqDeDZP2lNAAC8rnA43NDQ0NHREY1GKysrW1tbR0ZGzALwXN6EBAD+Lzc3N5lMpqSkxBQAag0AAOAH4U1IAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAzKCV+AAAI60lEQVQAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAA4EeUYwIAAPiZ/fbHX1fJtB2+pbay8M/+X9QaAADw1h5SbfH3dlM89uFj4tPn5Ht9dW9CAgAAfI/UGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAHg/OR8+JqwAAAA/s9rKQiN8a5lPn5PvEk2/NlVl3d/f+x4AAAB8b7wJCQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAeHt/A2F0O4QWtU/EAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">22<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff1 fs4 fc1 sc0 ls0 ws0">Rysunek  4  Inwestycje <span class="_ _29"> </span>strategiczne  planowane  w <span class="_ _29"> </span>latach  2026-<span class="ls4">203</span>5  <span class="ff6">(źródło:  Krajowy  Dziesięcioletni <span class="_ _29"> </span>Plan </span></div><div class="t m0 x3 he y216 ff1 fs4 fc1 sc0 ls0 ws0">Rozwoju <span class="ls4">2026<span class="_ _2"></span></span>-2035 <span class="ff6">–</span> <span class="ff6">wyciąg do ko<span class="_ _2"></span>nsultacji</span>) </div><div class="t m0 x7a he y7f ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y17a ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y2cb ff1 fs4 fc1 sc0 ls0 ws0">OGP <span class="_ _1a"></span>Gaz-System <span class="_ _1c"></span>S.A. <span class="_ _1a"></span>zapowi<span class="_ _2"></span>ada <span class="_ _1a"></span>ponadto, <span class="_ _1a"></span><span class="ff6 ls16">że</span> <span class="_ _1c"></span><span class="ff6">po<span class="_ _2"></span> <span class="_ _1c"></span>zakończeniu<span class="_ _2"></span> <span class="_ _1c"></span>klu<span class="_ _2"></span>czowych <span class="_ _1a"></span>inwestycji <span class="_ _1a"></span>inf<span class="_ _0"></span>rastrukturaln<span class="_ _2"></span>ych <span class="_ _1c"></span>na </span></div><div class="t m0 x3 he y2cc ff6 fs4 fc1 sc0 ls0 ws0">znaczeniu <span class="_ _21"> </span>zyskiwać  będą  zadania <span class="_ _21"> </span>remontowo<span class="ff1">-</span>moderniza<span class="_ _2"></span>cyjne,  co <span class="_ _21"> </span>również  zapewni  Grupie <span class="_ _21"> </span>rynek  zbytu </div><div class="t m0 x3 he y2cd ff6 fs4 fc1 sc0 ls0 ws0">oferowanych produkt<span class="_ _2"></span>ów.<span class="ff1"> </span></div><div class="t m0 x3 he y2ce ff6 fs4 fc1 sc0 ls0 ws0">Polska <span class="_ _1d"> </span>Spółka <span class="_ _1d"> </span>Gazownictwa <span class="_ _1d"> </span>Sp. <span class="_ _1d"> </span>z <span class="_ _a"> </span>o.o. <span class="_ _1d"> </span>zapowiada <span class="_ _1d"> </span>również <span class="_ _1d"> </span>wzrost <span class="_ _1d"> </span>inwestycji. <span class="_ _1d"> </span>W <span class="_ _a"> </span>zakresie <span class="_ _1d"> </span>rozbudowy </div><div class="t m0 x3 he y2cf ff1 fs4 fc1 sc0 ls0 ws0">infrastruktury<span class="_ _2"></span> <span class="_ _1c"></span>d<span class="_ _2"></span>ystrybucyjnej<span class="_ _2"></span>, <span class="_ _1a"></span><span class="ff6">Prezes <span class="_ _1a"></span>Urzędu <span class="_ _1a"></span>Regulacji <span class="_ _1a"></span>Energetyki <span class="_ _1a"></span>uzgodnił<span class="_ _2"></span> <span class="_ _1a"></span>projekt <span class="_ _1a"></span>„Planu <span class="_ _1a"></span>rozwoju <span class="_ _1a"></span>Polskiej </span></div><div class="t m0 x3 he y2d0 ff6 fs4 fc1 sc0 ls0 ws0">Spółki  Gazownictwa  na  lata  2022<span class="_ _2"></span><span class="ff1">-</span>2026”.<span class="ff1">  Plan  ten  za<span class="_ _2"></span>wiera  </span>szereg  przedsięwzięć  inwe<span class="_ _2"></span>stycyjnych  w  celu </div><div class="t m0 x3 he y2d1 ff6 fs4 fc1 sc0 ls0 ws0">zaspokojenia <span class="_ _2"></span>obecnego i <span class="_ _2"></span>przyszłego zap<span class="_ _2"></span>otrzebowania n<span class="_ _2"></span>a paliwa gazowe <span class="_ _2"></span>w zakład<span class="_ _2"></span>anej 5<span class="_ _2"></span><span class="ff1">-letniej <span class="_ _2"></span>perspektywie </span></div><div class="t m0 x3 he y2d2 ff1 fs4 fc1 sc0 ls0 ws0">czasu, w tym: </div><div class="t m0 xf h12 y2d3 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">m<span class="_ _0"></span>odernizacja  istn<span class="_ _2"></span>iejącej  sieci  gaz<span class="_ _2"></span>owej  o  dłu<span class="_ _2"></span>gości  ponad <span class="_ _21"> </span>5,3  tys.  km  oraz  396 <span class="_ _21"> </span>stacji  gazowych </span></span></div><div class="t m0 x10 he y2d4 ff6 fs4 fc1 sc0 ls0 ws0">gwarantującą ciągłoś<span class="_ _2"></span>ć i bezpieczeństwo dosta<span class="_ _2"></span>w paliwa gazowego użytkownikom s<span class="_ _2"></span>ystemu,<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xf h12 y2d5 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">budowa <span class="_ _1c"></span>nowej <span class="_ _1c"></span>s<span class="_ _2"></span>ieci <span class="_ _1c"></span>gazow<span class="_ _2"></span>ej <span class="_ _1c"></span>o <span class="_ _1a"></span>długości <span class="_ _1a"></span>ponad <span class="_ _1c"></span>9,8 <span class="_ _1a"></span>tys. <span class="_ _1a"></span>km <span class="_ _1c"></span>oraz <span class="_ _1c"></span>437 <span class="_ _1a"></span>stacji <span class="_ _1c"></span>gazo<span class="_ _2"></span>wych <span class="_ _1c"></span>za<span class="_ _2"></span>pewniającą<span class="_ _2"></span> </span></span></div><div class="t m0 x10 he y2d6 ff6 fs4 fc1 sc0 ls0 ws0">dostęp  do <span class="_ _29"> </span>paliwa <span class="_ _29"> </span>gazowego  nowym <span class="_ _29"> </span>odbiorcom  gazu, <span class="_ _29"> </span>tym  samym <span class="_ _26"> </span>d<span class="_ _2"></span>ługość  sieci <span class="_ _26"> </span>gazo<span class="_ _2"></span>wej <span class="_ _29"> </span>Spółki<span class="_ _2"></span> </div><div class="t m0 x10 he y2d7 ff6 fs4 fc1 sc0 ls0 ws0">wzrośnie o 5%,<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xf h12 y2d8 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">budowa  sieci <span class="_ _21"> </span>gazowej  o<span class="_ _2"></span>  d<span class="_ _2"></span>ługości <span class="_ _21"> </span>ponad <span class="_ _21"> </span>4,0  tys. <span class="_ _21"> </span>km  umożliwiającą <span class="_ _21"> </span>przyłączenie <span class="_ _21"> </span>407  in<span class="_ _2"></span>stalacji </span></span></div><div class="t m0 x10 he y2d9 ff6 fs4 fc1 sc0 ls0 ws0">wytwórczych biometanu<span class="_ _2"></span><span class="ff1">, </span>wpisu<span class="_ _2"></span>jąc się w zwiększenie udziału o<span class="_ _2"></span>dnawialnych źród<span class="_ _2"></span>eł energii<span class="ff1">. </span></div><div class="t m0 x3 he y2da ff6 fs4 fc1 sc0 ls0 ws0">PSG Sp. z o.o. deklaruje, iż obecnie około 65% obs<span class="_ _2"></span>zaru kraju ma dostęp do gazu ziemnego z sieci, co oznacza, </div><div class="t m0 x3 he y2db ff6 fs4 fc1 sc0 ls0 ws0">że <span class="_ _26"> </span>w <span class="_ _26"> </span>ciągu <span class="_ _26"> </span>dekady <span class="_ _29"> </span>udało <span class="_ _28"> </span>s<span class="_ _2"></span>ię <span class="_ _28"> </span>zgazy<span class="_ _2"></span>fikować <span class="_ _28"> </span>niemal <span class="_ _26"> </span>10<span class="_ _2"></span><span class="ff1 lse">% <span class="_ _26"> </span></span>te<span class="_ _2"></span>renu <span class="_ _26"> </span>Polski. <span class="_ _26"> </span>Wedłu<span class="_ _2"></span>g <span class="_ _28"></span>ostatn<span class="_ _2"></span>ich <span class="_ _28"> </span>plan<span class="_ _2"></span>ów<span class="ff1">, <span class="_ _26"> </span></span>w <span class="_ _26"> </span>ciągu </div><div class="t m0 x3 he y2dc ff6 fs4 fc1 sc0 ls0 ws0">kolejnych <span class="_ _1c"></span>dwóch <span class="_ _1c"></span>lat <span class="_ _2"></span>p<span class="_ _2"></span>onad <span class="_ _2"></span>70% <span class="_ _2"></span>obs<span class="_ _2"></span>zaru <span class="_ _2"></span>Po<span class="_ _2"></span>lski <span class="_ _2"></span>będzie <span class="_ _1c"></span>miało <span class="_ _2"></span>d<span class="_ _2"></span>ostęp <span class="_ _2"></span>do <span class="_ _1c"></span>gazu <span class="_ _2"></span>s<span class="_ _2"></span>ieciowego. <span class="_ _2"></span>Tym <span class="_ _1c"></span>samym <span class="_ _1c"></span>około </div><div class="t m0 x3 he y2dd ff1 fs4 fc1 sc0 ls4 ws0">90<span class="lse">% <span class="ff6 ls0">Polaków będzi<span class="_ _2"></span>e miało dostęp d<span class="_ _2"></span>o gazu.<span class="ff1"> </span></span></span></div><div class="t m0 x3 he y2de ff6 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _28"> </span>za <span class="_ _26"> </span>pośrednictwem <span class="_ _28"></span>d<span class="_ _2"></span>ziałając<span class="_ _2"></span><span class="ff1">ego <span class="_ _28"></span></span>na <span class="_ _28"></span>rynku<span class="_ _2"></span> <span class="_ _28"></span>budowy <span class="_ _28"></span>gazociągów <span class="_ _28"></span>Oddział<span class="_ _2"></span><span class="ff1">u<span class="_ _2"></span> <span class="_ _28"></span>STALPROFIL <span class="_ _28"> </span>S.A. <span class="_ _26"> </span>w <span class="_ _28"></span>Zabrzu<span class="_ _2"></span> </span></div><div class="t m0 x3 he y2df ff1 fs4 fc1 sc0 ls0 ws0">zamierza <span class="ff6">kontynuować swoje </span>u<span class="_ _2"></span>czestnictwo w realizacji program<span class="ff6 ls1f">ów</span> inwestycyjn<span class="_ _2"></span>ych Gaz-System S.A. i <span class="_ _0"></span>PSG Sp. </div><div class="t m0 x3 he y2e0 ff1 fs4 fc1 sc0 ls0 ws0">z o.o.  </div><div class="t m0 x3 he y2e1 ff6 fs4 fc1 sc0 ls0 ws0">Wojna <span class="_ _2"></span>między <span class="_ _2"></span>Rosją<span class="ff1">, <span class="_ _2"></span></span>a <span class="_ _2"></span>Ukrain<span class="_ _2"></span>ą <span class="_ _2"></span>z <span class="_ _2"></span>jednej <span class="_ _2"></span>strony <span class="_ _2"></span><span class="ff1">p<span class="_ _2"></span>owoduje <span class="_ _2"></span></span>niepewność <span class="_ _2"></span>na<span class="ff1"> <span class="_ _2"></span>rynk<span class="lsd">u,</span> <span class="_ _2"></span></span>a <span class="_ _2"></span>z <span class="_ _2"></span>drugiej <span class="_ _2"></span>spowodo<span class="_ _2"></span>wała, <span class="_ _2"></span>iż </div><div class="t m0 x3 he y2e2 ff6 fs4 fc1 sc0 ls0 ws0">na <span class="_ _a"> </span>powrót <span class="_ _a"> </span>ogromne <span class="_ _a"> </span>znaczenie <span class="_ _21"> </span>p<span class="_ _2"></span>rzywiązuje <span class="_ _a"> </span>się <span class="_ _a"> </span><span class="ff1">do <span class="_ _a"> </span></span>uniezależnienia <span class="_ _a"> </span>się<span class="ff1"> <span class="_ _a"> </span></span>krajów <span class="_ _a"> </span>Europy <span class="_ _a"> </span>od <span class="_ _a"> </span>gazu <span class="_ _21"> </span>i <span class="_ _a"> </span>ropy </div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x8 y13 w5 h8" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">23<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff6 fs4 fc1 sc0 ls0 ws0">pochodzącej z Rosji<span class="ff1"> </span>. W ślad za tym istnieje koniecznoś<span class="_ _2"></span>ć inwestowania w inne źródła zaopatrzenia w gaz<span class="_ _2"></span><span class="ff1"> oraz </span></div><div class="t m0 x3 he y4e ff1 fs4 fc1 sc0 lse ws0">w <span class="ff6 ls0">infrastruktu<span class="_ _2"></span>rę przesyłową i<span class="_ _2"></span><span class="ff1"> </span>dystrybucyjną. <span class="ff1"> </span></span></div><div class="t m0 x3 he y1df ff1 fs4 fc1 sc0 ls0 ws0">Aktualna <span class="_ _a"> </span>polityka <span class="_ _a"> </span>klimatyczna <span class="_ _21"> </span>Unii <span class="_ _a"> </span>Europejskiej<span class="_ _2"></span>, <span class="_ _a"> </span><span class="ff6">dostosowana <span class="_ _a"> </span>do <span class="_ _21"> </span>warunkó<span class="_ _2"></span>w <span class="_ _21"> </span>geopolity<span class="_ _2"></span>cznych<span class="_ _2"></span></span>, <span class="_ _21"> </span><span class="ff6">również<span class="_ _2"></span> </span></div><div class="t m0 x3 he y1b8 ff6 fs4 fc1 sc0 ls0 ws0">zakłada <span class="_ _26"> </span>dalsze <span class="_ _28"></span>użycie <span class="_ _28"></span>gazu <span class="_ _28"> </span>ziemne<span class="_ _2"></span>go <span class="_ _28"></span>jako <span class="_ _28"></span>znacz<span class="_ _2"></span>ącego <span class="_ _28"></span>paliwa <span class="_ _28"></span>w <span class="_ _28"></span>bilans<span class="_ _2"></span>ie <span class="_ _28"></span>energetyczny<span class="_ _2"></span>m <span class="_ _28"></span>Unii. <span class="_ _28"></span>Niższe <span class="_ _28"></span>ceny </div><div class="t m0 x3 he y1b9 ff6 fs4 fc1 sc0 ls0 ws0">energii w UE <span class="_ _2"></span>oraz wsp<span class="_ _2"></span>arcie finans<span class="_ _2"></span>owe dla <span class="_ _2"></span>europejskiego przemysłu <span class="_ _2"></span>i odnawialnych<span class="_ _2"></span> źródeł energii<span class="_ _1c"></span><span class="ff1">, </span>to<span class="_ _2"></span> główne </div><div class="t m0 x3 he y97 ff6 fs4 fc1 sc0 ls0 ws0">założenia <span class="_ _26"> </span>Czys<span class="_ _2"></span>tego <span class="_ _26"> </span>Ładu <span class="_ _26"> </span>Przemysł<span class="_ _2"></span>owego <span class="_ _26"> </span>–<span class="ff1"> <span class="_ _26"> </span></span>no<span class="_ _2"></span>wej <span class="_ _28"> </span>s<span class="_ _2"></span>trategii <span class="_ _26"> </span>Komisji <span class="_ _26"> </span>Eu<span class="_ _2"></span>ropejskiej, <span class="_ _26"> </span>która <span class="_ _26"> </span>ma <span class="_ _26"> </span>u<span class="_ _2"></span>możliwić <span class="_ _26"> </span>Unii </div><div class="t m0 x3 he y98 ff1 fs4 fc1 sc0 ls0 ws0">konkurowanie z<span class="_ _2"></span> USA i Chinami. </div><div class="t m0 x3 he y1e2 ff6 fs4 fc1 sc0 ls0 ws0">Omówione <span class="_ _1e"> </span>p<span class="_ _2"></span>owyżej <span class="_ _1e"> </span>okolicznoś<span class="_ _2"></span>ci, <span class="_ _1e"> </span><span class="ff1 ls2a">o <span class="_ _20"> </span><span class="ls0">znaczeniu<span class="_ _2"></span> <span class="_ _1e"> </span>krajowym, <span class="_ _1e"> </span><span class="ls27">jak <span class="_ _20"> </span><span class="ls2b">i <span class="_ _1e"> </span></span></span></span></span>międzynarod<span class="_ _2"></span>owym <span class="_ _1f"> </span>po<span class="_ _2"></span>wodują, <span class="_ _20"> </span>że <span class="_ _1e"> </span><span class="ff1 lse">w </span></div><div class="t m0 x3 he y1ba ff6 fs4 fc1 sc0 ls0 ws0">perspektywie <span class="_ _28"></span>długotermino<span class="_ _2"></span>wej<span class="ff1"> <span class="_ _26"> </span></span>można <span class="_ _28"></span>sp<span class="_ _2"></span>odziewać <span class="_ _28"></span>się <span class="_ _28"></span><span class="ff1">utr<span class="_ _2"></span>zymania <span class="_ _28"> </span>p<span class="_ _2"></span>opytu <span class="_ _28"></span>na <span class="_ _26"> </span></span>usługi<span class="ff1"> <span class="_ _28"></span></span>Spółki<span class="_ _2"></span><span class="ff1"> <span class="_ _28"></span>realizowane <span class="_ _28"> </span><span class="lse">w </span></span></div><div class="t m0 x3 he y1bb ff1 fs4 fc1 sc0 ls0 ws0">segmencie infrastruktu<span class="_ _2"></span>ry. </div><div class="t m0 xf h11 y2e3 ff2 fs5 fc1 sc0 lsb ws0">10.<span class="ff7 ls0"> <span class="_ _d"></span><span class="ff5">Charakterystyka <span class="_ _1c"></span>zewnętrznych <span class="_ _1c"></span>i <span class="_ _1c"></span>wewnętrznych <span class="_ _2"></span>czynni<span class="_ _2"></span>ków <span class="_ _2"></span>istotnych <span class="_ _2"></span>d<span class="_ _2"></span>la <span class="_ _2"></span>rozwoju </span></span></div><div class="t m0 x10 h13 y2e4 ff5 fs5 fc1 sc0 ls0 ws0">przedsiębiorstwa Spółki<span class="ff2"> </span></div><div class="t m0 x3 he y2e5 ff6 fs4 fc1 sc0 ls0 ws0">Główne <span class="_ _1c"></span>zewnętrzne <span class="_ _1c"></span>czyn<span class="_ _2"></span>niki <span class="_ _1c"></span>istotn<span class="_ _2"></span>e <span class="_ _2"></span>d<span class="_ _2"></span>la <span class="_ _1c"></span>rozwoju <span class="_ _1c"></span>przeds<span class="_ _2"></span>iębiorstwa <span class="_ _2"></span>Spó<span class="_ _2"></span>łki <span class="_ _1a"></span>związane <span class="_ _1c"></span>są <span class="_ _1c"></span>z<span class="_ _2"></span><span class="ff1"> <span class="_ _1c"></span></span>bieżącą<span class="ff1"> <span class="_ _1c"></span></span>sytuacj<span class="_ _2"></span>ą <span class="_ _1c"></span>na </div><div class="t m0 x3 he y2e6 ff6 fs4 fc1 sc0 ls0 ws0">rynku sta<span class="_ _2"></span>li (segment stalowy) oraz na <span class="_ _2"></span>rynku sieci przesyłowych gazu (s<span class="_ _2"></span>egment infrastruktury).<span class="_ _1c"></span><span class="ff1"> </span></div><div class="t m0 x3 he y19d ff6 fs4 fc1 sc0 ls0 ws0">Kluczowymi <span class="_ _2"></span>para<span class="_ _2"></span>metrami <span class="_ _1c"></span>dla <span class="_ _2"></span>o<span class="_ _2"></span>ceny <span class="_ _2"></span>sy<span class="_ _2"></span>tuacji <span class="_ _2"></span>ryn<span class="_ _2"></span>kowej <span class="_ _2"></span>dla <span class="_ _1c"></span>branży <span class="_ _1c"></span>dystrybu<span class="_ _2"></span>cji <span class="_ _2"></span>stali <span class="_ _1c"></span>są: <span class="_ _1a"></span><span class="ff1">przewidywane <span class="_ _2"></span>z<span class="_ _2"></span>miany </span></div><div class="t m0 x3 he y19e ff6 fs4 fc1 sc0 ls0 ws0">poziomu <span class="_ _26"> </span>produ<span class="_ _2"></span>kcji <span class="_ _26"> </span>w <span class="_ _26"> </span>sektorach <span class="_ _26"> </span>konsumują<span class="_ _2"></span>cych <span class="_ _28"> </span>s<span class="_ _2"></span>tal <span class="_ _28"> </span>(b<span class="_ _2"></span>udownictwo, <span class="_ _28"></span>przemysł  <span class="ff1">motoryzacyjn<span class="_ _2"></span>y, <span class="_ _28"> </span>sto<span class="_ _2"></span>czniowy, </span></div><div class="t m0 x3 he y2e7 ff1 fs4 fc1 sc0 ls0 ws0">maszynowy, <span class="_ _1f"> </span>AGD <span class="_ _1f"> </span>itp.), <span class="_ _1e"> </span><span class="ff6">związany <span class="_ _1e"> </span>z <span class="_ _1f"> </span>tym <span class="_ _1f"> </span>poziom <span class="_ _1f"> </span>zużycia <span class="_ _1f"> </span>jawnego <span class="_ _1f"> </span>stali <span class="_ _1f"> </span>o<span class="_ _2"></span>raz <span class="_ _1f"> </span>bieżące <span class="_ _1f"> </span>trendy <span class="_ _1f"> </span>cenowe<span class="_ _2"></span></span> </div><div class="t m0 x3 he y2e8 ff6 fs4 fc1 sc0 ls0 ws0">poszczególnych <span class="_ _1a"></span>wyrob<span class="_ _2"></span>ów <span class="_ _1a"></span>hutniczych, <span class="_ _1a"></span>które <span class="_ _1a"></span>są <span class="_ _1a"></span>po<span class="_ _2"></span>chodną <span class="_ _1a"></span>popytu <span class="_ _1a"></span>i <span class="_ _1a"></span>podaży <span class="_ _1a"></span>na <span class="_ _1a"></span>stal <span class="_ _1a"></span>oraz <span class="_ _1a"></span>bieżącej <span class="_ _1a"></span>sytuacji <span class="_ _1a"></span>na </div><div class="t m0 x3 he y2e9 ff6 fs4 fc1 sc0 ls0 ws0">światowych rynkach<span class="_ _2"></span> surowców do prod<span class="_ _2"></span>ukcji hutniczej (ruda żelaza,<span class="_ _2"></span> węgiel koksujący, z<span class="_ _2"></span>łom stalowy itp.)<span class="_ _2"></span><span class="ff1">. </span></div><div class="t m0 x3 he y1a2 ff6 fs4 fc1 sc0 ls0 ws0">Czynnikiem <span class="_ _0"></span>wewnętrznym <span class="_ _0"></span>istotnym dla <span class="_ _9"></span>niezakł<span class="_ _2"></span>óconej <span class="_ _9"></span>działalno<span class="_ _2"></span>ści <span class="_ _0"></span>Spółki <span class="_ _9"></span>i dla <span class="_ _9"></span>jej <span class="_ _0"></span>rozwoju <span class="_ _0"></span>są <span class="_ _0"></span>posiadane <span class="_ _0"></span>zasoby </div><div class="t m0 x3 he y2ea ff6 fs4 fc1 sc0 ls0 ws0">ludzkie <span class="_ _21"> </span>w <span class="_ _21"> </span>postaci <span class="_ _21"> </span>wys<span class="_ _2"></span>oko <span class="_ _21"> </span>wykwalifikowanej <span class="_ _21"> </span>kadry <span class="_ _21"> </span>pracowniczej,<span class="_ _2"></span> <span class="_ _21"> </span>dostępne <span class="_ _21"> </span>zaso<span class="_ _2"></span>by <span class="_ _21"> </span>finansowe <span class="_ _21"> </span>i <span class="_ _21"> </span>zasoby </div><div class="t m0 x3 he y2eb ff1 fs4 fc1 sc0 ls0 ws0">materialne, w tym nowoczesn<span class="_ _2"></span>a i wydajn<span class="_ _2"></span>a infrastruktu<span class="_ _2"></span>ra handlowa i wykon<span class="_ _2"></span>awcza. </div><div class="t m0 x3 he y1a5 ff1 fs4 fc1 sc0 ls0 ws0">Handel  wyrobami  hutniczymi  zmierza <span class="_ _29"> </span>w  kierunku  dalszego  rozdrobnienia  asortymentowego <span class="_ _29"> </span>dostaw,  co </div><div class="t m0 x3 he y2ec ff6 fs4 fc1 sc0 ls0 ws0">wymaga <span class="_ _2b"> </span>od <span class="_ _e"> </span>dystrybutorów <span class="_ _e"> </span>stałego <span class="_ _2b"> </span>poszerzania <span class="_ _e"> </span>asortymentu <span class="_ _2b"> </span>oraz <span class="_ _e"> </span>w<span class="_ _0"></span>iększej <span class="_ _2b"> </span>s<span class="_ _2"></span>prawności <span class="_ _2b"> </span>d<span class="_ _2"></span>ziałania </div><div class="t m0 x3 he y2ed ff1 fs4 fc1 sc0 ls0 ws0">i <span class="ff6">automatyzacji <span class="_ _1c"></span>świadczon<span class="_ _2"></span>ych <span class="_ _2"></span>u<span class="_ _2"></span>sług. <span class="_ _1c"></span>W <span class="_ _2"></span>od<span class="_ _2"></span>powiedzi <span class="_ _2"></span>na <span class="_ _1c"></span>zapotrzebowanie <span class="_ _1c"></span>rynku<span class="_ _2"></span>, <span class="_ _2"></span>STALPROFIL <span class="_ _1a"></span></span>z<span class="lsd">bud</span><span class="ff6">ował<span class="_ _2"></span></span> <span class="_ _2"></span>dru<span class="_ _2"></span>gi </div><div class="t m0 x3 he y2ee ff6 fs4 fc1 sc0 ls0 ws0">nowoczesny, w <span class="_ _0"></span>pełni zautomatyzowany magazyn wysokiego <span class="_ _0"></span>składowania <span class="_ _2"></span>(„MWS”) na <span class="_ _0"></span>składzie handlowym w </div><div class="t m0 x3 he ya8 ff6 fs4 fc1 sc0 ls0 ws0">Dąbrowie <span class="_ _28"> </span>Górniczej. <span class="_ _28"> </span>R<span class="_ _2"></span>ealizowana <span class="_ _28"> </span>in<span class="_ _2"></span>westycja <span class="_ _28"> </span><span class="lsd">była</span><span class="ff1"> <span class="_ _26"> </span></span>wzorowana <span class="_ _28"></span>na <span class="_ _26"> </span>wybudowanym <span class="_ _28"> </span>w <span class="_ _28"> </span>lat<span class="_ _2"></span>ach <span class="_ _28"></span>wcześniejszych </div><div class="t m0 x3 he y2ef ff6 fs4 fc1 sc0 ls0 ws0">magazynie na <span class="_ _2"></span>skład<span class="_ _2"></span>zie w Kato<span class="_ _2"></span>wicach, który<span class="_ _2"></span> znacznie <span class="_ _2"></span>poprawił ef<span class="_ _2"></span>ektywność s<span class="_ _2"></span>przedaży w <span class="_ _2"></span>tej <span class="_ _2"></span>lokalizacji. <span class="_ _1c"></span><span class="ff1">Now<span class="ls2c">y </span></span></div><div class="t m0 x3 he y2f0 ff6 fs4 fc1 sc0 ls0 ws0">magazyn wys<span class="_ _2"></span>okiego skł<span class="_ _2"></span>adowania, o pojemnoś<span class="_ _2"></span>ci około <span class="_ _2"></span>12 tys. ton <span class="_ _2"></span>wyrobów hu<span class="_ _2"></span>tniczych, stanowi <span class="_ _2"></span>kolejny etap </div><div class="t m0 x3 he y2f1 ff6 fs4 fc1 sc0 ls0 ws0">długoterminowego <span class="_ _21"> </span>pro<span class="_ _2"></span>gramu <span class="_ _21"> </span>rozbudowy <span class="_ _21"> </span>i <span class="_ _21"> </span>unowocześnienia <span class="_ _21"> </span>in<span class="_ _2"></span>frastruktury <span class="_ _21"> </span>magazynowej <span class="_ _21"> </span>i <span class="_ _21"> </span>logistycznej. </div><div class="t m0 x3 he y2f2 ff1 fs4 fc1 sc0 ls0 ws0">Budo<span class="ff6">wa <span class="_ _a"> </span>MWS<span class="_ _2"></span> <span class="_ _a"> </span>w <span class="_ _a"> </span>Dąb<span class="_ _2"></span>rowie <span class="_ _a"> </span>Górniczej <span class="_ _1d"> </span>powinna <span class="_ _a"> </span>mieć <span class="_ _a"> </span>p<span class="_ _2"></span>ozytywny <span class="_ _a"> </span>wpł<span class="_ _2"></span>yw <span class="_ _a"> </span>na <span class="_ _a"> </span>przy<span class="_ _2"></span>szłe <span class="_ _a"> </span>przychody<span class="_ _2"></span> <span class="_ _a"> </span>Grupy </span></div><div class="t m0 x3 he y2f3 ff1 fs4 fc1 sc0 ls0 ws0">w segmencie stalowy<span class="_ _2"></span>m wskutek: </div><div class="t m0 xf h12 y2f4 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">w<span class="_ _0"></span>prowadzenia do o<span class="_ _2"></span>ferty handlowej nowych as<span class="_ _2"></span>ortymentów wyrobó<span class="_ _2"></span>w hutniczych,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xf h12 y2f5 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">skrócenia czasu kompletacji dosta<span class="_ _2"></span>w,<span class="ff1"> </span></span></span></div><div class="t m0 xf h12 y2f6 ff8 fs4 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _2c"> </span><span class="ff6">w<span class="_ _0"></span>iększej automatyzacji i <span class="_ _2"></span>informatyzacji pro<span class="_ _2"></span>cesu obsługi klienta.<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x3 he y2f7 ff6 fs4 fc1 sc0 ls0 ws0">Zakończenie realizacji in<span class="_ _2"></span>westycji, o łączny<span class="_ _2"></span>ch nakładach 42 mln zł, nastą<span class="_ _2"></span>piło w lutym 2025 r.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y2f8 ff1 fs4 fc1 sc0 ls0 ws0">Istotne <span class="_ _26"> </span>znaczenie <span class="_ _26"> </span><span class="ff6">dla <span class="_ _26"> </span>rozwoju<span class="_ _2"></span> <span class="_ _28"></span>przedsiębiors<span class="_ _2"></span>twa <span class="_ _28"> </span>Spół<span class="_ _2"></span>ki <span class="_ _28"></span>na <span class="_ _26"> </span>rynku<span class="_ _2"></span> <span class="_ _28"></span>infrastrukt<span class="_ _2"></span>ury <span class="_ _28"></span>gazowej  mają <span class="_ _28"></span>pespektywy </span></div><div class="t m0 x3 he y2f9 ff1 fs4 fc1 sc0 ls0 ws0">inwestycyjne  OGP<span class="_ _2"></span>  Gaz-<span class="ff6">Syste<span class="_ _2"></span>m  S.A.  (główn<span class="_ _2"></span></span>ego  gracza <span class="_ _21"> </span><span class="ff6">na  rynku  s<span class="_ _2"></span>ieci  przesyłowych)  oraz <span class="_ _21"> </span>Polskiej  Spółki </span></div><div class="t m0 x3 he y2fa ff1 fs4 fc1 sc0 ls0 ws0">Gazownictwa <span class="_ _2"></span>Sp. z <span class="_ _2"></span>o.o., (lider<span class="_ _2"></span>a <span class="ff6">rynku<span class="_ _2"></span> w za<span class="_ _2"></span>kresie zarządzania s<span class="_ _2"></span>iecią dystry<span class="_ _2"></span>bucyjną gazu<span class="_ _2"></span>).</span> <span class="_ _2"></span>Stan koniun<span class="_ _2"></span>ktury na </div><div class="t m0 x3 he y2fb ff6 fs4 fc1 sc0 ls0 ws0">rynku <span class="_ _1c"></span>gazowym <span class="_ _1c"></span>został <span class="_ _1c"></span>opisany <span class="_ _1c"></span>w <span class="_ _1c"></span>pkt. <span class="_ _1c"></span>II.9.<span class="_ _2"></span><span class="ff1"> <span class="_ _2"></span>Z<span class="_ _2"></span> <span class="_ _2"></span>uwagi<span class="_ _2"></span> <span class="_ _2"></span>na <span class="_ _1c"></span>plan<span class="_ _2"></span>owan</span>ą<span class="ff1"> <span class="_ _1c"></span>na <span class="_ _1c"></span>rok <span class="_ _1c"></span>2025 <span class="_ _1c"></span>i <span class="_ _1c"></span>na <span class="_ _1c"></span>lata <span class="_ _2"></span>k<span class="_ _2"></span>olejne <span class="_ _1c"></span></span>konty<span class="_ _2"></span>nuację<span class="ff1"> </span></div><div class="t m0 x3 he y2fc ff6 fs4 fc1 sc0 ls0 ws0">zaangażowania <span class="_ _28"></span>STALPROFIL <span class="_ _28"></span>S.A. <span class="_ _28"></span>w<span class="ff1"> </span>realizację <span class="_ _1a"></span>p<span class="_ _2"></span>rogramu <span class="_ _1a"></span>in<span class="_ _2"></span>westycyjnego <span class="_ _28"></span>Gaz<span class="_ _2"></span><span class="ff1">-System <span class="_ _1a"></span>S.A<span class="_ _2"></span>., <span class="_ _1a"></span></span>który <span class="_ _28"></span><span class="ff1">ma <span class="_ _1a"></span>na <span class="_ _28"></span>celu </span></div><div class="t m0 x3 he y2fd ff1 fs4 fc1 sc0 ls0 ws0">wybudowanie na <span class="_ _9"></span>terenie Polski sieci<span class="_ _0"></span> <span class="_ _0"></span><span class="ff6">gazociągów <span class="_ _0"></span>przesyłowych,<span class="_ _2"></span> <span class="_ _9"></span>Sp<span class="_ _2"></span>ółka <span class="ff1">utrzymuje <span class="_ _9"></span><span class="ff6">do<span class="_ _2"></span>stępn<span class="ff1">e <span class="_ _9"></span>za<span class="_ _2"></span>soby <span class="ls2b">i <span class="_ _9"></span><span class="ff6 ls0">zdolnoś<span class="_ _2"></span>ci </span></span></span></span></span></span></div><div class="t m0 x3 he y2fe ff1 fs4 fc1 sc0 ls0 ws0">wykonawcze <span class="_ _32"> </span><span class="ff6">zabrzańskiego <span class="_ _32"> </span>Od<span class="_ _2"></span>działu.</span> <span class="_ _32"> </span><span class="ff6">Istotne <span class="_ _32"> </span>znaczenie <span class="_ _2b"> </span>d<span class="_ _2"></span>la <span class="_ _2b"> </span>osiąga<span class="_ _2"></span>nia <span class="_ _2b"> </span>rentownoś<span class="_ _2"></span>ci <span class="_ _2b"> </span>w <span class="_ _32"> </span>segmencie </span></div><div class="t m0 x3 he y2ff ff6 fs4 fc1 sc0 ls0 ws0">infrastruktury<span class="_ _2"></span> mają procesy ofer<span class="ff1">towania <span class="_ _2"></span>i </span>zarządzania <span class="_ _2"></span>realizacją kontraktów. Spół<span class="_ _2"></span>ka usprawniła wewnętrzn<span class="_ _2"></span>e </div><div class="t m0 x3 he y300 ff1 fs4 fc1 sc0 ls0 ws0">procesy w tym zakres<span class="_ _2"></span>ie. </div></div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">24<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff6 fs4 fc1 sc0 ls0 ws0">Branże, <span class="_ _30"> </span>w <span class="_ _c"> </span>których <span class="_ _30"> </span>funkcjonuje <span class="_ _30"> </span>Spółka<span class="_ _2"></span><span class="ff1">, <span class="_ _c"> </span></span>wymagają <span class="_ _30"> </span>także <span class="_ _30"> </span>dużego <span class="_ _c"> </span>za<span class="_ _2"></span>angażowania <span class="_ _c"> </span>ka<span class="_ _2"></span>pitałowego. </div><div class="t m0 x3 he y4e ff1 fs4 fc1 sc0 ls0 ws0">STALPROFIL S.A. <span class="_ _2"></span>okreso<span class="_ _2"></span>wo ko<span class="_ _2"></span>rzysta <span class="_ _2"></span>z finanso<span class="_ _2"></span>wania <span class="_ _2"></span><span class="ff6">działalności <span class="_ _2"></span>operacyjnej <span class="_ _2"></span></span>kredy<span class="_ _2"></span>tami <span class="_ _2"></span>obrotowymi. <span class="_ _2"></span>Dlatego<span class="_ _2"></span> </div><div class="t m0 x3 he y4f ff6 fs4 fc1 sc0 ls0 ws0">ograniczenia <span class="_ _1a"></span>w <span class="_ _1a"></span>tym <span class="_ _1a"></span>zakresie <span class="_ _28"></span>ze <span class="_ _1a"></span>strony <span class="_ _1a"></span>insty<span class="_ _2"></span>tucji <span class="_ _1a"></span>finansowych <span class="_ _1a"></span>mogłyby <span class="_ _1a"></span>utrud<span class="_ _2"></span>nić <span class="_ _1a"></span>rozwój <span class="_ _1a"></span>działalnoś<span class="_ _2"></span>ci <span class="_ _1a"></span>Spółki. </div><div class="t m0 x3 he y50 ff6 fs4 fc1 sc0 ls0 ws0">Dotychczasowa <span class="_ _1f"> </span>działaln<span class="_ _2"></span>ość <span class="_ _1d"> </span>STALPROFIL <span class="_ _1f"> </span>S.A. <span class="_ _1f"> </span>charakte<span class="_ _2"></span>ryzuje <span class="_ _1f"> </span>się <span class="_ _1d"> </span>b<span class="_ _2"></span>ezpiecznymi <span class="_ _1f"> </span>wskaźnikami <span class="_ _1e"> </span>zad<span class="_ _2"></span>łużenia </div><div class="t m0 x3 he y51 ff1 fs4 fc1 sc0 ls0 ws0">i <span class="ff6">płynności <span class="_ _1d"> </span>finansowej. <span class="_ _1d"> </span>Spółka <span class="_ _a"> </span>utrz<span class="_ _2"></span>ymuje <span class="_ _a"> </span>odp<span class="_ _2"></span>owiedni <span class="_ _a"> </span>p<span class="_ _2"></span>oziom <span class="_ _a"> </span>kap<span class="_ _2"></span>itału <span class="_ _1d"> </span>obrotowego <span class="_ _a"> </span>n<span class="_ _2"></span>etto, <span class="_ _a"> </span>monito<span class="_ _2"></span>ruje </span></div><div class="t m0 x3 he y52 ff1 fs4 fc1 sc0 ls0 ws0">i <span class="ff6">optymalizuje <span class="_ _1f"> </span>poziom <span class="_ _1f"> </span>zapasów, <span class="_ _1f"> </span>należności <span class="_ _1f"> </span>i <span class="_ _1f"> </span>zobowiązań <span class="_ _1f"> </span>oraz <span class="_ _1f"> </span>utrzymuje <span class="_ _1d"> </span>op<span class="_ _2"></span>tymalny <span class="_ _1f"> </span>poziom <span class="_ _1f"> </span>limitów </span></div><div class="t m0 x3 he y53 ff1 fs4 fc1 sc0 ls0 ws0">kredytowych. </div><div class="t m0 x7b h10 y301 ff2 fs1 fc1 sc0 ls0 ws0">III.<span class="ff7"> <span class="_ _11"> </span></span>P<span class="ff5 fs7">ODSTAWOWE WIELKOŚCI EK<span class="_ _2"></span>ONOMICZNO<span class="_ _2"></span></span>-<span class="fs7">FINANSOWE </span></div><div class="t m0 x7c h3 y302 ff5 fs7 fc1 sc0 ls0 ws0">CHARAKTERYZUJĄCE S<span class="_ _2"></span>PÓŁKĘ<span class="ff2 fs1"> </span></div><div class="t m0 xf h11 y303 ff2 fs5 fc1 sc0 lsb ws0">1.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Opis <span class="_ _26"></span>czynników <span class="_ _26"></span>i <span class="_ _26"></span>zdarzeń, <span class="_ _26"></span>w <span class="_ _26"></span>tym <span class="_ _26"></span>o <span class="_ _26"></span>nietypowym <span class="_ _26"></span>charakterze<span class="_ _2"></span><span class="ff2">, <span class="_ _26"></span></span>wraz <span class="_ _26"></span>z <span class="_ _26"></span>oceną <span class="_ _26"></span>i<span class="_ _2"></span>ch<span class="ff2"> </span></span></span></div><div class="t m0 x10 h13 y304 ff5 fs5 fc1 sc0 ls0 ws0">wpływ<span class="ff2">u na wyniki finansowe STALPROFIL S.A. </span></div><div class="t m0 x3 he y305 ff6 fs4 fc1 sc0 ls0 ws0">Za <span class="_ _2"></span>2024 rok <span class="_ _2"></span>Spół<span class="_ _2"></span>ka <span class="_ _2"></span>wypracowała <span class="_ _2"></span>1 <span class="_ _2"></span>044<span class="ff1"> <span class="_ _2"></span><span class="ls4">134 </span></span>ty<span class="_ _2"></span>s. <span class="_ _2"></span>zł <span class="_ _2"></span>przychodów <span class="_ _2"></span>ze s<span class="_ _2"></span>przedaży <span class="_ _2"></span>(+13% <span class="_ _2"></span>r/r), <span class="_ _2"></span>osiągając <span class="_ _2"></span>zys<span class="_ _2"></span>k <span class="_ _2"></span>netto </div><div class="t m0 x3 he y306 ff6 fs4 fc1 sc0 ls0 ws0">w kwocie 9 387 tys. zł<span class="_ _2"></span> (<span class="ff1">-27% r/r). </span></div><div class="t m0 x3 he y307 ff6 fs4 fc1 sc0 ls0 ws0">Rok <span class="_ _20"> </span>2024 <span class="_ _1e"> </span>był<span class="_ _2"></span> <span class="_ _1e"> </span>wyjątk<span class="_ _2"></span>owo <span class="_ _1e"> </span>trudny<span class="_ _2"></span> <span class="_ _1e"> </span>dla <span class="_ _20"> </span>producentów <span class="_ _20"> </span>i <span class="_ _1e"> </span>dystry<span class="_ _2"></span>butorów <span class="_ _1e"> </span>sta<span class="_ _2"></span>li. <span class="_ _1e"> </span>Bran<span class="_ _2"></span>ża <span class="_ _1e"> </span>stalowa<span class="_ _2"></span><span class="ff1">,<span class="_ _2"></span> <span class="_ _1e"> </span>za<span class="_ _2"></span>miast </span></div><div class="t m0 x3 he y308 ff6 fs4 fc1 sc0 ls0 ws0">przewidywanego <span class="_ _1f"> </span>ożywienia <span class="_ _1f"> </span>koniu<span class="_ _2"></span>nktury, <span class="_ _1f"> </span>które <span class="_ _1d"> </span>miało<span class="_ _2"></span> <span class="_ _1d"> </span>nadejś<span class="_ _2"></span>ć <span class="_ _1d"> </span>w <span class="_ _1f"> </span>drugiej <span class="_ _1f"> </span>połowie <span class="_ _1f"> </span>roku, <span class="_ _1f"> </span>doświadczyła </div><div class="t m0 x3 he y309 ff6 fs4 fc1 sc0 ls0 ws0">kontynuacj<span class="_ _2"></span>i <span class="_ _0"></span>spowolnienia, co <span class="_ _0"></span>znalazło potwierdzenie w <span class="_ _0"></span>danych rynkowych. W <span class="_ _0"></span>lutym 2025 <span class="_ _0"></span>r. <span class="_ _0"></span>EUROFER mocno </div><div class="t m0 x3 he y30a ff6 fs4 fc1 sc0 ls0 ws0">zrewidował <span class="_ _2"></span>swoją <span class="_ _2"></span>prognozę <span class="_ _2"></span>dotyczącą <span class="_ _2"></span>zużycia <span class="_ _2"></span>jawnego <span class="_ _2"></span>sta<span class="_ _2"></span>li w <span class="_ _2"></span>UE, sza<span class="_ _2"></span>cując, <span class="_ _2"></span>iż w <span class="_ _2"></span>2024 r. <span class="_ _2"></span>spad<span class="_ _2"></span>ek zu<span class="_ _2"></span>życia stali </div><div class="t m0 x3 he y30b ff6 fs4 fc1 sc0 ls0 ws0">pogłębił się <span class="_ _9"></span>o dalsze <span class="_ _9"></span>0,5<span class="_ _2"></span><span class="ff1"> <span class="_ _9"></span>p<span class="_ _2"></span>unktu <span class="_ _9"></span>procento<span class="_ _2"></span>wego <span class="_ _0"></span>do <span class="_ _0"></span>(-2,3%) <span class="_ _9"></span><span class="ff6">r/r<span class="_ _2"></span> <span class="_ _0"></span>(wobec <span class="_ _9"></span>pro<span class="_ _2"></span>gnozowanego jeszcze <span class="_ _9"></span>w październiku </span></span></div><div class="t m0 x3 he y30c ff1 fs4 fc1 sc0 ls4 ws0">2024 <span class="ls11">r. <span class="ls0">(-1,8%).<span class="_ _2"></span> </span></span></div><div class="t m0 x3 he y30d ff6 fs4 fc1 sc0 ls0 ws0">Jednak <span class="_ _1a"></span>zdecydowanie <span class="_ _1a"></span>bardziej <span class="_ _1c"></span>d<span class="_ _2"></span>otkliwe <span class="_ _1c"></span>od<span class="_ _2"></span> <span class="_ _1c"></span>osłab<span class="_ _2"></span>ienia <span class="_ _1c"></span>popytu <span class="_ _1a"></span>były <span class="_ _1a"></span>dla <span class="_ _1c"></span>wyn<span class="_ _2"></span>ików <span class="_ _1c"></span>Sp<span class="_ _2"></span>ółki <span class="_ _1c"></span>rynkowe <span class="_ _1a"></span>spadki <span class="_ _1a"></span>cen </div><div class="t m0 x3 he y15b ff6 fs4 fc1 sc0 ls0 ws0">stali i spad<span class="_ _2"></span>ki marż handlowych. <span class="_ _2"></span>Średnia cena jednego z<span class="_ _2"></span> głó<span class="_ _2"></span>wnych asortymentów <span class="_ _2"></span>w ofercie hand<span class="_ _2"></span>lowej Spółki, </div><div class="t m0 x3 he y30e ff6 fs4 fc1 sc0 ls0 ws0">tj. profilu HEB 200, we<span class="_ _0"></span>dług Polskiej Unii Dystryb<span class="_ _2"></span>utorów Stali, była w <span class="ff1">IV kwartale </span>2024 <span class="_ _0"></span>r. niższa o 4,5% r/r (a <span class="_ _0"></span>w </div><div class="t m0 x3 he y30f ff6 fs4 fc1 sc0 ls0 ws0">całym <span class="_ _1c"></span>2024 <span class="_ _1a"></span>r. <span class="_ _1c"></span>była <span class="_ _1a"></span>niższa <span class="_ _1c"></span>o <span class="_ _1a"></span>14,3<span class="ff1">%</span>. <span class="_ _1c"></span>Spadaj<span class="_ _2"></span>ące <span class="_ _1c"></span>od <span class="_ _1a"></span>II <span class="_ _1c"></span>kwartału<span class="ff1"> <span class="_ _1a"></span></span>2022 <span class="_ _1c"></span>r. <span class="_ _1a"></span>ceny <span class="_ _1c"></span>wyrobów <span class="_ _1a"></span>hutniczych <span class="_ _1c"></span>spro<span class="_ _2"></span>wadziły </div><div class="t m0 x3 he y310 ff6 fs4 fc1 sc0 ls0 ws0">marże dystrybu<span class="_ _2"></span>torów stali do wyjątkowo n<span class="_ _2"></span>iskich poziomów. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y311 ff1 fs4 fc1 sc0 ls12 ws0">W <span class="_ _1c"></span><span class="ls0">o<span class="ff6">pisany<span class="_ _2"></span>ch <span class="_ _1c"></span>powyżej <span class="_ _1c"></span></span>tru<span class="_ _2"></span>dnych <span class="_ _1c"></span>warunkach <span class="_ _1c"></span>ry<span class="_ _2"></span>nkowych<span class="_ _2"></span> <span class="_ _1c"></span><span class="ff6">STALPROFIL <span class="_ _1c"></span>S.A. <span class="_ _1a"></span>zrealizował <span class="_ _1c"></span>w <span class="_ _1c"></span>segmencie <span class="_ _1c"></span>s<span class="_ _2"></span>talowym </span></span></div><div class="t m0 x3 he y312 ff6 fs4 fc1 sc0 ls0 ws0">wolumen <span class="_ _a"> </span>sprzedaży<span class="_ _2"></span> <span class="_ _21"> </span>wyrob<span class="_ _2"></span>ów <span class="_ _21"> </span>h<span class="_ _2"></span>utniczych <span class="_ _a"> </span>na <span class="_ _a"> </span>poziomie <span class="_ _1d"> </span>266 <span class="_ _21"> </span>303 <span class="_ _a"> </span>ton,<span class="_ _2"></span> <span class="_ _21"> </span>czy<span class="_ _2"></span>li <span class="_ _21"> </span>o <span class="_ _1d"> </span>32,6% <span class="_ _a"> </span>więcej <span class="_ _a"> </span>r/r. <span class="_ _a"> </span>Obrót </div><div class="t m0 x3 he y313 ff1 fs4 fc1 sc0 ls0 ws0">z<span class="ff6">realizowany <span class="_ _29"> </span>w <span class="_ _26"> </span>ramach <span class="_ _29"> </span>tego <span class="_ _29"> </span>segmentu <span class="_ _26"> </span>osiągn<span class="_ _2"></span>ął <span class="_ _26"> </span>wartoś<span class="_ _2"></span>ć <span class="_ _28"> </span>954 <span class="_ _29"> </span>157 <span class="_ _26"> </span>ty<span class="_ _2"></span>s. <span class="_ _26"> </span>zł,<span class="_ _1c"></span></span> <span class="_ _26"> </span>to <span class="_ _29"> </span>jest <span class="_ _26"> </span><span class="ff6">o <span class="_ _29"> </span>16,2% <span class="_ _26"> </span>więcej <span class="_ _29"> </span>niż <span class="_ _26"> </span>rok </span></div><div class="t m0 x3 he y314 ff6 fs4 fc1 sc0 ls0 ws0">wcześniej.<span class="ff1"> <span class="_ _2"></span></span>Jednakże <span class="_ _1c"></span>pomimo <span class="_ _1c"></span>odnoto<span class="_ _2"></span>wanego <span class="_ _2"></span>wzrostu <span class="_ _2"></span>p<span class="_ _2"></span>rzychodów <span class="_ _2"></span>i <span class="_ _2"></span>wzros<span class="_ _2"></span>tu <span class="_ _2"></span>wolumenu <span class="_ _2"></span>s<span class="_ _2"></span>przedaży <span class="_ _2"></span>wyrob<span class="_ _2"></span>ów </div><div class="t m0 x3 he y315 ff6 fs4 fc1 sc0 ls0 ws0">hutniczych  Spółka <span class="_ _26"> </span>wypra<span class="_ _2"></span>cowała <span class="_ _29"> </span>w <span class="_ _26"> </span>ty<span class="_ _2"></span>m <span class="_ _26"> </span>s<span class="_ _2"></span>egmencie <span class="_ _29"> </span>działalnoś<span class="_ _2"></span>ci <span class="_ _26"> </span>niżs<span class="_ _2"></span>zy <span class="_ _29"> </span>wynik <span class="_ _29"> </span>finansowy <span class="_ _29"> </span>netto <span class="_ _29"> </span>niż  w<span class="_ _0"></span> <span class="_ _29"> </span>roku </div><div class="t m0 x3 he y316 ff6 fs4 fc1 sc0 ls0 ws0">ubiegłym.<span class="ff1"> </span></div><div class="t m0 x3 he y317 ff6 fs4 fc1 sc0 ls0 ws0">Przeciwwagą dla <span class="_ _2"></span>słabej <span class="_ _2"></span>kondycji s<span class="_ _2"></span>egmentu sta<span class="_ _2"></span>lowego były <span class="_ _2"></span>dobre wyniki <span class="_ _2"></span>uzyskane <span class="_ _2"></span>przez Sp<span class="_ _2"></span>ółkę w s<span class="_ _2"></span>egmencie </div><div class="t m0 x3 he y318 ff6 fs4 fc1 sc0 ls0 ws0">infrastruktury<span class="_ _2"></span> <span class="_ _2"></span>sieci <span class="_ _1c"></span>przesy<span class="_ _2"></span>łowych <span class="_ _2"></span>gaz<span class="_ _2"></span>u. <span class="_ _1c"></span>Sytuacja <span class="_ _1c"></span>na <span class="_ _1c"></span>krajowym <span class="_ _1c"></span>rynku <span class="_ _1a"></span>budowy <span class="_ _2"></span>gazociągów <span class="_ _1c"></span>w <span class="_ _1c"></span>2024 <span class="_ _1c"></span>r. <span class="_ _1c"></span>by<span class="_ _2"></span>ła <span class="_ _2"></span>dla </div><div class="t m0 x3 he y319 ff6 fs4 fc1 sc0 ls0 ws0">Spółki zdecydowan<span class="_ _2"></span>ie lepsza niż na rynku stalowym.<span class="_ _2"></span><span class="ff1"> </span>Po zastoju inwestycyjn<span class="_ _2"></span>ym na rynku gazowym, trwającym </div><div class="t m0 x3 he y31a ff6 fs4 fc1 sc0 ls0 ws0">na <span class="_ _1c"></span>przestrzeni <span class="_ _1a"></span>ostatnich <span class="_ _2"></span>d<span class="_ _2"></span>wóch <span class="_ _1c"></span>lat, <span class="_ _1c"></span>w <span class="_ _1c"></span>2024 <span class="_ _1c"></span>r. <span class="_ _1c"></span>zos<span class="_ _2"></span>tały <span class="_ _1c"></span>uruchomione <span class="_ _1c"></span>duże <span class="_ _1a"></span>przetargi <span class="_ _2"></span>na <span class="_ _1a"></span>dostawy <span class="_ _1c"></span>izolowanych </div><div class="t m0 x3 he y31b ff6 fs4 fc1 sc0 ls0 ws0">rur <span class="_ _1c"></span>stalowych<span class="_ _2"></span> <span class="_ _2"></span>i <span class="_ _1a"></span>wykonawstwo <span class="_ _2"></span>gazociągów, <span class="_ _1a"></span>związane <span class="_ _2"></span>głó<span class="_ _2"></span>wnie <span class="_ _1c"></span>z <span class="_ _1c"></span>budo<span class="_ _2"></span>wą <span class="_ _2"></span>częś<span class="_ _2"></span>ci <span class="_ _2"></span>ląd<span class="_ _2"></span>owej <span class="_ _2"></span>terminala <span class="_ _1a"></span>gazoweg<span class="_ _2"></span><span class="ff1 ls2d">o </span></div><div class="t m0 x3 he y31c ff6 fs4 fc1 sc0 ls0 ws0">FSRU. Spółka wykorzystała to ożywienie pozyskując portfel zamówień, których realizacja powinna <span class="_ _2"></span>już w 2025<span class="ff1"> </span></div><div class="t m0 x3 he y31d ff6 fs4 fc1 sc0 ls0 ws0">roku przyn<span class="_ _2"></span>ieść wymierny wpływ na<span class="_ _2"></span><span class="ff1"> wzrost przych<span class="_ _2"></span>od</span><span class="ls1f">ów</span><span class="ff1"> </span>Spółki i Grupy Kapita<span class="_ _2"></span>łowej STALPROFIL S.A.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y31e ff1 fs4 fc1 sc0 ls0 ws0">Rok <span class="_ _a"> </span><span class="ff6">2024 <span class="_ _21"> </span>b<span class="_ _2"></span>ył <span class="_ _a"> </span>potwierdzeniem, <span class="_ _a"> </span>że <span class="_ _a"> </span>przyjęta <span class="_ _a"> </span>dla <span class="_ _1d"> </span>Spółki</span> <span class="_ _21"> </span>s<span class="_ _2"></span>trategia <span class="_ _21"> </span><span class="ff6">op<span class="_ _2"></span>arta <span class="_ _a"> </span>na <span class="_ _a"> </span>dwóch <span class="_ _a"> </span>uzupełniających <span class="_ _a"> </span>się </span></div><div class="t m0 x3 he y31f ff6 fs4 fc1 sc0 ls0 ws0">segmentach <span class="_ _0"></span>działalności<span class="_ _2"></span><span class="ff1"> <span class="_ _0"></span>i <span class="_ _9"></span>pro<span class="_ _2"></span>wadzona w<span class="_ _0"></span> <span class="_ _0"></span>jej <span class="_ _9"></span>ra<span class="_ _2"></span>mach <span class="_ _0"></span>dotychczasowa polityka <span class="_ _0"></span>inwestycyjna przynosi <span class="_ _0"></span>wymierne </span></div><div class="t m0 x3 he y320 ff6 fs4 fc1 sc0 ls0 ws0">efekty.  STALP<span class="_ _2"></span>ROFIL  sp<span class="_ _2"></span>rostał <span class="_ _21"> </span>wyzwaniom  logistyczn<span class="_ _2"></span>ym  i<span class="_ _2"></span><span class="ff1"> </span>sprzętowym, <span class="_ _21"> </span>jakie  stawiają <span class="_ _21"> </span>odbiorcy, <span class="_ _21"> </span>którzy  od </div><div class="t m0 x3 he y321 ff6 fs4 fc1 sc0 ls0 ws0">dystrybutorów <span class="_ _e"> </span>stali <span class="_ _e"> </span>oczekują <span class="_ _e"> </span>szybkich<span class="_ _2"></span> <span class="_ _32"> </span>dosta<span class="_ _2"></span>w <span class="_ _32"> </span>w <span class="_ _32"> </span>zakr<span class="_ _2"></span>esie <span class="_ _32"> </span>bardzo <span class="_ _e"> </span>zróżnicowan<span class="_ _2"></span>ego <span class="_ _32"> </span>as<span class="_ _2"></span>ortymentu. </div><div class="t m0 x3 he y322 ff6 fs4 fc1 sc0 ls0 ws0">Unowocześniony <span class="_ _28"></span>w <span class="_ _1a"></span>ostatnich <span class="_ _28"></span>latach <span class="_ _1a"></span>s<span class="_ _2"></span>ystem <span class="_ _1a"></span>sprzed<span class="_ _2"></span>aży <span class="_ _1a"></span>oraz <span class="_ _1a"></span>do<span class="_ _2"></span>konana <span class="_ _1a"></span>ro<span class="_ _2"></span>zbudowa <span class="_ _1a"></span>i <span class="_ _1a"></span>mo<span class="_ _2"></span>dernizacja <span class="_ _1a"></span>zap<span class="_ _2"></span>lecza </div><div class="t m0 x3 he y13e ff1 fs4 fc1 sc0 ls0 ws0">logistycznego <span class="_ _2"></span>(w tym <span class="_ _2"></span><span class="ff6">budowa <span class="_ _2"></span>dwóch za<span class="_ _2"></span>utomatyzowanych <span class="_ _2"></span>magazynów wys<span class="_ _2"></span>okiego skł<span class="_ _2"></span>adowania)<span class="_ _2"></span></span> <span class="_ _2"></span><span class="ff6">umożliwi<span class="lsc">ają</span></span> </div><div class="t m0 x3 he y323 ff6 fs4 fc1 sc0 ls0 ws0">osiąg<span class="ff1">ani</span>e <span class="_ _1a"></span>dobrych <span class="_ _1a"></span>wyników <span class="_ _1c"></span>sprzed<span class="_ _2"></span>aży <span class="_ _1a"></span>w<span class="ff1"> </span>wyjątkowo <span class="_ _1a"></span>trudnych <span class="_ _1a"></span>warunkach <span class="_ _1c"></span>rynko<span class="_ _2"></span>wych. <span class="_ _1a"></span>Odporność <span class="_ _1a"></span>Spółki <span class="_ _1c"></span>na </div><div class="t m0 x3 he y324 ff6 fs4 fc1 sc0 ls0 ws0">wahania <span class="_ _29"> </span>koniunktury <span class="_ _29"> </span>znacząco <span class="_ _26"> </span>zwiększa<span class="_ _2"></span>: <span class="_ _26"> </span>(a) <span class="_ _26"> </span>s<span class="_ _2"></span>centralizowany <span class="_ _29"> </span>system <span class="_ _26"> </span>d<span class="_ _2"></span>ystrybucji, <span class="_ _29"> </span>generujący <span class="_ _26"> </span>s<span class="_ _2"></span>tosunkowo </div><div class="t m0 x3 he y325 ff6 fs4 fc1 sc0 ls0 ws0">niskie koszty<span class="_ _2"></span> stałe, (b) zasoby kapitałowe i (c) bogata <span class="_ _2"></span>oferta hand<span class="_ _2"></span>lowa.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 h12 y326 ff3 fs4 fc1 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">25<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="ls4">11</span> <span class="ff6">Wykaz is<span class="_ _2"></span>totnych zdarzeń, o k<span class="_ _2"></span>tórych Spółka informowała w 20<span class="_ _1c"></span></span>24 <span class="ls11">r.</span> </div></div><div class="c x7d y144 w40 h46"><div class="t m0 x2e h9 y101 ff2 fs3 fc1 sc0 ls0 ws0">Data </div></div><div class="c x7e y144 w41 h46"><div class="t m0 x7f h9 y101 ff2 fs3 fc1 sc0 ls0 ws0">Zdarzenie </div></div><div class="c x7d y327 w40 h47"><div class="t m0 x1d hc ydb ff1 fs3 fc1 sc0 ls0 ws0">14.03.2024 </div></div><div class="c x7e y327 w41 h47"><div class="t m0 x1d hc y328 ff6 fs3 fc1 sc0 ls0 ws0">Do <span class="_ _26"> </span>STALPROFIL <span class="_ _26"> </span>SA <span class="_ _28"> </span>wpłynęło <span class="_ _26"> </span>oświadczenie <span class="_ _28"> </span>Cz<span class="_ _2"></span>łonka <span class="_ _26"> </span>Rady <span class="_ _26"> </span>Nadzorczej <span class="_ _28"> </span>STALPROFIL <span class="_ _26"> </span>SA <span class="_ _26"> </span>Tomasza <span class="_ _26"> </span>Ślęzaka </div><div class="t m0 x1d hc yda ff1 fs3 fc1 sc0 ls0 ws0">o rezygnacji <span class="_ _1d"> </span>z <span class="_ _a"> </span><span class="ff6">pełnienia <span class="_ _1d"> </span>funkcji <span class="_ _1d"> </span>Członka <span class="_ _1d"> </span>Rady <span class="_ _a"> </span>Nadzorczej <span class="_ _1d"> </span>z <span class="_ _1d"> </span>d<span class="_ _0"></span>niem <span class="_ _a"> </span>odbycia <span class="_ _1d"> </span>najbliższego <span class="_ _1d"> </span>Walnego </span></div><div class="t m0 x1d hc yb6 ff6 fs3 fc1 sc0 ls0 ws0">Zgromadzenia <span class="_ _1a"></span>STALPROFIL <span class="_ _1c"></span>SA. <span class="_ _1a"></span>W <span class="_ _1a"></span>przedmiotowym <span class="_ _1c"></span>oświadczeniu <span class="_ _1a"></span>nie <span class="_ _1a"></span>zostały <span class="_ _1c"></span>podane <span class="_ _1a"></span>przyczyny <span class="_ _1a"></span>złożenia </div><div class="t m0 x1d hc yb3 ff1 fs3 fc1 sc0 ls0 ws0">rezygnacji. </div></div><div class="c x7d y329 w40 h48"><div class="t m0 x1d hc yda ff1 fs3 fc1 sc0 ls0 ws0">23.05.2024 </div></div><div class="c x7e y329 w41 h48"><div class="t m0 x1d hc y32a ff6 fs3 fc1 sc0 ls0 ws0">Zwyczajne <span class="_ _2"></span>Walne <span class="_ _2"></span>Zgromadzenie <span class="_ _1c"></span>STALPROFIL <span class="_ _1c"></span>SA <span class="_ _2"></span>podjęło <span class="_ _1c"></span>uchwałę <span class="_ _2"></span>w <span class="_ _2"></span>sprawie <span class="_ _1c"></span>podziału <span class="_ _2"></span>zysku <span class="_ _2"></span>ne<span class="_ _2"></span>tto <span class="_ _2"></span>za <span class="_ _1c"></span>rok </div><div class="t m0 x1d hc y32b ff6 fs3 fc1 sc0 ls0 ws0">2023, <span class="_ _1a"></span>w<span class="_ _2"></span> <span class="_ _1a"></span>tym <span class="_ _28"> </span>w <span class="_ _28"></span>sprawie <span class="_ _1a"></span>wypłaty <span class="_ _1a"></span>dywidendy <span class="_ _28"></span>dla <span class="_ _1a"></span>akcjonariuszy <span class="_ _28"> </span>Spółki, <span class="_ _28"></span>przeznaczając <span class="_ _1a"></span>na <span class="_ _28"></span>dywidendę <span class="_ _1a"></span>dla </div><div class="t m0 x1d hc yda ff6 fs3 fc1 sc0 ls0 ws0">akcjonariuszy <span class="_ _28"> </span>Spółki <span class="_ _26"> </span>kwotę <span class="_ _26"> </span>5 <span class="_ _26"> </span>250 <span class="_ _28"> </span>000 <span class="_ _26"> </span>zł, <span class="_ _26"> </span>co <span class="_ _26"> </span>daje <span class="_ _28"> </span>0,30 <span class="_ _26"> </span>zł <span class="_ _26"> </span>dywid<span class="_ _2"></span>endy <span class="_ _28"> </span>na <span class="_ _26"> </span>każdą <span class="_ _26"> </span>akcję. <span class="_ _26"> </span>Wszystkie <span class="_ _26"> </span>akcje </div><div class="t m0 x1d hc yb6 ff6 fs3 fc1 sc0 ls0 ws0">wyemitowane <span class="_ _2"></span>przez <span class="_ _2"></span>Spółkę <span class="_ _2"></span>w <span class="_ _2"></span>ilości <span class="_ _2"></span>17<span class="ff1"> <span class="ls2">500</span> </span>000 <span class="_ _2"></span>sztuk <span class="_ _2"></span>zostaną <span class="_ _2"></span>objęte <span class="_ _2"></span>dywidendą. <span class="_ _2"></span>Dniem <span class="_ _2"></span>ustalenia <span class="_ _2"></span>prawa </div><div class="t m0 x1d ha yb3 ff6 fs3 fc1 sc0 ls0 ws0">do dywidendy był 21.08.2024, natomiast wypłat<span class="ff3">a<span class="ff1"> </span></span>dywidendy nastąpi<span class="ff4 ls2e">ła</span><span class="ff1"> w dniu 11.09.2024. </span></div></div><div class="c x7d y32c w40 h49"><div class="t m0 x1d hc yb2 ff1 fs3 fc1 sc0 ls0 ws0">23.05.2024 </div></div><div class="c x7e y32c w41 h49"><div class="t m0 x1d hc yda ff6 fs3 fc1 sc0 ls0 ws0">Zwyczajne <span class="_ _28"> </span>Walne <span class="_ _28"></span>Zgromadzenie <span class="_ _1a"></span>STALPR<span class="_ _2"></span>OFIL <span class="_ _28"></span>SA <span class="_ _1a"></span>powołało <span class="_ _28"> </span>Adama <span class="_ _28"> </span>Preissa <span class="_ _28"> </span>na <span class="_ _28"> </span>członka <span class="_ _28"> </span>Rady <span class="_ _28"> </span>Nadzorczej </div><div class="t m0 x1d hc yb2 ff6 fs3 fc1 sc0 ls0 ws0">STALPROFIL <span class="_ _21"> </span>SA <span class="_ _21"> </span>na <span class="_ _21"> </span>okres <span class="_ _21"> </span>trwania <span class="_ _21"> </span>wspólnej <span class="_ _21"> </span>kadencji <span class="_ _21"> </span>obecnej <span class="_ _21"> </span>Rady <span class="_ _21"> </span>Nadzorcz<span class="_ _2"></span>ej, <span class="_ _21"> </span>trwającej <span class="_ _21"> </span>w <span class="_ _21"> </span>latach </div><div class="t m0 x1d hc yb3 ff1 fs3 fc1 sc0 ls0 ws0">obrotowych 2020-<span class="ls2">2024.</span> </div></div><div class="c x7d y25e w40 h4a"><div class="t m0 x1d hc y32b ff1 fs3 fc1 sc0 ls0 ws0">05.08.2024 </div></div><div class="c x7e y25e w41 h4a"><div class="t m0 x1d hc y32d ff6 fs3 fc1 sc0 ls0 ws0">Pomiędzy <span class="_ _1a"></span>Konsorcjum <span class="_ _1a"></span>firm: <span class="_ _1a"></span>STF <span class="_ _28"> </span>Infrastruktura <span class="_ _1a"></span>Sp. <span class="_ _1a"></span>z <span class="_ _1a"></span>o<span class="_ _2"></span>.o. <span class="_ _1a"></span>oraz <span class="_ _28"></span>STALPROFIL <span class="_ _1a"></span>S.A. <span class="_ _1a"></span>a <span class="_ _1a"></span>O<span class="_ _2"></span>GP <span class="_ _1a"></span>Gaz<span class="_ _2"></span><span class="ff1">-System <span class="_ _1a"></span>S.A. </span></div><div class="t m0 x1d hc y32e ff6 fs3 fc1 sc0 ls0 ws0">została zawarta <span class="_ _2"></span>umowa o generalną realizację i<span class="_ _2"></span>nwestycji pn: &quot;Budowa <span class="_ _2"></span>gazociągu wysokiego ciśnienia DN </div><div class="t m0 x1d hc y32f ff6 fs3 fc1 sc0 ls0 ws0">700 <span class="_ _28"> </span>MOP <span class="_ _26"> </span>8.4 <span class="_ _28"> </span>MPa <span class="_ _26"> </span>relacji <span class="_ _28"> </span>Wężerów<span class="ff1">-</span>Przewóz <span class="_ _28"> </span>wraz <span class="_ _28"> </span>z<span class="_ _2"></span> <span class="_ _28"> </span>infrastrukturą <span class="_ _28"> </span>tow<span class="_ _2"></span>arzyszącą&quot;, <span class="_ _1a"></span>z<span class="_ _2"></span>nak <span class="_ _28"> </span>postępowania </div><div class="t m0 x1d hc y32b ff6 fs3 fc1 sc0 ls0 ws0">ZP/2024/02/0005/TAR.  Wartość<span class="_ _0"></span> <span class="_ _26"> </span>ro<span class="_ _2"></span>bót <span class="_ _26"> </span>objętych  przedmiotową <span class="_ _28"> </span>umową,  mających <span class="_ _26"> </span>na  celu <span class="_ _26"> </span>wykonanie </div><div class="t m0 x1d hc yda ff6 fs3 fc1 sc0 ls0 ws0">gazociągu <span class="_ _9"></span>DN <span class="_ _9"></span>700 <span class="_ _0"></span>o <span class="_ _9"></span>długości <span class="_ _9"></span>o<span class="_ _2"></span>k. <span class="_ _9"></span>44 <span class="_ _0"></span>km <span class="_ _9"></span>wraz <span class="_ _0"></span>z <span class="_ _9"></span>infrastrukturą <span class="_ _9"></span>towarzyszącą,<span class="_ _2"></span> <span class="_ _9"></span>wynosi <span class="_ _9"></span>163 <span class="_ _0"></span>900 <span class="_ _9"></span>000,00 <span class="_ _0"></span>zł <span class="_ _9"></span>netto. </div><div class="t m0 x1d hc yb2 ff6 fs3 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _9"></span>z zawartą <span class="_ _9"></span>umową re<span class="_ _0"></span>alizacja <span class="_ _9"></span>inwestycji <span class="_ _0"></span>(termin <span class="_ _9"></span>dokonania <span class="_ _0"></span>odbioru <span class="_ _9"></span>końcowego) <span class="_ _0"></span>nastąpi <span class="_ _9"></span>w te<span class="_ _0"></span>rminie </div><div class="t m0 x1d hc yb3 ff6 fs3 fc1 sc0 ls0 ws0">18 miesięcy od daty jej zawarcia.<span class="ff1"> </span></div></div><div class="c x7d y330 w40 h49"><div class="t m0 x1d hc yb2 ff1 fs3 fc1 sc0 ls0 ws0">26.09.2024 </div></div><div class="c x7e y330 w41 h49"><div class="t m0 x1d hc yda ff6 fs3 fc1 sc0 ls0 ws0">Sąd Rejonowy Kato<span class="_ _2"></span>wice<span class="ff1">-</span>Wschód w <span class="_ _2"></span>Katowicach, VIII <span class="_ _2"></span>Wydział Gospodarczy Krajow<span class="_ _2"></span>ego Rejestru Sądowego </div><div class="t m0 x1d hc yb2 ff6 fs3 fc1 sc0 ls0 ws0">dokonał <span class="_ _9"></span>rejestracji <span class="_ _9"></span>zmian <span class="_ _0"></span>Statutu <span class="_ _9"></span>Spółki, <span class="_ _9"></span>przyjętych <span class="_ _0"></span>Uchwałą <span class="_ _9"></span>nr <span class="_ _9"></span>3 <span class="ff1">Nadzwyczajnego <span class="_ _9"></span>Walnego <span class="_ _9"></span>Zgromadzenia </span></div><div class="t m0 x1d hc yb3 ff6 fs3 fc1 sc0 ls0 ws0">Spółki z dnia 28 sierpnia 2024 r.<span class="ff1"> </span></div></div><div class="c x7d y331 w40 h4b"><div class="t m0 x1d hc y332 ff1 fs3 fc1 sc0 ls0 ws0">06.11.2024 </div></div><div class="c x7e y331 w41 h4b"><div class="t m0 x1d hc y333 ff1 fs3 fc1 sc0 ls0 ws0">D<span class="ff6">o <span class="_ _0"></span>Spółki <span class="_ _9"></span>wpłynęły <span class="_ _0"></span>zawiadomienia <span class="_ _9"></span>w <span class="_ _0"></span>trybie <span class="_ _9"></span>art. <span class="_ _0"></span>69 <span class="_ _9"></span>Ustawy <span class="_ _0"></span>o <span class="_ _9"></span>ofercie p<span class="_ _0"></span>ublicznej <span class="_ _9"></span>i <span class="_ _0"></span>warunkach <span class="_ _9"></span>wprowadzania </span></div><div class="t m0 x1d hc y334 ff6 fs3 fc1 sc0 ls0 ws0">instrumentów <span class="_ _1c"></span>finansowych <span class="_ _1c"></span>do <span class="_ _1a"></span>zorganizowanego <span class="_ _1c"></span>systemu <span class="_ _1a"></span>obrotu <span class="_ _1c"></span>oraz <span class="_ _1a"></span>o <span class="_ _1c"></span>spółkach <span class="_ _1c"></span>publicznych <span class="_ _28"></span><span class="ff1">(tj. <span class="_ _1a"></span>Dz.U. </span></div><div class="t m0 x1d hc y335 ff1 fs3 fc1 sc0 ls0 ws0">2024 <span class="_ _1c"></span>poz. <span class="_ _1a"></span>620) <span class="_ _2"></span><span class="ff6">o <span class="_ _1a"></span>zarejestrowaniu <span class="_ _2"></span>w <span class="_ _1a"></span>dniu <span class="_ _2"></span>31 <span class="_ _1a"></span>październ<span class="_ _0"></span>ika <span class="_ _1c"></span>2024 <span class="_ _1c"></span>ro<span class="_ _2"></span>ku <span class="_ _1c"></span>podziału <span class="_ _1c"></span>ArcelorMittal <span class="_ _1c"></span>Poland <span class="_ _1c"></span>S.A. </span></div><div class="t m0 x1d hc y32a ff6 fs3 fc1 sc0 ls0 ws0">poprzez <span class="_ _1a"></span>wydzielenie <span class="_ _28"> </span>części <span class="_ _28"></span>majątku <span class="_ _28"> </span><span class="ff1">(</span>w <span class="_ _28"> </span>tym <span class="_ _28"></span>wszystkich <span class="_ _1a"></span>akcji <span class="_ _28"> </span>Spółki<span class="_ _2"></span><span class="ff1">) <span class="_ _1a"></span>do <span class="_ _28"> </span>nowo <span class="_ _28"> </span>utworzonego <span class="_ _28"></span>podmiotu, </span></div><div class="t m0 x1d hc y328 ff6 fs3 fc1 sc0 ls0 ws0">którym <span class="_ _0"></span>jest <span class="_ _9"></span>ArcelorMittal <span class="_ _9"></span>Investment <span class="_ _0"></span>Management <span class="_ _9"></span>Poland S<span class="_ _0"></span>p. <span class="_ _9"></span>z o.o. <span class="_ _9"></span>Oznacza t<span class="_ _0"></span>o, <span class="_ _9"></span>że w<span class="_ _0"></span> <span class="_ _9"></span>dniu <span class="_ _0"></span>31 <span class="_ _9"></span>października </div><div class="t m0 x1d hc yda ff1 fs3 fc1 sc0 ls0 ws0">2024 <span class="_ _a"> </span>roku <span class="_ _1d"> </span><span class="ff6">miało <span class="_ _a"> </span>miejsce <span class="_ _1d"> </span>zdarzenie <span class="_ _a"> </span>będące <span class="_ _1d"> </span>podstawą <span class="_ _a"> </span>przeniesienia <span class="_ _a"> </span>akcji <span class="_ _1d"> </span>Spółki <span class="_ _a"> </span>znajdującyc<span class="_ _2"></span>h <span class="_ _a"> </span>się </span></div><div class="t m0 x1d hc yb6 ff1 fs3 fc1 sc0 ls0 ws0">dotychczas w <span class="_ _2"></span>posiadaniu ArcelorMittal Poland S.A. na <span class="_ _2"></span>ArcelorMittal Investment Management Poland S<span class="_ _2"></span>p. </div><div class="t m0 x1d hc yb3 ff6 fs3 fc1 sc0 ls0 ws0">z o.o., spółkę utworzoną w wyniku podziału.<span class="ff1"> </span></div></div><div class="c x7d y336 w40 h4c"><div class="t m0 x1d hc y328 ff1 fs3 fc1 sc0 ls0 ws0">08.11.2024 </div></div><div class="c x7e y336 w41 h4c"><div class="t m0 x1d hc y337 ff1 fs3 fc1 sc0 ls0 ws0">Zawarcie <span class="ff6">umowy <span class="_ _2"></span>pomiędzy STALPROFIL S.A. (Wykonawca) a Operatorem Gazoc<span class="_ _2"></span>iągów Przesyłowych Gaz<span class="_ _2"></span></span>-</div><div class="t m0 x1d hc y338 ff6 fs3 fc1 sc0 ls0 ws0">System  S.A.  z  siedzibą  w  Warszawie  (Zamawiający),  o  general<span class="_ _0"></span>ną  realizację  inwestycji  pn<span class="_ _2"></span><span class="ff1">.</span>:  „Budowa </div><div class="t m0 x1d hc y32a ff6 fs3 fc1 sc0 ls0 ws0">gazociągu <span class="_ _9"></span>DN 1000 <span class="_ _9"></span>MOP 8,4 <span class="_ _9"></span>MPa Gu<span class="_ _0"></span>storzyn<span class="ff1">-Wicko, POM <span class="_ _9"></span>2 <span class="_ _0"></span>Odc. <span class="_ _0"></span>Gardeja- <span class="_ _9"></span><span class="ff6">Kolnik”. Wartość <span class="_ _9"></span>robót obję<span class="_ _0"></span>tych </span></span></div><div class="t m0 x1d hc y328 ff6 fs3 fc1 sc0 ls0 ws0">przedmiotową <span class="_ _28"> </span>umową, <span class="_ _26"> </span>mających <span class="_ _28"></span>na <span class="_ _28"> </span>celu <span class="_ _28"> </span>wykonanie <span class="_ _28"> </span>gazoc<span class="_ _2"></span>iągu <span class="_ _1a"></span>DN <span class="_ _28"> </span>1000 <span class="_ _26"> </span>o <span class="_ _26"> </span>długości <span class="_ _28"></span>ok <span class="_ _28"> </span>88 <span class="_ _28"> </span>km <span class="_ _28"> </span>w<span class="_ _2"></span>raz <span class="_ _28"></span>z </div><div class="t m0 x1d hc yda ff6 fs3 fc1 sc0 ls0 ws0">infrastrukturą  towarzyszącą,  wynosi<span class="_ _0"></span>  288  108  108,10  zł  brutto.  Zgodnie  z  zawartą  u<span class="_ _0"></span>mową  realizacja </div><div class="t m0 x1d hc yb6 ff6 fs3 fc1 sc0 ls0 ws0">inwestycji <span class="_ _0"></span>(termin d<span class="_ _0"></span>okonania odbioru <span class="_ _9"></span>końco<span class="_ _2"></span>wego) nas<span class="_ _0"></span>tąpi <span class="_ _0"></span>w terminie <span class="_ _9"></span>25<span class="_ _2"></span> <span class="_ _0"></span>miesięcy <span class="_ _0"></span>od daty <span class="_ _9"></span>jej zawarcia, to </div><div class="t m0 x1d hc yb3 ff1 fs3 fc1 sc0 ls0 ws0">jest od 7 listopada 2024 roku. </div></div><div class="c x7d y339 w40 h4d"><div class="t m0 x1d hc y33a ff1 fs3 fc1 sc0 ls0 ws0">19.<span class="ls2">11</span>.2024 </div></div><div class="c x7e y339 w41 h4d"><div class="t m0 x1d hc y33b ff6 fs3 fc1 sc0 ls0 ws0">Spółka <span class="_ _1c"></span>pow<span class="_ _2"></span>zięła <span class="_ _1c"></span>informację <span class="_ _1a"></span>o <span class="_ _1a"></span>złożeni<span class="_ _0"></span>u <span class="_ _1c"></span>najkorzy<span class="_ _2"></span>stniejszej <span class="_ _1c"></span>oferty<span class="_ _2"></span><span class="ff1"> <span class="_ _1a"></span></span>w <span class="_ _1a"></span>postępowaniu<span class="_ _0"></span> <span class="_ _1a"></span>organizowanym <span class="_ _1c"></span>przez<span class="ff1"> </span></div><div class="t m0 x1d hc y32a ff1 fs3 fc1 sc0 ls0 ws0">OGP  Gaz-System  S.A.  <span class="ls2f">na</span>  <span class="ff6">realizac<span class="_ _2"></span>ję  inwestycji  pn.:  &quot;Budowa  gazociągu  DN500  MOP  5,5  MPa  relacji </span></div><div class="t m0 x1d hc y32b ff6 fs3 fc1 sc0 ls0 ws0">Oświęcim<span class="ff1">-Szopienice-</span>Tworzeń, <span class="_ _26"> </span>na  odc. <span class="_ _28"> </span>o<span class="_ _2"></span>d <span class="_ _26"> </span>ul. <span class="_ _26"> </span>Łąkow<span class="_ _2"></span>ej <span class="_ _26"> </span>w <span class="_ _26"> </span>Imielin<span class="_ _2"></span>ie <span class="_ _26"> </span>do <span class="_ _26"> </span>ZZU  KZ0505 <span class="_ _28"> </span>w<span class="_ _2"></span> <span class="_ _26"> </span>Mysłowicach  o<span class="_ _0"></span> </div><div class="t m0 x1d hc yda ff6 fs3 fc1 sc0 ls0 ws0">długości <span class="_ _2"></span>ok<span class="ff1">. <span class="_ _2"></span>3km <span class="_ _2"></span>- <span class="_ _2"></span>roboty <span class="_ _1c"></span>budowlane&quot;. <span class="_ _2"></span></span>Wartość <span class="_ _1c"></span>robót <span class="_ _2"></span>objętych <span class="_ _1c"></span>ofertą<span class="ff1"> <span class="_ _2"></span> <span class="_ _2"></span></span>Spółki <span class="_ _2"></span><span class="ff1">w<span class="_ _2"></span>yni<span class="ls1c">os</span></span>ła 27 <span class="_ _2"></span>333 <span class="_ _1c"></span>333,33 <span class="_ _2"></span>zł </div><div class="t m0 x1d hc yb2 ff1 fs3 fc1 sc0 ls0 ws0">brutto. <span class="_ _2"></span>Zgodnie <span class="_ _2"></span>z<span class="ff6">e <span class="_ _2"></span>specyfikacją <span class="_ _2"></span>istotnych <span class="_ _2"></span>warunków <span class="_ _2"></span>zamówienia</span> <span class="_ _2"></span>realizacja <span class="_ _2"></span>inwestycji (<span class="_ _2"></span>termin dokonania </div><div class="t m0 x1d hc yb3 ff6 fs3 fc1 sc0 ls0 ws0">odbioru końcowego<span class="ff1">) </span>nastąpi w terminie 24 miesięcy od dnia podpisania umowy.<span class="ff1"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y33c ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xf h11 y33d ff2 fs5 fc1 sc0 lsb ws0">2.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Opis <span class="_ _1b"> </span>podstawowych <span class="_ _20"> </span>wielkości <span class="_ _1b"> </span>ujawnionych <span class="_ _20"> </span>w<span class="_ _2"></span> <span class="_ _1b"> </span>sprawozda<span class="_ _0"></span>niu <span class="_ _1b"> </span>z <span class="_ _1b"> </span>całkowitych<span class="_ _0"></span> </span></span></div><div class="t m0 x10 h13 y33e ff5 fs5 fc1 sc0 ls0 ws0">dochodów<span class="ff2"> </span></div><div class="t m0 x3 he y275 ff1 fs4 fc1 sc0 ls0 ws0">W 2024 <span class="ff6">r. STALPROFIL <span class="_ _2"></span>S.A. prowadził d<span class="_ _2"></span>ziałalność w dwóch segmentach:<span class="_ _2"></span></span> </div><div class="t m0 x3 h12 yc1 ff1 fs4 fc1 sc0 ls4 ws0">1)<span class="ff3 ls0"> <span class="_ _30"> </span><span class="ff2">Segment <span class="_ _30"> </span>stalowy<span class="ff1"> <span class="_ _c"> </span>- <span class="_ _30"> </span><span class="ff6">obejmujący <span class="_ _c"> </span>h<span class="_ _2"></span>andel <span class="_ _c"> </span>wyrobami <span class="_ _30"> </span>hutniczymi, <span class="_ _c"> </span>realizowany <span class="_ _30"> </span>przez <span class="_ _c"> </span>Centralę </span></span></span></span></div><div class="t m0 xf he yc2 ff1 fs4 fc1 sc0 ls0 ws0">STALPROFIL S.A. </div><div class="t m0 x3 h12 yc3 ff1 fs4 fc1 sc0 ls4 ws0">2)<span class="ff3 ls0"> <span class="_ _30"> </span><span class="ff2">Segment <span class="_ _2b"> </span>infrastruktu<span class="_ _2"></span>ry <span class="_ _2b"> </span>-<span class="ff1"> <span class="_ _2b"> </span><span class="ff6">obejmujący <span class="_ _2b"> </span>usługi <span class="_ _2b"> </span>budowlano<span class="_ _2"></span></span>-<span class="ff6">montażowe <span class="_ _12"> </span>s<span class="_ _2"></span>ieci <span class="_ _2b"> </span>przesyłowych <span class="_ _2b"> </span>gazu, </span></span></span></span></div><div class="t m0 xf he yc4 ff1 fs4 fc1 sc0 ls0 ws0">realizowane <span class="ff6">przez STALP<span class="_ _2"></span>ROFIL S.A. Oddzia<span class="_ _2"></span>ł w Zabrzu.</span> </div><div class="t m0 x3 he y33f ff6 fs4 fc1 sc0 ls0 ws0">Łączne przychody STALPROFIL S.A. w roku 202<span class="ff1">4 </span>wynios<span class="_ _2"></span>ły <span class="ff1">1 044 134 tys. </span>zł i były wyższe<span class="ff1"> r/r o <span class="ls4">13</span>% (tabela <span class="ls4">12).<span class="_ _2"></span></span> </span></div></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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iCJuzV7gMzcrXn6sKVNBrQ1SOJuzR4gM3drnj5saZMBbQ2SuFuzB8jM3ZqnD1vaZEBbgyTu1uwBMnO35unDljYZ0NYgSaPREB9ympubMwRPH7a0yYC2BoNNTEyIDzlNT08bgqcPW9pkQFuDwdyt2QNk5m7N04ctbTKgrUESd2v2AJm5W/P0YUubDGhrkMTdmj1AZu7WPH3Y0iYD2hokcbdmD5CZuzVPH7a0yYC2Bknq9br4kNPs7KwhePqwpU0GtDUYbHJyUnzIaWZmxhA8fdjSJgPaGgzmbs0eIDN3a54+bGmTAW0NkrhbswfIzN2apw9b2mRAW4Mk7tbsATJzt+bpw5Y2GdDWIIm7NXuAzNytefqwpU0GtDUAAABtDUZWs9kUH3Kan583BE8ftrTJgLYGg1VVJT7kVKvVDMHThy1tMqCtwWDu1uwBMnO35unDljYZ0NYgibs1e4DM3K15+rClTQaSiv5QLT9OaDQaHT8ufDPT5T8uffJKP3a/yCq+1Di/nwXlBBnqTHq+yDhvj/7P6bp/xNYwyym8SOLrrO0aJb6f4b1yaUn7v9T4JO1+qVGMP6Kjzvl+xnlL93mR7smMxO+OTuf9PPPMMwsvsm6SZqhO3aphX8s6SAAAANbHRVfmX9FXQkKEvx1bfLD9xMeamozU5XG3BgAAMJi7NVgbjrfFB9tPfKypyUhdGndrAAAAg7lbAwAAQFuD3/K3Y4sPtp/4WFOTkbo0vhISAACgxP7pbg3W5tkTX3yw/Tx91tRkpKY/d2sAAAAl9k93a7A2z5744oPt5+mzpiYjNf25WwMAACixf7pbg7V59sQXH2w/T581NRmp6c/dGgAAQIn9090arM2zJ774YPt5+qypyUhNf+7WAAAASuyf7tZgbZ498cUH28/TZ01NRmqKaGsLS9VoNDp+rNfrHT8uffJKP3a/yCq+1Di/nwXlBBnqTLpfZOESeGy3x/L4Y/iIda/+Gm7FgS+S+Dpru0aJ72d4r1xa0j4vtbD9xiFpz5caxfgjOups72fMt3SfF+meTPm/Ozr997OQet0kXRM5vhJSqx4JY75S4ovvrcpiDuJbLyMyGalLi+MrISHit2ct4ouPsZuD+FhTk5G6oIrobg0rJb747tZkMQfxrZcRmYzUBcZxtwYRjrfFx9jNQXysqclIXWBFdLeGlRJffHdrspiD+NbLiExG6gLjuFuDiGXfEUh88TF2cxAfa2oyUpdSEd2tYaXEF9/dmizmIL71MiKTkbrAOO7WIMLxtvgYuzmIjzU1GakLrIju1rBS4ovvbk0WcxDfehmRyUhdYBx3axDheFt8jN0cxMeamozUBVZEd2tYKfHFd7cmizmIb72MyGSkLjCOuzUAAIASaWsQETHmB4HiewSM3RzEx5qajNTaGhSqqirxxcfYzUF8rKnJSK2tQXEcb4uPsZuD+FhTk5FaW4MSOd4WH2M3B/GxpiYjtbYGJXK8LT7Gbg7iY01NRmptDUrkeFt8jN0cxMeamozU2hqUyPG2+Bi7OYiPNTUZqbU1KJHjbfExdnMQH2tqMlJra1Aix9viY+zmID7W1GSk1tagRI63xcfYzUF8rKnJSK2tQYkcb4uPsZuD+FhTk5FaW4MSOd4WH2M3B/GxpiYjtbYGJWo0GuKLj7Gbg/hYU5ORuqzGO+wLyqqq3IGOxlYY75USX3xvVRZzEN96GZHJSF1aHHdrEOF4W3yM3RzEx5qajNQFVkR3a1gp8cV3tyaLOYhvvYzIZKQuMI67NYhwvC0+xm4O4mNNTUbqAiuiuzWslPjiu1uTxRzEt15GZDJSFxjH3RpERNTrdfHFx9jNQXysqclIXVZFdLeGlRJffHdrspiD+NbLiExG6gLjuFuDCMfb4mPs5iA+1tRkpC6wIrpbw0qJL767NVnMQXzrZUQmI3WBcdytQYTjbfExdnMQH2tqMlIXWBHdrWGlxBff3Zos5iC+9TIik5G6wDju1gAAAEqkrUFExJgfBIrvETB2cxAfa2oyUmtrUKiqqsQXH2M3B/GxpiYjtbYGxXG8LT7Gbg7iY01NRmptDUrkeFt8jN0cxMeamozU2hqUyPG2+Bi7OYiPNTUZqbU1KJHjbfExdnMQH2tqMlJra1Aix9viY+zmID7W1GSk1tagRI63xcfYzUF8rKnJSK2tQYkcb4uPsZuD+FhTk5FaW4MSOd4WH2M3B/GxpiYjtbYGJWo0GuKLj7Gbg/hYU5ORuqzGO+wLyqqq3IGOxlYY75USX3xvVRZzEN96GZHJSF1aHHdrEOF4W3yM3RzEx5qajNQFVkR3a1gp8cV3tyaLOYhvvYzIZKQuMI67NYhwvC0+xm4O4mNNTUbqAiuiuzWslPjiu1uTxRzEt15GZDJSFxjH3RpERNTrdfHFx9jNQXysqclIXVZFdLeGlRJffHdrspiD+NbLiExG6gLjuFuDCMfb4mPs5iA+1tRkpC6wIrpbw0qJL767NVnMQXzrZUQmI3WBcdytQYTjbfExdnMQH2tqMlIXWBHdrWGlxBff3Zos5iC+9TIik5G6wDju1gAAAEqkrUFExJgfBIrvETB2cxAfa2oyUmtrUKiqqsQXH2M3B/GxpiYj9di1tYV1qqrqxIkTHT8ePXq048elT17px+4XWcWX8n7KCZL5/Yz59hjzR6yordj/RdJfZ23XKOX9rNbYy0/a/6XGJ2nPlxq5+KM76mzvZ8y39MAXGa3fHZ3++1n4hHWTdG0ab4bvMjI/P68Wl69Wq43zSokvvrcqizmIb72MyGSk7h/HdxmBteGPjohPZn4/Z/uJb01NRmq0NUjij46IT2a1Ws0QbD9PnzU1GanR1mAwx9vik5m7NdtPfGtqMlKjrUESx9vik5m7NdtPfGtqMlKjrUESx9vik5m7NdtPfGtqMlKjrUESx9vik5m7NdtPfGtqMlKjrUESx9vik5m7NdtPfGtqMlKjrUESx9vik5m7NdtPfGtqMlKjrUGSRqMhvvjkNDc3Zwi2n6fPmpqM1GhrMNjExIT44pPT9PS0Idh+nj5rajJSo63BYI63xSczd2u2n/jW1GSkRluDJI63xSczd2u2n/jW1GSkRluDJI63xSczd2u2n/jW1GSkRluDJI63xSczd2u2n/jW1GSkRluDJPV6XXzxyWl2dtYQbD9PnzU1GanR1mCwyclJ8cUnp5mZGUOw/Tx91tRkpEZbg8Ecb4tPZu7WbD/xranJSI22Bkkcb4tPZu7WbD/xranJSI22Bkkcb4tPZu7WbD/xranJSI22Bkkcb4tPZu7WbD/xranJSI22BgAAoK3ByGo2m+KLT07z8/OGYPt5+qypyUiNtgaDVVUlvvjkVKvVDMH28/RZU5ORGm0NBnO8LT6ZuVuz/cS3piYjNdoaJHG8LT6ZuVuz/cS3piYjNdoaJHG8LT6ZuVuz/cS3piYjNdoaJHG8LT6ZuVuz/cS3piYjNdoaJHG8LT6ZuVuz/cS3piYjNdoaJHG8LT6ZuVuz/cS3piYjNdoaJHG8LT6ZuVuz/cS3piYjNdoaJHG8LT6ZuVuz/cS3piYjNdoaJGk0GuKLT05zc3OGYPt5+qypyUiNtgaDTUxMiC8+OU1PTxuC7efps6YmIzXaGgzmeFt8MnO3ZvuJb01NRmq0NUjieFt8MnO3ZvuJb01NRmq0NUjieFt8MnO3ZvuJb01NRmq0NUjieFt8MnO3ZvuJb01NRmq0NUhSr9fFF5+cZmdnDcH28/RZU5ORGm0NBpucnBRffHKamZkxBNvP02dNTUZqtDUYzPG2+GTmbs32E9+amozUaGuQxPG2+GTmbs32E9+amozUaGuQxPG2+GTmbs32E9+amozUaGuQxPG2+GTmbs32E9+amozUaGsAAADaGoysZrMpvvjkND8/bwi2n6fPmpqM1GhrMFhVVeKLT061Ws0QbD9PnzU1GanR1mAwx9vik5m7NdtPfGtqMlKjrUESx9vik5m7NdtPfGtqMlKjrUESx9vik5m7NdtPfGtqMlKjrUESx9vik5m7NdtPfGtqMlKjrUESx9vik5m7NdtPfGtqMlKjrUESx9vik5m7NdtPfGtqMlKjrUESx9vik5m7NdtPfGtqMlKjrUESx9vik5m7NdtPfGtqMlKjrUESx9vik5m7NdtPfGtqMlKjrUESx9vik5m7NdtPfGtqMlKjrUGSRqMhvvjkNDc3Zwi2n6fPmpqM1GhrMNjExIT44pPT9PS0Idh+nj5rajJSo63BYI63xSczd2u2n/jW1GSkRluDJI63xSczd2u2n/jW1GSkRluDJI63xSczd2u2n/jW1GSkRluDJI63xSczd2u2n/jW1GSkZrDmkC39Kkv1evmP9Xq948elT17px+4XWcWXGuf3s/wIpIQgQ51JzxcZ5+3R/zld94/YGmY5hRdJfJ21XaPE9zO8Vy4taf+XGp+k3S81ivFHdNQ53884b+k+L9I9mZH43dHpv5/1lDRDdepWDfsvrauqyt+LNxLGfKXEF99blcUcxLdeRmQyUpcWx1dCQkT7Ka/44mPs5iA+1tRkpC6iIrpbw0qJL767NVnMQXzrZUQmI3WBcdytQYTjbfExdnMQH2tqMlIXWBHdrWGlxBff3Zos5iC+9TIik5G6wDju1gAAAEqkrUFE+3fXFV98jN0cxMeamozU2hqUoqoq8cXH2M1BfKypyUitrUFxHG+Lj7Gbg/hYU5ORWluDEjneFh9jNwfxsaYmI7W2BiVyvC0+xm4O4mNNTUZqbQ1K5HhbfIzdHMTHmpqM1NoalMjxtvgYuzmIjzU1Gam1NSiR423xMXZzEB9rajJSa2tQIsfb4mPs5iA+1tRkpNbWoESOt8XH2M1BfKypyUitrUGJGo2G+OJj7OYgPtbUZKQuq/EO+4Kyqip3oKOxFcZ7pcQX31uVxRzEt15GZDJSlxbH3RpEON4WH2M3B/GxpiYjdYEV0d0aVkp88d2tyWIO4lsvIzIZqQuM424NIhxvi4+xm4P4WFOTkbrAiuhuDSslvvju1mQxB/GtlxGZjNQFxnG3BhER9XpdfPExdnMQH2tqMlKXVRHdrWGlxBff3Zos5iC+9TIik5G6wDju1iDC8bb4GLs5iI81NRmpC6yI7tawUuKL725NFnMQ33oZkclIXWAcd2sQ4XhbfIzdHMTHmpqM1AVWRHdrWCnxxXe3Jos5iG+9jMhkpC4wjrs1AACAEmlrEBEx5geB4nsEjN0cxMeamozU2hoUqqoq8cXH2M1BfKypyUitrUFxHG+Lj7Gbg/hYU5ORWluDEjneFh9jNwfxsaYmI7W2BiVyvC0+xm4O4mNNTUZqbQ1K5HhbfIzdHMTHmpqM1NoalMjxtvgYuzmIjzU1Gam1NSiR423xMXZzEB9rajJSa2tQIsfb4mPs5iA+1tRkpNbWoESOt8XH2M1BfKypyUitrUGJHG+Lj7Gbg/hYU5ORWluDEjneFh9jNwfxsaYmI7W2BiVqNBrii4+xm4P4WFOTkbqsxjvsC8qqqtyBjsZWGO+VEl98b1UWcxDfehmRyUhdWhx3axDheFt8jN0cxMeamozUBVZEd2tYKfHFd7cmizmIb72MyGSkLjCOuzWIcLwtPsZuDuJjTU1G6gIrors1rJT44rtbk8UcxLdeRmQyUhcYx90aRETU63XxxcfYzUF8rKnJSF1WRXS3hpUSX3x3a7KYg/jWy4hMRuoC47hbgwjH2+Jj7OYgPtbUZKQusCK6W8NKiS++uzVZzEF862VEJiN1gXHcrUGE423xMXZzEB9rajJSF1gR3a1hpcQX392aLOYgvvUyIpORusA47tYAAABKpK1BRMSYHwSK7xEwdnMQH2tqMlJra1CoqqrEFx9jNwfxsaYmI7W2BsVxvC0+xm4O4mNNTUZqbQ1K5HhbfIzdHMTHmpqM1NoalMjxtvgYuzmIjzU1Gam1NSiR423xMXZzEB9rajJSa2tQIsfb4mPs5iA+1tRkpNbWoESOt8XH2M1BfKypyUg9jm1tYZ2qqjpx4kTHj0ePHu34cemTV/qx+0VW8XwL1pkAAB7QSURBVKW8n3KCZH4/Y749xvwRK2or9n+R9NdZ2zVKeT+rNfbyk/Z/qfFJ2vOlRi7+6I462/sZ8y098EVG63dHp/9+Fj5h3SRdm8Y77AvKqqrm5+fV4vLVarVxXinxxfdWZTEH8a2XEZmM1P3j5P/aTl8JCRERjUZDfPHJaW5uzhBsP0+fNTUZqdHWYLCJiQnxxSen6elpQ7D9PH3W1GSkRluDwRxvi09m7tZsP/GtqclIjbYGSRxvi09m7tZsP/GtqclIjbYGSRxvi09m7tZsP/GtqclIjbYGSRxvi09m7tZsP/GtqclIjbYGSer1uvjik9Ps7Kwh2H6ePmtqMlKjrcFgk5OT4otPTjMzM4Zg+3n6rKnJSI22BoM53hafzNyt2X7iW1OTkRptDZI43hafzNyt2X7iW1OTkRptDZI43hafzNyt2X7iW1OTkRptDZI43hafzNyt2X7iW1OTkRptDQAAQFuDkdVsNsUXn5zm5+cNwfbz9FlTk5EabQ0Gq6pKfPHJqVarGYLt5+mzpiYjNdoaDOZ4W3wyc7dm+4lvTU1GarQ1SOJ4W3wyc7dm+4lvTU1GarQ1SOJ4W3wyc7dm+4lvTU1GarQ1SOJ4W3wyc7dm+4lvTU1GarQ1SOJ4W3wyc7dm+4lvTU1GarQ1SOJ4W3wyc7dm+4lvTU1GarQ1SOJ4W3wyc7dm+4lvTU1GarQ1SOJ4W3wyc7dm+4lvTU1GarQ1SOJ4W3wyc7dm+4lvTU1GarQ1SOJ4W3wyc7dm+4lvTU1GarQ1SNJoNMQXn5zm5uYMwfbz9FlTk5EabQ0Gm5iYEF98cpqenjYE28/TZ01NRmq0NRjM8bb4ZOZuzfYT35qajNRoa5DE8bb4ZOZuzfYT35qajNRoa5DE8bb4ZOZuzfYT35qajNRoa5DE8bb4ZOZuzfYT35qajNRoa5CkXq+LLz45zc7OGoLt5+mzpiYjNdoaDDY5OSm++OQ0MzNjCLafp8+amozUaGswmONt8cnM3ZrtJ741NRmp0dYgieNt8cnM3ZrtJ741NRmp0dYgieNt8cnM3ZrtJ741NRmp0dYgieNt8cnM3ZrtJ741NRmp0dYAAAC0NRhZzWZTfPHJaX5+3hBsP0+fNTUZqdHWYLCqqsQXn5xqtZoh2H6ePmtqMlKjrcFgjrfFJzN3a7af+NbUZKRGW4MkjrfFJzN3a7af+NbUZKRGW4MkjrfFJzN3a7af+NbUZKRGW4MkjrfFJzN3a7af+NbUZKRGW4MkjrfFJzN3a7af+NbUZKRGW4MkjrfFJzN3a7af+NbUZKRGW4MkjrfFJzN3a7af+NbUZKRGW4MkjrfFJzN3a7af+NbUZKRGW4MkjUZDfPHJaW5uzhBsP0+fNTUZqdHWYLCJiQnxxSen6elpQ7D9PH3W1GSkRluDwRxvi09m7tZsP/GtqclIjbYGSRxvi09m7tZsP/GtqclIjbYGSRxvi09m7tZsP/GtqclIjbYGSRxvi09m7tZsP/GtqclIjbYGSer1uvjik9Ps7Kwh2H6ePmtqMlKjrcFgk5OT4otPTjMzM4Zg+3n6rKnJSI22BoM53hafzNyt2X7iW1OTkRptDZI43hafzNyt2X7iW1OTkRptDZI43hafzNyt2X7iW1OTkRptDZI43hafzNyt2X7iW1OTkRptDQAAYDQ1h2zpV4nf/gV5y39cuB5d/uPSJ6/0Y/eLrOJLjfP7WVBOkKHOpOeLjPP26P+crvtHbA2znMKLJL7O2q5R4vsZ3iuXlrT/S41P0u6XGsX4IzrqnO9nnLd0nxfpnsxI/O7o9N/PekqaoTp1q5ZvoGGoqqH/Elgp8cUfk/jraaX8fwdzGMX49q0Rmcw4p16TOL4SEiLaz73EFx9jNwfxsaYmI3UJtDWIiKiqSnzxMXZzEB9rajJSa2tQHMfb4mPs5iA+1tRkpNbWoESOt8XH2M1BfKypyUitrUGJHG+Lj7Gbg/hYU5ORWluDEjneFh9jNwfxsaYmI7W2BiVyvC0+xm4O4mNNTUZqbQ1K5HhbfIzdHMTHmpqM1NoalMjxtvgYuzmIjzU1Gam1NSiR423xMXZzEB9rajJSa2tQokajIb74GLs5iI81NRmpy2q8w76grKrKHehobIXxXinxxfdWZTEH8a2XEZmM1KXFcbcGEY63xcfYzUF8rKnJSF1gRXS3hpUSX3x3a7KYg/jWy4hMRuoC47hbgwjH2+Jj7OYgPtbUZKQusCK6W8NKiS++uzVZzEF862VEJiN1gXHcrUFERL1eF198jN0cxMeamozUZVVEd2tYKfHFd7cmizmIb72MyGSkLjCOuzWIcLwtPsZuDuJjTU1G6gIrors1rJT44rtbk8UcxLdeRmQyUhcYx90aRDjeFh9jNwfxsaYmI3WBFdHdGlZKfPHdrcliDuJbLyMyGakLjONuDQAAoETaGkREjPlBoPgeAWM3B/GxpiYjtbYGhaqqSnzxMXZzEB9rajJSa2tQHMfb4mPs5iA+1tRkpNbWoESOt8XH2M1BfKypyUitrUGJHG+Lj7Gbg/hYU5ORWluDEjneFh9jNwfxsaYmI7W2BiVyvC0+xm4O4mNNTUZqbQ1K5HhbfIzdHMTHmpqM1NoalMjxtvgYuzmIjzU1Gam1NSiR423xMXZzEB9rajJSa2tQokajIb74GLs5iI81NRmpy2q8w76grKrKHehobIXxXinxxfdWZTEH8a2XEZmM1KXFcbcGEY63xcfYzUF8rKnJSF1gRXS3hpUSX3x3a7KYg/jWy4hMRuoC47hbgwjH2+Jj7OYgPtbUZKQusCK6W8NKiS++uzVZzEF862VEJiN1gXHcrUFERL1eF198jN0cxMeamozUZVVEd2tYKfHFd7cmizmIb72MyGSkLjCOuzWIcLwtPsZuDuJjTU1G6gIrors1rJT44rtbk8UcxLdeRmQyUhcYx90aRDjeFh9jNwfxsaYmI3WBFdHdGlZKfPHdrcliDuJbLyMyGakLjONuDQAAoETaGkREjPlBoPgeAWM3B/GxpiYjtbYGhaqqSnzxMXZzEB9rajJSa2tQHMfb4mPs5iA+1tRkpNbWoESOt8XH2M1BfKypyUitrUGJHG+Lj7Gbg/hYU5ORWluDEjneFh9jNwfxsaYmI7W2BiVyvC0+xm4O4mNNTUZqbQ1K5HhbfIzdHMTHmpqM1NoalMjxtvgYuzmIjzU1Gam1NSiR423xMXZzEB9rajJSa2tQIsfb4mPs5iA+1tRkpNbWoESOt8XH2M1BfKypyUitrUGJGo2G+OJj7OYgPtbUZKQuq/EO+4Kyqip3oKOxFcZ7pcQX31uVxRzEt15GZDJSlxbH3RpEON4WH2M3B/GxpiYjdYEV0d0aVkp88d2tyWIO4lsvIzIZqQuM424NIhxvi4+xm4P4WFOTkbrAiuhuDSslvvju1mQxB/GtlxGZjNQFxnG3BhER9XpdfPExdnMQH2tqMlKXVREz3K2ZMgAAMOry3625rQYAACiRr4QEAADQ1gAAANDWAAAAtDUAAAC0NQAAAG0NAAAAbQ0AAABtDQAAQFsDAABAWwMAANDWAAAA0NYAAAC0NQAAALQ1AAAAtDUAAABtDQAAAG0NAABAWwMAAEBbAwAA0NYAAADQ1gAAANDWAAAAtDUAAAC0NQAAAG0NAAAAbQ0AAEBbAwAAQFsDAABAWwMAANDWAAAA0NYAAAC0NQAAALQ1AAAAbQ0AAABtDQAAAG0NAABAWwMAAEBbAwAA0NYAAADQ1gAAALQ1AAAAtDUAAAC0NQAAAG0NAAAAbQ0AAEBbAwAAQFsDAADQ1gAAANDWAAAA0NYAAAC0NQAAALQ1AAAAbQ0AAABtDQAAQFsDAABAWwMAAEBbAwAAGEUbjGAUVVVlCKOi2WwaAgAAp/Lbfr+VBAAAKJCvhAQAANDWAAAA0NYAAAC0NQAAALQ1AAAAbQ0AAABtDQAAAG0NAABAWwMAAEBbAwAA0NYAAADQ1gAAALQ1AAAAtDUAAAC0NQAAAG0NAAAAbQ0AAEBbAwAAQFsDAADQ1gAAANDWAAAA0NYAAAC0NQAAALQ1AAAAbQ0AAABtDQAAQFsDAABAWwMAAEBbAwAA0NYAAADQ1gAAALQ1AAAAtDUAAABtDQAAAG0NAAAAbQ0AAEBbAwAAQFsDAADQ1gAAANDWAAAAtDUAAAC0NQAAALQ1AAAAbQ0AAABtDQAAQFsDAABAWwMAANDWAAAA0NYAAADQ1gAAALQ1AAAAtDUAAABtDQAAAG0NAABAWwMAAEBbAwAAQFsDAADQ1gAAANDWAAAAtDUAAAC0NQAAAG0NAAAAbQ0AAABtDQAAQFsDAABAWwMAANDWAAAA0NYAAADQ1gAAALQ1AAAAtDUAAABtDQAAAG0NAABAWwMAAEBbAwAAQFsDAADQ1gAAANDWAAAAtDUAAAC0NQAAAG0NAAAAbQ0AAABtDQAAQFsDAABAWwMAANDWAAAA0NYAAAC0NQAAALQ1AAAAtDUAAABtDQAAAG0NAABAWwMAAEBbAwAA0NYAAADQ1gAAANDWAAAAtDUAAAC0NQAAAG0NAAAAbQ0AAEBbAwAAQFsDAABAWwMAANDWAAAA0NYAAAC0NQAAALQ1AAAAbQ0AAABtDQAAAG0NAABAWwMAAEBbAwAA0NYAAADQ1gAAALQ1AAAAtDUAAAC0NQAAAG0NAAAAbQ0AAEBbAwAAQFsDAADQ1gAAANDWAAAA0NYAAAC0NQAAALQ1AAAAbQ0AAABtDQAAAG0NAABAWwMAAEBbAwAA0NYAAADQ1gAAALQ1AAAAtDUAAAC0NQAAAG0NAAAAbQ0AAEBbAwAAQFsDAADQ1gAAANDWAAAA0NYAAAC0NQAAALQ1AAAAbQ0AAABtDQAAQFsDAABAWwMAAEBbAwAA0NYAAADQ1gAAALQ1AAAAtDUAAABtDQAAAG0NAAAAbQ0AAEBbAwAAQFsDAADQ1gAAANDWAAAAtDUAAAC0NQAAALQ1AAAAbQ0AAABtDQAAQFsDAABAWwMAANDWAAAA0NYAAADQ1gAAALQ1AAAAtDUAAABtDQAAAG0NAABAWwMAAEBbAwAAQFsDAADQ1gAAANDWAAAAtDUAAAC0NQAAAG0NAAAAbQ0AAABtDQAAQFsDAABAWwMAANDWAAAA0NYAAAC0NQAAALQ1AAAAtDUAAABtDQAAAG0NAABAWwMAAEBbAwAAQFsDAADQ1gAAANDWAAAAtDUAAAC0NQAAAG0NAAAAbQ0AAABtDQAAQFsDAABAWwMAANDWAAAA0NYAAAC0NQAAALQ1AAAAtDUAAABtDQAAAG0NAABAWwMAAEBbAwAA0NYAAADQ1gAAANDWAAAAtDUAAAC0NQAAAG0NAAAAbQ0AAEBbAwAAQFsDAABAWwMAANDWAAAA0NYAAAC0NQAAALQ1AAAAbQ0AAABtDQAAAG0NAABAWwMAAEBbAwAA0NYAAADQ1gAAALQ1AAAAtDUAAAC0NQAAAG0NAAAAbQ0AAEBbAwAAQFsDAADQ1gAAANDWAAAA0NYAAAC0NQAAALQ1AAAAbQ0AAABtDQAAQFsDAABAWwMAAEBbAwAA0NYAAADQ1gAAALQ1AAAAtDUAAAC0NQAAAG0NAAAAbQ0AAEBbAwAAQFsDAADQ1gAAANDWAAAA0NYAAAC0NQAAALQ1AAAAbQ0AAABtDQAAQFsDAABAWwMAAEBbAwAA0NYAAADQ1gAAALQ1AAAAtDUAAABtDQAAAG0NAAAAbQ0AAEBbAwAAQFsDAADQ1gAAANDWAAAAtDUAAAC0NQAAALQ1AAAAbQ0AAABtDQAAQFsDAABAWwMAANDWAAAA0NYAAADQ1gAAALQ1AAAAtDUAAABtDQAAAG0NAABAWwMAAEBbAwAAQFsDAADQ1gAAANDWAAAAtDUAAAC0NQAAAG0NAAAAbQ0AAABtDQAAQFsDAABAWwMAANDWAAAA0NYAAAC0NQAAALQ1AAAAtDUAAABtDQAAAG0NAABAWwMAAEBbAwAA0NYAAADQ1gAAANDWAAAAtDUAAAC0NQAAAG0NAAAAbQ0AAABtDQAAQFsDAABAWwMAANDWAAAA0NYAAAC0NQAAALQ1AAAAtDUAAABtDQAAAG0NAABAWwMAAEBbAwAA0NYAAADQ1gAAANDWAAAAtDUAAAC0NQAAAG0NAAAAbQ0AAEBbAwAAQFsDAABAWwMAANDWAAAA0NYAAAC0NQAAALQ1AAAAbQ0AAABtDQAAAG0NAABAWwMAAEBbAwAA0NYAAADQ1gAAALQ1AAAAtDUAAAC0NQAAAG0NAAAAbQ0AAEBbAwAAQFsDAADQ1gAAANDWAAAA0NYAAAC0NQAAALQ1AAAAbQ0AAABtDQAAQFsDAABAWwMAAEBbAwAA0NYAAADQ1gAAALQ1AAAAtDUAAABtDQAAAG0NAAAAbQ0AAEBbAwAAQFsDAADQ1gAAANDWAAAA0NYAAAC0NQAAALQ1AAAAbQ0AAABtDQAAQFsDAABAWwMAAEBbAwAA0NYAAADQ1gAAALQ1AAAAtDUAAABtDQAAAG0NAAAAbQ0AAEBbAwAAQFsDAADQ1gAAANDWAAAAtDUAAAC0NQAAALQ1AAAAbQ0AAABtDQAAQFsDAABAWwMAANDWAAAA0NYAAADQ1gAAALQ1AAAAtDUAAABtDQAAAG0NAABAWwMAAEBbAwAAQFsDAADQ1gAAANDWAAAAtDX4/3bt0AZhIAzDcC6prC+2A+BxGFxXYAKWaNBYVsFVsUh1FeYU5hBIUknvoM+zQJOv5t7kBwAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAoHyVCX5RCMEI8CUpJSMAAEU8+71LAAAACuQSEgAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAA/JvKBAAAsGbHy/0Rn3aY0zb19bRTawAAwNLeqXY7H0zxqeuHcYq5vu4SEgAAoERqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAORTdf1gBQAAWLO2qY0wt8w4xSzRtN9uQkrJPwAAACiNS0gAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAMDyXrTd1IYY6t4oAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">26<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="ls4">12</span> <span class="ff6">Wyniki finans<span class="_ _2"></span>owe podsta<span class="_ _2"></span>wowych segmentów działaln<span class="_ _2"></span>ości S<span class="_ _2"></span></span>T<span class="ff6">ALPROFIL S.A. (w ty<span class="_ _2"></span>s. zł)</span> </div></div><div class="c x21 y340 w29 h4e"><div class="t m0 x1d h9 y341 ff2 fs3 fc1 sc0 ls0 ws0">STALPROFIL S.A. </div></div><div class="c x80 y342 w42 h4f"><div class="t m0 x57 h9 y343 ff2 fs3 fc1 sc0 ls0 ws0">Segment stalowy </div></div><div class="c x81 y342 w43 h4f"><div class="t m0 x6e h9 y343 ff2 fs3 fc1 sc0 ls0 ws0">Segment infrastruktury </div></div><div class="c x53 y342 w44 h4f"><div class="t m0 x82 h9 y343 ff2 fs3 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x80 y340 w45 h50"><div class="t m0 x4f h9 y344 ff2 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c x83 y340 w45 h50"><div class="t m0 x4f h9 y344 ff2 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">3 </span></div></div><div class="c x28 y340 w46 h50"><div class="t m0 x84 h9 y344 ff2 fs3 fc1 sc0 ls0 ws0">Zmiana </div></div><div class="c x81 y340 w47 h50"><div class="t m0 x18 h9 y344 ff2 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c x85 y340 w48 h50"><div class="t m0 x8 h9 y344 ff2 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">3 </span></div></div><div class="c x86 y340 w49 h50"><div class="t m0 x59 h9 y344 ff2 fs3 fc1 sc0 ls0 ws0">Zmiana </div></div><div class="c x53 y340 w4a h50"><div class="t m0 x71 h9 y344 ff2 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c x87 y340 w4b h50"><div class="t m0 xa h9 y344 ff2 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">3 </span></div></div><div class="c x88 y340 w4c h50"><div class="t m0 x13 h9 y344 ff2 fs3 fc1 sc0 ls0 ws0">Zmiana </div></div><div class="c x21 y345 w29 h51"><div class="t m0 x48 h52 y346 ff1 fsd fc2 sc0 ls0 ws0">1 </div></div><div class="c x80 y345 w45 h51"><div class="t m0 x67 h52 y346 ff1 fsd fc2 sc0 ls0 ws0">2 </div></div><div class="c x83 y345 w45 h51"><div class="t m0 x67 h52 y346 ff1 fsd fc2 sc0 ls0 ws0">3 </div></div><div class="c x28 y345 w4d h51"><div class="t m0 x68 h52 y346 ff1 fsd fc2 sc0 ls0 ws0">4=2-3 </div></div><div class="c x62 y345 w4e h51"><div class="t m0 x1d h52 y346 ff1 fsd fc2 sc0 ls0 ws0">5=4/3 </div></div><div class="c x81 y345 w47 h51"><div class="t m0 x71 h52 y346 ff1 fsd fc2 sc0 ls0 ws0">6 </div></div><div class="c x85 y345 w48 h51"><div class="t m0 x1b h52 y346 ff1 fsd fc2 sc0 ls0 ws0">7 </div></div><div class="c x86 y345 w4f h51"><div class="t m0 x68 h52 y346 ff1 fsd fc2 sc0 ls0 ws0">8=6-7 </div></div><div class="c x89 y345 w50 h51"><div class="t m0 x2d h52 y346 ff1 fsd fc2 sc0 ls0 ws0">9=8/7 </div></div><div class="c x53 y345 w4a h51"><div class="t m0 xa h52 y346 ff1 fsd fc2 sc0 ls0 ws0">10=2+6 </div></div><div class="c x87 y345 w4b h51"><div class="t m0 x68 h52 y346 ff1 fsd fc2 sc0 ls0 ws0">11=3+7 </div></div><div class="c x88 y345 w51 h51"><div class="t m0 x2d h52 y346 ff1 fsd fc2 sc0 ls0 ws0">12=10-<span class="ls30">11</span> </div></div><div class="c x8a y345 w52 h51"><div class="t m0 x3f h52 y346 ff1 fsd fc2 sc0 ls0 ws0">13=12/11 </div></div><div class="c x21 y347 w29 h53"><div class="t m0 x3f hc y128 ff1 fs3 fc1 sc0 ls0 ws0">Przychody ze </div><div class="t m0 x3f hc yb8 ff6 fs3 fc1 sc0 ls0 ws0">sprzedaży <span class="ff1"> </span></div></div><div class="c x80 y347 w45 h53"><div class="t m0 x3c hc y127 ff1 fs3 fc1 sc0 ls2 ws0">954 157<span class="ls0"> </span></div></div><div class="c x83 y347 w45 h53"><div class="t m0 x3c hc y127 ff1 fs3 fc1 sc0 ls2 ws0">820 881<span class="ls0"> </span></div></div><div class="c x28 y347 w4d h53"><div class="t m0 x3c hc y127 ff1 fs3 fc1 sc0 ls2 ws0">133 276<span class="ls0"> </span></div></div><div class="c x62 y347 w4e h53"><div class="t m0 x27 hc y127 ff1 fs3 fc1 sc0 ls2 ws0">16%<span class="ls0"> </span></div></div><div class="c x81 y347 w47 h53"><div class="t m0 x1d hc y127 ff1 fs3 fc1 sc0 ls2 ws0">89 977<span class="ls0"> </span></div></div><div class="c x85 y347 w48 h53"><div class="t m0 x1a hc y127 ff1 fs3 fc1 sc0 ls2 ws0">100 732<span class="ls0"> </span></div></div><div class="c x86 y347 w4f h53"><div class="t m0 x4f hc y127 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">10 755</span> </div></div><div class="c x89 y347 w50 h53"><div class="t m0 x18 hc y127 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">11%</span> </div></div><div class="c x53 y347 w4a h53"><div class="t m0 x27 hc y127 ff1 fs3 fc1 sc0 ls0 ws0">1 <span class="ls2">044 134</span> </div></div><div class="c x87 y347 w4b h53"><div class="t m0 xa hc y127 ff1 fs3 fc1 sc0 ls2 ws0">921 613<span class="ls0"> </span></div></div><div class="c x88 y347 w51 h53"><div class="t m0 x18 hc y127 ff1 fs3 fc1 sc0 ls2 ws0">122 521<span class="ls0"> </span></div></div><div class="c x8a y347 w52 h53"><div class="t m0 x71 hc y127 ff1 fs3 fc1 sc0 ls2 ws0">13<span class="ls0">% </span></div></div><div class="c x21 y348 w29 h53"><div class="t m0 x3f hc y128 ff1 fs3 fc1 sc0 ls0 ws0">Wynik brutto ze </div><div class="t m0 x3f hc y12c ff6 fs3 fc1 sc0 ls0 ws0">sprzedaży<span class="ffa"> </span></div></div><div class="c x80 y348 w45 h53"><div class="t m0 xa hc y127 ff1 fs3 fc1 sc0 ls2 ws0">44 762<span class="ffa ls0"> </span></div></div><div class="c x83 y348 w45 h53"><div class="t m0 xa hc y127 ff1 fs3 fc1 sc0 ls2 ws0">41 334<span class="ffa ls0"> </span></div></div><div class="c x28 y348 w4d h53"><div class="t m0 x6 hc y127 ff1 fs3 fc1 sc0 ls2 ws0">3 428<span class="ffa ls0"> </span></div></div><div class="c x62 y348 w4e h53"><div class="t m0 xa hc y127 ff1 fs3 fc1 sc0 ls2 ws0">8%<span class="ffa ls0"> </span></div></div><div class="c x81 y348 w47 h53"><div class="t m0 x1d hc y127 ff1 fs3 fc1 sc0 ls2 ws0">21 388<span class="ffa ls0"> </span></div></div><div class="c x85 y348 w48 h53"><div class="t m0 x71 hc y127 ff1 fs3 fc1 sc0 ls2 ws0">18 872<span class="ffa ls0"> </span></div></div><div class="c x86 y348 w4f h53"><div class="t m0 x6 hc y127 ff1 fs3 fc1 sc0 ls2 ws0">2 516<span class="ffa ls0"> </span></div></div><div class="c x89 y348 w50 h53"><div class="t m0 x1a hc y127 ff1 fs3 fc1 sc0 ls2 ws0">13%<span class="ffa ls0"> </span></div></div><div class="c x53 y348 w4a h53"><div class="t m0 x1b hc y127 ff1 fs3 fc1 sc0 ls2 ws0">66 150<span class="ffa ls0"> </span></div></div><div class="c x87 y348 w4b h53"><div class="t m0 x6 hc y127 ff1 fs3 fc1 sc0 ls2 ws0">60 206<span class="ffa ls0"> </span></div></div><div class="c x88 y348 w51 h53"><div class="t m0 x2e hc y127 ff1 fs3 fc1 sc0 ls2 ws0">5 944<span class="ffa ls0"> </span></div></div><div class="c x8a y348 w52 h53"><div class="t m0 x71 hc y127 ff1 fs3 fc1 sc0 ls2 ws0">10<span class="ls0">%<span class="ffa"> </span></span></div></div><div class="c x21 y349 w29 h53"><div class="t m0 x3f hc y127 ff6 fs3 fc1 sc0 ls0 ws0">Marża brutto<span class="ff1"> </span></div></div><div class="c x80 y349 w45 h53"><div class="t m0 x5d hc y127 ffa fs3 fc1 sc0 ls0 ws0">4,7%<span class="ff1"> </span></div></div><div class="c x83 y349 w45 h53"><div class="t m0 x5d hc y127 ffa fs3 fc1 sc0 ls0 ws0">5,0%<span class="ff1"> </span></div></div><div class="c x28 y349 w4d h53"><div class="t m0 x27 hc y127 ffa fs3 fc1 sc0 ls0 ws0">-0,3 p.p.<span class="ff1"> </span></div></div><div class="c x62 y349 w4e h53"><div class="t m0 x1b hc y127 ffa fs3 fc1 sc0 ls0 ws0">- <span class="ff1"> </span></div></div><div class="c x81 y349 w47 h53"><div class="t m0 x24 hc y127 ffa fs3 fc1 sc0 ls0 ws0">23,8%<span class="ff1"> </span></div></div><div class="c x85 y349 w48 h53"><div class="t m0 x2b hc y127 ffa fs3 fc1 sc0 ls0 ws0">18,7%<span class="ff1"> </span></div></div><div class="c x86 y349 w4f h53"><div class="t m0 x4f hc y127 ffa fs3 fc1 sc0 ls0 ws0">5,1 p.p.<span class="ff1"> </span></div></div><div class="c x89 y349 w50 h53"><div class="t m0 x5d hc y127 ffa fs3 fc1 sc0 ls0 ws0"> -<span class="ff1"> </span></div></div><div class="c x53 y349 w4a h53"><div class="t m0 x55 hc y127 ffa fs3 fc1 sc0 ls0 ws0">6,3%<span class="ff1"> </span></div></div><div class="c x87 y349 w4b h53"><div class="t m0 x19 hc y127 ffa fs3 fc1 sc0 ls0 ws0">6,5%<span class="ff1"> </span></div></div><div class="c x88 y349 w51 h53"><div class="t m0 x18 hc y127 ffa fs3 fc1 sc0 ls0 ws0">-0,2 p.p.<span class="ff1"> </span></div></div><div class="c x8a y349 w52 h53"><div class="t m0 x8b hc y127 ffa fs3 fc1 sc0 ls0 ws0"> -<span class="ff1"> </span></div></div><div class="c x21 y34a w29 h53"><div class="t m0 x8 hc y128 ff6 fs3 fc1 sc0 ls0 ws0">Udział w </div><div class="t m0 x3f hc y12c ff1 fs3 fc1 sc0 ls0 ws0">przychodach  </div></div><div class="c x80 y34a w45 h53"><div class="t m0 x50 hc y127 ff1 fs3 fc1 sc0 ls2 ws0">91%<span class="ls0"> </span></div></div><div class="c x83 y34a w45 h53"><div class="t m0 x50 hc y127 ff1 fs3 fc1 sc0 ls2 ws0">89%<span class="ls0"> </span></div></div><div class="c x28 y34a w4d h53"><div class="t m0 x6 hc y127 ff1 fs3 fc1 sc0 ls0 ws0">2 p.p. </div></div><div class="c x62 y34a w4e h53"><div class="t m0 x84 hc y127 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x81 y34a w47 h53"><div class="t m0 x67 hc y127 ff1 fs3 fc1 sc0 ls2 ws0">9%<span class="ls0"> </span></div></div><div class="c x85 y34a w48 h53"><div class="t m0 x52 hc y127 ff1 fs3 fc1 sc0 ls2 ws0">11%<span class="ls0"> </span></div></div><div class="c x86 y34a w4f h53"><div class="t m0 x71 hc y127 ff1 fs3 fc1 sc0 ls0 ws0">-2 p.p. </div></div><div class="c x89 y34a w50 h53"><div class="t m0 x50 hc y127 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x53 y34a w4a h53"><div class="t m0 x52 hc y127 ff1 fs3 fc1 sc0 ls2 ws0">100%<span class="ls0"> </span></div></div><div class="c x87 y34a w4b h53"><div class="t m0 x50 hc y127 ff1 fs3 fc1 sc0 ls2 ws0">100%<span class="ls0"> </span></div></div><div class="c x88 y34a w51 h53"><div class="t m0 x3b hc y127 ff1 fs3 fc1 sc0 ls0 ws0">0 p.p. </div></div><div class="c x8a y34a w52 h53"><div class="t m0 x47 hc y127 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x21 y34b w29 h54"><div class="t m0 x3f hc y34c ff6 fs3 fc1 sc0 ls0 ws0">Udział w wyniku </div><div class="t m0 x3f hc yb6 ff1 fs3 fc1 sc0 ls0 ws0">brutto na </div><div class="t m0 x3f hc yb3 ff6 fs3 fc1 sc0 ls0 ws0">sprzedaży <span class="ff1"> </span></div></div><div class="c x80 y34b w45 h54"><div class="t m0 x50 hc yb6 ff1 fs3 fc1 sc0 ls2 ws0">68%<span class="ls0"> </span></div></div><div class="c x83 y34b w45 h54"><div class="t m0 x50 hc yb6 ff1 fs3 fc1 sc0 ls2 ws0">69%<span class="ls0"> </span></div></div><div class="c x28 y34b w4d h54"><div class="t m0 x71 hc yb6 ff1 fs3 fc1 sc0 ls0 ws0">-1 p.p. </div></div><div class="c x62 y34b w4e h54"><div class="t m0 x84 hc yb6 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x81 y34b w47 h54"><div class="t m0 x71 hc yb6 ff1 fs3 fc1 sc0 ls2 ws0">32%<span class="ls0"> </span></div></div><div class="c x85 y34b w48 h54"><div class="t m0 x52 hc yb6 ff1 fs3 fc1 sc0 ls2 ws0">31%<span class="ls0"> </span></div></div><div class="c x86 y34b w4f h54"><div class="t m0 x6 hc yb6 ff1 fs3 fc1 sc0 ls0 ws0">1 p.p. </div></div><div class="c x89 y34b w50 h54"><div class="t m0 x50 hc yb6 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x53 y34b w4a h54"><div class="t m0 x52 hc yb6 ff1 fs3 fc1 sc0 ls2 ws0">100%<span class="ls0"> </span></div></div><div class="c x87 y34b w4b h54"><div class="t m0 x50 hc yb6 ff1 fs3 fc1 sc0 ls2 ws0">100%<span class="ls0"> </span></div></div><div class="c x88 y34b w51 h54"><div class="t m0 x3b hc yb6 ff1 fs3 fc1 sc0 ls0 ws0">0 p.p. </div></div><div class="c x8a y34b w52 h54"><div class="t m0 x47 hc yb6 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y34d ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 hf y34e ff2 fs4 fc1 sc0 ls0 ws0">Segment stalowy<span class="_ _2"></span> </div><div class="t m0 x3 he y34f ff6 fs4 fc1 sc0 ls0 ws0">Segment stalowy w 2024 r. wykazał r/r wyższe o <span class="_ _0"></span>16% przychody oraz wyższy o 8% <span class="_ _0"></span>wynik brutto ze sprzedaży. </div><div class="t m0 x3 he y350 ff6 fs4 fc1 sc0 ls0 ws0">Na wynik segmentu zn<span class="_ _2"></span>aczący wpływ miały:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xf h12 y351 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff2">wzrost <span class="_ _29"> </span>o <span class="_ _29"> </span>33%  r/r <span class="_ _26"> </span><span class="ff5">wo<span class="_ _2"></span>lumenu <span class="_ _29"> </span>sprzedaży  wyrobów <span class="_ _26"> </span>h<span class="_ _2"></span>utniczych.<span class="ff1"> <span class="_ _29"> </span><span class="ff6">Rok <span class="_ _29"> </span>2024 <span class="_ _29"> </span>był<span class="_ _2"></span> <span class="_ _26"> </span>ko<span class="_ _2"></span>lejnym <span class="_ _29"> </span>okresem </span></span></span></span></span></div><div class="t m0 x10 he y352 ff6 fs4 fc1 sc0 ls0 ws0">dekoniunktury <span class="_ _21"> </span>dla  branży  stalowej, <span class="_ _21"> </span>zarówno  pod <span class="_ _21"> </span>względem<span class="_ _0"></span> <span class="_ _21"> </span><span class="ff1">popytu <span class="_ _21"> </span>na  wyroby <span class="_ _21"> </span>hutnicze,  jak  i </span></div><div class="t m0 x10 he y353 ff1 fs4 fc1 sc0 ls0 ws0">poziomu <span class="_ _a"> </span>prod<span class="_ _2"></span>ukcji <span class="_ _a"> </span>s<span class="_ _2"></span>tali<span class="ff6">. <span class="_ _a"> </span>Rynek <span class="_ _a"> </span>wyro<span class="_ _2"></span>bów <span class="_ _a"> </span>hutniczych,<span class="_ _2"></span> <span class="_ _a"> </span>zamiast <span class="_ _a"> </span>przewidy<span class="_ _2"></span>wanego <span class="_ _1d"> </span></span>odczuwaln<span class="_ _2"></span>ego </div><div class="t m0 x10 he y354 ff6 fs4 fc1 sc0 ls0 ws0">ożywienia <span class="_ _26"> </span>kon<span class="_ _2"></span>iunktury, <span class="_ _26"> </span>kt<span class="_ _2"></span>óre <span class="_ _28"> </span>miało<span class="_ _2"></span> <span class="_ _26"> </span>nadejść <span class="_ _29"> </span>w <span class="_ _26"> </span>drugiej <span class="_ _29"> </span>połowie <span class="_ _29"> </span><span class="ff1">2024 <span class="_ _26"> </span>r.</span>, <span class="_ _29"> </span>doświadczył<span class="_ _2"></span> <span class="_ _26"> </span>kontynuacj<span class="_ _2"></span>i </div><div class="t m0 x10 he y355 ff1 fs4 fc1 sc0 ls0 ws0">spowolnienia. <span class="_ _21"> </span><span class="ff6">Według <span class="_ _21"> </span>statystyk <span class="_ _21"> </span>Hut<span class="_ _0"></span>niczej <span class="_ _21"> </span>Izby  Przemys<span class="_ _2"></span>łowo<span class="ff1">-Handlow<span class="_ _2"></span>ej, <span class="_ _21"> </span>krajowy  rynek <span class="_ _21"> </span>stali  w </span></span></div><div class="t m0 x10 he y356 ff1 fs4 fc1 sc0 ls4 ws0">2024<span class="ls0"> <span class="ff6">r. odn<span class="_ _2"></span>otował <span class="_ _2"></span></span>wprawdzie <span class="_ _2"></span>wzrost pro<span class="_ _2"></span>dukcji stali su<span class="_ _2"></span>rowej o <span class="_ _2"></span></span>10,<span class="ls0">7<span class="ff6">% r/r <span class="_ _2"></span>i wzrost <span class="_ _2"></span>zużycia jawnego <span class="_ _2"></span>o </span></span></div><div class="t m0 x10 he y357 ff1 fs4 fc1 sc0 ls0 ws0">10,2% <span class="_ _9"></span>r/r</div></div><div class="c x1 y1 w3f h0"><div class="t m0 x8c h45 y358 ff1 fsc fc1 sc0 ls0 ws0">2</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8d he y357 ff1 fs4 fc1 sc0 ls0 ws0">., <span class="_ _0"></span>jednak w<span class="ff6">zrosty <span class="_ _9"></span>te o<span class="_ _0"></span>dnoszą <span class="_ _0"></span>się <span class="_ _0"></span>do <span class="_ _0"></span>bardzo <span class="_ _0"></span>niskich <span class="_ _0"></span>poziomów <span class="_ _9"></span>osiągn<span class="_ _2"></span>iętych <span class="_ _0"></span>w <span class="_ _0"></span><span class="ff1"> <span class="_ _0"></span>2023 <span class="_ _0"></span>r., <span class="_ _0"></span>kiedy </span></span></div><div class="t m0 x10 he y359 ff1 fs4 fc1 sc0 ls10 ws0">to <span class="_ _2"></span><span class="ff6 ls0">produkcja <span class="_ _2"></span>s<span class="_ _2"></span>tali <span class="_ _2"></span>w <span class="_ _2"></span>Polsce <span class="_ _2"></span>była <span class="_ _2"></span>n<span class="_ _2"></span>ajniższa <span class="_ _2"></span>od <span class="_ _2"></span>czasu <span class="_ _2"></span>kryzysu<span class="_ _2"></span> <span class="_ _2"></span>finansowego <span class="_ _2"></span>w <span class="_ _2"></span>2007 <span class="_ _2"></span>r<span class="_ _2"></span>., <span class="_ _1c"></span>a <span class="_ _2"></span>zuży<span class="_ _2"></span>cie <span class="_ _2"></span>jawne </span></div><div class="t m0 x10 he y35a ff6 fs4 fc1 sc0 ls0 ws0">stali <span class="_ _2"></span>było <span class="_ _2"></span>tak <span class="_ _2"></span>niskie 10 <span class="_ _2"></span>lat <span class="_ _2"></span>wcześniej, <span class="_ _2"></span>na <span class="_ _2"></span>przełomie <span class="_ _2"></span>2013 i <span class="_ _2"></span>2014 <span class="_ _2"></span>r. <span class="_ _1c"></span><span class="ff1">G</span>łówną <span class="_ _2"></span>przy<span class="_ _2"></span>czyną <span class="_ _2"></span>słabego <span class="_ _2"></span>popy<span class="_ _2"></span>tu<span class="ff1"> </span></div><div class="t m0 x10 he y35b ff1 fs4 fc1 sc0 lsd ws0">na<span class="ls0">  wyroby<span class="_ _2"></span>  hutn<span class="_ _2"></span>icze  w <span class="_ _21"> </span>Polsce  <span class="ff6">był<span class="_ _2"></span>  niski <span class="_ _21"> </span>poziom  inwestycji <span class="_ _21"> </span></span>publicznych<span class="_ _2"></span>  i <span class="_ _21"> </span>prywatnych  w <span class="_ _21"> </span>Polsce. </span></div><div class="t m0 x10 he y35c ff6 fs4 fc1 sc0 ls0 ws0">Natomiast <span class="_ _29"> </span>w <span class="_ _26"> </span>całej <span class="_ _29"> </span>UE <span class="_ _26"> </span>w <span class="_ _29"> </span>2024 <span class="_ _29"> </span>r., <span class="_ _26"> </span>w<span class="_ _2"></span><span class="ff1">g <span class="_ _26"> </span>EUROFER, <span class="_ _29"> </span></span>nastą<span class="_ _2"></span>pił <span class="_ _29"> </span><span class="ff1">spadek <span class="_ _26"> </span>po<span class="_ _2"></span>pytu <span class="_ _26"> </span>(mierzonego <span class="_ _29"> </span>poziomem<span class="_ _2"></span> </span></div><div class="t m0 x10 he y35d ff6 fs4 fc1 sc0 ls0 ws0">zużycia<span class="ff1"> jawnego <span class="_ _2"></span></span>wyrobów hutniczych<span class="_ _2"></span><span class="ff1">) o (-2,3%) r/r. </span>Pomi<span class="_ _2"></span>mo słabego p<span class="_ _2"></span>opytu, STALPROFIL w 2024 r. </div><div class="t m0 x10 he y35e ff6 fs4 fc1 sc0 ls0 ws0">aktywnie rozwijał<span class="_ _2"></span> sprzedaż<span class="_ _2"></span>, w efekcie <span class="_ _2"></span>czego wolum<span class="_ _2"></span>en sprzed<span class="_ _2"></span>aży segmentu <span class="_ _2"></span>stalowego Sp<span class="_ _2"></span>ółki wzrósł </div><div class="t m0 x10 he y35f ff1 fs4 fc1 sc0 ls0 ws0">o 33% r/r</div></div><div class="c x1 y1 w3f h0"><div class="t m0 x8c h55 y360 ff3 fsc fc1 sc0 ls0 ws0">3</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8e he y35f ff6 fs4 fc1 sc0 ls0 ws0">. Osiągn<span class="_ _2"></span>ięcie dobrych <span class="_ _2"></span>wyników sprzed<span class="_ _2"></span>aży, w wyjątkowo <span class="_ _2"></span>trudnych warun<span class="_ _2"></span>kach rynkowych, </div><div class="t m0 x10 he y361 ff1 fs4 fc1 sc0 ls0 ws0">wsp<span class="ff6">arł</span><span class="ls1d">y:</span> <span class="_ _1c"></span>(a) bogata <span class="_ _1c"></span>oferta <span class="_ _2"></span>h<span class="_ _2"></span>andlowa, <span class="_ _1c"></span>(b) <span class="_ _1c"></span><span class="ff6">rozwój <span class="_ _1c"></span>zaplecza <span class="_ _1c"></span>logis<span class="_ _2"></span>tycznego <span class="_ _2"></span>Spó<span class="_ _2"></span>łki, <span class="_ _2"></span>oferującego <span class="_ _1c"></span>szyb<span class="_ _2"></span>kie </span></div><div class="t m0 x10 he y362 ff6 fs4 fc1 sc0 ls0 ws0">dostawy <span class="_ _1a"></span>w <span class="_ _1a"></span>zakresie <span class="_ _1a"></span>bardzo <span class="_ _1a"></span>zróżnicowan<span class="_ _2"></span>ego <span class="_ _1a"></span>asortymentu<span class="_ _2"></span><span class="ff1">, <span class="_ _1a"></span>(c) <span class="_ _1a"></span>scentralizowany<span class="_ _2"></span> <span class="_ _1a"></span>system <span class="_ _1a"></span>dystryb<span class="_ _2"></span>ucji, </span></div><div class="t m0 x10 he y363 ff1 fs4 fc1 sc0 ls0 ws0">(d<span class="ff6">) zasoby<span class="_ _2"></span> kapitałowe.</span> </div><div class="t m0 xf h12 y364 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff5">niższe <span class="_ _2"></span>r/<span class="_ _2"></span>r <span class="_ _2"></span>cen<span class="_ _2"></span>y <span class="_ _2"></span>sprzedaży <span class="_ _1c"></span>wyrobów <span class="_ _1c"></span>hutniczych<span class="_ _2"></span><span class="ff1 ls5">. <span class="_ _1c"></span></span><span class="ff6">Negatywny <span class="_ _1c"></span>wpływ <span class="_ _1c"></span>na<span class="ff1"> <span class="_ _1c"></span>wyniki <span class="_ _1c"></span>segmentu <span class="_ _2"></span>s<span class="_ _2"></span>talowego </span></span></span></span></div><div class="t m0 x10 he y365 ff1 fs4 fc1 sc0 ls0 ws0">w 2024 <span class="_ _0"></span>r. <span class="ff6">miała kontynuacja rynkowych spadków cen stali</span> i <span class="_ _0"></span><span class="ff6">marż handlowych. Średnia cena jednego </span></div><div class="t m0 x10 he y366 ff6 fs4 fc1 sc0 ls0 ws0">z <span class="_ _26"> </span>głównych <span class="_ _26"> </span>as<span class="_ _2"></span>ortymentów <span class="_ _26"> </span>w <span class="_ _26"> </span>ofercie <span class="_ _26"> </span>han<span class="_ _2"></span>dlowej <span class="_ _26"> </span>Spółki, <span class="_ _26"> </span>tj. <span class="_ _29"> </span>profilu <span class="_ _26"> </span>HEB <span class="_ _26"> </span>200, <span class="_ _26"> </span>wedłu<span class="_ _2"></span>g <span class="_ _28"> </span>Po<span class="_ _2"></span>lskiej <span class="_ _26"> </span>Unii </div><div class="t m0 x10 he y367 ff6 fs4 fc1 sc0 ls0 ws0">Dystrybuto<span class="_ _2"></span>rów <span class="_ _1c"></span>Stali, <span class="_ _1a"></span>była <span class="_ _1c"></span>w <span class="_ _1c"></span>IV <span class="_ _1a"></span>kwartale <span class="_ _1c"></span>2024 <span class="_ _1a"></span>r. <span class="_ _1c"></span>niższa<span class="_ _2"></span> <span class="_ _1c"></span>o <span class="_ _1a"></span>4,5% <span class="_ _1c"></span>r/r <span class="_ _1c"></span>(a <span class="_ _1a"></span>w <span class="_ _1c"></span>cały<span class="_ _2"></span>m <span class="_ _1c"></span>2024 <span class="_ _1c"></span>r. <span class="_ _1a"></span>była <span class="_ _1a"></span>niższa <span class="_ _1c"></span>o </div><div class="t m0 x10 he y368 ff1 fs4 fc1 sc0 ls0 ws0">14,3% <span class="_ _1d"> </span><span class="ls11">r/r</span><span class="ff6">). <span class="_ _1d"> </span>Spad<span class="_ _2"></span>ające <span class="_ _1d"> </span>od <span class="_ _1d"> </span>II <span class="_ _1f"> </span>kwartału <span class="_ _1d"> </span>2022 <span class="_ _1d"> </span>r. <span class="_ _1d"> </span>ceny <span class="_ _1d"> </span>wy<span class="_ _2"></span>robów <span class="_ _1d"> </span>hutniczy<span class="_ _2"></span>ch <span class="_ _1d"> </span>sprowadziły <span class="_ _1d"> </span>marże </span></div><div class="t m0 x10 he y369 ff6 fs4 fc1 sc0 ls0 ws0">dystrybutorów <span class="_ _1c"></span>stali <span class="_ _1c"></span>do <span class="_ _1c"></span>wyjątkowo <span class="_ _2"></span>niskich<span class="_ _2"></span> <span class="_ _2"></span>pozio<span class="_ _2"></span>mów. <span class="_ _2"></span>Dlatego, <span class="_ _1c"></span>pomimo <span class="_ _2"></span>wzros<span class="_ _2"></span>tu <span class="_ _2"></span>ilości <span class="_ _1c"></span>sprzedany<span class="_ _2"></span>ch </div><div class="t m0 x10 he y36a ff6 fs4 fc1 sc0 ls0 ws0">wyrobów <span class="_ _28"></span>hutniczy<span class="_ _2"></span>ch <span class="_ _28"></span>r/r <span class="_ _28"></span>o <span class="_ _28"></span>33%, <span class="_ _26"> </span>dynamika <span class="_ _28"> </span>przy<span class="_ _2"></span>chodów <span class="_ _28"></span>i <span class="_ _28"></span>wyn<span class="_ _2"></span>iku <span class="_ _28"></span>brutto <span class="_ _28"> </span>ze <span class="_ _26"> </span>sprzedaży <span class="_ _26"> </span>zanot<span class="_ _1c"></span>owały </div><div class="t m0 x10 he y36b ff1 fs4 fc1 sc0 ls0 ws0">wzrost odp<span class="_ _2"></span>owiednio  o 16% i 8%. </div><div class="t m0 xf h12 y36c ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff5">niższa <span class="_ _21"> </span>rentowność <span class="_ _21"> </span>sprzedaży <span class="_ _21"> </span>wyrobów <span class="_ _21"> </span>hutn<span class="_ _2"></span>iczych<span class="_ _2"></span><span class="ff2">. <span class="_ _21"> </span><span class="ff6">Pomimo <span class="_ _21"> </span>wzrostu <span class="_ _21"> </span>przychod<span class="_ _2"></span>ów, <span class="_ _21"> </span>przy<span class="ff1"> <span class="_ _21"> </span></span>dużej </span></span></span></span></div><div class="t m0 x10 he y36d ff6 fs4 fc1 sc0 ls0 ws0">wrażliwości segmentu <span class="_ _0"></span>stalowego na zmiany <span class="_ _0"></span>cen <span class="_ _0"></span>wyrobów hutniczych<span class="_ _2"></span>, zanotowano r/r <span class="_ _9"></span>spadek marży </div><div class="t m0 x10 he y9 ff6 fs4 fc1 sc0 ls0 ws0">brutto ze sp<span class="_ _2"></span>rzedaży z 5,0% w 2023 r. do 4,7% w 2024 r. <span class="_ _1c"></span><span class="ff1"> </span></div><div class="t m0 x74 h12 y36e ff3 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h42 y36f ff1 fsb fc1 sc0 ls0 ws0">2</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x75 h42 y36f ff1 fsb fc1 sc0 ls0 ws0"> </div><div class="t m0 x8f h43 y18f ff6 fs6 fc1 sc0 ls0 ws0">Biulet<span class="_ _0"></span>yn miesięczny Hutni<span class="_ _0"></span>czej Izby Przemysło<span class="_ _0"></span>wo<span class="ff1">-</span>Handlowej „Sy<span class="_ _0"></span>tuacja w przemyśl<span class="_ _0"></span>e stalo<span class="_ _0"></span>wym i gospodarc<span class="_ _0"></span>e narodowej” 12.2024 r.</div><div class="t m0 x90 h42 y36f ff1 fsb fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h42 y190 ff1 fsb fc1 sc0 ls0 ws0">3</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x75 h43 y191 ff1 fs6 fc1 sc0 ls0 ws0"> <span class="ff6">Sprzedaż ilości<span class="_ _0"></span>ową segmentu st<span class="_ _0"></span>alowego przeds<span class="_ _0"></span>tawiono w pk<span class="_ _0"></span>t.II.1.<span class="ff1"> </span></span></div></div><a class="l" href="#pf1a" ><span class="d m1" style="border-style:none;position:absolute;left:312.820000px;bottom:779.800000px;width:7.800000px;height:12.210000px;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:313.820000px;bottom:608.900000px;width:8.120000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">27<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff6 fs4 fc1 sc0 ls0 ws0">Zaprezentowane <span class="_ _1a"></span>wyniki <span class="_ _1c"></span>segmentu <span class="_ _1a"></span>stalowego <span class="_ _1c"></span>uwzględniają <span class="_ _1a"></span>saldo <span class="_ _1a"></span>utworzonych <span class="_ _1c"></span>i <span class="_ _1a"></span>rozwiązanych <span class="_ _1c"></span>przez <span class="_ _1a"></span>Spółkę<span class="_ _0"></span> </div><div class="t m0 x3 he y4e ff6 fs4 fc1 sc0 ls0 ws0">odpisów <span class="_ _21"> </span>aktualizujących <span class="_ _21"> </span>wartość <span class="_ _21"> </span>zapasów <span class="_ _21"> </span>towarów  do <span class="_ _21"> </span>cen <span class="_ _21"> </span>rynkowych <span class="_ _21"> </span>oraz  odpis<span class="_ _2"></span>ów  n<span class="_ _2"></span>a <span class="_ _21"> </span>towary  słabo </div><div class="t m0 x3 he y4f ff6 fs4 fc1 sc0 ls0 ws0">rotujące. <span class="ff1">  </span></div><div class="t m0 x3 hf y370 ff2 fs4 fc1 sc0 ls0 ws0">Segment infrastruktu<span class="_ _2"></span>ry </div><div class="t m0 x3 he y1b9 ff6 fs4 fc1 sc0 ls0 ws0">Sprzedaż<span class="ff1"> <span class="_ _2"></span></span>usług <span class="_ _2"></span>budowy gazociągów realizo<span class="_ _2"></span>wanych p<span class="_ _2"></span>rzez <span class="_ _2"></span><span class="ff1">STALPROFIL </span>S.A<span class="_ _2"></span>. Oddział <span class="_ _2"></span>w Zabrzu<span class="_ _2"></span><span class="ff1"> <span class="_ _2"></span>w <span class="ls4">202</span>4 <span class="ls11">r.</span> <span class="_ _2"></span></span>spadł<span class="_ _2"></span>a </div><div class="t m0 x3 he y97 ff1 fs4 fc1 sc0 ls0 ws0">r/r o 11%, <span class="ff6">przy wzroś<span class="_ _2"></span>cie rentowności na <span class="_ _2"></span>poziomie marży brutto z<span class="_ _2"></span> 18,7% w 2023 r. do 23,8% w <span class="_ _2"></span></span>2024 r.<span class="_ _2"></span>  </div><div class="t m0 x3 he y1e1 ff1 fs4 fc1 sc0 ls0 ws0">Z<span class="ff6">ysk <span class="_ _0"></span>brutto <span class="_ _0"></span>ze <span class="_ _9"></span>sprzedaż<span class="_ _2"></span>y <span class="_ _9"></span><span class="ff1">w <span class="_ _0"></span>2024 <span class="_ _9"></span>r.,<span class="_ _2"></span> <span class="_ _0"></span>wypracowany <span class="_ _0"></span>w <span class="_ _9"></span>segmencie <span class="_ _0"></span>infrastrukt<span class="_ _2"></span>ury, <span class="ff6">poprawiło <span class="_ _9"></span>o <span class="_ _9"></span><span class="ff1">10 <span class="_ _0"></span>857 <span class="_ _0"></span><span class="ff6">tys. <span class="_ _9"></span>zł<span class="_ _2"></span> <span class="_ _9"></span>sald<span class="_ _2"></span>o </span></span></span></span></span></div><div class="t m0 x3 he y1e2 ff6 fs4 fc1 sc0 ls0 ws0">utworzonych <span class="_ _a"> </span>i <span class="_ _a"> </span>rozwiązany<span class="_ _2"></span>ch <span class="_ _21"> </span>rezerw <span class="_ _a"> </span>na <span class="_ _a"> </span>koszty <span class="_ _a"> </span>nap<span class="_ _2"></span>raw <span class="_ _21"> </span>gwarancyjnych<span class="_ _2"></span>, <span class="_ _21"> </span>kt<span class="_ _2"></span>óre <span class="_ _1d"> </span>Spółka<span class="ff1"> <span class="_ _a"> </span>tworzy <span class="_ _a"> </span>na <span class="_ _a"> </span>okres </span></div><div class="t m0 x3 he y1ba ff6 fs4 fc1 sc0 ls0 ws0">udzielonej <span class="_ _9"></span>gwaran<span class="_ _2"></span>cji <span class="_ _9"></span>i rękojmi <span class="_ _0"></span>na <span class="_ _9"></span>zako<span class="_ _2"></span>ńczone <span class="_ _9"></span>robo<span class="_ _2"></span>ty <span class="_ _9"></span>bu<span class="_ _2"></span>dowlane. <span class="_ _9"></span>Rezerwy te <span class="_ _9"></span>są <span class="_ _0"></span>wykorzystywane w <span class="_ _9"></span>przypadku </div><div class="t m0 x3 he y1bb ff6 fs4 fc1 sc0 ls0 ws0">wystąpienia <span class="_ _1a"></span>kosztów <span class="_ _1c"></span>nap<span class="_ _2"></span>raw <span class="_ _1c"></span>gwarancyjny<span class="_ _2"></span>ch <span class="_ _1c"></span>lub <span class="_ _1a"></span>są <span class="_ _1c"></span>rozwiązy<span class="_ _2"></span>wane <span class="_ _1c"></span>w <span class="_ _1a"></span>miarę <span class="_ _1c"></span>up<span class="_ _2"></span>ływu <span class="_ _1c"></span>okresu<span class="_ _2"></span> <span class="_ _1c"></span>gwarancji, <span class="_ _1a"></span>jeżeli </div><div class="t m0 x3 he y1bc ff6 fs4 fc1 sc0 ls0 ws0">ryzyko usterek się nie materia<span class="_ _2"></span>lizu<span class="ff1 ls27">je<span class="ls0">. </span></span></div><div class="t m0 x3 he y1bd ff6 fs4 fc1 sc0 ls0 ws0">Perspektywy Spółki <span class="_ _2"></span>na krajowym ryn<span class="_ _2"></span>ku budowy gazo<span class="_ _2"></span>ciągów<span class="_ _2"></span><span class="ff1"> na 2025 r. </span><span class="ls25">są</span><span class="ff1"> zdecydowan<span class="_ _2"></span>ie lepsz<span class="_ _2"></span>e, </span>niż na ryn<span class="_ _2"></span>ku </div><div class="t m0 x3 he y1be ff6 fs4 fc1 sc0 ls0 ws0">stalowym. <span class="_ _1a"></span>Po <span class="_ _1a"></span>zastoju <span class="_ _1a"></span>inwestycyjny<span class="_ _2"></span>m <span class="_ _1a"></span>na <span class="_ _1a"></span>rynku <span class="_ _1a"></span>gazowym, <span class="_ _1a"></span>trw<span class="_ _0"></span>ającym <span class="_ _1a"></span>na <span class="_ _1a"></span>przestrz<span class="_ _1c"></span>eni <span class="_ _1a"></span>ostatnich <span class="_ _1a"></span>dwóch <span class="_ _1a"></span>lat, <span class="_ _1a"></span>w </div><div class="t m0 x3 he y1e4 ff1 fs4 fc1 sc0 ls4 ws0">2024<span class="ls0"> <span class="ff6">r. <span class="_ _1d"> </span>zo<span class="_ _2"></span>stały <span class="_ _1d"> </span>uru<span class="_ _2"></span>chomione <span class="_ _1d"> </span>duże <span class="_ _1f"> </span>przetargi <span class="_ _1d"> </span>na <span class="_ _1f"> </span>dostawy <span class="_ _1d"> </span>izolowany<span class="_ _2"></span>ch <span class="_ _1d"> </span>rur <span class="_ _1d"> </span>s<span class="_ _2"></span>talowych <span class="_ _1d"> </span>i <span class="_ _1f"> </span>wykonawstwo </span></span></div><div class="t m0 x3 he y1e5 ff6 fs4 fc1 sc0 ls0 ws0">gazociągów, <span class="_ _1c"></span>związa<span class="_ _2"></span>ne <span class="_ _1c"></span>głó<span class="_ _2"></span>wnie <span class="_ _1c"></span>z <span class="_ _1a"></span>budową <span class="_ _1c"></span>części <span class="_ _1a"></span>lądowej <span class="_ _1a"></span>terminala <span class="_ _1c"></span>gazowego <span class="_ _1a"></span>FSRU. <span class="_ _1c"></span>Spó<span class="_ _2"></span>łka <span class="_ _1c"></span>wyko<span class="_ _2"></span>rzystała <span class="_ _1c"></span>to<span class="_ _2"></span> </div><div class="t m0 x3 he y1e6 ff6 fs4 fc1 sc0 ls0 ws0">ożywienie<span class="ff1 ls19">, <span class="_ _0"></span><span class="ff6 ls0">pozyskując portfel <span class="_ _9"></span>zamówień, którego <span class="_ _9"></span>realizacja powinna <span class="_ _9"></span>w 2025 <span class="_ _9"></span>r. <span class="ff1">i <span class="_ _0"></span>w <span class="_ _9"></span>2026 r. <span class="_ _9"></span><span class="ff6">przy<span class="_ _2"></span>nieść <span class="_ _0"></span>wymierny </span></span></span></span></div><div class="t m0 x3 he y25d ff6 fs4 fc1 sc0 ls0 ws0">wpływ<span class="ff1"> </span>na przy<span class="_ _2"></span>chody Spółki. <span class="_ _2"></span><span class="ff1">  </span></div><div class="t m0 x3 hf y1e7 ff5 fs4 fc1 sc0 ls0 ws0">Spółka STALPROFIL S.<span class="_ _2"></span>A.<span class="ff2"> </span></div><div class="t m0 x3 he y371 ff1 fs4 fc1 sc0 ls0 ws0">Zysk <span class="_ _1a"></span><span class="ff6">brutt<span class="_ _2"></span>o <span class="_ _1a"></span>ze <span class="_ _1a"></span>sprzedaży <span class="_ _1a"></span>Spółki <span class="_ _1a"></span>wzrósł <span class="_ _1a"></span>r/r <span class="_ _1a"></span>o <span class="_ _1a"></span>5<span class="_ _2"></span></span> <span class="ff6">944 <span class="_ _1a"></span>tys. <span class="_ _1a"></span>zł<span class="_ _2"></span> <span class="_ _1a"></span>(+10%)</span> <span class="_ _1a"></span><span class="ff6">i <span class="_ _1a"></span>wyniósł <span class="_ _28"></span></span> <span class="_ _1a"></span><span class="ls4">66</span> <span class="ff6">150 <span class="_ _1a"></span>tys. <span class="_ _1a"></span>zł. <span class="_ _1a"></span></span>Wyn<span class="_ _2"></span>ik <span class="_ _1a"></span>EBITDA <span class="_ _1a"></span>z </div><div class="t m0 x3 he y372 ff6 fs4 fc1 sc0 ls0 ws0">działalności <span class="_ _2"></span>obu <span class="_ _2"></span>segment<span class="ls1f">ów</span><span class="ff1"> <span class="_ _2"></span></span>wyniósł <span class="_ _2"></span>łącznie <span class="_ _2"></span><span class="ff1">w 2024 <span class="_ _2"></span><span class="ls11">r. </span>13 <span class="_ _2"></span>459 <span class="_ _2"></span></span>tys. <span class="_ _2"></span>zł<span class="ff1"> (+5% <span class="_ _2"></span>r/r). <span class="_ _2"></span>Mniejszy <span class="_ _2"></span>wzrost <span class="_ _2"></span>EBITDA (+5%<span class="_ _2"></span> </span></div><div class="t m0 x3 he y373 ff6 fs4 fc1 sc0 ls0 ws0">r/r) wobec wzrostu wyniku<span class="_ _2"></span> brutto na sprzedaży (+10% r/r) <span class="_ _2"></span><span class="ff1">wynika</span><span class="ls22">ł </span>głównie z <span class="ff1"> </span>wyższych r/r<span class="ff1"> </span>kosztó<span class="_ _2"></span>w ogólnego<span class="_ _0"></span> </div><div class="t m0 x3 he y374 ff6 fs4 fc1 sc0 ls0 ws0">zarządu<span class="ff1"> </span>i kosztów sprzedaży, łącznie <span class="ff1">o 3 </span>609 <span class="_ _0"></span>tys. zł<span class="ff1"> <span class="ls23">(+</span>6<span class="lse">%)</span> <span class="ls11">r/r</span>, </span>spowodowanych ogólnym wzrostem kosztów w </div><div class="t m0 x3 he y375 ff1 fs4 fc1 sc0 ls0 ws0">wyniku presji inflacyjn<span class="_ _2"></span>ej<span class="ff6">, a także wyższy<span class="_ _2"></span>m wolumenem sprzedaż<span class="_ _2"></span>y.</span> </div><div class="t m0 x3 he y376 ff6 fs4 fc1 sc0 ls0 ws0">Saldo na działalności finansowej było niższe r/r o 3<span class="ff1"> </span>908 tys. zł (<span class="ff1">-</span>41%), głównie w <span class="_ _0"></span>wyniku niższych przych<span class="_ _2"></span>odów </div><div class="t m0 x3 he y377 ff6 fs4 fc1 sc0 ls0 ws0">finansowych  w <span class="_ _26"> </span>s<span class="_ _2"></span>egmencie <span class="_ _29"> </span>stalo<span class="_ _2"></span>wym, <span class="_ _29"> </span>w <span class="_ _29"> </span>tym  niższych <span class="_ _29"> </span>przych<span class="_ _2"></span>odów <span class="_ _29"> </span>odsetkowych<span class="_ _1c"></span><span class="ff1">  (w<span class="_ _0"></span> <span class="_ _29"> </span>wyn<span class="_ _2"></span>iku  spad<span class="ls17">ku</span> <span class="_ _29"> </span><span class="ff6">stóp </span></span></div><div class="t m0 x3 he y266 ff1 fs4 fc1 sc0 ls0 ws0">procentowych <span class="_ _1f"> </span>r/r)<span class="_ _2"></span> <span class="_ _1f"> </span><span class="ls2b">i <span class="_ _1f"> </span></span><span class="ff6">niższych<span class="_ _2"></span></span>, <span class="_ _1f"> </span>otrzymany<span class="_ _2"></span>ch <span class="_ _1f"> </span>dywidend. <span class="_ _1e"> </span><span class="ff6">Na <span class="_ _1f"> </span>wysokoś<span class="_ _2"></span>ć</span> <span class="_ _1f"> </span><span class="ff6">salda <span class="_ _1f"> </span>z <span class="_ _1e"> </span>działalności <span class="_ _1f"> </span>finans<span class="_ _2"></span>owej </span></div><div class="t m0 x3 he y267 ff1 fs4 fc1 sc0 ls0 ws0">(+5 547 tys. <span class="_ _2"></span><span class="ff6">zł)</span> <span class="_ _28"> </span><span class="ff6">miały <span class="_ _26"> </span>wpływ <span class="_ _28"> </span>m.in. <span class="_ _29"> </span></span>(a) <span class="_ _28"></span>otrzy<span class="_ _2"></span>mana <span class="_ _28"></span>dywidend<span class="_ _2"></span>a <span class="_ _26"> </span>1 <span class="_ _28"> </span>777 ty<span class="_ _2"></span>s. <span class="ff6">zł <span class="_ _28"></span>od <span class="_ _26"> </span>spółki <span class="_ _28"> </span>za<span class="_ _2"></span>leżnej <span class="_ _28"></span>IZOSTAL <span class="_ _26"> </span>S.A.</span></div></div><div class="c x1 y1 w3f h0"><div class="t m0 x91 h45 y378 ff1 fsc fc1 sc0 ls0 ws0">4</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x92 he y267 ff1 fs4 fc1 sc0 ls31 ws0">  </div><div class="t m0 x3 he y268 ff1 fs4 fc1 sc0 ls0 ws0">(b) otrzymane <span class="_ _2"></span>i <span class="_ _2"></span>naliczone <span class="_ _2"></span>odsetki <span class="_ _2"></span>z <span class="_ _2"></span>lokat <span class="_ _2"></span>i <span class="ff6">krótkoterminowy<span class="_ _2"></span>ch <span class="_ _2"></span>papierów <span class="_ _2"></span>wartościowych</span> <span class="_ _2"></span><span class="ff6">w <span class="_ _2"></span>łącznej <span class="_ _2"></span>wysokoś<span class="_ _2"></span>ci </span></div><div class="t m0 x3 he y269 ff1 fs4 fc1 sc0 ls0 ws0">1 <span class="ff6">652 tys. zł. <span class="_ _2"></span>oraz (c) otrzymane i naliczon<span class="_ _2"></span>e odsetki od udzielonych p<span class="_ _2"></span>ożyczek w wysokoś<span class="_ _2"></span>ci 1<span class="_ _2"></span></span> <span class="ff6">846 tys. zł<span class="_ _2"></span>.</span> </div><div class="t m0 x3 he y379 ff6 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _1c"></span>wypracowała <span class="_ _1c"></span>w <span class="_ _1c"></span>202<span class="ff1">4 <span class="_ _1c"></span></span>r., <span class="_ _2"></span>w <span class="_ _1c"></span>obu <span class="_ _1c"></span>segmentach <span class="_ _2"></span>d<span class="_ _2"></span>ziałalności<span class="_ _2"></span><span class="ff1">, <span class="_ _1c"></span></span>łączn<span class="ff1">y <span class="_ _1c"></span>zysk <span class="_ _2"></span>n<span class="_ _2"></span>etto <span class="_ _2"></span>na <span class="_ _1c"></span>poziomie <span class="_ _2"></span>9 <span class="_ _1c"></span>387 </span>tys. <span class="_ _1c"></span>zł, </div><div class="t m0 x3 he y37a ff1 fs4 fc1 sc0 ls0 ws0">wobec zysku netto<span class="_ _2"></span> <span class="ls4">12</span> <span class="ff6">867 tys. zł<span class="_ _2"></span></span> za 2023 <span class="ls11">r.</span> </div><div class="t m0 x3 he y37b ff6 fs4 fc1 sc0 ls0 ws0">Wynik finansowy Spółki <span class="_ _0"></span>został zaprezentowany z zachowaniem <span class="_ _0"></span>zasad ostrożnoś<span class="_ _2"></span>ci, <span class="_ _0"></span>w <span class="_ _0"></span>tym uwzględni<span class="ff1">a<span class="_ _2"></span> <span class="_ _0"></span><span class="ff6">wartość </span></span></div><div class="t m0 x3 he y37c ff6 fs4 fc1 sc0 ls0 ws0">odpisów <span class="_ _28"> </span>aktu<span class="_ _2"></span>alizujących <span class="_ _28"></span>wartość <span class="_ _28"></span>zapasów <span class="_ _28"></span>do <span class="_ _28"> </span>ich <span class="_ _28"> </span>wartoś<span class="_ _2"></span>ci <span class="_ _28"></span>godziwej, <span class="_ _28"></span>odpisy <span class="_ _28"></span>na <span class="_ _28"></span>zagrożone <span class="_ _28"> </span>należn<span class="_ _2"></span>ości <span class="_ _28"></span>oraz </div><div class="t m0 x3 he y8b ff6 fs4 fc1 sc0 ls0 ws0">rezerwy na poten<span class="_ _2"></span>cjalne koszty dotyczące roku<span class="_ _2"></span> 202<span class="ff1">4 i la<span class="_ _2"></span>t poprzednich. </span></div><div class="t m0 x3 he y37d ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="ls4">13</span> Wyniki S<span class="_ _2"></span>TALPROFIL S.A.  <span class="ff6">(w tys<span class="_ _2"></span>. zł)</span> </div></div><div class="c x12 y37e w53 h56"><div class="t m0 x93 h9 y12a ff5 fs3 fc1 sc0 ls0 ws0">Wyszczególnienie <span class="ff2"> </span></div></div><div class="c x94 y37e w54 h56"><div class="t m0 x21 h9 y12a ff2 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c x38 y37e w55 h56"><div class="t m0 x8b h9 y12a ff2 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">3 </span></div></div><div class="c x95 y37e w17 h56"><div class="t m0 x23 h9 y12a ff2 fs3 fc1 sc0 ls0 ws0">Zmiana r/r </div></div><div class="c x12 y37f w53 h18"><div class="t m0 x3f hc yb2 ff6 fs3 fc1 sc0 ls0 ws0">Przychody ze sprzedaży produktów, usług, </div><div class="t m0 x3f hc yb3 ff6 fs3 fc1 sc0 ls0 ws0">towarów i materiałów<span class="ff1"> </span></div></div><div class="c x94 y37f w54 h18"><div class="t m0 x41 hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">1 <span class="ls2">044 134</span> </div></div><div class="c x38 y37f w55 h18"><div class="t m0 x96 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">921 613<span class="ls0"> </span></div></div><div class="c x95 y37f w1b h18"><div class="t m0 x50 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">122 521<span class="ls0"> </span></div></div><div class="c x97 y37f w1a h18"><div class="t m0 x96 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">13%<span class="ls0"> </span></div></div><div class="c x12 y380 w53 h18"><div class="t m0 x3f hc yb2 ff6 fs3 fc1 sc0 ls0 ws0">Koszty sprzedanych produktów, usług, towarów <span class="ff1"> </span></div><div class="t m0 x3f hc yb3 ff6 fs3 fc1 sc0 ls0 ws0">i materiałów<span class="ff1"> </span></div></div><div class="c x94 y380 w54 h18"><div class="t m0 x57 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">977 984<span class="ls0"> </span></div></div><div class="c x38 y380 w55 h18"><div class="t m0 x96 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">861 407<span class="ls0"> </span></div></div><div class="c x95 y380 w1b h18"><div class="t m0 x50 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">116 577<span class="ls0"> </span></div></div><div class="c x97 y380 w1a h18"><div class="t m0 x96 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">14%<span class="ls0"> </span></div></div><div class="c x12 y381 w53 h57"><div class="t m0 x3f hc y382 ff6 fs3 fc1 sc0 ls0 ws0">Wynik brutto ze sprzedaży<span class="ff1"> </span></div></div><div class="c x94 y381 w54 h57"><div class="t m0 x39 hc y382 ff1 fs3 fc1 sc0 ls2 ws0">66 150<span class="ls0"> </span></div></div><div class="c x38 y381 w55 h57"><div class="t m0 x6f hc y382 ff1 fs3 fc1 sc0 ls2 ws0">60 206<span class="ls0"> </span></div></div><div class="c x95 y381 w1b h57"><div class="t m0 x45 hc y382 ff1 fs3 fc1 sc0 ls2 ws0">5 944<span class="ls0"> </span></div></div><div class="c x97 y381 w1a h57"><div class="t m0 x96 hc y382 ff1 fs3 fc1 sc0 ls2 ws0">10%<span class="ls0"> </span></div></div><div class="c x12 y383 w53 h58"><div class="t m0 x3f h9 y384 ff2 fs3 fc1 sc0 ls0 ws0">EBITDA</div><div class="t m0 x22 h40 yb4 ff1 fs9 fc1 sc0 ls0 ws0">5</div><div class="t m0 x48 h9 y384 ff2 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x94 y383 w54 h58"><div class="t m0 x39 hc y384 ff1 fs3 fc1 sc0 ls2 ws0">13 459<span class="ls0"> </span></div></div><div class="c x38 y383 w55 h58"><div class="t m0 x6f hc y384 ff1 fs3 fc1 sc0 ls2 ws0">12 824<span class="ls0"> </span></div></div><div class="c x95 y383 w1b h58"><div class="t m0 x60 hc y384 ff1 fs3 fc1 sc0 ls2 ws0">635<span class="ls0"> </span></div></div><div class="c x97 y383 w1a h58"><div class="t m0 x6f hc y384 ff1 fs3 fc1 sc0 ls2 ws0">5%<span class="ls0"> </span></div></div><div class="c x12 y385 w53 h59"><div class="t m0 x3f hc y384 ff6 fs3 fc1 sc0 ls0 ws0">Wynik z działalności operacyjnej<span class="ff1"> </span></div></div><div class="c x94 y385 w54 h59"><div class="t m0 x4d hc y384 ff1 fs3 fc1 sc0 ls2 ws0">6 121<span class="ls0"> </span></div></div><div class="c x38 y385 w55 h59"><div class="t m0 x65 hc y384 ff1 fs3 fc1 sc0 ls2 ws0">5 608<span class="ls0"> </span></div></div><div class="c x95 y385 w1b h59"><div class="t m0 x60 hc y384 ff1 fs3 fc1 sc0 ls2 ws0">513<span class="ls0"> </span></div></div><div class="c x97 y385 w1a h59"><div class="t m0 x6f hc y384 ff1 fs3 fc1 sc0 ls2 ws0">9%<span class="ls0"> </span></div></div><div class="c x12 y386 w53 h59"><div class="t m0 x3f hc y384 ff1 fs3 fc1 sc0 ls0 ws0">Wynik brutto </div></div><div class="c x94 y386 w54 h59"><div class="t m0 x39 hc y384 ff1 fs3 fc1 sc0 ls2 ws0">11 668<span class="ls0"> </span></div></div><div class="c x38 y386 w55 h59"><div class="t m0 x6f hc y384 ff1 fs3 fc1 sc0 ls2 ws0">15 063<span class="ls0"> </span></div></div><div class="c x95 y386 w1b h59"><div class="t m0 x22 hc y384 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">3 395</span> </div></div><div class="c x97 y386 w1a h59"><div class="t m0 x40 hc y384 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">23%</span> </div></div><div class="c x12 y387 w53 h59"><div class="t m0 x3f h9 y388 ff2 fs3 fc1 sc0 ls0 ws0">Wynik netto  </div></div><div class="c x94 y387 w54 h59"><div class="t m0 x4d hc y388 ff1 fs3 fc1 sc0 ls2 ws0">9 387<span class="ls0"> </span></div></div><div class="c x38 y387 w55 h59"><div class="t m0 x6f hc y388 ff1 fs3 fc1 sc0 ls2 ws0">12 867<span class="ls0"> </span></div></div><div class="c x95 y387 w1b h59"><div class="t m0 x22 hc y388 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">3 480</span> </div></div><div class="c x97 y387 w1a h59"><div class="t m0 x40 hc y388 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">27%</span> </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x74 h12 y389 ff3 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h42 y38a ff1 fsb fc1 sc0 ls0 ws0">4</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x75 h43 y38b ff1 fs6 fc1 sc0 ls0 ws0">Zwyczajne <span class="_ _2"></span>Walne <span class="_ _1c"></span>Zgromadzenie <span class="_ _2"></span>IZOSTAL <span class="_ _1c"></span>S.A. <span class="_ _2"></span>w <span class="_ _1c"></span>dniu <span class="_ _1c"></span>2<span class="_ _2"></span>4 <span class="_ _2"></span>kwietnia <span class="_ _2"></span>2024 <span class="_ _1c"></span><span class="ff6">roku <span class="_ _1c"></span>podjęło <span class="_ _1c"></span>uchwałę <span class="_ _2"></span>w <span class="_ _1c"></span>sprawie <span class="_ _1c"></span>podziału <span class="_ _1c"></span>zysku <span class="_ _1c"></span>netto <span class="_ _2"></span>za <span class="_ _1c"></span>rok </span></div><div class="t m0 x3 h43 y38c ff1 fs6 fc1 sc0 ls32 ws0">202<span class="ls0">3<span class="ff6">, <span class="_ _1c"></span>przeznaczając <span class="_ _2"></span>na <span class="_ _1a"></span>dy<span class="_ _0"></span>widendę <span class="_ _2"></span>dla <span class="_ _1c"></span>akcjonariuszy <span class="_ _2"></span>kwotę <span class="_ _1a"></span><span class="ff1">2 <span class="_ _1c"></span>947 <span class="_ _1c"></span></span>tys. <span class="_ _1c"></span>zł., <span class="_ _1c"></span>tj. <span class="_ _1a"></span>0,<span class="ff1 ls32">09<span class="ls0"> <span class="_ _2"></span></span></span>zł <span class="_ _1a"></span>dywide<span class="_ _0"></span>ndy <span class="_ _1c"></span>na <span class="_ _1c"></span>każdą <span class="_ _1c"></span>akcję. <span class="_ _1c"></span>Na <span class="_ _1c"></span>akcje <span class="_ _1c"></span>należące <span class="_ _1c"></span>do </span></span></div><div class="t m0 x3 h43 y18f ff1 fs6 fc1 sc0 ls0 ws0">STALPROFIL <span class="ff6">S.A. przypad<span class="_ _9"></span>ł<span class="_ _2"></span>o <span class="ff1">1 777 </span>zł d<span class="_ _0"></span>ywidendy. Dy<span class="_ _0"></span>widenda zost<span class="_ _0"></span>ała wypłacona.<span class="ff1"> </span></span></div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h42 y190 ff1 fsb fc1 sc0 ls0 ws0">5</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x75 ha y191 ff1 fs6 fc1 sc0 ls0 ws0"> EBITDA liczona jak<span class="_ _0"></span>o wynik o<span class="_ _0"></span>peracyjny plus<span class="_ _0"></span> amortyzacja<span class="ff3 fs3"> </span></div></div><a class="l" href="#pf1b" ><span class="d m1" style="border-style:none;position:absolute;left:1037.720000px;bottom:762.860000px;width:7.790000px;height:12.210000px;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:228.040000px;bottom:336.980000px;width:7.540000px;height:10.980000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">28<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 h12 y38d ff3 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xf h11 y38e ff2 fs5 fc1 sc0 lsb ws0">3.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Opis p<span class="_ _0"></span>odstawowych <span class="_ _9"></span>w<span class="_ _2"></span>ielkości <span class="_ _9"></span>ujawnionych w<span class="_ _0"></span> sp<span class="_ _0"></span>rawozdaniu <span class="_ _0"></span>z <span class="_ _0"></span>sytuacji <span class="_ _0"></span>fina<span class="_ _0"></span>nsowej<span class="_ _2"></span><span class="ff2"> </span></span></span></div><div class="t m0 x3 he y38f ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y390 ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="ls4">14</span> Wybrane po<span class="_ _2"></span>zycje sprawozdania <span class="_ _2"></span>z sytuacji finansowej <span class="_ _2"></span><span class="ff6">–</span> aktywa <span class="ff6 fs3">(w tys. zł<span class="_ _2"></span>)<span class="ff1"> </span></span></div></div><div class="c x12 y391 w56 h5a"><div class="t m0 x98 h9 y392 ff2 fs3 fc1 sc0 ls0 ws0">AKTYWA </div></div><div class="c x99 y391 w57 h5a"><div class="t m0 x1a h9 y155 ff5 fs3 fc1 sc0 ls0 ws0">Na dzień </div><div class="t m0 x2d h9 yab ff2 fs3 fc1 sc0 ls2 ws0">31.12.202<span class="ls0">4 </span></div></div><div class="c x9a y391 w58 h5a"><div class="t m0 x3c h9 y155 ff5 fs3 fc1 sc0 ls0 ws0">Na dzień </div><div class="t m0 x1d h9 yab ff2 fs3 fc1 sc0 ls2 ws0">31.12.202<span class="ls0">3 </span></div></div><div class="c x9b y391 w59 h5a"><div class="t m0 x3b h9 y392 ff2 fs3 fc1 sc0 ls0 ws0">Zmiana 2024 - <span class="ls2">202</span>3 </div></div><div class="c x12 y393 w56 h5b"><div class="t m0 x3f h9 y394 ff5 fs3 fc1 sc0 ls0 ws0">I.  Aktywa trwałe w tym:<span class="ff2"> </span></div></div><div class="c x99 y393 w57 h5b"><div class="t m0 x5d h9 y394 ff2 fs3 fc1 sc0 ls2 ws0">204 469<span class="ls0"> </span></div></div><div class="c x9a y393 w58 h5b"><div class="t m0 x67 h9 y394 ff2 fs3 fc1 sc0 ls2 ws0">193 520<span class="ls0"> </span></div></div><div class="c x9b y393 w5a h5b"><div class="t m0 x5d h9 y394 ff2 fs3 fc1 sc0 ls2 ws0">10 949<span class="ls0"> </span></div></div><div class="c x9c y393 w5b h5b"><div class="t m0 x6f h9 y394 ff2 fs3 fc1 sc0 ls0 ws0">6% </div></div><div class="c x12 y395 w56 h5b"><div class="t m0 xa hc y394 ff1 fs3 fc1 sc0 ls15 ws0">  <span class="ff6 ls0">Rzeczowe aktywa trwałe<span class="ff1"> </span></span></div></div><div class="c x99 y395 w57 h5b"><div class="t m0 x5d hc y394 ff1 fs3 fc1 sc0 ls2 ws0">138 924<span class="ls0"> </span></div></div><div class="c x9a y395 w58 h5b"><div class="t m0 x67 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">123 219<span class="ls0"> </span></div></div><div class="c x9b y395 w5a h5b"><div class="t m0 x5d hc y394 ff1 fs3 fc1 sc0 ls2 ws0">15 705<span class="ls0"> </span></div></div><div class="c x9c y395 w5b h5b"><div class="t m0 x96 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">13<span class="ls0">% </span></div></div><div class="c x12 y396 w56 h5b"><div class="t m0 xa hc y394 ff1 fs3 fc1 sc0 ls15 ws0">  <span class="ff6 ls0">Inne wartości niematerialne<span class="ff1"> </span></span></div></div><div class="c x99 y396 w57 h5b"><div class="t m0 x23 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">484<span class="ls0"> </span></div></div><div class="c x9a y396 w58 h5b"><div class="t m0 x46 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">337<span class="ls0"> </span></div></div><div class="c x9b y396 w5a h5b"><div class="t m0 x15 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">147<span class="ls0"> </span></div></div><div class="c x9c y396 w5b h5b"><div class="t m0 x96 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">44<span class="ls0">% </span></div></div><div class="c x12 y397 w56 h5b"><div class="t m0 xa hc y394 ff1 fs3 fc1 sc0 ls15 ws0">  <span class="ff6 ls0">Długoterminowe aktywa finansowe<span class="ff1"> </span></span></div></div><div class="c x99 y397 w57 h5b"><div class="t m0 x19 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">49 752<span class="ls0"> </span></div></div><div class="c x9a y397 w58 h5b"><div class="t m0 x13 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">52 910<span class="ls0"> </span></div></div><div class="c x9b y397 w5a h5b"><div class="t m0 x59 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">3 158</span> </div></div><div class="c x9c y397 w5b h5b"><div class="t m0 x60 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">6%</span> </div></div><div class="c x12 y398 w56 h5b"><div class="t m0 xa hc y394 ff1 fs3 fc1 sc0 ls15 ws0">  <span class="ff6 ls0">Aktywa z tytułu odroczonego podatku dochodowego<span class="ff1"> </span></span></div></div><div class="c x99 y398 w57 h5b"><div class="t m0 x19 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">14 388<span class="ls0"> </span></div></div><div class="c x9a y398 w58 h5b"><div class="t m0 x13 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">16 811<span class="ls0"> </span></div></div><div class="c x9b y398 w5a h5b"><div class="t m0 x59 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">2 423</span> </div></div><div class="c x9c y398 w5b h5b"><div class="t m0 x46 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">14%</span> </div></div><div class="c x12 y399 w56 h18"><div class="t m0 xa hc yb2 ff1 fs3 fc1 sc0 ls15 ws0">  <span class="ff6 ls0">Długoterminowe należności i r<span class="_ _0"></span>ozliczenia </span></div><div class="t m0 xa hc yb3 ff6 fs3 fc1 sc0 ls0 ws0">międzyokresowe<span class="ff1"> </span></div></div><div class="c x99 y399 w57 h18"><div class="t m0 x23 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">921<span class="ls0"> </span></div></div><div class="c x9a y399 w58 h18"><div class="t m0 x46 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">243<span class="ls0"> </span></div></div><div class="c x9b y399 w5a h18"><div class="t m0 x15 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">678<span class="ls0"> </span></div></div><div class="c x9c y399 w5b h18"><div class="t m0 x48 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">279%<span class="ls0"> </span></div></div><div class="c x12 y39a w56 h5c"><div class="t m0 x3f h9 y394 ff2 fs3 fc1 sc0 ls0 ws0">II. Aktywa obrotowe w tym: </div></div><div class="c x99 y39a w57 h5c"><div class="t m0 x5d h9 y394 ff2 fs3 fc1 sc0 ls2 ws0">420 397<span class="ls0"> </span></div></div><div class="c x9a y39a w58 h5c"><div class="t m0 x67 h9 y394 ff2 fs3 fc1 sc0 ls2 ws0">396 529<span class="ls0"> </span></div></div><div class="c x9b y39a w5a h5c"><div class="t m0 x5d h9 y394 ff2 fs3 fc1 sc0 ls2 ws0">23 868<span class="ls0"> </span></div></div><div class="c x9c y39a w5b h5c"><div class="t m0 x6f h9 y394 ff2 fs3 fc1 sc0 ls2 ws0">6%<span class="ls0"> </span></div></div><div class="c x12 y19c w56 h5b"><div class="t m0 xa hc y394 ff1 fs3 fc1 sc0 ls15 ws0">  <span class="ls0">Zapasy </span></div></div><div class="c x99 y19c w57 h5b"><div class="t m0 x5d hc y394 ff1 fs3 fc1 sc0 ls2 ws0">132 146<span class="ls0"> </span></div></div><div class="c x9a y19c w58 h5b"><div class="t m0 x67 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">138 386<span class="ls0"> </span></div></div><div class="c x9b y19c w5a h5b"><div class="t m0 x59 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">6 240</span> </div></div><div class="c x9c y19c w5b h5b"><div class="t m0 x60 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">-5% </div></div><div class="c x12 y39b w56 h18"><div class="t m0 xa hc yb2 ff1 fs3 fc1 sc0 ls15 ws0">  <span class="ff6 ls0">Należności krótkoterminowe i rozliczenia <span class="ff1">  </span></span></div><div class="t m0 xa hc yb3 ff1 fs3 fc1 sc0 ls15 ws0">  <span class="ff6 ls0">międzyokresowe</span><span class="ls19">, <span class="ls0">w tym:      </span></span></div></div><div class="c x99 y39b w57 h18"><div class="t m0 x5d hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">243 825<span class="ls0"> </span></div></div><div class="c x9a y39b w58 h18"><div class="t m0 x67 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">160 093<span class="ls0"> </span></div></div><div class="c x9b y39b w5a h18"><div class="t m0 x5d hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">83 732<span class="ls0"> </span></div></div><div class="c x9c y39b w5b h18"><div class="t m0 x96 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">52%<span class="ls0"> </span></div></div><div class="c x12 y39c w56 h5b"><div class="t m0 x8 h19 y394 ffa fs3 fc1 sc0 ls15 ws0">         <span class="ff9 ls0">należności z tytułu dostaw i usług<span class="ffa"> </span></span></div></div><div class="c x99 y39c w57 h5b"><div class="t m0 x5d h19 y394 ffa fs3 fc1 sc0 ls2 ws0">219 588<span class="ls0"> </span></div></div><div class="c x9a y39c w58 h5b"><div class="t m0 x67 h19 y394 ffa fs3 fc1 sc0 ls2 ws0">152 234<span class="ls0"> </span></div></div><div class="c x9b y39c w5a h5b"><div class="t m0 x5d hc y394 ff1 fs3 fc1 sc0 ls2 ws0">67 354<span class="ls0"> </span></div></div><div class="c x9c y39c w5b h5b"><div class="t m0 x96 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">44%<span class="ls0"> </span></div></div><div class="c x12 y39d w56 h18"><div class="t m0 x8 h19 yb6 ffa fs3 fc1 sc0 ls15 ws0">         <span class="ff9 ls0">rozliczenia międzyokresowe z tytułu wyceny<span class="ffa"> </span></span></div><div class="t m0 x3f h19 yb3 ffa fs3 fc1 sc0 ls15 ws0">             <span class="ls0"> <span class="ff9">kontraktów</span> </span></div></div><div class="c x99 y39d w57 h18"><div class="t m0 x22 h19 ydc ffa fs3 fc1 sc0 ls2 ws0">3 645<span class="ls0"> </span></div></div><div class="c x9a y39d w58 h18"><div class="t m0 x47 h19 ydc ffa fs3 fc1 sc0 ls2 ws0">4 895<span class="ls0"> </span></div></div><div class="c x9b y39d w5a h18"><div class="t m0 x59 hc ydc ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">1 250</span> </div></div><div class="c x9c y39d w5b h18"><div class="t m0 x46 hc ydc ff1 fs3 fc1 sc0 ls0 ws0">-26% </div></div><div class="c x12 y39e w56 h5d"><div class="t m0 x8 hc y394 ffa fs3 fc1 sc0 ls0 ws0"> <span class="ls15">        </span>n<span class="ff9">ależności z tytułu </span>przekazanych zaliczek<span class="ff1"> </span></div></div><div class="c x99 y39e w57 h5d"><div class="t m0 x19 h19 y394 ffa fs3 fc1 sc0 ls2 ws0">17 591<span class="ls0"> </span></div></div><div class="c x9a y39e w58 h5d"><div class="t m0 x25 h19 y394 ffa fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c x9b y39e w5a h5d"><div class="t m0 x5d hc y394 ff1 fs3 fc1 sc0 ls2 ws0">17 591<span class="ls0"> </span></div></div><div class="c x9c y39e w5b h5d"><div class="t m0 x4b hc y394 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x12 y39f w56 h5b"><div class="t m0 xa hc y3a0 ff1 fs3 fc1 sc0 ls15 ws0">  <span class="ff6 ls0">Należności z tyt. Podatku dochodowego<span class="ff1"> </span></span></div></div><div class="c x99 y39f w57 h5b"><div class="t m0 x9d hc y3a0 ff1 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c x9a y39f w58 h5b"><div class="t m0 x60 hc y3a0 ff1 fs3 fc1 sc0 ls2 ws0">29<span class="ls0"> </span></div></div><div class="c x9b y39f w5a h5b"><div class="t m0 x48 hc y3a0 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">29</span> </div></div><div class="c x9c y39f w5b h5b"><div class="t m0 x4b hc y3a0 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x12 y3a1 w56 h5b"><div class="t m0 xa hc y3a0 ff1 fs3 fc1 sc0 ls15 ws0">  <span class="ff6 ls0">Środki pieniężne i ich ekwiwalenty<span class="ff1"> </span></span></div></div><div class="c x99 y3a1 w57 h5b"><div class="t m0 x19 hc y3a0 ff1 fs3 fc1 sc0 ls2 ws0">13 352<span class="ls0"> </span></div></div><div class="c x9a y3a1 w58 h5b"><div class="t m0 x13 hc y3a0 ff1 fs3 fc1 sc0 ls2 ws0">46 328<span class="ls0"> </span></div></div><div class="c x9b y3a1 w5a h5b"><div class="t m0 x6 hc y3a0 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">32 976</span> </div></div><div class="c x9c y3a1 w5b h5b"><div class="t m0 x46 hc y3a0 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">71%</span> </div></div><div class="c x12 y3a2 w56 h5b"><div class="t m0 xa hc y394 ff1 fs3 fc1 sc0 ls15 ws0">  <span class="ff6 ls0">Krótkoterminowe<span class="ff1"> aktywa finansowe </span></span></div></div><div class="c x99 y3a2 w57 h5b"><div class="t m0 x19 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">31 074<span class="ls0"> </span></div></div><div class="c x9a y3a2 w58 h5b"><div class="t m0 x13 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">51 693<span class="ls0"> </span></div></div><div class="c x9b y3a2 w5a h5b"><div class="t m0 x6 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">20 619</span> </div></div><div class="c x9c y3a2 w5b h5b"><div class="t m0 x46 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">40</span>% </div></div><div class="c x12 y3a3 w56 h5b"><div class="t m0 x3f h9 y394 ff2 fs3 fc1 sc0 ls0 ws0">Aktywa razem </div></div><div class="c x99 y3a3 w57 h5b"><div class="t m0 x5d h9 y394 ff2 fs3 fc1 sc0 ls2 ws0">624 866<span class="ls0"> </span></div></div><div class="c x9a y3a3 w58 h5b"><div class="t m0 x67 h9 y394 ff2 fs3 fc1 sc0 ls2 ws0">590 049<span class="ls0"> </span></div></div><div class="c x9b y3a3 w5a h5b"><div class="t m0 x5d h9 y394 ff2 fs3 fc1 sc0 ls2 ws0">34 817<span class="ls0"> </span></div></div><div class="c x9c y3a3 w5b h5b"><div class="t m0 x6f h9 y394 ff2 fs3 fc1 sc0 ls0 ws0">6% </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y3a4 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y3a5 ff1 fs4 fc1 sc0 ls0 ws0">Rysunek 5 <span class="ff6">Stru<span class="_ _2"></span>ktura aktywów Spółki (w tys<span class="_ _2"></span>. zł) </span> <span class="_ _33"> </span>Rysunek 6 <span class="_ _2"></span><span class="ff6">Struktura pasywów Spółki <span class="_ _2"></span>(w tys. zł)</span> </div><div class="t m0 x3 he y3a6 ff1 fs4 fc1 sc0 ls0 ws0">Na 31.12.2024 <span class="ff6">r. s<span class="_ _2"></span>uma bilansowa Spółki wyn<span class="_ _2"></span>osiła<span class="_ _2"></span></span> 624 866 <span class="ff6">tys. zł i <span class="_ _2"></span>wzrosła</span> r/r o 34 817 <span class="ff6">tys. zł<span class="_ _2"></span> tj. o </span>6%.  </div><div class="t m0 x3 he y3a7 ff1 fs4 fc1 sc0 ls12 ws0">W <span class="_ _21"> </span><span class="ff6 ls0">obrębie  głównych <span class="_ _21"> </span>kategorii  akty<span class="_ _2"></span>wów  Spó<span class="_ _2"></span>łki <span class="_ _21"> </span>(tabela<span class="_ _0"></span> <span class="_ _21"> </span>14,  rysunek <span class="_ _21"> </span>5),  na <span class="_ _21"> </span>koniec  202<span class="_ _2"></span><span class="ff1">4 <span class="_ _21"> </span>r. <span class="_ _21"> </span>zanotowano </span></span></div><div class="t m0 x3 he y3a8 ff6 fs4 fc1 sc0 ls0 ws0">następujące, is<span class="_ _2"></span>totne zmiany r/r:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 h12 y3a9 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">wzrost rzeczowych<span class="_ _2"></span> aktywów <span class="_ _2"></span>trwałych <span class="_ _2"></span>o 15 <span class="_ _2"></span>705 tys. <span class="_ _2"></span>zł tj<span class="_ _2"></span>. o 1<span class="_ _2"></span><span class="ff1">3</span>%, głównie <span class="_ _2"></span>z tytuł<span class="_ _2"></span>u realizacji <span class="_ _2"></span>rozpoczętej w<span class="_ _2"></span> </span></span></div><div class="t m0 xf he y3aa ff1 fs4 fc1 sc0 ls4 ws0">2023<span class="ls0"> r. budowy <span class="_ _2"></span><span class="ff6">Magazynu Wys<span class="_ _2"></span>okiego Składowania w Dąbro<span class="_ _2"></span>wie Górniczej<span class="_ _2"></span></span>,  </span></div><div class="t m0 x3 h12 y3ab ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">spadek <span class="_ _28"></span><span class="ff6">długoterminowych <span class="_ _28"></span>aktywów <span class="_ _28"></span>finansowych <span class="_ _28"></span>w <span class="_ _28"></span>wysokości <span class="_ _26"> </span></span>3 <span class="_ _28"></span>158 <span class="_ _1a"></span><span class="ff6">tys. <span class="_ _28"></span>zł <span class="_ _28"></span>(</span>-6<span class="ff6">%) <span class="_ _1a"></span>z <span class="_ _28"></span>tytułu <span class="_ _28"></span>aktualizacji </span></span></span></div><div class="t m0 xf he y3ac ff6 fs4 fc1 sc0 ls0 ws0">wyceny  wartości  godziwej  akcji  IZOSTAL  S.A.,  ustalonej <span class="_ _21"> </span>w<span class="_ _0"></span>  oparciu  o  notowania <span class="_ _21"> </span>giełdowe<span class="ff1">  </span>na  dzień </div><div class="t m0 xf he y3ad ff1 fs4 fc1 sc0 ls0 ws0">bilansowy,  </div></div><div class="c x3 y3ae w5c h5e"><div class="t m0 x9e h5f y3af ff2 fs6 fc5 sc0 ls0 ws0">204 469 </div><div class="t m0 x9f h5f y3b0 ff2 fs6 fc5 sc0 ls0 ws0">193 520 </div><div class="t m0 xa0 h5f y3b1 ff2 fs6 fc5 sc0 ls0 ws0">420 397 </div><div class="t m0 x7e h5f y3b2 ff2 fs6 fc5 sc0 ls0 ws0">396 529 </div><div class="t m0 x67 h52 y3b3 ff1 fsd fc6 sc0 ls33 ws0"> -</div><div class="t m0 x54 h52 y3b4 ff1 fsd fc6 sc0 ls0 ws0"> 100 000</div><div class="t m0 x54 h52 y3b5 ff1 fsd fc6 sc0 ls0 ws0"> 200 000</div><div class="t m0 x54 h52 y3b6 ff1 fsd fc6 sc0 ls0 ws0"> 300 000</div><div class="t m0 x54 h52 y3b7 ff1 fsd fc6 sc0 ls0 ws0"> 400 000</div><div class="t m0 x20 hf y3b8 ff2 fs4 fc6 sc0 ls0 ws0">2024<span class="_ _34"> </span>2023</div><div class="t m0 x8d h43 y3b9 ff6 fs6 fc1 sc0 ls0 ws0">Aktywa trw<span class="_ _0"></span>ałe</div><div class="t m0 x8d h43 y3ba ff1 fs6 fc1 sc0 ls0 ws0">Aktywa obroto<span class="_ _0"></span>we</div></div><div class="c xa1 y3bb w5d h60"><div class="t m0 x65 h5f y3bc ff2 fs6 fc5 sc0 ls0 ws0">397 505 </div><div class="t m0 xa2 h5f y3bd ff2 fs6 fc5 sc0 ls0 ws0">396 538 </div><div class="t m0 xa3 h5f y3be ff2 fs6 fc5 sc0 ls0 ws0">227 361 </div><div class="t m0 xa4 h5f y3bf ff2 fs6 fc5 sc0 ls0 ws0">193 511 </div><div class="t m0 x67 h52 y3c0 ff1 fsd fc6 sc0 ls33 ws0"> -</div><div class="t m0 x54 h52 y3c1 ff1 fsd fc6 sc0 ls0 ws0"> 100 000</div><div class="t m0 x54 h52 y3c2 ff1 fsd fc6 sc0 ls0 ws0"> 200 000</div><div class="t m0 x54 h52 y3c3 ff1 fsd fc6 sc0 ls0 ws0"> 300 000</div><div class="t m0 x54 h52 y3c4 ff1 fsd fc6 sc0 ls0 ws0"> 400 000</div><div class="t m0 xa5 hf y3c5 ff2 fs4 fc6 sc0 ls0 ws0">2024<span class="_ _35"> </span>2023</div><div class="t m0 xa6 h43 y3c6 ff6 fs6 fc1 sc0 ls0 ws0">Kapitał własny</div><div class="t m0 xa6 h43 yab ff6 fs6 fc1 sc0 ls0 ws0">Zobowiązania</div></div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">29<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 h12 y3c7 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">spadek  wartoś<span class="_ _2"></span>ci  zapasów  o <span class="_ _21"> </span><span class="ff1">6 <span class="ls4">240</span>  </span>tys<span class="_ _2"></span>.  zł  tj.  o <span class="_ _21"> </span><span class="ff1">5%,  </span>wynikający<span class="_ _2"></span>  <span class="ff1">z  </span>niżs<span class="_ _2"></span>zej  r/r  średniej <span class="_ _21"> </span>ceny  zapasów </span></span></div><div class="t m0 xf he y3c8 ff1 fs4 fc1 sc0 ls0 ws0">w segmencie stalowy<span class="_ _2"></span>m, </div><div class="t m0 x3 h12 y3c9 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">wzrost <span class="ff6">krótkoterminowych<span class="_ _2"></span> należności i rozliczeń mi<span class="_ _2"></span>ędzyokresowych o<span class="_ _2"></span></span> 83 732 <span class="ff6">ty<span class="_ _2"></span>s. zł tj. o<span class="_ _2"></span></span> <span class="ls4">52</span>%, w tym: </span></span></div><div class="t m0 x10 h12 y3ca ffd fs4 fc1 sc0 ls0 ws0">o<span class="ff3"> <span class="_ _2f"> </span><span class="ff1">wzrost <span class="_ _1f"> </span><span class="ff6">należności <span class="_ _1f"> </span>handlowych <span class="_ _1d"> </span></span>o<span class="_ _2"></span> 67 <span class="_ _1d"> </span>354 tys<span class="_ _2"></span>. <span class="ff6 ls34">zł</span>, <span class="_ _1f"> </span><span class="ff6">głównie <span class="_ _1d"> </span></span>w <span class="_ _1d"> </span>wyniku<span class="_ _2"></span> <span class="_ _1d"> </span>wzrostu <span class="_ _1f"> </span><span class="ff6">sprzedaży</span> <span class="_ _1f"> </span><span class="lse">w </span></span></span></div><div class="t m0 xa7 he y3cb ff1 fs4 fc1 sc0 ls0 ws0">segmencie <span class="_ _a"> </span><span class="ff6">stalowym. <span class="_ _a"> </span>Nadwyżka <span class="_ _a"> </span>należn<span class="_ _2"></span>ości <span class="_ _21"> </span>han<span class="_ _2"></span>dlowych <span class="_ _21"> </span>n<span class="_ _2"></span>ad <span class="_ _21"> </span>zob<span class="_ _2"></span>owiązaniami <span class="_ _a"> </span>handlowymi </span></div><div class="t m0 xa7 he y3cc ff6 fs4 fc1 sc0 ls0 ws0">wzrosła r/r o 36<span class="_ _2"></span><span class="ff1"> </span>514 tys. zł<span class="_ _2"></span><span class="ff1">, </span></div><div class="t m0 x10 h12 y3cd ffd fs4 fc1 sc0 ls0 ws0">o<span class="ff3"> <span class="_ _2f"> </span><span class="ff1">wzrost <span class="_ _1a"></span>o<span class="_ _2"></span> <span class="_ _1a"></span>17 <span class="ff6">591 <span class="_ _1a"></span>tys. <span class="_ _1a"></span>zł <span class="_ _1a"></span>należn<span class="_ _2"></span>ości</span> <span class="_ _1a"></span><span class="ff6">z <span class="_ _1a"></span>tytu<span class="_ _2"></span>łu <span class="_ _1a"></span></span>przekazanych <span class="_ _1a"></span>podwykon<span class="_ _2"></span>awcom <span class="_ _1a"></span>zaliczek <span class="_ _1a"></span>na <span class="_ _28"></span>poczet </span></span></div><div class="t m0 xa7 he y3ce ff6 fs4 fc1 sc0 ls0 ws0">realizacji kontraktów bu<span class="_ _2"></span>dowlanych w segmencie infrastru<span class="_ _2"></span>ktury<span class="_ _2"></span><span class="ff1">. </span></div><div class="t m0 x3 h12 y3cf ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">spadek o <span class="_ _9"></span>20 <span class="ls4">619</span> <span class="ff6">tys. <span class="_ _0"></span>zł <span class="_ _0"></span>(<span class="ff1">-40%</span>) krótkoterminowych <span class="_ _0"></span>aktywów finansowych <span class="ff1">w <span class="_ _0"></span>wyniku: <span class="_ _0"></span>(a<span class="ls23">) <span class="_ _0"></span><span class="ls0">spadku<span class="_ _2"></span> <span class="_ _0"></span>inwestycji </span></span></span></span></span></span></div><div class="t m0 xf he y3d0 ff6 fs4 fc1 sc0 ls0 ws0">w krótkoterminowe p<span class="_ _2"></span>apiery wartoś<span class="_ _2"></span>ciowe przejściowych n<span class="_ _2"></span>adwyżek finans<span class="_ _2"></span>owych <span class="_ _2"></span><span class="ff1 ls2b">i <span class="ls0">(b) </span></span>u<span class="_ _2"></span>dzielenia pożyczki </div><div class="t m0 xf he y3d1 ff6 fs4 fc1 sc0 ls0 ws0">spółce zależnej<span class="ff1"> <span class="_ _2"></span></span>IZOSTAL S.A.  na s<span class="_ _2"></span>finansowanie zapotrzebowania n<span class="_ _2"></span>a kapitał obrotowy<span class="_ _2"></span><span class="ff1">, </span></div><div class="t m0 x3 h12 y3d2 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">spadek <span class="_ _1a"></span>środków <span class="_ _1a"></span>pieniężnych<span class="_ _2"></span> <span class="_ _1c"></span>i <span class="_ _1a"></span>ich <span class="_ _1a"></span>ekwiwalentó<span class="_ _2"></span>w <span class="_ _1a"></span>o <span class="_ _1a"></span>32<span class="ff1"> </span>976 <span class="_ _1a"></span>ty<span class="_ _2"></span>s. <span class="_ _1a"></span>zł, <span class="_ _1a"></span>w <span class="_ _1a"></span>tym <span class="_ _1a"></span>zmniejszenie <span class="_ _1a"></span>o <span class="_ _1a"></span>27<span class="ff1"> <span class="ls4">18</span>4 <span class="_ _1a"></span></span>tys<span class="_ _2"></span>. <span class="_ _1a"></span>zł  </span></span></div><div class="t m0 xf he y3d3 ff6 fs4 fc1 sc0 ls0 ws0">krótkoterminowych lokat <span class="_ _2"></span>bankowych.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y3d4 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y3d5 ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="ls4">15</span> Wybrane po<span class="_ _2"></span>zycje sprawozdania <span class="_ _2"></span>z sytuacji finansowej <span class="_ _2"></span><span class="ff6">–</span> pasywa <span class="ff6 fs3">(<span class="_ _2"></span>w tys. zł)<span class="ff1"> </span></span></div></div><div class="c x12 y3d6 w5e h61"><div class="t m0 xa8 h9 y3d7 ff2 fs3 fc1 sc0 ls0 ws0">PASYWA </div></div><div class="c xa9 y3d6 w5f h61"><div class="t m0 x68 h9 y3d8 ff5 fs3 fc1 sc0 ls0 ws0">Na dzień </div><div class="t m0 x24 h9 y3d9 ff2 fs3 fc1 sc0 ls2 ws0">31.12.202<span class="ls0">4 </span></div></div><div class="c xaa y3d6 w60 h61"><div class="t m0 x1a h9 y3d8 ff5 fs3 fc1 sc0 ls0 ws0">Na dzień </div><div class="t m0 x2d h9 y3d9 ff2 fs3 fc1 sc0 ls2 ws0">31.12.202<span class="ls0">3 </span></div></div><div class="c xab y3d6 w61 h61"><div class="t m0 x6 h9 y3d7 ff2 fs3 fc1 sc0 ls0 ws0">Zmiana 2024 - <span class="ls2">202</span>3 </div></div><div class="c x12 y3da w5e h5b"><div class="t m0 x3f h9 y394 ff5 fs3 fc1 sc0 ls0 ws0">I.  Kapitał własny<span class="ff2"> </span></div></div><div class="c xa9 y3da w5f h5b"><div class="t m0 x19 h9 y394 ff2 fs3 fc1 sc0 ls2 ws0">397 505<span class="ls0"> </span></div></div><div class="c xaa y3da w60 h5b"><div class="t m0 x18 h9 y394 ff2 fs3 fc1 sc0 ls15 ws0">       <span class="ls2">396 538 <span class="ls0"> </span></span></div></div><div class="c xab y3da w62 h5b"><div class="t m0 x41 h9 y394 ff2 fs3 fc1 sc0 ls2 ws0">967<span class="ls0"> </span></div></div><div class="c xac y3da w63 h5b"><div class="t m0 x60 h9 y394 ff2 fs3 fc1 sc0 ls2 ws0">0%<span class="ls0"> </span></div></div><div class="c x12 y3db w5e h5b"><div class="t m0 x3f h9 y394 ff5 fs3 fc1 sc0 ls0 ws0">II. Zobowiązania długoterminowe<span class="ff2"> </span></div></div><div class="c xa9 y3db w5f h5b"><div class="t m0 x21 h9 y394 ff2 fs3 fc1 sc0 ls2 ws0">14 652<span class="ls0"> </span></div></div><div class="c xaa y3db w60 h5b"><div class="t m0 x18 h9 y394 ff2 fs3 fc1 sc0 ls15 ws0">         <span class="ls2">15 237 <span class="ls0"> </span></span></div></div><div class="c xab y3db w62 h5b"><div class="t m0 xad h9 y394 ff2 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">585</span> </div></div><div class="c xac y3db w63 h5b"><div class="t m0 x96 h9 y394 ff2 fs3 fc1 sc0 ls0 ws0">-4% </div></div><div class="c x12 y2d w5e h5b"><div class="t m0 xa hc y394 ff1 fs3 fc1 sc0 ls15 ws0">  <span class="ls0">Rezerwy </span></div></div><div class="c xa9 y2d w5f h5b"><div class="t m0 x48 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">7 078<span class="ls0"> </span></div></div><div class="c xaa y2d w60 h5b"><div class="t m0 x2d hc y394 ff1 fs3 fc1 sc0 ls15 ws0">            <span class="ls2">6 937 <span class="ls0"> </span></span></div></div><div class="c xab y2d w62 h5b"><div class="t m0 x41 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">141<span class="ls0"> </span></div></div><div class="c xac y2d w63 h5b"><div class="t m0 xae hc y394 ff1 fs3 fc1 sc0 ls2 ws0">2%<span class="ls0"> </span></div></div><div class="c x12 y2b4 w5e h5b"><div class="t m0 xa hc y394 ff1 fs3 fc1 sc0 ls15 ws0">  <span class="ff6 ls0">Długoterminowe kredyty bankowe w tym:<span class="ff1"> </span></span></div></div><div class="c xa9 y2b4 w5f h5b"><div class="t m0 xaf hc y394 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xaa y2b4 w60 h5b"><div class="t m0 x3c hc y394 ff1 fs3 fc1 sc0 ls15 ws0">                   <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c xab y2b4 w62 h5b"><div class="t m0 x39 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xac y2b4 w63 h5b"><div class="t m0 x32 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x12 y3dc w5e h5b"><div class="t m0 x5d h19 y394 ffa fs3 fc1 sc0 ls15 ws0">      <span class="ls0">kredyty obrotowe </span></div></div><div class="c xa9 y3dc w5f h5b"><div class="t m0 xaf hc y394 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xaa y3dc w60 h5b"><div class="t m0 x18 hc y394 ff1 fs3 fc1 sc0 ls15 ws0">                    <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c xab y3dc w62 h5b"><div class="t m0 x39 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xac y3dc w63 h5b"><div class="t m0 x32 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x12 y3dd w5e h5d"><div class="t m0 x5d h19 y394 ffa fs3 fc1 sc0 ls15 ws0">      <span class="ls0">kredyty inwestycyjne </span></div></div><div class="c xa9 y3dd w5f h5d"><div class="t m0 xaf hc y394 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xaa y3dd w60 h5d"><div class="t m0 x18 hc y394 ff1 fs3 fc1 sc0 ls15 ws0">                    <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c xab y3dd w62 h5d"><div class="t m0 x39 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xac y3dd w63 h5d"><div class="t m0 x32 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x12 y3de w5e h18"><div class="t m0 xa hc yb2 ff1 fs3 fc1 sc0 ls15 ws0">  <span class="ff6 ls0">Długoterminowe zobowiązania i rozliczenia     <span class="ff1"> </span></span></div><div class="t m0 xa hc yb3 ff1 fs3 fc1 sc0 ls15 ws0">  <span class="ff6 ls0">Międzyokresowe<span class="ff1"> </span></span></div></div><div class="c xa9 y3de w5f h18"><div class="t m0 x9e hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">542<span class="ls0"> </span></div></div><div class="c xaa y3de w60 h18"><div class="t m0 x24 hc yb4 ff1 fs3 fc1 sc0 ls15 ws0">              <span class="ls2">561 <span class="ls0"> </span></span></div></div><div class="c xab y3de w62 h18"><div class="t m0 xae hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">19</span> </div></div><div class="c xac y3de w63 h18"><div class="t m0 x96 hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">3%</span> </div></div><div class="c x12 y3df w5e h5b"><div class="t m0 xa hc y394 ff1 fs3 fc1 sc0 ls15 ws0">  <span class="ff6 ls0">Pozostałe długoterminowe zobowiązania finansowe<span class="ff1"> </span></span></div></div><div class="c xa9 y3df w5f h5b"><div class="t m0 x48 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">7 032<span class="ls0"> </span></div></div><div class="c xaa y3df w60 h5b"><div class="t m0 x2d hc y394 ff1 fs3 fc1 sc0 ls15 ws0">            <span class="ls2">7 739 <span class="ls0"> </span></span></div></div><div class="c xab y3df w62 h5b"><div class="t m0 xad hc y394 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">707</span> </div></div><div class="c xac y3df w63 h5b"><div class="t m0 x96 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">9%</span> </div></div><div class="c x12 y3e0 w5e h5b"><div class="t m0 x3f h9 y394 ff5 fs3 fc1 sc0 ls2 ws0">III.   Zobowiązania <span class="ls0">krótkoterminowe<span class="ff2"> </span></span></div></div><div class="c xa9 y3e0 w5f h5b"><div class="t m0 x19 h9 y394 ff2 fs3 fc1 sc0 ls2 ws0">212 709<span class="ls0"> </span></div></div><div class="c xaa y3e0 w60 h5b"><div class="t m0 x1a h9 y394 ff2 fs3 fc1 sc0 ls15 ws0">     <span class="ls2">178 274 <span class="ls0"> </span></span></div></div><div class="c xab y3e0 w62 h5b"><div class="t m0 x55 h9 y394 ff2 fs3 fc1 sc0 ls2 ws0">34 435<span class="ls0"> </span></div></div><div class="c xac y3e0 w63 h5b"><div class="t m0 x46 h9 y394 ff2 fs3 fc1 sc0 ls2 ws0">19%<span class="ls0"> </span></div></div><div class="c x12 y3e1 w5e h5c"><div class="t m0 xa hc y394 ff1 fs3 fc1 sc0 ls15 ws0">  <span class="ls0">Rezerwy </span></div></div><div class="c xa9 y3e1 w5f h5c"><div class="t m0 x48 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">6 <span class="ls2">386</span> </div></div><div class="c xaa y3e1 w60 h5c"><div class="t m0 x3c hc y394 ff1 fs3 fc1 sc0 ls15 ws0">        <span class="ls2">18 895 <span class="ls0"> </span></span></div></div><div class="c xab y3e1 w62 h5c"><div class="t m0 x52 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">12 509</span> </div></div><div class="c xac y3e1 w63 h5c"><div class="t m0 x45 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">66%</span> </div></div><div class="c x12 y3e2 w5e h5b"><div class="t m0 xa hc y394 ff1 fs3 fc1 sc0 ls15 ws0">  <span class="ff6 ls0">Krótkoterminowe kredyty bankowe a tym:<span class="ff1"> </span></span></div></div><div class="c xa9 y3e2 w5f h5b"><div class="t m0 x48 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">3 456<span class="ls0"> </span></div></div><div class="c xaa y3e2 w60 h5b"><div class="t m0 x71 hc y394 ff1 fs3 fc1 sc0 ls15 ws0">               <span class="ls2">4 <span class="ls0"> </span></span></div></div><div class="c xab y3e2 w62 h5b"><div class="t m0 x15 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">3 452<span class="ls0"> </span></div></div><div class="c xac y3e2 w63 h5b"><div class="t m0 x32 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x12 y3e3 w5e h5b"><div class="t m0 x5d h19 y394 ffa fs3 fc1 sc0 ls15 ws0">      <span class="ff9 ls0">kredyty w rachunku bieżącym<span class="ffa"> </span></span></div></div><div class="c xa9 y3e3 w5f h5b"><div class="t m0 x48 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">3 456<span class="ls0"> </span></div></div><div class="c xaa y3e3 w60 h5b"><div class="t m0 x71 hc y394 ff1 fs3 fc1 sc0 ls15 ws0">               <span class="ls2">4 <span class="ls0"> </span></span></div></div><div class="c xab y3e3 w62 h5b"><div class="t m0 x15 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">3 452<span class="ls0"> </span></div></div><div class="c xac y3e3 w63 h5b"><div class="t m0 x32 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x12 y1ce w5e h18"><div class="t m0 xa hc yb6 ff1 fs3 fc1 sc0 ls15 ws0">  <span class="ff6 ls0">Krótkoterminowe zobowiązania i rozliczenia   <span class="ff1"> </span></span></div><div class="t m0 xa hc yb3 ff1 fs3 fc1 sc0 ls15 ws0">  <span class="ff6 ls0">międzyokresowe w tym:<span class="ff1"> </span></span></div></div><div class="c xa9 y1ce w5f h18"><div class="t m0 x19 hc ydc ff1 fs3 fc1 sc0 ls2 ws0">201 502<span class="ls0"> </span></div></div><div class="c xaa y1ce w60 h18"><div class="t m0 x18 hc ydc ff1 fs3 fc1 sc0 ls15 ws0">       <span class="ls2">157 288 <span class="ls0"> </span></span></div></div><div class="c xab y1ce w62 h18"><div class="t m0 x55 hc ydc ff1 fs3 fc1 sc0 ls2 ws0">44 214<span class="ls0"> </span></div></div><div class="c xac y1ce w63 h18"><div class="t m0 x46 hc ydc ff1 fs3 fc1 sc0 ls2 ws0">28%<span class="ls0"> </span></div></div><div class="c x12 y3e4 w5e h5d"><div class="t m0 x2d h19 y394 ffa fs3 fc1 sc0 ls15 ws0">       <span class="ls0"> </span>    <span class="ff9 ls0">zobowiązania z tytułu dostaw i usług<span class="ffa"> </span></span></div></div><div class="c xa9 y3e4 w5f h5d"><div class="t m0 x19 h19 y394 ffa fs3 fc1 sc0 ls2 ws0">164 858<span class="ls0"> </span></div></div><div class="c xaa y3e4 w60 h5d"><div class="t m0 x18 h19 y394 ffa fs3 fc1 sc0 ls15 ws0">       <span class="ls2">134 018 <span class="ls0"> </span></span></div></div><div class="c xab y3e4 w62 h5d"><div class="t m0 x55 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">30 840<span class="ls0"> </span></div></div><div class="c xac y3e4 w63 h5d"><div class="t m0 x46 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">23%<span class="ls0"> </span></div></div><div class="c x12 y3e5 w5e h5b"><div class="t m0 x2d h19 y3a0 ffa fs3 fc1 sc0 ls15 ws0">        <span class="ls0">  </span>  <span class="ff9 ls0">zobowiązania z tytułu otrzymanych zaliczek<span class="ffa"> </span></span></div></div><div class="c xa9 y3e5 w5f h5b"><div class="t m0 x21 h19 y3a0 ffa fs3 fc1 sc0 ls2 ws0">17 944<span class="ls0"> </span></div></div><div class="c xaa y3e5 w60 h5b"><div class="t m0 x2d h19 y3a0 ffa fs3 fc1 sc0 ls15 ws0">               <span class="ls2">175 <span class="ls0"> </span></span></div></div><div class="c xab y3e5 w62 h5b"><div class="t m0 x55 hc y3a0 ff1 fs3 fc1 sc0 ls2 ws0">17 769<span class="ls0"> </span></div></div><div class="c xac y3e5 w63 h5b"><div class="t m0 x32 hc y3a0 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x12 y3e6 w5e h18"><div class="t m0 x2d h19 yb2 ffa fs3 fc1 sc0 ls15 ws0">            <span class="ff9 ls0">rozliczenia międzyokresowe z tytułu wyceny<span class="ffa"> </span></span></div><div class="t m0 x2d h19 yb3 ffa fs3 fc1 sc0 ls15 ws0">            <span class="ff9 ls0">kontraktów<span class="ffa"> </span></span></div></div><div class="c xa9 y3e6 w5f h18"><div class="t m0 x48 h19 yb4 ffa fs3 fc1 sc0 ls2 ws0">2 749<span class="ls0"> </span></div></div><div class="c xaa y3e6 w60 h18"><div class="t m0 x24 h19 yb4 ffa fs3 fc1 sc0 ls15 ws0">           <span class="ls2">7 190 <span class="ls0"> </span></span></div></div><div class="c xab y3e6 w62 h18"><div class="t m0 x21 hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">4 441</span> </div></div><div class="c xac y3e6 w63 h18"><div class="t m0 x45 hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">-62% </div></div><div class="c x12 y29b w5e h5b"><div class="t m0 xa hc y394 ff1 fs3 fc1 sc0 ls15 ws0">  <span class="ff6 ls0">Zobowiązania z tytułu podatku dochodowego<span class="ff1"> </span></span></div></div><div class="c xa9 y29b w5f h5b"><div class="t m0 xaf hc y394 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xaa y29b w60 h5b"><div class="t m0 x18 hc y394 ff1 fs3 fc1 sc0 ls15 ws0">                    <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c xab y29b w62 h5b"><div class="t m0 x39 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xac y29b w63 h5b"><div class="t m0 x32 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x12 y3e7 w5e h5b"><div class="t m0 xa hc y394 ff1 fs3 fc1 sc0 ls15 ws0">  <span class="ff6 ls0">Pozostałe krótkoterminowe zobowiązania finansowe<span class="ff1"> </span></span></div></div><div class="c xa9 y3e7 w5f h5b"><div class="t m0 x48 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">1 327<span class="ls0"> </span></div></div><div class="c xaa y3e7 w60 h5b"><div class="t m0 xb0 hc y394 ff1 fs3 fc1 sc0 ls15 ws0">             <span class="ls2">2 073 <span class="ls0"> </span></span></div></div><div class="c xab y3e7 w62 h5b"><div class="t m0 xad hc y394 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">746</span> </div></div><div class="c xac y3e7 w63 h5b"><div class="t m0 x45 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">36%</span> </div></div><div class="c x12 y3e8 w5e h5b"><div class="t m0 xa hc y394 ff1 fs3 fc1 sc0 ls15 ws0">   <span class="ls0">Walutowe kontrakty terminowe </span></div></div><div class="c xa9 y3e8 w5f h5b"><div class="t m0 x57 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">38<span class="ls0"> </span></div></div><div class="c xaa y3e8 w60 h5b"><div class="t m0 x27 hc y394 ff1 fs3 fc1 sc0 ls15 ws0">                <span class="ls2">14 <span class="ls0"> </span></span></div></div><div class="c xab y3e8 w62 h5b"><div class="t m0 x56 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">24<span class="ls0"> </span></div></div><div class="c xac y3e8 w63 h5b"><div class="t m0 x6e hc y394 ff1 fs3 fc1 sc0 ls2 ws0">171%<span class="ls0"> </span></div></div><div class="c x12 y5 w5e h5b"><div class="t m0 x3f h9 y394 ff2 fs3 fc1 sc0 ls0 ws0">Pasywa razem </div></div><div class="c xa9 y5 w5f h5b"><div class="t m0 x19 h9 y394 ff2 fs3 fc1 sc0 ls2 ws0">624 866<span class="ls0"> </span></div></div><div class="c xaa y5 w60 h5b"><div class="t m0 x18 h9 y394 ff2 fs3 fc1 sc0 ls15 ws0">       <span class="ls2">590 049 <span class="ls0"> </span></span></div></div><div class="c xab y5 w62 h5b"><div class="t m0 x55 h9 y394 ff2 fs3 fc1 sc0 ls2 ws0">34 817<span class="ls0"> </span></div></div><div class="c xac y5 w63 h5b"><div class="t m0 x60 h9 y394 ff2 fs3 fc1 sc0 ls0 ws0">6% </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y3e9 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y3ea ff6 fs4 fc1 sc0 ls0 ws0">W <span class="_ _21"> </span>obrębie  głównych <span class="_ _21"> </span>kategorii <span class="_ _21"> </span>pasywów <span class="_ _21"> </span>Spółki <span class="_ _21"> </span><span class="ff1">(tabela <span class="_ _21"> </span>15,  ry<span class="_ _2"></span>sunek <span class="_ _21"> </span>6)  zano<span class="_ _2"></span>towano <span class="_ _21"> </span>na  kon<span class="_ _2"></span>iec  202<span class="_ _2"></span>4 <span class="_ _21"> </span>r. </span></div><div class="t m0 x3 he y3eb ff6 fs4 fc1 sc0 ls0 ws0">następujące, is<span class="_ _2"></span>totne zmiany r<span class="ff1 ls35">/r<span class="ls36">: <span class="_ _2"></span><span class="ls0"> </span></span></span></div><div class="t m0 x3 h12 y3ec ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">wzrost  kapita<span class="_ _2"></span>łu  własnego  o  <span class="ff1 ls4">967<span class="ls0">  </span></span>tys.  zł,  wynikają<span class="_ _2"></span>cy  głównie  (a)  z<span class="ff1">  zysku  2024 <span class="_ _21"> </span>r.  pom<span class="_ _0"></span>niejszonego  o </span></span></span></div><div class="t m0 xf he y3ed ff6 fs4 fc1 sc0 ls0 ws0">wypłaconą dy<span class="_ _2"></span>widendę oraz <span class="ff1">(b) z </span>ak<span class="_ _2"></span>tualizacji wyceny wartości <span class="_ _2"></span><span class="ff1">godziwej akcji IZOSTAL<span class="_ _2"></span> S.A., </span></div><div class="t m0 x3 h12 y3ee ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">wzrost <span class="ff6">zobowiązań<span class="_ _2"></span> krótkoterminowych o <span class="_ _2"></span></span>34 435 <span class="ff6">tys. zł<span class="_ _2"></span> (</span><span class="ls4">19</span>%), w tym:<span class="_ _2"></span> </span></span></div><div class="t m0 x10 h12 y114 ffd fs4 fc1 sc0 ls0 ws0">o<span class="ff3"> <span class="_ _2f"> </span><span class="ff1">sp<span class="_ _2"></span>adek <span class="_ _1c"></span>rezerw <span class="_ _1a"></span>o <span class="_ _1c"></span>12 <span class="_ _1a"></span>509 <span class="_ _1c"></span><span class="ff6">tys. <span class="_ _1a"></span>zł <span class="_ _1a"></span></span>(-66%)<span class="ls19">, <span class="_ _1c"></span></span>w <span class="_ _1c"></span>tym <span class="_ _1a"></span> <span class="_ _1c"></span>o <span class="_ _1a"></span>11 <span class="ff6">158 <span class="_ _1c"></span>ty<span class="_ _2"></span>s. <span class="_ _1a"></span>zł <span class="_ _1c"></span></span> <span class="_ _1a"></span>na <span class="_ _1c"></span>ewentualne <span class="_ _1a"></span>koszty <span class="_ _1a"></span>napraw </span></span></div><div class="t m0 xa7 he y115 ff6 fs4 fc1 sc0 ls0 ws0">gwarancyjnych ko<span class="_ _2"></span>ntraktów w segmencie infrastru<span class="_ _2"></span>ktury<span class="_ _2"></span><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 x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">30<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x10 h12 y4d ffd fs4 fc1 sc0 ls0 ws0">o<span class="ff3"> <span class="_ _2f"> </span><span class="ff1">wzrost <span class="_ _28"></span><span class="ff6">zobowiązań <span class="_ _1a"></span>hand<span class="_ _2"></span>lowych <span class="_ _1a"></span>o</span> 30 <span class="_ _1a"></span>840 <span class="_ _1a"></span><span class="ff6">tys. <span class="_ _1a"></span>zł <span class="_ _1a"></span>tj. <span class="_ _1a"></span>o <span class="_ _1a"></span>23%, <span class="_ _1a"></span>głównie <span class="_ _1a"></span>w <span class="_ _1a"></span>segmencie <span class="_ _1a"></span>sta<span class="_ _2"></span>lowym <span class="_ _1a"></span>w </span></span></span></div><div class="t m0 xa7 he y4e ff6 fs4 fc1 sc0 ls0 ws0">wyniku zwiększony<span class="_ _2"></span>ch zakupów towarów handlowych<span class="_ _2"></span> związanych<span class="_ _2"></span> ze wzrostem sprzedaży<span class="_ _1c"></span><span class="ff1">,  </span></div><div class="t m0 x10 h12 y3ef ffd fs4 fc1 sc0 ls0 ws0">o<span class="ff3"> <span class="_ _2f"> </span><span class="ff1">wzrost <span class="_ _1a"></span>o<span class="_ _2"></span> <span class="_ _1a"></span>17 <span class="ff6">769 <span class="_ _1a"></span>tys. <span class="_ _1a"></span>zł <span class="_ _1a"></span>zob<span class="_ _2"></span>owiązań <span class="_ _1a"></span>z <span class="_ _1a"></span>tytułu <span class="_ _1a"></span>otrz<span class="_ _2"></span>ymanych <span class="_ _1a"></span>zaliczek, <span class="_ _1a"></span>w <span class="_ _1a"></span>tym <span class="_ _1a"></span>o <span class="_ _1a"></span>1<span class="_ _2"></span>7<span class="_ _2"></span></span> <span class="ff6">659 <span class="_ _1a"></span>tys.<span class="_ _2"></span> <span class="_ _1a"></span>zł <span class="_ _1a"></span> <span class="_ _1a"></span>na </span></span></span></div><div class="t m0 xa7 he y370 ff6 fs4 fc1 sc0 ls0 ws0">poczet realizacji kontrakt<span class="_ _2"></span>ów budowlanych w s<span class="_ _2"></span>egmencie infrastruktu<span class="_ _2"></span>ry<span class="ff1">, </span></div><div class="t m0 x10 h12 y1b9 ffd fs4 fc1 sc0 ls0 ws0">o<span class="ff3"> <span class="_ _2f"> </span><span class="ff6">sp<span class="_ _2"></span>adek <span class="_ _2d"> </span>rozliczeń <span class="_ _2d"> </span>międzyokresowych <span class="_ _2d"> </span>z <span class="_ _2d"> </span>tytu<span class="_ _2"></span>łu <span class="_ _2d"> </span>wyceny <span class="_ _2d"> </span>kontra<span class="_ _2"></span>któw <span class="_ _e"> </span>d<span class="_ _2"></span>ługoterminowych </span></span></div><div class="t m0 xa7 he y97 ff1 fs4 fc1 sc0 ls0 ws0">w <span class="ff6">segmencie infrastru<span class="_ _2"></span>ktury o 4 441 tys. zł</span></div></div><div class="c x1 y1 w3f h0"><div class="t m0 xb1 h45 y147 ff1 fsc fc1 sc0 ls0 ws0">6</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x99 he y97 ff1 fs4 fc1 sc0 ls0 ws0">. </div><div class="t m0 x3 he y98 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y3f0 ff1 fs4 fc1 sc0 ls0 ws0">Rysunek 7 Stru<span class="_ _2"></span>ktura bilansu <span class="_ _2"></span><span class="ff6">STALPROFIL S.A. na dzień 31.12.202<span class="_ _2"></span></span>4 i 31.12.2023 <span class="_ _2"></span><span class="ff6">r. (w mln zł)</span> </div><div class="t m0 xb2 he y3f1 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y3f2 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y3f3 ff6 fs4 fc1 sc0 ls0 ws0">Spółka na <span class="_ _2"></span>koniec 202<span class="ff1">4 </span>r. dysponował<span class="_ _2"></span>a stabilną strukt<span class="_ _2"></span>urą finansowania, (Rysu<span class="_ _2"></span>nek 7) w której:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 h12 y3f4 ffe fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _6"> </span><span class="ff6">ka<span class="_ _2"></span>pitał <span class="_ _29"> </span>własny  w <span class="_ _29"> </span>pełni <span class="_ _29"> </span>finansował  aktywa <span class="_ _29"> </span>trwałe<span class="_ _2"></span><span class="ff1">,  </span>a <span class="_ _26"> </span>także <span class="_ _29"> </span><span class="ff1">46</span>%  aktywów <span class="_ _26"> </span>o<span class="_ _2"></span>brotowych  (w <span class="_ _26"> </span>ty<span class="_ _2"></span>m <span class="_ _29"> </span>100% </span></span></div><div class="t m0 xf he y3f5 ff6 fs4 fc1 sc0 ls0 ws0">wartości zapas<span class="_ _2"></span>ów)<span class="ff1">, </span></div><div class="t m0 x3 h12 y3f6 ffe fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _6"> </span><span class="ff6">ka<span class="_ _2"></span>pitał obrotow<span class="ff1">y<span class="_ _2"></span> netto </span>wyniósł <span class="_ _2"></span><span class="ff1">207 688 </span>tys. zł <span class="ff1 ls2b">i <span class="_ _2"></span></span>finansował 49% aktywów obrotowych<span class="_ _2"></span><span class="ff1">, </span></span></span></div><div class="t m0 x3 h12 y3f7 ffe fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _6"> </span><span class="ff6">wska<span class="_ _2"></span>źniki płynności <span class="_ _2"></span>bieżącej wyniósł 1,98 i b<span class="_ _2"></span>ył <span class="ff1">na bezpieczny<span class="_ _2"></span>m poziomie.  </span></span></span></div><div class="t m0 xf h11 y3f8 ff2 fs5 fc1 sc0 lsb ws0">4.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Ocena  zar<span class="_ _2"></span>ządzania  zasobami  finansowymi <span class="_ _a"> </span>Spółki  z  uw<span class="_ _2"></span>zględnieniem  zdolności </span></span></div><div class="t m0 x10 h13 y3f9 ff5 fs5 fc1 sc0 ls0 ws0">wywiązywania się z zaciągniętych zobowiązań<span class="ff2"> </span></div><div class="t m0 x3 he y3fa ff6 fs4 fc1 sc0 ls0 ws0">Wskaźnik ogóln<span class="_ _2"></span>ego zadłużenia Spółki n<span class="_ _2"></span>a koniec 202<span class="ff1">4 <span class="_ _2"></span></span>r. wyniósł <span class="ff1 ls4">36<span class="ls0">% </span></span>i n<span class="_ _2"></span>ieznacznie wzrósł r/r o 3 p<span class="_ _2"></span>.p.<span class="ff1"> (tab<span class="_ _2"></span>. 16, </span></div><div class="t m0 x3 he y3fb ff1 fs4 fc1 sc0 ls0 ws0">rys. 7). <span class="ff6">Zadł<span class="_ _2"></span>użenie pozostaje na bezpiecznym po<span class="_ _2"></span>ziomie.</span> </div><div class="t m0 x3 he y3fc ff6 fs4 fc1 sc0 ls0 ws0">Na koniec 2024 r. Spół<span class="_ _2"></span>ka posiadała zadłu<span class="_ _2"></span>żenie kredytowe w wysokoś<span class="_ _2"></span>ci 3<span class="_ _2"></span><span class="ff1"> </span>456 tys. zł.<span class="ff1"> </span></div><div class="t m0 x3 he y2f7 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y3fd ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="ls4">16</span> <span class="ff6">Wskaźn<span class="_ _2"></span>iki zadłużenia<span class="_ _2"></span></span> </div></div><div class="c x12 y3fe w64 h62"><div class="t m0 xb3 h9 y343 ff5 fs3 fc1 sc0 ls0 ws0">Zadłużenie<span class="ff2"> </span></div></div><div class="c xb4 y3fe w65 h62"><div class="t m0 x59 h9 y343 ff2 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c xb5 y3fe w21 h62"><div class="t m0 x59 h9 y343 ff2 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">3 </span></div></div><div class="c x12 y3ff w64 h63"><div class="t m0 x3f hc y343 ff6 fs3 fc1 sc0 ls0 ws0">Wskaźnik ogólnego zadłużenia aktywów </div><div class="t m0 xb6 h40 y12 ff1 fs9 fc1 sc0 ls0 ws0">7</div><div class="t m0 xb7 hc y343 ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb4 y3ff w65 h63"><div class="t m0 x25 hc y343 ff1 fs3 fc1 sc0 ls2 ws0">36%<span class="ls0"> </span></div></div><div class="c xb5 y3ff w21 h63"><div class="t m0 x25 hc y343 ff1 fs3 fc1 sc0 ls2 ws0">33<span class="ls0">% </span></div></div><div class="c x12 y400 w64 h62"><div class="t m0 x3f hc y343 ff6 fs3 fc1 sc0 ls0 ws0">Wskaźnik zadłużenia kapitału własnego </div><div class="t m0 xb8 h40 y12 ff1 fs9 fc1 sc0 ls0 ws0">8</div><div class="t m0 xb6 hc y343 ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb4 y400 w65 h62"><div class="t m0 x25 hc y343 ff1 fs3 fc1 sc0 ls0 ws0">0,57 </div></div><div class="c xb5 y400 w21 h62"><div class="t m0 x25 hc y343 ff1 fs3 fc1 sc0 ls0 ws0">0,49 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x74 h12 y389 ff3 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h42 y38a ff1 fsb fc1 sc0 ls0 ws0">6</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x75 h43 y38b ff1 fs6 fc1 sc0 ls0 ws0"> <span class="_ _1a"></span><span class="ff6">Wartość <span class="_ _1c"></span>rozliczeń <span class="_ _1a"></span>międzyokr<span class="_ _0"></span>esowych <span class="_ _1c"></span>ujęta <span class="_ _1a"></span>w <span class="_ _1a"></span>pasywach <span class="_ _1c"></span>odpowiada <span class="_ _1a"></span>war<span class="_ _0"></span>tości<span class="_ _0"></span> <span class="_ _1a"></span>zafaktur<span class="_ _0"></span>owanych <span class="_ _1a"></span>przycho<span class="_ _0"></span>dów <span class="_ _1a"></span>przez <span class="_ _1a"></span>Odd<span class="_ _0"></span>ział <span class="_ _1a"></span>Spó<span class="_ _0"></span>łki <span class="_ _1a"></span>w </span></div><div class="t m0 x3 h43 y38c ff6 fs6 fc1 sc0 ls0 ws0">Zabrzu, któr<span class="_ _0"></span>a przewyższa wartość<span class="_ _0"></span> przycho<span class="_ _0"></span>dów wynikając<span class="_ _0"></span>ą z zaawansowani<span class="_ _0"></span>a poniesi<span class="_ _0"></span>onych kosztó<span class="_ _0"></span>w realizacji kontrak<span class="_ _0"></span>tów.<span class="ff1"> </span></div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h42 y36f ff1 fsb fc1 sc0 ls0 ws0">7</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x75 h43 y18f ff1 fs6 fc1 sc0 ls0 ws0"> <span class="ff6">Relacja wi<span class="_ _0"></span>elkości zobowi<span class="_ _0"></span>ązań ogółem do wartośc<span class="_ _0"></span>i majątku o<span class="_ _0"></span>gółem<span class="ff1"> </span></span></div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h42 y190 ff1 fsb fc1 sc0 ls0 ws0">8</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x75 h43 y191 ff1 fs6 fc1 sc0 ls0 ws0"> <span class="ff6">Relacja wi<span class="_ _0"></span>elkości zobowi<span class="_ _0"></span>ązań ogółem do sumy kapi<span class="_ _0"></span>tałów własnych<span class="ff1"> </span></span></div></div><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:610.920000px;bottom:1371.560000px;width:7.790000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:469.760000px;bottom:277.140000px;width:7.550000px;height:10.990000px;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:463.920000px;bottom:236.440000px;width:7.540000px;height:10.990000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">31<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 h43 y401 ff1 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y402 ff6 fs4 fc1 sc0 ls0 ws0">Wskaźniki p<span class="_ _2"></span>łynności <span class="ff1">finansowej (tabela 17)<span class="_ _2"></span> </span>były na <span class="_ _2"></span>bezpiecznym poziomie<span class="ff1">.<span class="_ _2"></span> </span></div><div class="t m0 x3 he y403 ff6 fs4 fc1 sc0 ls0 ws0">Spółka <span class="ff1">w 2024 r. reg</span>ulo<span class="_ _2"></span>wała<span class="ff1"> </span>zob<span class="_ _2"></span>owiązania terminowo i cieszy<span class="_ _2"></span><span class="ls22">ła</span><span class="ff1"> </span>się na rynku opin<span class="_ _2"></span>ią rzetelnego płatnika.<span class="_ _2"></span><span class="ff1">  </span></div><div class="t m0 x3 he y404 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y405 ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="ls4">17</span> <span class="ff6">Wskaźn<span class="_ _2"></span>iki płynności</span> </div></div><div class="c x12 y406 w64 h64"><div class="t m0 xb9 h9 ydc ff5 fs3 fc1 sc0 ls0 ws0">Płynność finansowa<span class="ff2"> </span></div></div><div class="c xb4 y406 w65 h64"><div class="t m0 x59 h9 ydc ff2 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c xb5 y406 w21 h64"><div class="t m0 x59 h9 ydc ff2 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">3 </span></div></div><div class="c x12 y407 w64 h3b"><div class="t m0 x3f hc ydc ff6 fs3 fc1 sc0 ls0 ws0">Wskaźnik bieżącej płynności </div><div class="t m0 x9f h40 y408 ff1 fs9 fc1 sc0 ls0 ws0">9</div><div class="t m0 xba hc ydc ff1 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c xb4 y407 w65 h3b"><div class="t m0 x25 hc ydc ff1 fs3 fc1 sc0 ls0 ws0">1,98 </div></div><div class="c xb5 y407 w21 h3b"><div class="t m0 x25 hc ydc ff1 fs3 fc1 sc0 ls2 ws0">2,22<span class="ls0"> </span></div></div><div class="c x12 y409 w64 h3b"><div class="t m0 x3f hc y40a ff1 fs3 fc1 sc0 ls0 ws0">W<span class="ff6">skaźnik płynności szybki </span></div><div class="t m0 xbb h40 y40b ff1 fs9 fc1 sc0 ls37 ws0">10</div><div class="t m0 xbc hc y40a ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb4 y409 w65 h3b"><div class="t m0 x25 hc y40a ff1 fs3 fc1 sc0 ls0 ws0">1,36 </div></div><div class="c xb5 y409 w21 h3b"><div class="t m0 x25 hc y40a ff1 fs3 fc1 sc0 ls2 ws0">1,45<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y40c ff6 fs4 fc1 sc0 ls0 ws0">Wartość nad<span class="_ _2"></span>wyżki finansowej</div></div><div class="c x1 y1 w3f h0"><div class="t m0 x70 h45 y40d ff1 fsc fc1 sc0 ls38 ws0">11</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xbd he y40c ff1 fs4 fc1 sc0 ls0 ws0"> <span class="ff6">wygenerowanej przez Sp<span class="_ _2"></span>ółkę w 202</span>4 <span class="ff6">r. <span class="_ _2"></span>wyniosła </span>16 725 <span class="ff6">ty<span class="_ _2"></span>s. zł.</span> </div><div class="t m0 x3 he y3d4 ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="ls4">18</span> <span class="ff6">Wskaźn<span class="_ _2"></span>iki efektywności zarządza<span class="_ _2"></span>nia kapitałem obrotowym<span class="_ _2"></span></span> </div></div><div class="c x12 y40e w66 h65"><div class="t m0 xbe h9 y40a ff5 fs3 fc1 sc0 ls0 ws0">Zarządzanie kapitałem obrotowym<span class="ff2"> </span></div></div><div class="c xbf y40e w67 h65"><div class="t m0 x59 h9 y40a ff2 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c x1c y40e w68 h65"><div class="t m0 x59 h9 y40a ff2 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">3 </span></div></div><div class="c x12 y40f w66 h3b"><div class="t m0 x3f hc ydc ff6 fs3 fc1 sc0 ls0 ws0">Cykl inkasa należności handlowych </div><div class="t m0 x7b h40 y408 ff1 fs9 fc1 sc0 ls37 ws0">12</div><div class="t m0 xd hc ydc ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xbf y40f w67 h3b"><div class="t m0 x63 hc ydc ff1 fs3 fc1 sc0 ls2 ws0">65<span class="ls0"> </span></div></div><div class="c x1c y40f w68 h3b"><div class="t m0 x63 hc ydc ff1 fs3 fc1 sc0 ls2 ws0">56<span class="ls0"> </span></div></div><div class="c x12 y2e7 w66 h3b"><div class="t m0 x3f hc ydc ff6 fs3 fc1 sc0 ls0 ws0">Cykl zapasów </div><div class="t m0 x4d h40 y408 ff1 fs9 fc1 sc0 ls37 ws0">13</div><div class="t m0 xa5 hc ydc ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xbf y2e7 w67 h3b"><div class="t m0 x63 hc ydc ff1 fs3 fc1 sc0 ls2 ws0">50<span class="ls0"> </span></div></div><div class="c x1c y2e7 w68 h3b"><div class="t m0 x63 hc ydc ff1 fs3 fc1 sc0 ls2 ws0">60<span class="ls0"> </span></div></div><div class="c x12 y410 w66 h64"><div class="t m0 x3f hc ydc ff6 fs3 fc1 sc0 ls0 ws0">Cykl spłaty zobowiązań handlowych </div><div class="t m0 xc0 h40 y408 ff1 fs9 fc1 sc0 ls37 ws0">14</div><div class="t m0 x83 hc ydc ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xbf y410 w67 h64"><div class="t m0 x63 hc ydc ff1 fs3 fc1 sc0 ls2 ws0">56<span class="ls0"> </span></div></div><div class="c x1c y410 w68 h64"><div class="t m0 x63 hc ydc ff1 fs3 fc1 sc0 ls2 ws0">46<span class="ls0"> </span></div></div><div class="c x12 y411 w66 h3b"><div class="t m0 x3f hc ydc ff1 fs3 fc1 sc0 ls0 ws0">Cykl netto </div><div class="t m0 x6f h40 y408 ff1 fs9 fc1 sc0 ls37 ws0">15</div><div class="t m0 x32 hc ydc ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xbf y411 w67 h3b"><div class="t m0 x63 hc ydc ff1 fs3 fc1 sc0 ls2 ws0">60<span class="ls0"> </span></div></div><div class="c x1c y411 w68 h3b"><div class="t m0 x63 hc ydc ff1 fs3 fc1 sc0 ls2 ws0">70<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y412 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y413 ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="ls4">19</span> <span class="ff6">Wskaźn<span class="_ _2"></span>iki rentowności<span class="_ _2"></span></span> </div></div><div class="c x12 y414 w69 h3b"><div class="t m0 xc1 h9 ydc ff5 fs3 fc1 sc0 ls0 ws0">Rentowność<span class="ff2"> </span></div></div><div class="c xb4 y414 w6a h3b"><div class="t m0 x59 h9 ydc ff2 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c xb5 y414 w6a h3b"><div class="t m0 x59 h9 ydc ff2 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">3 </span></div></div><div class="c x12 y415 w69 h66"><div class="t m0 x3f hc y416 ff6 fs3 fc1 sc0 ls0 ws0">Wskaźnik rentowności sprzedaży </div><div class="t m0 xc2 h40 y417 ff1 fs9 fc1 sc0 ls37 ws0">16</div><div class="t m0 xc3 hc y416 ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb4 y415 w6a h66"><div class="t m0 x6f hc y416 ff1 fs3 fc1 sc0 ls0 ws0">0,5% </div></div><div class="c xb5 y415 w6a h66"><div class="t m0 x6f hc y416 ff1 fs3 fc1 sc0 ls0 ws0">0,3% </div></div><div class="c x12 y418 w69 h3b"><div class="t m0 x3f hc ydc ff6 fs3 fc1 sc0 ls0 ws0">Wskaźnik rentowności operacyjnej </div><div class="t m0 x7b h40 y408 ff1 fs9 fc1 sc0 ls37 ws0">17</div><div class="t m0 xd hc ydc ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb4 y418 w6a h3b"><div class="t m0 x6f hc ydc ff1 fs3 fc1 sc0 ls0 ws0">1,3% </div></div><div class="c xb5 y418 w6a h3b"><div class="t m0 x6f hc ydc ff1 fs3 fc1 sc0 ls0 ws0">1,4% </div></div><div class="c x12 y419 w69 h3b"><div class="t m0 x3f hc ydc ff6 fs3 fc1 sc0 ls0 ws0">Wskaźnik rentowności sprzedaży netto </div><div class="t m0 xc4 h40 y408 ff1 fs9 fc1 sc0 ls37 ws0">18</div><div class="t m0 xc5 hc ydc ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb4 y419 w6a h3b"><div class="t m0 x6f hc ydc ff1 fs3 fc1 sc0 ls0 ws0">0,9% </div></div><div class="c xb5 y419 w6a h3b"><div class="t m0 x6f hc ydc ff1 fs3 fc1 sc0 ls0 ws0">1,4% </div></div><div class="c x12 y41a w69 h3b"><div class="t m0 x3f hc ydc ff6 fs3 fc1 sc0 ls0 ws0">Wskaźnik ROA </div><div class="t m0 x20 h40 y408 ff1 fs9 fc1 sc0 ls37 ws0">19</div><div class="t m0 xbe hc ydc ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb4 y41a w6a h3b"><div class="t m0 x6f hc ydc ff1 fs3 fc1 sc0 ls0 ws0">1,5% </div></div><div class="c xb5 y41a w6a h3b"><div class="t m0 x6f hc ydc ff1 fs3 fc1 sc0 ls0 ws0">2,3% </div></div><div class="c x12 y41b w69 h3b"><div class="t m0 x3f hc ydc ff6 fs3 fc1 sc0 ls0 ws0">Wskaźnik ROE </div><div class="t m0 x58 h40 y408 ff1 fs9 fc1 sc0 ls37 ws0">20</div><div class="t m0 x93 hc ydc ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb4 y41b w6a h3b"><div class="t m0 x6f hc ydc ff1 fs3 fc1 sc0 ls0 ws0">2,4% </div></div><div class="c xb5 y41b w6a h3b"><div class="t m0 x6f hc ydc ff1 fs3 fc1 sc0 ls0 ws0">3,3% </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y41c ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h12 y41d ff3 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h12 y231 ff3 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h12 y41e ff3 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h12 y41f ff3 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x74 h12 y420 ff3 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h42 y421 ff1 fsb fc1 sc0 ls0 ws0">9</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x75 h43 y36b ff1 fs6 fc1 sc0 ls0 ws0"> <span class="ff6">Relacja ak<span class="_ _0"></span>tywów obroto<span class="_ _0"></span>wych do zobowiązań kr<span class="_ _0"></span>ótkot<span class="_ _0"></span>erminowych<span class="ff1"> </span></span></div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h42 y422 ff1 fsb fc1 sc0 ls39 ws0">10</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xb9 h43 y423 ff1 fs6 fc1 sc0 ls0 ws0"> (Aktywa obr<span class="_ _0"></span>otowe - <span class="ff6">Zapas<span class="_ _0"></span>y) / Zobowiązania kró<span class="_ _0"></span>tkoterminowe<span class="ff1"> </span></span></div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h42 y424 ff1 fsb fc1 sc0 ls39 ws0">11</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xb9 h43 y425 ff1 fs6 fc1 sc0 ls0 ws0"> Zysk ne<span class="_ _0"></span>tto + amorty<span class="_ _0"></span>zacja </div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h42 y426 ff1 fsb fc1 sc0 ls39 ws0">12</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xb9 h43 y427 ff1 fs6 fc1 sc0 ls0 ws0"> <span class="ff6">(średni<span class="_ _0"></span> poziom Należnośc<span class="_ _0"></span>i z tytułu dostaw i<span class="_ _0"></span> usług / Przychody ze spr<span class="_ _0"></span>zedaży<span class="_ _0"></span>) * 365<span class="ff1"> </span></span></div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h42 y428 ff1 fsb fc1 sc0 ls39 ws0">13</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xb9 h43 y429 ff1 fs6 fc1 sc0 ls0 ws0"> <span class="ff6">(średni<span class="_ _0"></span> poziom Zapasów / Kos<span class="_ _0"></span>zty sprzedanych pro<span class="_ _0"></span>duktów, t<span class="_ _0"></span>owarów i materiałów)<span class="_ _0"></span> * 365<span class="ff1"> </span></span></div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h42 y42a ff1 fsb fc1 sc0 ls39 ws0">14</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xb9 h43 y42b ff1 fs6 fc1 sc0 ls0 ws0"> <span class="ff6">(średni<span class="_ _0"></span> poziom Zobowiązań z t<span class="_ _0"></span>ytułu  dost<span class="_ _0"></span>aw i usług / Koszty spr<span class="_ _0"></span>zedanych pro<span class="_ _0"></span>duktów, to<span class="_ _0"></span>warów i mater<span class="_ _0"></span>iałów) * 365<span class="ff1"> </span></span></div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h42 y42c ff1 fsb fc1 sc0 ls39 ws0">15</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xb9 h43 y42d ff1 fs6 fc1 sc0 ls0 ws0"> <span class="ff6">Cykl ink<span class="_ _0"></span>asa należności han<span class="_ _0"></span>dlowych + Cykl zapasów <span class="ff1">- </span>Cykl<span class="_ _0"></span> spłaty zobowiąz<span class="_ _0"></span>ań hand<span class="_ _0"></span>lowych<span class="ff1"> </span></span></div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h42 y170 ff1 fsb fc1 sc0 ls39 ws0">16</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xb9 h43 y42e ff1 fs6 fc1 sc0 ls0 ws0"> <span class="ff6">Wynik ze spr<span class="_ _0"></span>zedaży netto / Przyc<span class="_ _0"></span>hody ze sprzedaży<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h42 y38a ff1 fsb fc1 sc0 ls39 ws0">17</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xb9 h43 y38b ff1 fs6 fc1 sc0 ls0 ws0"> <span class="ff6">EBITDA / Przychody<span class="_ _0"></span> ze sprzeda<span class="_ _0"></span>ży<span class="ff1"> </span></span></div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h42 y42f ff1 fsb fc1 sc0 ls39 ws0">18</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xb9 h43 y38c ff1 fs6 fc1 sc0 ls0 ws0"> <span class="ff6">Wynik net<span class="_ _0"></span>to / Przychody<span class="_ _0"></span> ze sprzedaży<span class="ff1"> </span></span></div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h42 y36f ff1 fsb fc1 sc0 ls39 ws0">19</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xb9 h43 y18f ff1 fs6 fc1 sc0 ls0 ws0"> <span class="ff6">Wynik net<span class="_ _0"></span>to / Średni pozio<span class="_ _0"></span>m aktywów<span class="ff1"> </span></span></div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h42 y190 ff1 fsb fc1 sc0 ls39 ws0">20</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xb9 h43 y191 ff1 fs6 fc1 sc0 ls0 ws0"> <span class="ff6">Wynik net<span class="_ _0"></span>to / Średni pozio<span class="_ _0"></span>m kapitału własnego<span class="_ _0"></span><span class="ff1"> </span></span></div></div><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:382.540000px;bottom:1298.620000px;width:7.540000px;height:10.980000px;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:367.460000px;bottom:1254.120000px;width:10.580000px;height:10.980000px;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:406.840000px;bottom:1160.340000px;width:11.090000px;height:41.010000px;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:430.300000px;bottom:1045.680000px;width:10.580000px;height:10.990000px;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:274.600000px;bottom:1001.180000px;width:10.590000px;height:10.990000px;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:438.340000px;bottom:956.680000px;width:10.590000px;height:10.990000px;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:251.360000px;bottom:912.180000px;width:10.580000px;height:10.990000px;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:417.140000px;bottom:749.360000px;width:10.580000px;height:10.990000px;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:430.540000px;bottom:704.860000px;width:10.580000px;height:10.990000px;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:461.160000px;bottom:660.360000px;width:10.580000px;height:10.990000px;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:282.180000px;bottom:615.860000px;width:10.580000px;height:10.990000px;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:280.560000px;bottom:571.360000px;width:10.580000px;height:10.990000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">32<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="ls4">20</span> <span class="ff6">Przepływy pieni<span class="_ _2"></span>ężne STALPROFIL S.A. <span class="_ _2"></span>za 2024 r. i 2023 r. (tys<span class="_ _2"></span>. zł)</span></div><div class="t m0 xc6 h40 y430 ff1 fs9 fc1 sc0 ls0 ws0"> </div></div><div class="c x12 y431 w6b h67"><div class="t m0 x4d h9 y432 ff5 fs3 fc1 sc0 ls0 ws0">Przepływy pieniężne STALPROFIL S.A.<span class="ff2"> </span></div></div><div class="c x86 y431 w6c h67"><div class="t m0 x18 h9 y433 ff2 fs3 fc1 sc0 ls0 ws0">Za okres od 01.01. do </div><div class="t m0 x55 h9 y12a ff2 fs3 fc1 sc0 ls2 ws0">31.12.202<span class="ls0">4 </span></div></div><div class="c xc7 y431 w6c h67"><div class="t m0 x18 h9 y433 ff2 fs3 fc1 sc0 ls0 ws0">Za okres od 01.01. do </div><div class="t m0 x55 h9 y12a ff2 fs3 fc1 sc0 ls2 ws0">31.12.202<span class="ls0">3 </span></div></div><div class="c x12 y434 w6b h68"><div class="t m0 x3f hc y388 ff6 fs3 fc1 sc0 ls0 ws0">Przepływy środków pieniężnych netto z działalności operacyjnej<span class="ff1"> </span></div></div><div class="c x86 y434 w6c h68"><div class="t m0 x5 hc y388 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">32 645</span> </div></div><div class="c xc7 y434 w6c h68"><div class="t m0 x31 hc y388 ff1 fs3 fc1 sc0 ls2 ws0">39<span class="ls0"> </span>211<span class="ls0"> </span></div></div><div class="c x12 y435 w6b h2c"><div class="t m0 x3f hc yb8 ff6 fs3 fc1 sc0 ls0 ws0">Przepływy środków pieniężnych netto z działalności inwes<span class="_ _0"></span>tycyjnej<span class="ff1"> </span></div></div><div class="c x86 y435 w6c h2c"><div class="t m0 x30 hc yb8 ff1 fs3 fc1 sc0 ls2 ws0">4 370<span class="ls0"> </span></div></div><div class="c xc7 y435 w6c h2c"><div class="t m0 x30 hc yb8 ff1 fs3 fc1 sc0 ls0 ws0">4 <span class="ls2">172</span> </div></div><div class="c x12 y436 w6b h69"><div class="t m0 x3f hc y110 ff6 fs3 fc1 sc0 ls0 ws0">Przepływy środków pieniężnych netto z działalności finans<span class="_ _0"></span>owej<span class="_ _2"></span><span class="ff1"> </span></div></div><div class="c x86 y436 w6c h69"><div class="t m0 xc8 hc y110 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">5 434</span> </div></div><div class="c xc7 y436 w6c h69"><div class="t m0 x5 hc y110 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">16 578</span> </div></div><div class="c x12 y437 w6b h1e"><div class="t m0 x3f hc ya9 ff6 fs3 fc1 sc0 ls0 ws0">Zwiększenie / (zmniejszenie) stanu środków pie<span class="_ _0"></span>niężnych <span class="ff1"> </span></div><div class="t m0 x3f hc ybb ff6 fs3 fc1 sc0 ls0 ws0">i ekwiwalentów środków pieniężnych</div><div class="t m0 xa7 h40 y3d7 ff1 fs9 fc1 sc0 ls37 ws0">21</div><div class="t m0 xc9 hc ybb ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x86 y437 w6c h1e"><div class="t m0 x5 hc yad ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">33 709</span> </div></div><div class="c xc7 y437 w6c h1e"><div class="t m0 x31 hc yad ff1 fs3 fc1 sc0 ls2 ws0">26 805<span class="ls0"> </span></div></div><div class="c x12 y438 w6b h6a"><div class="t m0 x3f hc y10c ff6 fs3 fc1 sc0 ls0 ws0">Środki pieniężne i ekwiwalenty ś<span class="_ _0"></span>rodków pieniężnych  <span class="ff1"> </span></div><div class="t m0 x3f hc yb8 ff1 fs3 fc1 sc0 ls0 ws0">na koniec okresu </div></div><div class="c x86 y438 w6c h6a"><div class="t m0 x31 hc y109 ff1 fs3 fc1 sc0 ls2 ws0">13 352<span class="ls0"> </span></div></div><div class="c xc7 y438 w6c h6a"><div class="t m0 x31 hc y109 ff1 fs3 fc1 sc0 ls2 ws0">46 328<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y439 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y43a ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y43b ff1 fs4 fc1 sc0 ls0 ws0">Rysunek 8 <span class="ff6">Prz<span class="_ _2"></span>epływy pieniężne STALPROFIL S.<span class="_ _2"></span>A. w okresie 0<span class="_ _2"></span>1.01</span>-31.12.<span class="_ _2"></span>2024 <span class="ff6">r. (w tys. zł<span class="_ _2"></span>)</span> </div><div class="t m0 x3 he y43c ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y43d ff6 fs4 fc1 sc0 ls0 ws0">Środki pieniężne i ich ek<span class="_ _2"></span>wiwalenty u<span class="_ _2"></span>legły zmniejszeniu<span class="ff1"> w 20<span class="_ _2"></span>24 r. <span class="ls1f">o </span>32 976 </span>tys. zł<span class="_ _2"></span><span class="ff1"> z czego: </span></div><div class="t m0 x3 h12 y43e ffe fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _6"> </span><span class="ff6">Spó<span class="_ _2"></span>łka  wygenerowała  z  d<span class="_ _2"></span>ziałalności  operacyjnej <span class="_ _21"> </span><span class="ff1">ujemne  </span>przepływy <span class="_ _21"> </span>środków  pieniężnych  w  kwocie<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xf he y43f ff1 fs4 fc1 sc0 ls0 ws0">(- <span class="ls4">32</span> 645) tys. <span class="_ _2"></span><span class="ff6">zł, <span class="_ _1d"> </span>głównie <span class="_ _1d"> </span>w <span class="_ _1f"> </span>wyniku <span class="_ _1f"> </span>większego <span class="_ _1d"> </span>o <span class="_ _1d"> </span>40<span class="_ _2"></span></span> <span class="ff6">318 <span class="_ _1d"> </span>tys. <span class="_ _1f"> </span>zł</span><span class="ls24">. <span class="_ _1f"> </span></span>przyrostu <span class="_ _1d"> </span><span class="ff6">należn<span class="_ _2"></span>ości <span class="_ _1d"> </span>i <span class="_ _1f"> </span>rozliczeń </span></div><div class="t m0 xf he y440 ff6 fs4 fc1 sc0 ls0 ws0">międzyokresowych <span class="_ _12"> </span><span class="ff1">od <span class="_ _12"> </span>przyrostu<span class="_ _2"></span> <span class="_ _12"> </span></span>zobowiązań<span class="ff1"> <span class="_ _12"> </span></span>i <span class="_ _12"> </span>rozliczeń <span class="_ _1b"> </span>między<span class="_ _2"></span>okresowych<span class="ff1">. <span class="_ _12"> </span></span>Wartoś<span class="_ _2"></span>ć <span class="_ _1b"> </span>za<span class="_ _2"></span>pasów </div><div class="t m0 xf he y441 ff6 fs4 fc1 sc0 ls0 ws0">zmniejszyła <span class="_ _0"></span>się <span class="_ _9"></span>r/r <span class="_ _0"></span>o <span class="_ _9"></span>6<span class="ff1"> </span>240 <span class="_ _0"></span>tys. <span class="_ _9"></span>zł. <span class="_ _0"></span>Zapotrzebowanie <span class="_ _9"></span>n<span class="_ _2"></span>a <span class="_ _9"></span>kapitał <span class="_ _9"></span>o<span class="_ _2"></span>brotowy</div></div><div class="c x1 y1 w3f h0"><div class="t m0 xca h45 y442 ff1 fsc fc1 sc0 ls38 ws0">22</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xcb he y441 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xcc h45 y442 ff1 fsc fc1 sc0 ls0 ws0"> </div><div class="t m0 xcd he y441 ff6 fs4 fc1 sc0 ls0 ws0">Spółki <span class="_ _0"></span>wzrosło<span class="ff1"> <span class="_ _0"></span>ze <span class="_ _9"></span>156 <span class="_ _9"></span>602 <span class="_ _0"></span>tys. <span class="ff6">zł </span></span></div><div class="t m0 xf he y443 ff1 fs4 fc1 sc0 ls0 ws0">na koniec 2023 r. do<span class="_ _2"></span> 186 876 <span class="ff6">tys<span class="_ _2"></span>. zł na koniec 202</span>4 r (+30 2<span class="_ _2"></span>74 tys. <span class="ff6">zł)</span><span class="ls5">. </span> </div><div class="t m0 x3 h12 y444 ffe fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _6"> </span><span class="ff6">Przepł<span class="_ _2"></span>ywy środków pieniężnych z działalności inwestycyjnej były <span class="ff1">dodatnie i </span>i w<span class="_ _0"></span>yniosły<span class="ff1"> 4 370 tys. </span>zł, na co </span></span></div><div class="t m0 xf he y445 ff6 fs4 fc1 sc0 ls0 ws0">wpłynęły <span class="_ _26"> </span>(a) <span class="_ _26"> </span><span class="ff1">zmniejszen<span class="_ _2"></span>ie <span class="_ _28"> </span>inwesty<span class="_ _2"></span>cji <span class="_ _28"> </span>w <span class="_ _29"> </span></span>krótkoterminow<span class="ff1">e <span class="_ _29"> </span>papiery <span class="_ _26"> </span></span>wartoś<span class="_ _2"></span>ciow<span class="ff1">e <span class="_ _28"> </span> <span class="_ _26"> </span>(b<span class="_ _2"></span>) <span class="_ _28"> </span></span>u<span class="_ _2"></span>dzielenie <span class="_ _28"></span>spółce<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xf he y446 ff6 fs4 fc1 sc0 ls0 ws0">zależnej<span class="ff1"> <span class="_ _21"> </span></span>IZOSTAL <span class="_ _21"> </span>S.A. <span class="_ _21"> </span>pożyczki <span class="_ _21"> </span>oraz <span class="_ _21"> </span>(c) <span class="_ _21"> </span>w<span class="_ _0"></span>ydatki <span class="_ _21"> </span>na <span class="_ _21"> </span>budowę <span class="_ _21"> </span>Magazynu <span class="_ _21"> </span>Wysokiego <span class="_ _21"> </span>Składowania <span class="_ _21"> </span>w </div><div class="t m0 xf he y447 ff6 fs4 fc1 sc0 ls0 ws0">Dąbrowie Górniczej.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 h12 y448 ffe fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _6"> </span><span class="ff6">Przepł<span class="_ _2"></span>ywy <span class="_ _2"></span>śro<span class="_ _2"></span>dków <span class="_ _2"></span>pieniężny<span class="_ _2"></span>ch <span class="_ _2"></span>netto <span class="_ _1c"></span>z <span class="_ _1c"></span>działaln<span class="_ _2"></span>ości <span class="_ _2"></span>finansowej <span class="_ _2"></span>b<span class="_ _2"></span>yły <span class="_ _2"></span>u<span class="_ _2"></span>jemne <span class="_ _1a"></span><span class="ff1">(- 5 <span class="ls4">434</span>) </span>tys. <span class="_ _1c"></span>zł, <span class="_ _1c"></span>głównie <span class="_ _1c"></span>w </span></span></div><div class="t m0 xf he y449 ff6 fs4 fc1 sc0 ls0 ws0">wyniku wypłacon<span class="_ _2"></span>ej dywidendy akcjonar<span class="_ _2"></span>iuszom Spółki w wysokoś<span class="_ _2"></span>ci 5 250<span class="_ _2"></span><span class="ff1"> </span>tys. zł.<span class="ff1"> </span></div><div class="t m0 x3 he y44a ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x74 h12 y44b ff3 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h6b y44c ff3 fsb fc1 sc0 ls3a ws0">21</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xa8 h6c y44d ff3 fs6 fc1 sc0 ls0 ws0"> <span class="ff6">Suma przepływó<span class="_ _0"></span>w z działalnośc<span class="_ _0"></span>i operac<span class="_ _0"></span>yjnej, inwest<span class="_ _0"></span>ycyjnej i finans<span class="_ _0"></span>owej z pominięc<span class="_ _0"></span>iem zysków (st<span class="_ _0"></span>rat) z tytułu różnic k<span class="_ _0"></span>ursowych<span class="ff1"> </span></span></div><div class="t m0 x3 h43 y44e ff6 fs6 fc1 sc0 ls0 ws0">dotyczącyc<span class="_ _0"></span>h wyceny środk<span class="_ _0"></span>ów pieniężnych <span class="_ _0"></span>i ich ekwiwal<span class="_ _0"></span>entów <span class="ff1"> </span></div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h6b y44f ff3 fsb fc1 sc0 ls3a ws0">22</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xa8 h12 y2e2 ff3 fs4 fc1 sc0 ls0 ws0"> <span class="ff1 fs6">Z<span class="ff6">apotrzebo<span class="_ _0"></span>wanie na kapit<span class="_ _0"></span>ał obrotowy = zapasy<span class="_ _0"></span> + należnośc<span class="_ _0"></span>i handlo<span class="_ _0"></span>we <span class="ff1">- </span>z<span class="_ _2"></span>obowiązania ha<span class="_ _0"></span>ndlowe<span class="ff3 fs4"> </span></span></span></div><div class="t m0 x3 h12 y191 ff3 fs4 fc1 sc0 ls0 ws0"> </div></div><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:445.780000px;bottom:1269.860000px;width:10.580000px;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:771.420000px;bottom:478.600000px;width:11.090000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">33<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 xf h11 yd3 ff2 fs5 fc1 sc0 lsb ws0">5.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Informacje  o <span class="_ _a"> </span>zaciągniętych  i  wypowiedzianych  w <span class="_ _a"> </span>roku  obrotowym  umowach </span></span></div><div class="t m0 x10 h13 yd4 ff5 fs5 fc1 sc0 ls0 ws0">dotyczących kredytów i pożyczek<span class="ff2"> </span></div><div class="t m0 x3 he y192 ff6 fs4 fc1 sc0 ls0 ws0">STALPROFIL <span class="_ _1a"></span>S.A. <span class="_ _1a"></span>dywersyfikuje <span class="_ _1a"></span>źródła <span class="_ _1a"></span>pozy<span class="_ _2"></span>skiwania <span class="_ _1a"></span>kredytów. <span class="_ _1a"></span>Dobra <span class="_ _1a"></span>współpraca <span class="_ _1a"></span>Spółki <span class="_ _1a"></span>z <span class="_ _1a"></span>dużymi <span class="_ _1a"></span>Bankami </div><div class="t m0 x3 he y450 ff6 fs4 fc1 sc0 ls0 ws0">oraz wystarczają<span class="_ _2"></span>ca zdolność kredytowa są isto<span class="_ _2"></span>tnymi elementami jej bezpieczeńs<span class="_ _2"></span>twa finansowego. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y27c ff6 fs4 fc1 sc0 ls0 ws0">Warunki, <span class="_ _1f"> </span>na <span class="_ _1f"> </span>których <span class="_ _1d"> </span>Spó<span class="_ _2"></span>łka <span class="_ _1d"> </span>korzy<span class="_ _2"></span>sta <span class="_ _1f"> </span>z <span class="_ _1d"> </span>przyznanych <span class="_ _1f"> </span>linii <span class="_ _1d"> </span>kr<span class="_ _2"></span>edytowych, <span class="_ _1f"> </span>nie <span class="_ _1d"> </span>o<span class="_ _2"></span>dbiegają <span class="_ _1d"> </span>od <span class="_ _1f"> </span>warunków </div><div class="t m0 x3 he y2 ff6 fs4 fc1 sc0 ls0 ws0">powszechnie <span class="_ _1a"></span>sto<span class="_ _2"></span>sowanych <span class="_ _1a"></span>n<span class="_ _2"></span>a <span class="_ _1a"></span>rynku <span class="_ _1a"></span>dla <span class="_ _28"></span>tego <span class="_ _1a"></span>typu <span class="_ _1a"></span>u<span class="_ _2"></span>mów. <span class="_ _1a"></span>Koszt <span class="_ _1a"></span>kredy<span class="_ _2"></span>tów <span class="_ _1a"></span>oparty <span class="_ _1a"></span>jest <span class="_ _28"></span>na <span class="_ _1a"></span>zmiennej <span class="_ _1a"></span>s<span class="_ _2"></span>tawce </div><div class="t m0 x3 he y27d ff6 fs4 fc1 sc0 ls0 ws0">WIBOR/EURIBOR/ ES<span class="_ _2"></span>TR ON /LIBOR/ CME <span class="_ _2"></span>TERM SOFR + marża<span class="_ _2"></span> banku. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y451 ff6 fs4 fc1 sc0 ls0 ws0">Oprocentowanie <span class="_ _1a"></span>kredytów, <span class="_ _1a"></span>oparte <span class="_ _1a"></span>na <span class="_ _1a"></span>zmiennej <span class="_ _1a"></span>stopie <span class="_ _1c"></span>p<span class="_ _2"></span>rocentowej <span class="_ _1a"></span>powoduje, <span class="_ _1a"></span>że <span class="_ _1a"></span>Spółka <span class="_ _1a"></span>jest <span class="_ _1a"></span>narażona <span class="_ _1a"></span>na </div><div class="t m0 x3 he y452 ff6 fs4 fc1 sc0 ls0 ws0">ryzyko <span class="_ _2"></span>zmiany <span class="_ _2"></span>stóp <span class="_ _2"></span>procentowych <span class="_ _2"></span>w okresach<span class="_ _2"></span> wyko<span class="_ _2"></span>rzystania kredy<span class="_ _2"></span>tów. Sp<span class="_ _2"></span>ółka nie <span class="_ _2"></span>korzystał<span class="_ _2"></span>a na <span class="_ _2"></span>31.12.2024 </div><div class="t m0 x3 he y453 ff1 fs4 fc1 sc0 ls0 ws0">r. z <span class="ff6">kredytów dł<span class="_ _2"></span>ugoterminowych i nie po<span class="_ _2"></span>siadała ins<span class="_ _2"></span>tru<span class="_ _2"></span>mentów zabezpieczających<span class="_ _2"></span> przed niekorzy<span class="_ _2"></span>stną zmianą </span></div><div class="t m0 x3 he y454 ff6 fs4 fc1 sc0 ls0 ws0">stóp procento<span class="_ _2"></span>wych.<span class="ff1"> </span></div><div class="t m0 x3 he y282 ff6 fs4 fc1 sc0 ls0 ws0">W <span class="_ _2"></span>tabeli n<span class="_ _2"></span>r 21 <span class="_ _2"></span>przeds<span class="_ _2"></span>tawiono <span class="_ _2"></span>dostępne <span class="_ _2"></span>dla <span class="_ _2"></span>Spółki <span class="_ _2"></span>na <span class="_ _2"></span>31.12.2024 r. <span class="_ _2"></span>linie <span class="_ _2"></span>kredytowe <span class="_ _2"></span>oraz <span class="_ _2"></span>ich <span class="_ _2"></span>zaangaż<span class="_ _2"></span>owanie, </div><div class="t m0 x3 he y283 ff6 fs4 fc1 sc0 ls0 ws0">na podstawie zawartych u<span class="_ _2"></span>mów kredytowych.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y455 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y456 ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="ls4">21</span> Umowy k<span class="_ _2"></span>redytowe, <span class="_ _2"></span><span class="ff6">których stroną była Sp<span class="_ _2"></span>ółka na dzień 31.12.202<span class="_ _2"></span></span>4 <span class="ff6">r. (tys. zł)</span></div><div class="t m0 x6d h6d y11c ffa fs9 fc1 sc0 ls0 ws0"> </div></div><div class="c x12 y457 w6d h6e"><div class="t m0 x1a h9 ya9 ff2 fs3 fc1 sc0 ls0 ws0">Linie kredytowe na finansowanie </div><div class="t m0 xce h9 ye0 ff2 fs3 fc1 sc0 ls0 ws0">obrotu </div></div><div class="c xcf y457 w6e h6e"><div class="t m0 x71 h9 yad ff2 fs3 fc1 sc0 ls0 ws0">Limit  </div></div><div class="c xd0 y457 w6f h6e"><div class="t m0 x3f h9 y458 ff5 fs3 fc1 sc0 ls0 ws0">Zaangażowanie </div><div class="t m0 x8 h9 y459 ff2 fs3 fc1 sc0 ls0 ws0">kredytowe </div><div class="t m0 x1d h5f y45a ff2 fs6 fc1 sc0 ls0 ws0">na 31.12.2024 r.<span class="_ _0"></span> </div></div><div class="c xd1 y457 w70 h6e"><div class="t m0 x18 h9 ya9 ff5 fs3 fc1 sc0 ls0 ws0">Dostępny w </div><div class="t m0 x71 h9 ye0 ff2 fs3 fc1 sc0 ls0 ws0">walucie </div></div><div class="c xb5 y457 w29 h6e"><div class="t m0 x3f h9 yad ff2 fs3 fc1 sc0 ls0 ws0">Oprocentowanie </div></div><div class="c xd2 y457 w71 h6e"><div class="t m0 x71 h9 ya9 ff2 fs3 fc1 sc0 ls0 ws0">Termin </div><div class="t m0 x2e h9 ye0 ff5 fs3 fc1 sc0 ls0 ws0">spłaty<span class="ff2"> </span></div></div><div class="c x12 y45b w6d h6f"><div class="t m0 x3f hc y45c ff6 fs3 fc1 sc0 ls0 ws0">Kredyt w rachunku bieżącym w  </div><div class="t m0 x3f hc y45d ff1 fs3 fc1 sc0 ls0 ws0">mBank S.A. </div></div><div class="c xcf y45b w6e h6f"><div class="t m0 x5d hc y45e ff1 fs3 fc1 sc0 ls2 ws0">12 000<span class="ls0"> </span></div></div><div class="c xd0 y45b w6f h6f"><div class="t m0 x58 hc y45e ff1 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c xd1 y45b w70 h6f"><div class="t m0 x68 hc y45e ff1 fs3 fc1 sc0 ls0 ws0">PLN/EUR </div></div><div class="c xb5 y45f w29 h32"><div class="t m0 x2d hc y12c ff6 fs3 fc1 sc0 ls0 ws0">WIBOR + marża<span class="ff1"> </span></div></div><div class="c xd2 y45b w71 h6f"><div class="t m0 x1d hc y45e ff1 fs3 fc1 sc0 ls0 ws0">30.01.2026* </div></div><div class="c xb5 y45b w29 h50"><div class="t m0 xb0 hc y344 ff6 fs3 fc1 sc0 ls0 ws0">ESTR ON + marża<span class="ff1"> </span></div></div><div class="c x12 y460 w6d h70"><div class="t m0 x3f hc y461 ff6 fs3 fc1 sc0 ls0 ws0">Kredyt w rachunku bieżącym w </div><div class="t m0 x3f hc y462 ff1 fs3 fc1 sc0 ls0 ws0">mBank S.A. </div></div><div class="c xcf y460 w6e h70"><div class="t m0 x19 hc y12 ff1 fs3 fc1 sc0 ls2 ws0">5 000<span class="ls0"> </span></div></div><div class="c xd0 y460 w6f h70"><div class="t m0 x9e hc y12 ff1 fs3 fc1 sc0 ls2 ws0">1 268<span class="ls0"> </span></div></div><div class="c xd1 y460 w70 h70"><div class="t m0 x59 hc y12 ff1 fs3 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xb5 y460 w29 h70"><div class="t m0 x2d hc y12 ff6 fs3 fc1 sc0 ls0 ws0">WIBOR + marża<span class="ff1"> </span></div></div><div class="c xd2 y460 w71 h70"><div class="t m0 x1d hc y12 ff1 fs3 fc1 sc0 ls0 ws0">30.01.2026* </div></div><div class="c x12 y463 w6d h71"><div class="t m0 x3f hc y464 ff1 fs3 fc1 sc0 ls0 ws0">Kredyt obrotowy w mBank S.A. </div></div><div class="c xcf y463 w6e h71"><div class="t m0 x5d hc y464 ff1 fs3 fc1 sc0 ls2 ws0">30 000<span class="ls0"> </span></div></div><div class="c xd0 y463 w6f h71"><div class="t m0 x58 hc y464 ff1 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c xd1 y463 w70 h71"><div class="t m0 x59 hc y464 ff1 fs3 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xb5 y463 w29 h71"><div class="t m0 x2d hc y464 ff6 fs3 fc1 sc0 ls0 ws0">WIBOR + marża<span class="ff1"> </span></div></div><div class="c xd2 y463 w71 h71"><div class="t m0 x1d hc y464 ff1 fs3 fc1 sc0 ls0 ws0">30.01.2026* </div></div><div class="c x12 y465 w6d h72"><div class="t m0 x3f hc y466 ff1 fs3 fc1 sc0 ls0 ws0">Kredyt obrotowy w ramach </div><div class="t m0 x3f hc y467 ff1 fs3 fc1 sc0 ls0 ws0">wielocelowego limitu kred<span class="_ _0"></span>ytowego w </div><div class="t m0 x3f hc y468 ff6 fs3 fc1 sc0 ls0 ws0">PKO BP S.A. współdzielony z STF </div><div class="t m0 x3f hc y469 ff1 fs3 fc1 sc0 ls0 ws0">Infrastruktura* </div></div><div class="c xcf y465 w6e h72"><div class="t m0 x5d hc y46a ff1 fs3 fc1 sc0 ls2 ws0">80 000<span class="ls0"> </span></div></div><div class="c xd0 y465 w6f h72"><div class="t m0 x58 hc y46a ff1 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c xd1 y465 w70 h72"><div class="t m0 x3f hc y46a ff1 fs3 fc1 sc0 ls0 ws0">PLN/EUR/USD </div></div><div class="c xb5 y465 w29 h72"><div class="t m0 x59 hc y46b ff1 fs3 fc1 sc0 ls0 ws0">WIBOR </div><div class="t m0 x3f hc y46a ff1 fs3 fc1 sc0 ls0 ws0">(EURIBOR/LIBOR) </div><div class="t m0 x5d hc y15f ff6 fs3 fc1 sc0 ls0 ws0">+ marża<span class="ff1"> </span></div></div><div class="c xd2 y465 w71 h72"><div class="t m0 x18 hc y46a ff1 fs3 fc1 sc0 ls0 ws0">30.06.2026 </div></div><div class="c x12 y46c w6d h73"><div class="t m0 x3f hc y46d ff6 fs3 fc1 sc0 ls0 ws0">Kredyt w rachunku bieżącym w </div><div class="t m0 x3f hc y46a ff1 fs3 fc1 sc0 ls0 ws0">ramach wielocelowego limitu </div><div class="t m0 x3f hc y15f ff1 fs3 fc1 sc0 ls0 ws0">kredytowego w PKO BP S.A. </div></div><div class="c xcf y46c w6e h73"><div class="t m0 x5d hc y46a ff1 fs3 fc1 sc0 ls2 ws0">15 000<span class="ls0"> </span></div></div><div class="c xd0 y46c w6f h73"><div class="t m0 x9e hc y46a ff1 fs3 fc1 sc0 ls2 ws0">2 156<span class="ls0"> </span></div></div><div class="c xd1 y46c w70 h73"><div class="t m0 x68 hc y46a ff1 fs3 fc1 sc0 ls0 ws0">PLN/EUR </div></div><div class="c xb5 y46c w29 h73"><div class="t m0 xb0 hc y467 ff1 fs3 fc1 sc0 ls0 ws0">WIBOR/EURIBOR </div><div class="t m0 x5d hc y468 ff6 fs3 fc1 sc0 ls0 ws0">+ marża<span class="ff1"> </span></div></div><div class="c xd2 y46c w71 h73"><div class="t m0 x3c hc y46a ff1 fs3 fc1 sc0 ls0 ws0">9.07.2026 </div></div><div class="c x12 y46e w6d h47"><div class="t m0 x3f hc y328 ff6 fs3 fc1 sc0 ls0 ws0">Kredyt w rachunku bieżącym oraz </div><div class="t m0 x3f hc yda ff1 fs3 fc1 sc0 ls0 ws0">kredyt obrotowy w ramach </div><div class="t m0 x3f hc yb6 ff1 fs3 fc1 sc0 ls0 ws0">wielocelowego limitu kred<span class="_ _0"></span>ytowego w </div><div class="t m0 x3f hc yb3 ff1 fs3 fc1 sc0 ls0 ws0">Pekao S.A.  </div></div><div class="c xcf y46e w6e h47"><div class="t m0 x5d hc ydb ff1 fs3 fc1 sc0 ls2 ws0">65 000<span class="ls0"> </span></div></div><div class="c xd0 y46e w6f h47"><div class="t m0 x58 hc ydb ff1 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c xd1 y46e w70 h47"><div class="t m0 x3f hc ydb ff1 fs3 fc1 sc0 ls0 ws0">PLN/EUR/USD </div></div><div class="c xb5 y46e w29 h47"><div class="t m0 x59 hc y328 ff1 fs3 fc1 sc0 ls0 ws0">WIBOR </div><div class="t m0 x18 hc yda ff1 fs3 fc1 sc0 ls0 ws0">(EURIBOR/CME </div><div class="t m0 x3c hc yb6 ff1 fs3 fc1 sc0 ls0 ws0">TERM SOFR) + </div><div class="t m0 x13 hc yb3 ff6 fs3 fc1 sc0 ls0 ws0">marża<span class="ff1"> </span></div></div><div class="c xd2 y46e w71 h47"><div class="t m0 x18 hc ydb ff1 fs3 fc1 sc0 ls0 ws0">30.06.2026 </div></div><div class="c x12 y37d w6d h71"><div class="t m0 x3f hc y46f ff6 fs3 fc1 sc0 ls0 ws0">Kredyt w rachunku bieżącym w ING </div><div class="t m0 x3f hc y462 ff1 fs3 fc1 sc0 ls0 ws0">Bank S.A. </div></div><div class="c xcf y37d w6e h71"><div class="t m0 x5d hc y12 ff1 fs3 fc1 sc0 ls2 ws0">15 000<span class="ls0"> </span></div></div><div class="c xd0 y37d w6f h71"><div class="t m0 xaf hc y12 ff1 fs3 fc1 sc0 ls2 ws0">32<span class="ls0"> </span></div></div><div class="c xd1 y37d w70 h71"><div class="t m0 x59 hc y12 ff1 fs3 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xb5 y37d w29 h71"><div class="t m0 x2d hc y12 ff6 fs3 fc1 sc0 ls0 ws0">WIBOR + marża<span class="ff1"> </span></div></div><div class="c xd2 y37d w71 h71"><div class="t m0 x18 hc y12 ff1 fs3 fc1 sc0 ls0 ws0">01.07.2026 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y470 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h5f y471 ff5 fs6 fc1 sc0 ls0 ws0">*Na dzień sporządz<span class="_ _0"></span>enia niniejs<span class="_ _0"></span>zego Sprawo<span class="_ _0"></span>zdania dostępno<span class="_ _0"></span>ść linii k<span class="_ _0"></span>redytowej została <span class="_ _0"></span>przedłużona <span class="_ _0"></span>o kolejne 1<span class="_ _0"></span>2 miesię<span class="ff2">cy  </span></div><div class="t m0 x3 he y472 ff6 fs4 fc1 sc0 ls0 ws0">Na  31.12.20<span class="_ _2"></span>24  r. <span class="_ _21"> </span>STALPROFIL <span class="_ _21"> </span>S.A.  posiadał <span class="_ _21"> </span>zobowiązań  z <span class="_ _21"> </span>tytułu  zaciągn<span class="_ _2"></span>iętych  kredytów <span class="_ _21"> </span>bankowych  w </div><div class="t m0 x3 he y473 ff6 fs4 fc1 sc0 ls0 ws0">wysokości <span class="ff1">3  <span class="_ _2"></span><span class="ls4">456</span> tys. </span>zł.<span class="ff1"> </span></div><div class="t m0 x3 he y474 ff6 fs4 fc1 sc0 ls0 ws0">Spółce nie wypowiedzian<span class="_ _2"></span>o w trakcie roku 2024 żadny<span class="_ _2"></span>ch umów kredytowych. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y6 ff6 fs4 fc1 sc0 ls0 ws0">Spółka nie korzy<span class="_ _2"></span>stała w 2024 r. z pożyczek.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y475 ff1 fs4 fc1 sc0 ls0 ws0"> <span class="_ _10"> </span> </div></div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">34<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 xf h11 yd3 ff2 fs5 fc1 sc0 lsb ws0">6.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Informacje <span class="_ _a"> </span>o <span class="_ _a"> </span>udzielonych <span class="_ _a"> </span>w <span class="_ _a"> </span>roku <span class="_ _a"> </span>obrotowym <span class="_ _a"> </span>p<span class="_ _2"></span>ożyczkach, <span class="_ _a"> </span>z <span class="_ _a"> </span>uwzględnieniem </span></span></div><div class="t m0 x10 h13 yd4 ff5 fs5 fc1 sc0 ls0 ws0">pożyczek udzielonych jednostkom powiązanym<span class="ff2"> </span></div><div class="t m0 x3 he y192 ff1 fs4 fc1 sc0 ls0 ws0">W roku obroto<span class="_ _2"></span>wym 2024 STALPROFIL<span class="_ _2"></span> <span class="ff6">S.A. udzielił pożyczek<span class="_ _2"></span>:</span> </div><div class="t m0 xf h12 y27b ffe fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _6"> </span><span class="ff6">podmiotowi powiązanemu, spółce <span class="_ _0"></span>Izostal S.A. <span class="_ _0"></span>w wysokości do <span class="_ _9"></span>60 mln zł., <span class="_ _0"></span>pożyczka udzielona została </span></span></div><div class="t m0 x10 he y27c ff1 fs4 fc1 sc0 ls0 ws0">na warunkach ry<span class="_ _2"></span>nkowych, </div><div class="t m0 xf h12 y2 ffe fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _6"> </span><span class="ff6">podmiotowi <span class="_ _29"> </span>nie  powiązanemu <span class="_ _29"> </span>z  nim <span class="_ _26"> </span>ka<span class="_ _2"></span>pitałowo, <span class="_ _29"> </span>w <span class="_ _29"> </span>wysokości  200 <span class="_ _29"> </span>tys.  z<span class="_ _0"></span>ł <span class="_ _29"> </span>z <span class="_ _29"> </span>przeznaczeniem  na </span></span></div><div class="t m0 x10 he y27d ff6 fs4 fc1 sc0 ls0 ws0">finasowanie <span class="_ _1a"></span>realizacji <span class="_ _28"></span>zadania: <span class="_ _1a"></span>„<span class="_ _2"></span>Szpital <span class="_ _1a"></span>z <span class="_ _28"></span>energią! <span class="_ _1a"></span>Dostawa <span class="_ _1a"></span>i <span class="_ _1a"></span>monta<span class="_ _2"></span>ż <span class="_ _1a"></span>instalacji <span class="_ _1a"></span>fotowoltaicznych <span class="_ _28"></span>w </div><div class="t m0 x10 he y27e ff6 fs4 fc1 sc0 ls0 ws0">Katowickim  Ce<span class="_ _0"></span>ntrum <span class="_ _29"> </span>Onkolo<span class="_ _2"></span>gii <span class="_ _29"> </span>wraz  z <span class="_ _26"> </span>u<span class="_ _2"></span>tworzeniem <span class="_ _29"> </span>carportów”.  Pożyczka<span class="_ _2"></span><span class="ff1">  </span>została <span class="_ _29"> </span>udzielona <span class="_ _29"> </span>na </div><div class="t m0 x10 he y27f ff6 fs4 fc1 sc0 ls0 ws0">warunkach rynko<span class="_ _2"></span>wych. Pożyczka została s<span class="_ _2"></span>płacona w całości w 2024 r.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y453 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xf h11 y476 ff2 fs5 fc1 sc0 lsb ws0">7.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Informacje <span class="_ _20"> </span>o <span class="_ _1b"> </span>udzielonych <span class="_ _20"> </span>i <span class="_ _1b"> </span>otrzymanych <span class="_ _20"> </span>w <span class="_ _1b"> </span>roku <span class="_ _1b"> </span>o<span class="_ _0"></span>brotowym <span class="_ _20"> </span>poręczeniach </span></span></div><div class="t m0 x10 h13 y477 ff2 fs5 fc1 sc0 ls0 ws0">i <span class="ff5">gwarancjach, w tym udzielonych podmiotom powiązanym</span> </div><div class="t m0 x3 he y478 ff6 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _2"></span>w <span class="_ _2"></span>okr<span class="_ _2"></span>esie <span class="_ _2"></span>sprawozdawczym <span class="_ _2"></span>nie <span class="_ _2"></span>u<span class="_ _2"></span>dzielała <span class="_ _2"></span>poręczeń <span class="_ _1a"></span>ani <span class="_ _2"></span>podmiotom <span class="_ _2"></span>powiązany<span class="_ _2"></span>m, <span class="_ _2"></span>ani <span class="_ _2"></span>podmiotom <span class="_ _2"></span>nie </div><div class="t m0 x3 he y479 ff6 fs4 fc1 sc0 ls0 ws0">powiązanym z nim kap<span class="_ _2"></span>itałowo<span class="ff1">. </span></div><div class="t m0 x3 hf y47a ff2 fs4 fc1 sc0 ls0 ws0">Gwarancje wystawione n<span class="_ _2"></span>a wniosek STALPROFIL S.<span class="_ _2"></span>A. </div><div class="t m0 x3 he y47b ff6 fs4 fc1 sc0 ls0 ws0">Wartość <span class="_ _a"> </span>gwarancji <span class="_ _1d"> </span>wystawionych <span class="_ _1d"> </span>przez <span class="_ _a"> </span>banki <span class="_ _a"> </span>lu<span class="_ _2"></span>b <span class="_ _a"> </span>zakłady <span class="_ _a"> </span>ubezpieczeń, <span class="_ _1d"> </span>na <span class="_ _a"> </span>wniosek <span class="_ _a"> </span>STALP<span class="_ _2"></span>ROFIL <span class="_ _a"> </span>S.A.,<span class="_ _2"></span> </div><div class="t m0 x3 he y47c ff6 fs4 fc1 sc0 ls0 ws0">przedstawiono <span class="_ _1f"> </span>w <span class="_ _1d"> </span>Tabeli <span class="_ _1f"> </span>22. <span class="_ _1d"> </span>Za<span class="_ _2"></span>bezpieczają <span class="_ _1d"> </span>one <span class="_ _1f"> </span>odpowiedzialnoś<span class="_ _2"></span>ć <span class="_ _1d"> </span>Spółki <span class="_ _1f"> </span>wynikającą <span class="_ _1f"> </span>z <span class="_ _1d"> </span>realizowanych </div><div class="t m0 x3 he y47d ff6 fs4 fc1 sc0 ls0 ws0">kontraktów oraz <span class="_ _2"></span>przetargów. Gwarancje obejmują<span class="_ _2"></span>:<span class="ff1"> </span></div><div class="t m0 xf h12 y47e ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _6"> </span><span class="ff1">gwarancje <span class="_ _2"></span>wadialne, </span></span></div><div class="t m0 xf h12 y47f ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _6"> </span><span class="ff6">gwarancje <span class="_ _1f"> </span>należytego <span class="_ _1f"> </span>wykonania <span class="_ _1d"> </span>ko<span class="_ _2"></span>ntraktu <span class="_ _1d"> </span>i <span class="_ _1f"> </span>gwarancje <span class="_ _1d"> </span>usun<span class="_ _2"></span>ięcia <span class="_ _1d"> </span>wad <span class="_ _1f"> </span>i <span class="_ _1d"> </span>usterek, <span class="_ _1f"> </span>dotyczące </span></span></div><div class="t m0 x10 he y1a3 ff6 fs4 fc1 sc0 ls0 ws0">wykonawstwa gazociągów.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y480 ff6 fs4 fc1 sc0 ls0 ws0">Łączna <span class="_ _28"></span>wartość <span class="_ _28"></span>czynnych <span class="_ _28"></span>gwarancji <span class="_ _28"></span>wystawiony<span class="_ _2"></span>ch <span class="_ _1a"></span>n<span class="_ _2"></span>a <span class="_ _1a"></span>wnios<span class="_ _2"></span>ek <span class="_ _1a"></span>STALPROFIL <span class="_ _28"> </span>S.A. <span class="_ _28"></span>na <span class="_ _28"></span>31.12.2024 <span class="_ _28"></span>r. <span class="_ _28"></span>wynios<span class="_ _2"></span>ła </div><div class="t m0 x3 hf y481 ff1 fs4 fc1 sc0 ls4 ws0">68<span class="ls0"> </span>938<span class="ls0"> tys. <span class="ff6">zł<span class="_ _2"></span>,</span> <span class="_ _21"> </span>w <span class="_ _21"> </span>tym  95% <span class="_ _21"> </span>to <span class="_ _21"> </span>gwarancje <span class="_ _21"> </span>wystawione <span class="_ _21"> </span>na <span class="_ _21"> </span>rzecz <span class="_ _21"> </span>OGP <span class="_ _21"> </span>Gaz <span class="_ _21"> </span><span class="ff6">–</span> <span class="_ _21"> </span>System.<span class="ff2"> <span class="_ _21"> </span><span class="ff6">Wartość <span class="_ _21"> </span>gwarancji, </span></span></span></div><div class="t m0 x3 he y482 ff1 fs4 fc1 sc0 lse ws0">w <span class="ls0"> stos<span class="_ _2"></span>unku do stanu na 31.12.2023<span class="_ _2"></span> <span class="ff6">r. wynoszą<span class="_ _2"></span>cego 26 153 tys. zł, wzros<span class="_ _2"></span>ła o</span> 42 785 tys<span class="_ _2"></span>. <span class="ff6">zł.</span> </span></div><div class="t m0 x3 he y483 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y484 ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="_ _26"> </span><span class="ls4">22</span> <span class="_ _26"> </span><span class="ff6">Łączna <span class="_ _26"> </span>warto<span class="_ _2"></span>ść <span class="_ _26"> </span>gwarancji <span class="_ _28"> </span>u<span class="_ _2"></span>dzielonych <span class="_ _26"> </span>na <span class="_ _26"> </span>wniosek <span class="_ _26"> </span>STALPROFIL <span class="_ _26"> </span>S.A., <span class="_ _29"> </span>których <span class="_ _26"> </span>beneficjentami <span class="_ _26"> </span>są </span></div><div class="t m0 x3 he y485 ff6 fs4 fc1 sc0 ls0 ws0">podmioty zewnętrzne  (<span class="_ _2"></span>w tys. zł)<span class="ff1"> </span></div></div><div class="c x12 y486 w72 h1f"><div class="t m0 x82 h9 yb6 ff2 fs3 fc1 sc0 ls0 ws0">Rodzaj gwarancji </div></div><div class="c xd3 y486 w73 h1f"><div class="t m0 x1d h9 yda ff2 fs3 fc1 sc0 ls0 ws0">Kwota gwarancji </div><div class="t m0 x5d h9 yb6 ff5 fs3 fc1 sc0 ls0 ws0">na dzień </div><div class="t m0 x3b h9 yb3 ff2 fs3 fc1 sc0 ls2 ws0">31.12.2024<span class="ls0"> </span></div></div><div class="c xd4 y486 w74 h1f"><div class="t m0 x18 h9 yda ff2 fs3 fc1 sc0 ls0 ws0">Kwota gwarancji </div><div class="t m0 x50 h9 yb6 ff5 fs3 fc1 sc0 ls0 ws0">na dzień </div><div class="t m0 x6 h9 yb3 ff2 fs3 fc1 sc0 ls2 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c xd5 y486 w75 h1f"><div class="t m0 xd6 h9 yda ff2 fs3 fc1 sc0 ls0 ws0">Zmiana </div><div class="t m0 x71 h9 yb6 ff2 fs3 fc1 sc0 ls2 ws0">31.12.2024 <span class="ls0">- </span></div><div class="t m0 x6 h9 yb3 ff2 fs3 fc1 sc0 ls2 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x12 y487 w72 h18"><div class="t m0 x3f hc yb2 ff1 fs3 fc1 sc0 ls0 ws0">Gwarancje wadialne </div><div class="t m0 x3f hc yb3 ff1 fs3 fc1 sc0 ls0 ws0">w tym na rzecz: </div></div><div class="c xd3 y487 w73 h18"><div class="t m0 x63 h9 yb4 ff2 fs3 fc1 sc0 ls2 ws0">1 200<span class="ls0"> </span></div></div><div class="c xd4 y487 w74 h18"><div class="t m0 xd7 h9 yb4 ff2 fs3 fc1 sc0 ls2 ws0">1 070<span class="ls0"> </span></div></div><div class="c xd5 y487 w75 h18"><div class="t m0 xa5 h9 yb4 ff2 fs3 fc1 sc0 ls2 ws0">130<span class="ls0"> </span></div></div><div class="c x12 y488 w72 h5b"><div class="t m0 x78 h19 y394 ffa fs3 fc1 sc0 ls0 ws0">OGP Gaz-System S.A. </div></div><div class="c xd3 y488 w73 h5b"><div class="t m0 x58 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">500<span class="ls0"> </span></div></div><div class="c xd4 y488 w74 h5b"><div class="t m0 xa5 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">180<span class="ls0"> </span></div></div><div class="c xd5 y488 w75 h5b"><div class="t m0 xa5 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">320<span class="ls0"> </span></div></div><div class="c x12 y489 w72 h5b"><div class="t m0 xd8 h19 y394 ff9 fs3 fc1 sc0 ls0 ws0">pozostałych podmiotów<span class="ffa"> </span></div></div><div class="c xd3 y489 w73 h5b"><div class="t m0 x58 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">700<span class="ls0"> </span></div></div><div class="c xd4 y489 w74 h5b"><div class="t m0 xa5 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">890<span class="ls0"> </span></div></div><div class="c xd5 y489 w75 h5b"><div class="t m0 x20 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">190</span> </div></div><div class="c x12 y48a w72 h49"><div class="t m0 x3f hc yda ff6 fs3 fc1 sc0 ls0 ws0">Gwarancje należytego wykonania kontraktu oraz </div><div class="t m0 x3f hc yb2 ff6 fs3 fc1 sc0 ls0 ws0">usunięcia wad i usterek, <span class="ff1"> </span></div><div class="t m0 x3f hc yb3 ff1 fs3 fc1 sc0 ls0 ws0">w tym na rzecz: </div></div><div class="c xd3 y48a w73 h49"><div class="t m0 x57 h9 yb2 ff2 fs3 fc1 sc0 ls2 ws0">46 017<span class="ls0"> </span></div></div><div class="c xd4 y48a w74 h49"><div class="t m0 x39 h9 yb2 ff2 fs3 fc1 sc0 ls2 ws0">25 083<span class="ls0"> </span></div></div><div class="c xd5 y48a w75 h49"><div class="t m0 x39 h9 yb2 ff2 fs3 fc1 sc0 ls2 ws0">20 934<span class="ls0"> </span></div></div><div class="c x12 ybd w72 h5b"><div class="t m0 x78 h19 y394 ffa fs3 fc1 sc0 ls0 ws0">OGP Gaz-System S.A. </div></div><div class="c xd3 ybd w73 h5b"><div class="t m0 x57 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">43 064<span class="ls0"> </span></div></div><div class="c xd4 ybd w74 h5b"><div class="t m0 x39 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">19 897<span class="ls0"> </span></div></div><div class="c xd5 ybd w75 h5b"><div class="t m0 x39 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">23 167<span class="ls0"> </span></div></div><div class="c x12 y48b w72 h5c"><div class="t m0 xd8 h19 y48c ff9 fs3 fc1 sc0 ls0 ws0">pozostałych podmiotów<span class="ffa"> </span></div></div><div class="c xd3 y48b w73 h5c"><div class="t m0 x63 hc y48c ff1 fs3 fc1 sc0 ls2 ws0">2 953<span class="ls0"> </span></div></div><div class="c xd4 y48b w74 h5c"><div class="t m0 xd7 hc y48c ff1 fs3 fc1 sc0 ls2 ws0">5 186<span class="ls0"> </span></div></div><div class="c xd5 y48b w75 h5c"><div class="t m0 x4b hc y48c ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">2 233</span> </div></div><div class="c x12 y48d w72 h18"><div class="t m0 x3f hc yb6 ff1 fs3 fc1 sc0 ls0 ws0">Gwarancja zwrotu zaliczki,  </div><div class="t m0 x3f hc yb3 ff1 fs3 fc1 sc0 ls0 ws0">w tym na rzecz: </div><div class="t m0 x3f hc y1 ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xd3 y48d w73 h18"><div class="t m0 x57 h9 yb4 ff2 fs3 fc1 sc0 ls2 ws0">21 721<span class="ls0"> </span></div></div><div class="c xd4 y48d w74 h18"><div class="t m0 x30 h9 yb4 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xd5 y48d w75 h18"><div class="t m0 x39 h9 yb4 ff2 fs3 fc1 sc0 ls2 ws0">21 721<span class="ls0"> </span></div></div><div class="c x12 y48e w72 h5b"><div class="t m0 xc3 h19 y394 ffa fs3 fc1 sc0 ls0 ws0">OGP Gaz-System S.A </div></div><div class="c xd3 y48e w73 h5b"><div class="t m0 x57 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">21 721<span class="ls0"> </span></div></div><div class="c xd4 y48e w74 h5b"><div class="t m0 x30 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xd5 y48e w75 h5b"><div class="t m0 x39 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">21 721<span class="ls0"> </span></div></div><div class="c x12 y48f w72 h5b"><div class="t m0 xd8 h19 y394 ff9 fs3 fc1 sc0 ls0 ws0">pozostałych podmiotów<span class="ffa"> </span></div></div><div class="c xd3 y48f w73 h5b"><div class="t m0 xd9 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xd4 y48f w74 h5b"><div class="t m0 x30 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xd5 y48f w75 h5b"><div class="t m0 x30 hc y394 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x12 y490 w72 h18"><div class="t m0 x3f h9 yb2 ff2 fs3 fc1 sc0 ls0 ws0">Razem,  </div><div class="t m0 x3f h9 yb3 ff2 fs3 fc1 sc0 ls0 ws0">w tym: </div></div><div class="c xd3 y490 w73 h18"><div class="t m0 x57 h9 yb4 ff2 fs3 fc1 sc0 ls2 ws0">68 938<span class="ls0"> </span></div></div><div class="c xd4 y490 w74 h18"><div class="t m0 x39 h9 yb4 ff2 fs3 fc1 sc0 ls2 ws0">26 153<span class="ls0"> </span></div></div><div class="c xd5 y490 w75 h18"><div class="t m0 x39 h9 yb4 ff2 fs3 fc1 sc0 ls2 ws0">42 785<span class="ls0"> </span></div></div><div class="c x12 y213 w72 h5b"><div class="t m0 x80 h19 y394 ffa fs3 fc1 sc0 ls0 ws0">na rzecz OGP Gaz-System S.A </div></div><div class="c xd3 y213 w73 h5b"><div class="t m0 x57 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">65 285<span class="ls0"> </span></div></div><div class="c xd4 y213 w74 h5b"><div class="t m0 x39 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">20 077<span class="ls0"> </span></div></div><div class="c xd5 y213 w75 h5b"><div class="t m0 x39 hc y394 ff1 fs3 fc1 sc0 ls2 ws0">45 208<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y491 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y492 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">35<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 hf y4d ff2 fs4 fc1 sc0 ls0 ws0">Gwarancje otr<span class="_ _2"></span>zymane przez STALPROFIL S.A.<span class="_ _2"></span> </div><div class="t m0 x3 he y493 ff6 fs4 fc1 sc0 ls0 ws0">W <span class="_ _1c"></span>związku <span class="_ _1c"></span>z <span class="_ _1a"></span>realizacją <span class="_ _2"></span>przez <span class="_ _1c"></span>Oddział <span class="_ _1a"></span>STALPROFIL <span class="_ _1c"></span>S.A. <span class="_ _1c"></span>w <span class="_ _1c"></span>Zabrzu <span class="_ _1c"></span>ko<span class="_ _2"></span>ntraktów <span class="_ _1c"></span>na <span class="_ _1c"></span>budowę <span class="_ _2"></span>gaz<span class="_ _2"></span>ociągów, <span class="_ _1c"></span>Spółka<span class="_ _2"></span> </div><div class="t m0 x3 he y494 ff6 fs4 fc1 sc0 ls0 ws0">posiadała na <span class="_ _2"></span>31.12.2024 r.:<span class="ff1"> </span></div><div class="t m0 xf h12 y495 ffe fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _6"> </span><span class="ff6">gwarancje <span class="_ _21"> </span>u<span class="_ _2"></span>bezpieczeniowe <span class="_ _a"> </span>lu<span class="_ _2"></span>b <span class="_ _a"> </span>bankowe, <span class="_ _a"> </span>o <span class="_ _a"> </span>łącznej <span class="_ _a"> </span>wartości <span class="_ _a"> </span>33 <span class="_ _a"> </span>810 <span class="_ _21"> </span>ty<span class="_ _2"></span>s. <span class="_ _a"> </span>zł, <span class="_ _a"> </span>zabezpieczające </span></span></div><div class="t m0 x10 he y496 ff6 fs4 fc1 sc0 ls0 ws0">zobowiązania <span class="_ _1c"></span>p<span class="_ _2"></span>odwykonawców <span class="_ _1c"></span>z <span class="_ _1c"></span>tytu<span class="_ _2"></span>łu <span class="_ _1c"></span>należytego <span class="_ _1c"></span>wykonan<span class="_ _2"></span>ia <span class="_ _1c"></span>i/lub <span class="_ _1c"></span>usunięcia <span class="_ _1c"></span>wad <span class="_ _1a"></span>i <span class="_ _2"></span>usterek <span class="_ _1a"></span>robót </div><div class="t m0 x10 he y497 ff1 fs4 fc1 sc0 ls0 ws0">budowlanych<span class="_ _2"></span>, </div><div class="t m0 xf h12 y498 ffe fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _6"> </span><span class="ff6">zabezpieczenie w f<span class="_ _0"></span>ormie depozytu pieniężnego od <span class="_ _9"></span>p<span class="_ _2"></span>odwykonawców w łącznej wysokości 630 <span class="_ _9"></span>tys<span class="_ _2"></span>. zł, </span></span></div><div class="t m0 x10 he y499 ff6 fs4 fc1 sc0 ls0 ws0">zabezpieczające <span class="_ _28"></span>zobowiązani<span class="_ _2"></span>a <span class="_ _1a"></span>p<span class="_ _2"></span>odwykonawców <span class="_ _28"></span>z <span class="_ _1a"></span>ty<span class="_ _2"></span>tułu <span class="_ _28"></span>(1) <span class="_ _1a"></span>dobrego <span class="_ _28"></span>wykonania <span class="_ _28"> </span>i <span class="_ _28"></span>rękojmi<span class="_ _1c"></span><span class="ff1"> <span class="_ _1a"></span>lu<span class="_ _2"></span>b <span class="_ _1a"></span>(2)<span class="_ _2"></span> </span></div><div class="t m0 x10 he y49a ff6 fs4 fc1 sc0 ls0 ws0">usunięcia wad i u<span class="_ _2"></span>sterek w okresie objętym gwarancją.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y49b ff6 fs4 fc1 sc0 ls0 ws0">W <span class="_ _1d"> </span>związku <span class="_ _1d"> </span>z <span class="_ _1d"> </span>realizacją <span class="_ _1d"> </span>przez <span class="_ _a"> </span>STALPROFIL <span class="_ _1d"> </span>SA <span class="_ _1d"> </span>budowy <span class="_ _1d"> </span>magazynu <span class="_ _1d"> </span>wysokiego <span class="_ _1d"> </span>skł<span class="_ _2"></span>adowania <span class="_ _a"> </span>na <span class="_ _1d"> </span>składzie </div><div class="t m0 x3 he y49c ff6 fs4 fc1 sc0 ls0 ws0">handlowych w Dąbrowie <span class="_ _9"></span>Górn<span class="_ _2"></span>iczej, Spółka <span class="_ _0"></span>posiadała na <span class="_ _0"></span>31.12.2024 <span class="_ _0"></span>r.<span class="ff1"> </span>gwarancje ubezpieczeniową o <span class="_ _0"></span>wartości </div><div class="t m0 x3 he y49d ff6 fs4 fc1 sc0 ls0 ws0">659 tys. zł, z<span class="_ _2"></span>abezpieczające zobowiązania <span class="_ _2"></span>podwykonawcy z ty<span class="_ _2"></span>tułu należytego wykonan<span class="_ _2"></span>ia i/lub usun<span class="_ _2"></span>ięcia wad </div><div class="t m0 x3 hf y49e ff6 fs4 fc1 sc0 ls0 ws0">i usterek robót b<span class="_ _2"></span>udowlanych<span class="_ _2"></span><span class="ff1">.<span class="ff2"> </span></span></div><div class="t m0 xf h11 y49f ff2 fs5 fc1 sc0 lsb ws0">8.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Informacje <span class="_ _1a"></span>o <span class="_ _1a"></span>instrumentach <span class="_ _1a"></span>finans<span class="_ _0"></span>owych, <span class="_ _1a"></span>w <span class="_ _1a"></span>ty<span class="_ _0"></span>m <span class="_ _1a"></span>przyjętych <span class="_ _1a"></span>przez <span class="_ _1c"></span>Spółkę <span class="_ _1a"></span>celach </span></span></div><div class="t m0 x10 h13 y4a0 ff2 fs5 fc1 sc0 ls0 ws0">i <span class="ff5">metodach zarządzania ryzykiem finansowym</span> </div><div class="t m0 x3 he y4a1 ff6 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _26"> </span>na <span class="_ _26"> </span>bieżąco <span class="_ _29"> </span>dokonuje <span class="_ _28"> </span>zaku<span class="_ _2"></span>pów <span class="_ _26"> </span>i <span class="_ _28"> </span>s<span class="_ _2"></span>przedaży <span class="_ _26"> </span>wyrobów <span class="_ _26"> </span>hutniczych <span class="_ _26"> </span>w <span class="_ _26"> </span>EUR. <span class="_ _26"> </span>W <span class="_ _26"> </span>związk<span class="_ _2"></span>u <span class="_ _26"> </span>z <span class="_ _28"> </span>ty<span class="_ _2"></span>m, <span class="_ _28"> </span>Sp<span class="_ _2"></span>ółka </div><div class="t m0 x3 he y4a2 ff6 fs4 fc1 sc0 ls0 ws0">narażona jes<span class="_ _2"></span>t na ryzyko kursowe, któ<span class="_ _2"></span>re: <span class="ff1"> </span></div><div class="t m0 x10 h12 y410 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">może powodować po<span class="_ _2"></span>wstawanie ujemnych ró<span class="_ _2"></span>żnic kursowych n<span class="_ _2"></span>a rozliczeniach z<span class="_ _2"></span><span class="ff1"> kon<span class="_ _2"></span>trahentami, </span></span></span></div><div class="t m0 x10 h12 y4a3 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">może ujemnie wpływać na <span class="_ _2"></span>poziom realizowanych<span class="_ _2"></span> marż. <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x3 he y4a4 ff6 fs4 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _28"> </span>rynkowe <span class="_ _28"></span>na <span class="_ _26"> </span>rozliczeniach <span class="_ _28"></span>z <span class="_ _28"> </span>ko<span class="_ _2"></span>ntrahentami <span class="_ _28"></span>ogranicza <span class="_ _28"></span>natu<span class="_ _2"></span>ralny <span class="_ _28"></span>heading. <span class="_ _28"></span>Ponadto <span class="_ _28"></span>pozycję <span class="_ _26"> </span>otwartą </div><div class="t m0 x3 he y4a5 ff1 fs4 fc1 sc0 ls0 ws0">(tj. <span class="ff6">różnicę <span class="_ _26"> </span>pomiędzy <span class="_ _28"> </span>s<span class="_ _2"></span>przedażą, <span class="_ _26"> </span>a <span class="_ _26"> </span>zakupami <span class="_ _26"> </span>w</span> <span class="_ _2"></span><span class="ff6">EUR), <span class="_ _28"></span>Spółka<span class="_ _2"></span> <span class="_ _28"></span>zabezpiecza <span class="_ _26"> </span>stos<span class="_ _2"></span>ując <span class="_ _28"> </span>ins<span class="_ _2"></span>trumenty <span class="_ _28"></span>pochodn<span class="_ _2"></span>e, </span></div><div class="t m0 x3 he y4a6 ff6 fs4 fc1 sc0 ls0 ws0">głównie <span class="_ _29"> </span>kontrakty  term<span class="_ _0"></span>inowe  typu <span class="_ _26"> </span>FORWAR<span class="_ _2"></span>D. <span class="_ _26"> </span>Sp<span class="_ _2"></span>ółka <span class="_ _29"> </span>na <span class="_ _29"> </span>b<span class="_ _2"></span>ieżąco <span class="_ _29"> </span>zabezp<span class="_ _2"></span>iecza <span class="_ _26"> </span>oko<span class="_ _2"></span>ło <span class="_ _29"> </span>80% <span class="_ _29"> </span>swojej  pozycji </div><div class="t m0 x3 he y4a7 ff6 fs4 fc1 sc0 ls0 ws0">otwartej. <span class="_ _2"></span>W <span class="_ _1a"></span>wyniku <span class="_ _2"></span>zabezp<span class="_ _2"></span>ieczenia, <span class="_ _2"></span>ró<span class="_ _2"></span>żnice <span class="_ _2"></span>kurs<span class="_ _2"></span>owe <span class="_ _2"></span>na <span class="_ _1c"></span>rozliczeniach<span class="_ _2"></span> <span class="_ _2"></span>z <span class="_ _1c"></span>kontrah<span class="_ _2"></span>entami <span class="_ _2"></span>i <span class="_ _1c"></span>na <span class="_ _1c"></span>wycenie <span class="_ _1c"></span>pozycji </div><div class="t m0 x3 he y4a8 ff6 fs4 fc1 sc0 ls0 ws0">bilansowych <span class="_ _1f"> </span>wyrażonych<span class="_ _2"></span> <span class="_ _1d"> </span>w <span class="_ _1f"> </span>walutach, <span class="_ _1f"> </span>są <span class="_ _1d"> </span>w<span class="_ _2"></span><span class="ff1"> </span>duży<span class="_ _2"></span>m <span class="_ _1d"> </span>s<span class="_ _2"></span>topniu <span class="_ _1f"> </span>kompensowane <span class="_ _1f"> </span>różnicami <span class="_ _1d"> </span>ku<span class="_ _2"></span>rsowymi <span class="_ _1f"> </span>na </div><div class="t m0 x3 he y4a9 ff1 fs4 fc1 sc0 ls0 ws0">instrumentach zab<span class="_ _2"></span><span class="ff6">ezpieczających.</span> </div><div class="t m0 x3 hf y4aa ff6 fs4 fc1 sc0 ls0 ws0">Finansowe in<span class="_ _2"></span>strumenty p<span class="_ _2"></span>ochodne, z który<span class="_ _2"></span>ch korzysta Sp<span class="_ _2"></span>ółka, <span class="_ _2"></span><span class="ff5">są <span class="_ _2"></span>wyceniane w war<span class="_ _2"></span>tości godziwej<span class="ff1">, <span class="_ _2"></span>a wszelkie </span></span></div><div class="t m0 x3 he y4ab ff6 fs4 fc1 sc0 ls0 ws0">zmiany <span class="_ _2"></span>w <span class="_ _2"></span>wyc<span class="_ _2"></span>enie <span class="_ _2"></span>instrumentów <span class="_ _2"></span>p<span class="_ _2"></span>ochodnych <span class="_ _2"></span>u<span class="_ _2"></span>jmowane <span class="_ _2"></span>są <span class="_ _2"></span>w <span class="_ _2"></span>rachu<span class="_ _2"></span>nku <span class="_ _2"></span>zys<span class="_ _2"></span>ków <span class="_ _2"></span>i <span class="_ _2"></span>strat <span class="_ _2"></span>w <span class="_ _1c"></span>okresie, <span class="_ _2"></span>w <span class="_ _2"></span>którym<span class="_ _2"></span> </div><div class="t m0 x3 he y4ac ff6 fs4 fc1 sc0 ls0 ws0">powstają. <span class="_ _1a"></span>Informacje <span class="_ _1a"></span>nt. <span class="_ _1a"></span>wartości <span class="_ _1a"></span>otwarty<span class="_ _2"></span>ch <span class="_ _1a"></span>transakcji <span class="_ _1a"></span>zabezpieczających <span class="_ _1a"></span>oraz <span class="_ _1a"></span>ich <span class="_ _1a"></span>wyceny <span class="_ _1a"></span>na <span class="_ _1a"></span>ko<span class="_ _2"></span>niec <span class="_ _1a"></span>roku, </div><div class="t m0 x3 he y4ad ff6 fs4 fc1 sc0 ls0 ws0">przedstawiono w N<span class="_ _2"></span>ocie nr 24 pt. „In<span class="_ _2"></span>stru<span class="_ _2"></span>menty finansowe”.<span class="ff1"> </span></div><div class="t m0 x3 he y4ae ff1 fs4 fc1 sc0 ls0 ws0">W  2024  <span class="ff6">r. <span class="_ _21"> </span>Spółka  nie  stos<span class="_ _2"></span>owała  rachunko<span class="_ _2"></span>wości  zabezpieczeń.  Ni<span class="_ _2"></span>e  stosowała <span class="_ _21"> </span>też  innych  instru<span class="_ _2"></span>mentów </span></div><div class="t m0 x3 he y2d5 ff6 fs4 fc1 sc0 ls0 ws0">finansowych, d<span class="_ _2"></span>o zabezpieczenia innych<span class="_ _2"></span> ryzyk rynkowych, niż ryzy<span class="_ _2"></span>ko walutowe.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y4af ff6 fs4 fc1 sc0 ls0 ws0">Akcje i udziały w in<span class="_ _2"></span>nych jednostkach<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y4b0 ff6 fs4 fc1 sc0 ls0 ws0">Akcje i udziały Sp<span class="_ _2"></span>ółka prezentuje w bilan<span class="_ _2"></span>sie w wartoś<span class="_ _2"></span>ci godziwej. Wartość godzi<span class="_ _2"></span>wą akcji i u<span class="_ _2"></span>działów będących<span class="_ _2"></span> </div><div class="t m0 x3 he y4b1 ff6 fs4 fc1 sc0 ls0 ws0">w posiadaniu<span class="_ _2"></span> Spółki na dzień 31.12.202<span class="_ _2"></span><span class="ff1">4 r. i 31.12.2023 r. p<span class="_ _2"></span>rzedstawiono w tabeli 2<span class="_ _2"></span>3. </span></div><div class="t m0 x3 he y4b2 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y4b3 ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="ls4">23</span> <span class="ff6">Zmiana <span class="_ _2"></span>wartości godziwej akty<span class="_ _2"></span>wów finansowych STALPR<span class="_ _2"></span>OFIL S.A. w 20<span class="_ _2"></span></span>24 <span class="ff6">r. (ty<span class="_ _2"></span>s. zł)</span>  </div></div><div class="c x12 y4b4 w76 h74"><div class="t m0 x25 h9 y4b5 ff2 fs3 fc1 sc0 ls0 ws0">Aktywa finansowe </div><div class="t m0 xda h9 y10c ffa fs3 fc1 sc0 ls0 ws0"> <span class="ff2"> </span></div></div><div class="c xdb y92 w77 h75"><div class="t m0 x8 h9 y4b6 ff5 fs3 fc1 sc0 ls0 ws0">Wartość godziwa </div><div class="t m0 x55 h9 y4b7 ff5 fs3 fc1 sc0 ls0 ws0">aktywów <span class="ff2"> </span></div><div class="t m0 x6 h9 y343 ff2 fs3 fc1 sc0 ls0 ws0">na 31.12.2024 </div></div><div class="c xdc y92 w78 h75"><div class="t m0 x1a h9 y4b6 ff5 fs3 fc1 sc0 ls0 ws0">Wartość godziwa </div><div class="t m0 x19 h9 y4b7 ff5 fs3 fc1 sc0 ls0 ws0">aktywów <span class="ff2"> </span></div><div class="t m0 x2e h9 y343 ff2 fs3 fc1 sc0 ls0 ws0">na 31.12.2023 </div></div><div class="c x9b y92 w79 h75"><div class="t m0 x41 h9 y4b7 ff2 fs3 fc1 sc0 ls0 ws0">Zmiana </div></div><div class="c xdb y4b4 w77 h76"><div class="t m0 x6f h19 yb3 ffa fs3 fc1 sc0 ls0 ws0">1 </div></div><div class="c xdc y4b4 w78 h76"><div class="t m0 xae h19 yb3 ffa fs3 fc1 sc0 ls0 ws0">2 </div></div><div class="c x9b y4b4 w6e h76"><div class="t m0 x3c h19 yb3 ffa fs3 fc1 sc0 ls0 ws0">3 = 1 - 2 </div></div><div class="c xdd y4b4 w7a h76"><div class="t m0 x2d h19 yb3 ffa fs3 fc1 sc0 ls0 ws0">4 = (1-2) / 2 </div></div><div class="c x12 y4b8 w76 h77"><div class="t m0 x3f hc y188 ff1 fs3 fc1 sc0 ls0 ws0">akcje IZOSTAL S.A. </div></div><div class="c xdb y4b8 w77 h77"><div class="t m0 xa5 hc y188 ff1 fs3 fc1 sc0 ls2 ws0">49 150<span class="ls0"> </span></div></div><div class="c xdc y4b8 w78 h77"><div class="t m0 x20 hc y188 ff1 fs3 fc1 sc0 ls2 ws0">52 308<span class="ls0"> </span></div></div><div class="c x9b y4b8 w6e h77"><div class="t m0 x50 hc y188 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">3 158</span> </div></div><div class="c xdd y4b8 w7a h77"><div class="t m0 x41 h9 y188 ff2 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">6%</span> </div></div><div class="c x12 y2e1 w76 h34"><div class="t m0 x3f hc y110 ff6 fs3 fc1 sc0 ls0 ws0">udziały w STF DYSTRYBUCJA  Sp. z o.o.<span class="ff1"> </span></div></div><div class="c xdb y2e1 w77 h34"><div class="t m0 xa3 hc y110 ff1 fs3 fc1 sc0 ls2 ws0">102<span class="ls0"> </span></div></div><div class="c xdc y2e1 w78 h34"><div class="t m0 xc8 hc y110 ff1 fs3 fc1 sc0 ls2 ws0">102<span class="ls0"> </span></div></div><div class="c x9b y2e1 w6e h34"><div class="t m0 x1f hc y110 ff1 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c xdd y2e1 w7a h34"><div class="t m0 x1f h9 y110 ff2 fs3 fc1 sc0 ls2 ws0">0%<span class="ls0"> </span></div></div><div class="c x12 y4b9 w76 h18"><div class="t m0 x3f hc yb2 ff6 fs3 fc1 sc0 ls0 ws0">udziały w STF INFRASTRUKTURA  Sp. z </div><div class="t m0 x3f hc yb3 ff1 fs3 fc1 sc0 ls0 ws0">o.o. </div></div><div class="c xdb y4b9 w77 h18"><div class="t m0 xa3 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">500<span class="ls0"> </span></div></div><div class="c xdc y4b9 w78 h18"><div class="t m0 xc8 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">500<span class="ls0"> </span></div></div><div class="c x9b y4b9 w6e h18"><div class="t m0 x1f hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c xdd y4b9 w7a h18"><div class="t m0 x1f h9 yb4 ff2 fs3 fc1 sc0 ls2 ws0">0%<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">36<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y4e ff6 fs4 fc1 sc0 ls0 ws0">Wartość godziwa akcji <span class="ff1">IZOSTAL S.A., notowanych na GPW w Warszawie, ustalana jest w oparciu o notowania </span></div><div class="t m0 x3 he y4f ff6 fs4 fc1 sc0 ls0 ws0">rynkowe na <span class="_ _2"></span>dzień <span class="_ _2"></span>bilansowy. <span class="_ _2"></span>Na dzień <span class="_ _2"></span>31.12.202<span class="_ _2"></span><span class="ff1">4 </span>r. <span class="_ _2"></span>wartość <span class="_ _2"></span>rynkowa <span class="_ _2"></span>akcji IZOS<span class="_ _2"></span>TAL S.A. <span class="_ _2"></span>była <span class="_ _1c"></span>niższa<span class="ff1"> <span class="ls1f">o <span class="_ _2"></span></span>6% od<span class="_ _2"></span> </span></div><div class="t m0 x3 he y50 ff6 fs4 fc1 sc0 ls0 ws0">wartości na dzień <span class="_ _2"></span>31.12.202<span class="ff1">3 <span class="_ _2"></span>r. (tabela 23). </span></div><div class="t m0 x3 he y217 ff6 fs4 fc1 sc0 ls0 ws0">Wartość <span class="_ _1c"></span>godziwa <span class="_ _1c"></span>pakietu <span class="_ _1c"></span>100% <span class="_ _2"></span>u<span class="_ _2"></span>działów <span class="_ _2"></span>STALPRO<span class="_ _2"></span>FIL <span class="_ _2"></span>S.A. <span class="_ _1c"></span>w <span class="_ _1c"></span>spółce <span class="_ _1c"></span>STF <span class="_ _2"></span>DY<span class="_ _2"></span>STRYBUCJA <span class="_ _2"></span>S<span class="_ _2"></span>p. <span class="_ _2"></span>z <span class="_ _1c"></span>o.o., <span class="_ _1c"></span>o <span class="_ _2"></span>warto<span class="_ _2"></span>ści </div><div class="t m0 x3 he y4ba ff6 fs4 fc1 sc0 ls0 ws0">nominalnej 100 <span class="_ _0"></span>tys. zł, <span class="_ _0"></span>została <span class="_ _0"></span>ustalona na <span class="_ _0"></span>poziomie <span class="_ _0"></span>ich wartości <span class="_ _0"></span>księgowej <span class="_ _0"></span>tj. 102 <span class="_ _9"></span>tys<span class="_ _2"></span>. zł. <span class="_ _0"></span>Pakiet <span class="_ _9"></span>ten<span class="_ _2"></span> <span class="_ _0"></span>nie został </div><div class="t m0 x3 he y4bb ff1 fs4 fc1 sc0 ls0 ws0">poddany  wycenie <span class="_ _26"> </span>na <span class="_ _29"> </span>koniec <span class="_ _29"> </span>2024  <span class="ff6">r., <span class="_ _26"> </span>z <span class="_ _29"> </span>uwagi <span class="_ _29"> </span>na  jeg<span class="_ _0"></span>o <span class="_ _29"> </span>nieistotn<span class="_ _2"></span>ą <span class="_ _26"> </span>warto<span class="_ _2"></span>ść <span class="_ _29"> </span>w <span class="_ _26"> </span>ak<span class="_ _2"></span>tywach <span class="_ _26"> </span>STALPROFIL  S.A. <span class="_ _26"> </span>i </span></div><div class="t m0 x3 he y4bc ff6 fs4 fc1 sc0 ls0 ws0">pozytywny wyn<span class="_ _2"></span>ik finansowy osiągnięty p<span class="_ _2"></span>rzez spółkę STF DYSTRYBUCJA  <span class="_ _2"></span>Sp. z o.o. za rok <span class="_ _2"></span>202<span class="_ _2"></span><span class="ff1">4 <span class="ls11">r.</span> </span></div><div class="t m0 x3 he y4bd ff6 fs4 fc1 sc0 ls0 ws0">Wartość <span class="_ _1c"></span>godziwa <span class="_ _1c"></span>pakietu <span class="_ _2"></span>100% <span class="_ _1c"></span>udziałów <span class="_ _1c"></span>STALPROFIL <span class="_ _2"></span>S.A. <span class="_ _1a"></span>w <span class="_ _2"></span>spółce <span class="_ _1c"></span>STF <span class="_ _2"></span>INFRASTRUK<span class="_ _2"></span>TURA <span class="_ _2"></span>Sp. <span class="_ _1c"></span>z <span class="_ _1c"></span>o.o. <span class="_ _2"></span>zos<span class="_ _2"></span>tała </div><div class="t m0 x3 he y4be ff1 fs4 fc1 sc0 ls0 ws0">ustalona na <span class="_ _9"></span>poziomie <span class="_ _9"></span>ich <span class="_ _0"></span><span class="ff6">wartości <span class="_ _0"></span>księgowej<span class="ff1 ls5">. <span class="_ _9"></span><span class="ff6 ls0">Paki<span class="_ _2"></span>et <span class="_ _9"></span>ten nie<span class="_ _0"></span> <span class="_ _9"></span>z<span class="_ _2"></span>ostał <span class="_ _0"></span>poddany <span class="_ _0"></span>wycenie <span class="_ _9"></span>na <span class="_ _0"></span>koniec <span class="_ _9"></span>202<span class="_ _2"></span><span class="ff1">4 <span class="_ _9"></span>r., <span class="_ _0"></span>z <span class="_ _9"></span>uwagi<span class="_ _2"></span> </span></span></span></span></div><div class="t m0 x3 he y4bf ff6 fs4 fc1 sc0 ls0 ws0">na jego <span class="_ _0"></span>nieistotną wartość w <span class="_ _9"></span>a<span class="_ _2"></span>ktywach STALPROFIL S.A. <span class="_ _0"></span>i pozytywny wynik <span class="_ _0"></span>finansowy osiągnięty przez <span class="_ _0"></span>spółkę </div><div class="t m0 x3 he y4c0 ff1 fs4 fc1 sc0 ls0 ws0">STF INFRASTRUKTURA Sp. <span class="_ _2"></span>z o.<span class="_ _2"></span> o  za rok 2024 <span class="ls11">r.</span> </div><div class="t m0 x3 he y11b ff6 fs4 fc1 sc0 ls0 ws0">Zmiany <span class="_ _26"> </span>wartości <span class="_ _26"> </span>god<span class="_ _2"></span>ziwej <span class="_ _28"> </span>akcji <span class="_ _29"> </span>i <span class="_ _28"> </span>u<span class="_ _2"></span>działów <span class="_ _26"> </span>prezentowane <span class="_ _26"> </span>s<span class="_ _2"></span>ą <span class="_ _28"> </span>w <span class="_ _26"> </span>p<span class="_ _2"></span>ozycji <span class="_ _28"> </span>„<span class="_ _1c"></span><span class="ff9">zyski <span class="_ _26"> </span>(straty) <span class="_ _26"> </span>z <span class="_ _26"> </span>tytuł<span class="_ _2"></span>u <span class="_ _28"> </span>aktu<span class="_ _2"></span>alizacji </span></div><div class="t m0 x3 he y11c ff9 fs4 fc1 sc0 ls0 ws0">wyceny aktywów finan<span class="_ _2"></span>sowych”<span class="_ _2"></span><span class="ff6">, w Sprawozdaniu z<span class="_ _2"></span> całkowitych d<span class="_ _2"></span>ochodów STALPROFIL <span class="_ _2"></span>S.A. za 202<span class="_ _2"></span><span class="ff1">4 <span class="_ _2"></span>r. oraz w </span></span></div><div class="t m0 x3 he y4c1 ff6 fs4 fc1 sc0 ls0 ws0">Nocie nr 3: „Aktywa<span class="ff1"> <span class="_ _2"></span></span>finansowe”.<span class="ff1"> </span></div><div class="t m0 x3 he y4c2 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xf h11 y4c3 ff2 fs5 fc1 sc0 lsb ws0">9.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Objaśnienie <span class="_ _23"> </span>różnic <span class="_ _23"> </span>pomiędzy <span class="_ _23"> </span>os<span class="_ _0"></span>iągniętymi <span class="_ _23"> </span>wynikam<span class="_ _0"></span>i <span class="_ _23"> </span>finansowymi<span class="ff2">, </span></span></span></div><div class="t m0 x10 h13 y4c4 ff2 fs5 fc1 sc0 ls0 ws0">a <span class="ff5">publikowanymi przez spółkę prognozami</span> </div><div class="t m0 x3 he y4c5 ff6 fs4 fc1 sc0 ls0 ws0">Spółka nie pu<span class="_ _2"></span>blikowała prognoz wyników finan<span class="_ _2"></span>sowych na rok <span class="_ _2"></span>20<span class="ff1">24.<span class="_ _2"></span> </span></div><div class="t m0 xf h11 y4c6 ff2 fs5 fc1 sc0 lsb ws0">10.<span class="ff7 ls0"> <span class="_ _d"></span><span class="ff5">Zdarzeni<span class="_ _2"></span>a występujące po dniu b<span class="_ _0"></span>ilansowym.<span class="ff2"> </span></span></span></div><div class="t m0 x3 he y4c7 ff6 fs4 fc1 sc0 ls0 ws0">Po dniu, <span class="_ _0"></span>na który <span class="_ _0"></span>sporządzono niniejsze <span class="_ _0"></span>Sprawozdanie, nie wystąpiły inne, poza <span class="_ _0"></span>opisanymi, <span class="_ _0"></span>istotne zdarzenia, </div><div class="t m0 x3 he y4c8 ff6 fs4 fc1 sc0 ls0 ws0">które <span class="_ _29"> </span>nie  zostały <span class="_ _29"> </span>ujęte <span class="_ _29"> </span>w  tym<span class="_ _0"></span> <span class="_ _29"> </span>Sprawozdan<span class="_ _2"></span>iu, <span class="_ _29"> </span>a  mogące <span class="_ _26"> </span>w  znaczący <span class="_ _29"> </span>sposób  wpłynąć <span class="_ _26"> </span>na  przyszłe <span class="_ _29"> </span>wyniki </div><div class="t m0 x3 he y4c9 ff6 fs4 fc1 sc0 ls0 ws0">finansowe Spółki.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xde h10 y4ca ff2 fs1 fc1 sc0 ls0 ws0">IV.<span class="ff7"> <span class="_ _11"> </span></span>P<span class="ff5 fs7">OZOSTAŁE INFORMA<span class="_ _2"></span>CJE</span>. </div><div class="t m0 xf h11 y4cb ff2 fs5 fc1 sc0 lsb ws0">1.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Informacja na temat polityki wynagrodzeń funkc<span class="_ _0"></span>jonującej w Spółce<span class="ff2"> </span></span></span></div><div class="t m0 x3 he y1f0 ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _28"> </span>dn<span class="_ _2"></span>iu <span class="_ _28"></span>25.05.2<span class="_ _2"></span>023 <span class="_ _28"></span><span class="ff6">r. <span class="_ _26"> </span>Zwycz<span class="_ _2"></span>ajne <span class="_ _28"> </span>Walne <span class="_ _26"> </span>Zgromad<span class="_ _2"></span>zenie <span class="_ _28"> </span>ST<span class="_ _2"></span>ALPROFIL <span class="_ _26"> </span>S.A. <span class="_ _28"> </span>przy<span class="_ _2"></span>jęło <span class="_ _28"> </span>do <span class="_ _26"> </span>stos<span class="_ _2"></span>owania <span class="_ _28"> </span>w <span class="_ _26"> </span>Spółc<span class="_ _2"></span>e<span class="_ _2"></span></span> </div><div class="t m0 x3 he y4cc ff1 fs4 fc1 sc0 ls0 ws0">zaktualizowa<span class="ff6">ną <span class="_ _26"> </span>„Politykę <span class="_ _28"> </span>Wynagrod<span class="_ _2"></span>zeń <span class="_ _28"></span>Członków <span class="_ _28"> </span>Zarzą<span class="_ _2"></span>du <span class="_ _28"></span>i <span class="_ _28"></span>Rady <span class="_ _28"></span>Nadzorczej <span class="_ _28"> </span>STALPROF<span class="_ _2"></span>IL <span class="_ _28"></span>S.A.”, <span class="_ _28"></span>która <span class="_ _26"> </span>jest </span></div><div class="t m0 x3 he y4cd ff6 fs4 fc1 sc0 ls0 ws0">dostępna na stronie <span class="_ _0"></span>internetowej <span class="_ _0"></span>Spółki<span class="ff1"> www.stalprofil.co<span class="_ _2"></span>m.pl/polityka<span class="_ _2"></span>-wynagrodzen</span>. Projekt Polityki został </div><div class="t m0 x3 he y4ce ff6 fs4 fc1 sc0 ls0 ws0">opracowany <span class="_ _20"> </span>przez <span class="_ _20"> </span>Za<span class="_ _2"></span>rząd <span class="_ _20"> </span>na <span class="_ _20"> </span>bazie <span class="_ _20"> </span>obowiązu<span class="_ _2"></span>jących <span class="_ _20"> </span>w <span class="_ _20"> </span>Spółce <span class="_ _20"> </span>wewnętrzn<span class="_ _2"></span>ych <span class="_ _20"> </span>regulacji <span class="_ _20"> </span>doty<span class="_ _2"></span>czących </div><div class="t m0 x3 he y4cf ff6 fs4 fc1 sc0 ls0 ws0">wynagrodzeń, <span class="_ _1a"></span>w <span class="_ _1a"></span>tym <span class="_ _1c"></span>głównie<span class="_ _2"></span> <span class="_ _1c"></span>u<span class="_ _2"></span>chwał <span class="_ _1a"></span>Rady <span class="_ _1c"></span>N<span class="_ _2"></span>adzorczej <span class="_ _1a"></span>i <span class="_ _1c"></span>Walnego <span class="_ _1a"></span>Zgromadzenia <span class="_ _1a"></span>Spółki. <span class="_ _1a"></span>Opracowany <span class="_ _1a"></span>przez </div><div class="t m0 x3 he y2f6 ff6 fs4 fc1 sc0 ls0 ws0">Zarząd <span class="_ _1d"> </span>projekt<span class="_ _2"></span> <span class="_ _1d"> </span>„Polityki <span class="_ _1d"> </span>Wynagrodzeń <span class="_ _1d"> </span>Czł<span class="_ _2"></span>onków <span class="_ _1d"> </span>Zarządu <span class="_ _1d"> </span>i <span class="_ _1d"> </span>Rady<span class="_ _2"></span> <span class="_ _1d"> </span>Nadzorczej <span class="_ _1d"> </span>STALPROFIL <span class="_ _1d"> </span>S.A.” <span class="_ _1d"> </span>zos<span class="_ _2"></span>tał </div><div class="t m0 x3 he y3fc ff6 fs4 fc1 sc0 ls0 ws0">przedstawiony <span class="_ _1c"></span>do <span class="_ _2"></span>zaop<span class="_ _2"></span>iniowania <span class="_ _2"></span>Radzie <span class="_ _2"></span>Nad<span class="_ _2"></span>zorczej <span class="_ _2"></span>na <span class="_ _2"></span>jej <span class="_ _1c"></span>pos<span class="_ _2"></span>iedzeniu, <span class="_ _2"></span>które <span class="_ _2"></span>odb<span class="_ _2"></span>yło <span class="_ _2"></span>się <span class="_ _2"></span>w <span class="_ _2"></span>dn<span class="_ _2"></span>iu <span class="_ _1a"></span><span class="ff1">27 <span class="_ _2"></span>kwietnia </span></div><div class="t m0 x3 he y273 ff1 fs4 fc1 sc0 ls4 ws0">202<span class="ls0">3 <span class="ff6">roku. Po uzyskaniu<span class="_ _2"></span> rekomendacji Rady Nadzorczej projekt Polityki Wynagrodzeń został<span class="_ _2"></span> skierowany pod </span></span></div><div class="t m0 x3 he y4d0 ff6 fs4 fc1 sc0 ls0 ws0">obrady Walnego Zgro<span class="_ _2"></span>madzenia i zatwierdzony j<span class="_ _2"></span>ego uchwałą.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y4d1 ff6 fs4 fc1 sc0 ls0 ws0">Celem Polity<span class="_ _2"></span>ki Wynagrod<span class="_ _2"></span>zeń jest <span class="_ _2"></span>możliwość <span class="_ _2"></span>zatrudnienia <span class="_ _2"></span>w s<span class="_ _2"></span>trukturach <span class="_ _2"></span>Spółki i <span class="_ _2"></span>nagradzania <span class="_ _2"></span>skutecznej o<span class="_ _2"></span>raz </div><div class="t m0 x3 he y4d2 ff6 fs4 fc1 sc0 ls0 ws0">doświadczonej <span class="_ _0"></span>kadry <span class="_ _0"></span>kierowniczej. <span class="_ _9"></span>Dlatego <span class="_ _0"></span>też, <span class="_ _9"></span>Spółka<span class="_ _2"></span> <span class="_ _0"></span>oferuje <span class="_ _9"></span>wynagrodzenia motywujące <span class="_ _9"></span>Członkó<span class="_ _2"></span>w <span class="_ _9"></span>Zarządu </div><div class="t m0 x3 he y4d3 ff6 fs4 fc1 sc0 ls0 ws0">do <span class="_ _1d"> </span>wysokiego <span class="_ _a"> </span>poziomu <span class="_ _1d"> </span>efektywności <span class="_ _a"> </span>o<span class="_ _2"></span>raz <span class="_ _a"> </span>osiągania <span class="_ _1d"> </span>biznesowych <span class="_ _1d"> </span>celów <span class="_ _a"> </span>Spółki <span class="_ _1d"> </span>spójnych <span class="_ _a"> </span>z <span class="_ _1d"> </span>interesem </div><div class="t m0 x3 he y4d4 ff1 fs4 fc1 sc0 ls0 ws0">akcjonariuszy<span class="_ _2"></span>. </div><div class="t m0 x3 he y4d5 ff6 fs4 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _1c"></span>z <span class="_ _1c"></span>Polityką <span class="_ _1c"></span>wyn<span class="_ _2"></span>agrodzenie <span class="_ _2"></span>Człon<span class="_ _2"></span>ka <span class="_ _1c"></span>Zarządu <span class="_ _1c"></span>składa <span class="_ _1c"></span>się <span class="_ _1c"></span>z <span class="_ _1c"></span>wyn<span class="_ _2"></span>agrodzenia <span class="_ _2"></span>s<span class="_ _2"></span>tałego <span class="_ _1c"></span>oraz <span class="_ _1c"></span>wynagrodzenia </div><div class="t m0 x3 he y4d6 ff6 fs4 fc1 sc0 ls0 ws0">zmiennego.  Wysokość  wynagrodzenia <span class="_ _29"> </span>Członka  Zarządu  z <span class="_ _29"> </span>tytułu  umowy <span class="_ _29"> </span>o  pracę <span class="_ _29"> </span>jest  ustalana  w<span class="_ _0"></span>  drodze </div><div class="t m0 x3 he y4d7 ff6 fs4 fc1 sc0 ls0 ws0">uchwały <span class="_ _a"> </span>Rad<span class="_ _2"></span>y <span class="_ _a"> </span>Nadzorczej <span class="_ _1d"> </span>i <span class="_ _a"> </span>jednocześnie <span class="_ _1d"> </span>jest <span class="_ _a"> </span>wskaza<span class="_ _2"></span>na <span class="_ _a"> </span>w <span class="_ _a"> </span>um<span class="_ _2"></span>owi<span class="_ _2"></span>e <span class="_ _a"> </span>o <span class="_ _a"> </span>prac<span class="_ _2"></span>ę <span class="_ _a"> </span>zawartej <span class="_ _a"> </span>mi<span class="_ _2"></span>ędzy <span class="_ _a"> </span>Spółką<span class="_ _2"></span><span class="ff1">, </span></div><div class="t m0 x3 he y4d8 ff1 fs4 fc1 sc0 ls0 ws0">a <span class="ff6">Członkiem Zarządu<span class="_ _2"></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 x8 y13 w5 h8" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">37<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff6 fs4 fc1 sc0 ls0 ws0">Polityka <span class="_ _21"> </span>ustala  wzajemną <span class="_ _21"> </span>proporcję  stały<span class="_ _2"></span>ch  i <span class="_ _21"> </span>zmie<span class="_ _0"></span>nnych  s<span class="_ _2"></span>kładników  wynagro<span class="_ _2"></span>dzenia<span class="_ _2"></span>. <span class="_ _21"> </span>Zmie<span class="_ _0"></span>nne  s<span class="_ _2"></span>kładniki </div><div class="t m0 x3 he y4e ff6 fs4 fc1 sc0 ls0 ws0">wynagrodzenia <span class="_ _2"></span>są p<span class="_ _2"></span>rzyznawane Członko<span class="_ _2"></span>m Zarządu <span class="_ _2"></span>w sposób <span class="_ _2"></span>przejrzysty i <span class="_ _2"></span>zapewniający efektywną <span class="_ _2"></span>realizację </div><div class="t m0 x3 he y4f ff6 fs4 fc1 sc0 ls0 ws0">Polityki <span class="_ _28"></span>Wynagrodzeń, <span class="_ _28"></span>w <span class="_ _1a"></span>kt<span class="_ _2"></span>órej <span class="_ _1a"></span>zawarto <span class="_ _28"></span>jasne, <span class="_ _28"></span>kompleksowe <span class="_ _1a"></span>i <span class="_ _28"></span>zróżnicowane <span class="_ _28"></span>kryteria <span class="_ _28"></span>w <span class="_ _1a"></span>za<span class="_ _2"></span>kresie <span class="_ _1a"></span>wyników </div><div class="t m0 x3 he y50 ff1 fs4 fc1 sc0 ls0 ws0">finansowych <span class="_ _21"> </span>i <span class="_ _21"> </span>n<span class="_ _2"></span>iefinansowych, <span class="_ _21"> </span>pr<span class="_ _2"></span><span class="ff6">zy <span class="_ _21"> </span>czym <span class="_ _21"> </span>podstawą <span class="_ _21"> </span>do <span class="_ _21"> </span>określenia <span class="_ _21"> </span>i <span class="_ _a"> </span>przyznania <span class="_ _21"> </span>zmiennych <span class="_ _21"> </span>skł<span class="_ _2"></span>adników </span></div><div class="t m0 x3 he y51 ff6 fs4 fc1 sc0 ls0 ws0">wynagrodzenia jest <span class="_ _2"></span>ocena wyników osiągniętych p<span class="_ _2"></span>rzez Członka Zarzą<span class="_ _2"></span>du.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y97 ff6 fs4 fc1 sc0 ls0 ws0">O <span class="_ _21"> </span>wysokości <span class="_ _21"> </span>oraz  urucho<span class="_ _2"></span>mieniu  wypł<span class="_ _2"></span>aty <span class="_ _21"> </span>miesięcznej  premii <span class="_ _21"> </span>uznaniowej <span class="_ _21"> </span>decyduje <span class="_ _21"> </span>Rada <span class="_ _21"> </span>Nadzorcza <span class="_ _21"> </span>lub </div><div class="t m0 x3 he y98 ff6 fs4 fc1 sc0 ls0 ws0">upoważniony  przez <span class="_ _26"> </span>Radę <span class="_ _29"> </span>Nad<span class="_ _2"></span>zorczą  <span class="ff1">P</span>rzew<span class="_ _0"></span>odniczący <span class="_ _29"> </span>Rad<span class="_ _2"></span>y <span class="_ _29"> </span>Nadzorczej  lub <span class="_ _26"> </span>inny  upow<span class="_ _0"></span>ażniony  przez <span class="_ _26"> </span>Radę </div><div class="t m0 x3 he y99 ff6 fs4 fc1 sc0 ls0 ws0">Nadzorczą <span class="_ _1c"></span>Członek <span class="_ _2"></span>Rady<span class="_ _2"></span> <span class="_ _2"></span>Nadzorczej, <span class="_ _2"></span>jednocześn<span class="_ _2"></span>ie <span class="_ _2"></span>dokonując <span class="_ _2"></span>o<span class="_ _2"></span>ceny <span class="_ _2"></span>realizacji <span class="_ _2"></span>finan<span class="_ _2"></span>sowych <span class="_ _2"></span>i <span class="_ _1c"></span>niefinansowych </div><div class="t m0 x3 he y9a ff6 fs4 fc1 sc0 ls0 ws0">kryteriów <span class="_ _a"> </span>przyznawania <span class="_ _a"> </span>zmienny<span class="_ _2"></span>ch <span class="_ _21"> </span>s<span class="_ _2"></span>kładników <span class="_ _a"> </span>wynagrodzenia. <span class="_ _a"> </span>O <span class="_ _a"> </span>przyznaniu <span class="_ _a"> </span>dodatkowej <span class="_ _a"> </span>nagrody<span class="_ _2"></span><span class="ff1">,<span class="_ _2"></span> <span class="_ _21"> </span>jej </span></div><div class="t m0 x3 he y56 ff6 fs4 fc1 sc0 ls0 ws0">wysokości <span class="_ _2"></span>ora<span class="_ _2"></span>z <span class="_ _2"></span>terminie <span class="_ _2"></span>jej <span class="_ _2"></span>wypł<span class="_ _2"></span>aty <span class="_ _2"></span>decyduje <span class="_ _2"></span>Rada <span class="_ _1c"></span>Nadzorcza <span class="_ _2"></span>pod<span class="_ _2"></span>ejmując <span class="_ _2"></span>stosowną <span class="_ _1c"></span>uchwałę, <span class="_ _2"></span>jednocześnie<span class="_ _2"></span> </div><div class="t m0 x3 he y57 ff6 fs4 fc1 sc0 ls0 ws0">dokonując  oceny <span class="_ _26"> </span>realizacji  f<span class="_ _0"></span>inans<span class="_ _2"></span>owych <span class="_ _29"> </span>i <span class="_ _29"> </span>niefinansowych <span class="_ _29"> </span>kryteriów <span class="_ _29"> </span>przy<span class="_ _2"></span>znawania <span class="_ _29"> </span>zmiennych<span class="_ _2"></span> <span class="_ _26"> </span>s<span class="_ _2"></span>kładników </div><div class="t m0 x3 he y58 ff1 fs4 fc1 sc0 ls0 ws0">wynagrodzenia. </div><div class="t m0 x3 he y59 ff6 fs4 fc1 sc0 ls0 ws0">Członkowie Zarządu o<span class="_ _2"></span>trzymują niepieniężne skł<span class="_ _2"></span>adniki wynagrodzenia w pos<span class="_ _2"></span>taci:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xf h12 y4d9 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">ubezpieczenia członkó<span class="_ _2"></span>w organów Spółki <span class="_ _2"></span>od odpowiedzialności cy<span class="_ _2"></span>wilnej,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xf h12 y4da ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">ubezpieczenia na zd<span class="_ _2"></span>rowie na zasadach<span class="_ _2"></span> przyjętych dla pozostałych p<span class="_ _2"></span>racowników Spółki,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xf h12 y4db ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">możliwości <span class="_ _1c"></span>wykorzysta<span class="_ _2"></span>nia <span class="_ _2"></span>samochodu<span class="_ _2"></span> <span class="_ _2"></span>słu<span class="_ _2"></span>żbowego <span class="_ _2"></span>do <span class="_ _1c"></span>celów <span class="_ _2"></span>p<span class="_ _2"></span>rywatnych <span class="_ _1a"></span>–<span class="ff1"> <span class="_ _2"></span>na <span class="_ _1c"></span>pods<span class="_ _2"></span>tawie <span class="_ _2"></span>umowy <span class="_ _1c"></span>o </span></span></span></div><div class="t m0 x10 he y4dc ff6 fs4 fc1 sc0 ls0 ws0">korzystan<span class="_ _2"></span>ie z samochodu służbowego zawartej mi<span class="_ _2"></span>ędzy Członkiem Zarządu<span class="_ _1c"></span><span class="ff1">, </span>a Spółką<span class="_ _2"></span><span class="ff1">. </span></div><div class="t m0 x3 he y4dd ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y4de ff6 fs4 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _1a"></span>z <span class="_ _1c"></span>p<span class="_ _2"></span>rzyjętą <span class="_ _1a"></span>Polityką <span class="_ _1a"></span>wynagrodzenie <span class="_ _1a"></span>Członka <span class="_ _1a"></span>Rady <span class="_ _1c"></span>Nadzo<span class="_ _2"></span>rczej <span class="_ _1c"></span>s<span class="_ _2"></span>kłada <span class="_ _1a"></span>się <span class="_ _1a"></span>wyłącznie <span class="_ _1c"></span>z <span class="_ _1a"></span>wynagrodzenia<span class="_ _2"></span> </div><div class="t m0 x3 he y4df ff6 fs4 fc1 sc0 ls0 ws0">stałego. <span class="_ _2"></span>Element stały <span class="_ _2"></span>wynagrod<span class="_ _2"></span>zenia Człon<span class="_ _2"></span>ka Rady <span class="_ _2"></span>Nadzorczej Spó<span class="_ _2"></span>łki to <span class="_ _2"></span>stała <span class="_ _2"></span>kwota przy<span class="_ _2"></span>znawana <span class="_ _2"></span>w formie </div><div class="t m0 x3 he y4e0 ff6 fs4 fc1 sc0 ls0 ws0">comiesięcznego ryczałtu<span class="_ _2"></span>, określona w uchwale Waln<span class="_ _2"></span><span class="ff1">ego Zgr<span class="_ _2"></span>omadzenia. </span></div><div class="t m0 x3 he y248 ff6 fs4 fc1 sc0 ls0 ws0">Członkom Rady <span class="_ _9"></span>Nad<span class="_ _2"></span>zorczej <span class="_ _0"></span>nie <span class="_ _9"></span>są przyznawane <span class="_ _9"></span>zmienne składniki wynagrodzenia. <span class="_ _0"></span>Członkom <span class="_ _9"></span>Rady<span class="_ _2"></span> <span class="_ _0"></span>Nadzorczej </div><div class="t m0 x3 he y249 ff6 fs4 fc1 sc0 ls0 ws0">nie <span class="_ _29"> </span>są  przyznawane  prem<span class="_ _0"></span>ie <span class="_ _29"> </span>i  nagrody. <span class="_ _29"> </span>Członko<span class="_ _2"></span>wie <span class="_ _29"> </span>Rady  Nadzorczej <span class="_ _29"> </span>nie <span class="_ _29"> </span>otrzymują<span class="_ _2"></span> <span class="_ _29"> </span>także  niepieniężnych </div><div class="t m0 x3 he y24a ff6 fs4 fc1 sc0 ls0 ws0">składnikó<span class="_ _2"></span>w wynagrodzenia.<span class="ff1"> </span></div><div class="t m0 x3 he y24b ff6 fs4 fc1 sc0 ls0 ws0">W <span class="_ _1c"></span>Spół<span class="_ _2"></span>ce <span class="_ _1c"></span>funkcjonuj<span class="_ _2"></span><span class="ff1">e <span class="_ _1c"></span></span>PPE. <span class="_ _1a"></span>Prawo <span class="_ _1a"></span>do <span class="_ _1c"></span>przy<span class="_ _2"></span>stąpienia <span class="_ _1a"></span>do <span class="_ _1c"></span>PPE <span class="_ _1a"></span>przysługuje <span class="_ _1c"></span>Czł<span class="_ _2"></span>onkom <span class="_ _1c"></span>Zarzą<span class="_ _2"></span>du <span class="_ _1c"></span>zatru<span class="_ _2"></span>dnionym <span class="_ _1a"></span>w </div><div class="t m0 x3 he y123 ff6 fs4 fc1 sc0 ls0 ws0">Spółce co najmniej przez 12 miesięcy i nie przekraczającym 70 roku życia. Członkowie Rady Nad<span class="_ _2"></span>zorczej nie są </div><div class="t m0 x3 he y24c ff6 fs4 fc1 sc0 ls0 ws0">objęci dodatkowymi p<span class="_ _2"></span>rogramami emerytalno <span class="_ _2"></span>–<span class="ff1">rentowny<span class="_ _2"></span>mi. </span></div><div class="t m0 x3 he y4e1 ff6 fs4 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _0"></span>z <span class="_ _0"></span>Polityką <span class="_ _0"></span>Wynagrodzeń <span class="_ _0"></span>ani <span class="_ _0"></span>Członkom <span class="_ _0"></span>Zarządu <span class="_ _0"></span>ani <span class="_ _9"></span>Członkom Rady <span class="_ _9"></span>nie są <span class="_ _9"></span>przyznawane ani <span class="ff1">oferowane </span></div><div class="t m0 x3 he y226 ff1 fs4 fc1 sc0 ls0 ws0">instrumenty finan<span class="_ _2"></span>sowe. </div><div class="t m0 x3 he y24d ff1 fs4 fc1 sc0 ls0 ws0">W roku obroto<span class="_ _2"></span>wym 2024 <span class="ff6">nie odn<span class="_ _2"></span>otowano odstępstw od p<span class="_ _2"></span>rocedury wdrażania Polityki Wy<span class="_ _2"></span>nagrodzeń oraz </span></div><div class="t m0 x3 he y24e ff6 fs4 fc1 sc0 ls0 ws0">od stoso<span class="_ _2"></span>wania Polityki Wynagrodzeń. Rada N<span class="_ _2"></span>adzorcza nie podejmowała decyzj<span class="_ _2"></span>i o czasowym o<span class="_ _2"></span>dstąpieniu od </div><div class="t m0 x3 he y24f ff6 fs4 fc1 sc0 ls0 ws0">stosowania Po<span class="_ _2"></span>lityki Wynagrodzeń.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xf h11 y4e2 ff2 fs5 fc1 sc0 lsb ws0">2.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Wartość <span class="_ _20"> </span>wynagrodzeń <span class="_ _20"> </span>w<span class="_ _2"></span>ypłaconych <span class="_ _20"> </span>osobom <span class="_ _20"> </span>zarządzającym <span class="_ _20"> </span>i <span class="_ _1b"> </span>nadz<span class="_ _0"></span>orującym </span></span></div><div class="t m0 x10 h13 y4e3 ff2 fs5 fc1 sc0 ls0 ws0">STALPROFIL S.A. </div><div class="t m0 x3 he y316 ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="ls4">24</span> <span class="ff6">Wynagrodzen<span class="_ _2"></span>ia członków Zarząd<span class="_ _2"></span>u pełniących funkcję w <span class="_ _2"></span></span><span class="ls4">20</span>24 <span class="ls11">r.</span> <span class="ff6">(w zł<span class="_ _2"></span>)</span> </div></div><div class="c x12 y4e4 w7b h78"><div class="t m0 x3b h9 y16 ff5 fs3 fc1 sc0 ls0 ws0">Nazwisko i imię<span class="ff2"> </span></div></div><div class="c xdf y4e4 w26 h78"><div class="t m0 xaf h9 y16 ff5 fs3 fc1 sc0 ls0 ws0">Tytułem<span class="ff2"> </span></div></div><div class="c x99 y4e4 w29 h78"><div class="t m0 x2d h9 y15c ff2 fs3 fc1 sc0 ls0 ws0">Wynagrodzenie </div><div class="t m0 x8b h9 yde ff5 fs3 fc1 sc0 ls0 ws0">stałe<span class="ff2"> </span></div></div><div class="c xe0 y4e4 w7c h78"><div class="t m0 x2d h9 y15c ff2 fs3 fc1 sc0 ls0 ws0">Wynagrodzenie </div><div class="t m0 x67 h9 yde ff2 fs3 fc1 sc0 ls0 ws0">zmienne </div></div><div class="c xe1 y4e4 w20 h78"><div class="t m0 x67 h9 y16 ff2 fs3 fc1 sc0 ls0 ws0">Razem </div></div><div class="c xe2 y4e4 w65 h78"><div class="t m0 x27 h9 y15c ff5 fs3 fc1 sc0 ls0 ws0">Świadczenia </div><div class="t m0 x24 h9 yde ff5 fs3 fc1 sc0 ls0 ws0">niepieniężne<span class="ff2"> </span></div></div><div class="c x12 y4e5 w7b h79"><div class="t m0 x1d hc y4e6 ff1 fs3 fc1 sc0 ls0 ws0">Henryk Orczykowski </div></div><div class="c xdf y4e7 w26 h7a"><div class="t m0 x1d hc yb2 ff6 fs3 fc1 sc0 ls0 ws0">należne za 202<span class="ff1">4 </span>i wypłacone w </div><div class="t m0 x1d hc y4e8 ff1 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4, w tym: </span></div></div><div class="c x99 y4e7 w29 h7a"><div class="t m0 x2b hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">1 <span class="ls2">281</span> 126,31 </div></div><div class="c xe0 y4e7 w7c h7a"><div class="t m0 x52 hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">312<span class="ls0"> 158,00 </span></div></div><div class="c xe1 y4e7 w20 h7a"><div class="t m0 x1a hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">1 <span class="ls2">593</span> 284,31 </div></div><div class="c xe2 y4e7 w65 h7a"><div class="t m0 x59 hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">60<span class="ls0"> 370,15 </span></div></div><div class="c xdf y1f3 w26 h7a"><div class="t m0 x15 h19 yb2 ff9 fs3 fc1 sc0 ls0 ws0">z tytułu pełnienia funkcji w </div><div class="t m0 x15 hc y4e8 ff9 fs3 fc1 sc0 ls0 ws0">organach spółek zależnych<span class="ff1"> </span></div></div><div class="c x99 y1f3 w29 h7a"><div class="t m0 x52 hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">129<span class="ls0"> 728,31 </span></div></div><div class="c xe0 y1f3 w7c h7a"><div class="t m0 x93 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe1 y1f3 w20 h7a"><div class="t m0 x2b hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">129<span class="ls0"> 728,31 </span></div></div><div class="c xe2 y1f3 w65 h7a"><div class="t m0 x35 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xdf y4ea w26 h7a"><div class="t m0 x1d hc yb2 ff6 fs3 fc1 sc0 ls0 ws0">należne za 202<span class="ff1">3 </span>i wypłacone w </div><div class="t m0 x1d hc y4e8 ff1 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c x99 y4ea w29 h7a"><div class="t m0 x52 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">107<span class="ls0"> 705,97 </span></div></div><div class="c xe0 y4ea w7c h7a"><div class="t m0 x21 hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">97<span class="ls0"> 009,00 </span></div></div><div class="c xe1 y4ea w20 h7a"><div class="t m0 x2b hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">204<span class="ls0"> 714,97 </span></div></div><div class="c xe2 y4ea w65 h7a"><div class="t m0 x8b hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">7 263,44 </div></div><div class="c xdf y4e5 w26 h7b"><div class="t m0 x15 h19 y4eb ff9 fs3 fc1 sc0 ls0 ws0">z tytułu pełnienia funkcji w </div><div class="t m0 x15 hc y4e8 ff9 fs3 fc1 sc0 ls0 ws0">organach spółek zależnych<span class="ff1"> </span></div></div><div class="c x99 y4e5 w29 h7b"><div class="t m0 x21 hc y4ec ff1 fs3 fc1 sc0 ls2 ws0">10<span class="ls0"> 696,97 </span></div></div><div class="c xe0 y4e5 w7c h7b"><div class="t m0 x93 hc y4ec ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe1 y4e5 w20 h7b"><div class="t m0 x84 hc y4ec ff1 fs3 fc1 sc0 ls2 ws0">10<span class="ls0"> 696,97 </span></div></div><div class="c xe2 y4e5 w65 h7b"><div class="t m0 x35 hc y4ec ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x12 y48f w7b h7c"><div class="t m0 x1d hc y4ed ff1 fs3 fc1 sc0 ls0 ws0">Sylwia Potocka-</div><div class="t m0 x1d hc y468 ff1 fs3 fc1 sc0 ls0 ws0">Lewicka </div></div><div class="c xdf y4ee w26 h7a"><div class="t m0 x1d hc y138 ff6 fs3 fc1 sc0 ls0 ws0">należne za 202<span class="ff1">4 </span>i wypłacone w </div><div class="t m0 x1d hc y4e8 ff1 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c x99 y4ee w29 h7a"><div class="t m0 x52 hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">866<span class="ls0"> 244,86 </span></div></div><div class="c xe0 y4ee w7c h7a"><div class="t m0 x52 hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">240<span class="ls0"> 122,00 </span></div></div><div class="c xe1 y4ee w20 h7a"><div class="t m0 x1a hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">1 <span class="ls2">106</span> 366,86 </div></div><div class="c xe2 y4ee w65 h7a"><div class="t m0 x59 hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">43<span class="ls0"> 986,30 </span></div></div><div class="c xdf y48f w26 h7a"><div class="t m0 x1d hc y138 ff6 fs3 fc1 sc0 ls0 ws0">należne za 202<span class="ff1">3 </span>i wypłacone w </div><div class="t m0 x1d hc y4e8 ff1 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c x99 y48f w29 h7a"><div class="t m0 x21 hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">74<span class="ls0"> 623,00 </span></div></div><div class="c xe0 y48f w7c h7a"><div class="t m0 x21 hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">44<span class="ls0"> 774,00 </span></div></div><div class="c xe1 y48f w20 h7a"><div class="t m0 x2b hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">119<span class="ls0"> 397,00 </span></div></div><div class="c xe2 y48f w65 h7a"><div class="t m0 x8b hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">4 651,70 </div></div><div class="c x12 y4b w7b h7c"><div class="t m0 x1d hc y4ef ff6 fs3 fc1 sc0 ls0 ws0">Zenon Jędrocha<span class="ff1"> </span></div></div><div class="c xdf y4f0 w26 h7a"><div class="t m0 x1d hc yb2 ff6 fs3 fc1 sc0 ls0 ws0">należne za 202<span class="ff1">4 </span>i wypłacone w </div><div class="t m0 x1d hc y4e8 ff1 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c x99 y4f0 w29 h7a"><div class="t m0 x52 hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">885<span class="ls0"> 692,00 </span></div></div><div class="c xe0 y4f0 w7c h7a"><div class="t m0 x52 hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">240<span class="ls0"> 122,00 </span></div></div><div class="c xe1 y4f0 w20 h7a"><div class="t m0 x1a hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">1 <span class="ls2">125</span> 814,00 </div></div><div class="c xe2 y4f0 w65 h7a"><div class="t m0 x59 hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">44<span class="ls0"> 666,95 </span></div></div><div class="c xdf y4b w26 h7a"><div class="t m0 x1d hc yb2 ff6 fs3 fc1 sc0 ls0 ws0">należne za 202<span class="ff1">3 </span>i wypłacone w </div><div class="t m0 x1d hc y4e8 ff1 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c x99 y4b w29 h7a"><div class="t m0 x21 hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">74<span class="ls0"> 623,00 </span></div></div><div class="c xe0 y4b w7c h7a"><div class="t m0 x21 hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">44<span class="ls0"> 774,00 </span></div></div><div class="c xe1 y4b w20 h7a"><div class="t m0 x2b hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">119<span class="ls0"> 397,00 </span></div></div><div class="c xe2 y4b w65 h7a"><div class="t m0 x8b hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">4 651,70 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 h12 y44f ff3 fs4 fc1 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff1"> </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 x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">38<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="ls4">25</span> <span class="ff6">Wynagrodzen<span class="_ _2"></span>ia członków Rady N<span class="_ _2"></span>adzorczej pełniących funkcję w <span class="_ _2"></span></span><span class="ls4">20</span>2<span class="_ _2"></span>4 <span class="ls11">r.</span> <span class="ff6">(w zł)</span> </div></div><div class="c x12 y38e w7d h7b"><div class="t m0 x1a h9 y4e9 ff5 fs3 fc1 sc0 ls0 ws0">Nazwisko i imię<span class="ff2"> </span></div></div><div class="c xe3 y38e w7e h7b"><div class="t m0 x29 h9 y4e9 ff5 fs3 fc1 sc0 ls0 ws0">Tytułem<span class="ff2"> </span></div></div><div class="c xe4 y38e w7f h7b"><div class="t m0 x1d h9 y138 ff2 fs3 fc1 sc0 ls0 ws0">Wynagrodzenie </div><div class="t m0 x19 h9 y4e8 ff5 fs3 fc1 sc0 ls0 ws0">stałe<span class="ff2"> </span></div></div><div class="c xe5 y38e w80 h7b"><div class="t m0 x1d h9 y138 ff2 fs3 fc1 sc0 ls0 ws0">Wynagrodzenie </div><div class="t m0 x6 h9 y4e8 ff2 fs3 fc1 sc0 ls0 ws0">zmienne </div></div><div class="c xe6 y38e w81 h7b"><div class="t m0 x6 h9 y4e9 ff2 fs3 fc1 sc0 ls0 ws0">Razem </div></div><div class="c xe7 y38e w82 h7b"><div class="t m0 x27 h9 y138 ff5 fs3 fc1 sc0 ls0 ws0">Świadczenia </div><div class="t m0 x18 h9 y4e8 ff5 fs3 fc1 sc0 ls0 ws0">niepieniężne<span class="ff2"> </span></div></div><div class="c x12 y4f1 w7d h7c"><div class="t m0 x1d hc y4f2 ff1 fs3 fc1 sc0 ls0 ws0">Dzienniak Stefan </div></div><div class="c xe3 y4f3 w7e h7a"><div class="t m0 x18 hc y138 ff6 fs3 fc1 sc0 ls0 ws0">należne za 202<span class="ff1">4 </span>i wypłacone w </div><div class="t m0 x18 hc y4e8 ff1 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c xe4 y4f3 w7f h7a"><div class="t m0 x50 hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">181<span class="ls0"> 012,60 </span></div></div><div class="c xe5 y4f3 w80 h7a"><div class="t m0 xe8 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe6 y4f3 w81 h7a"><div class="t m0 x3b hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">181<span class="ls0"> 012,60 </span></div></div><div class="c xe7 y4f3 w82 h7a"><div class="t m0 x35 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe3 y4f1 w7e h7a"><div class="t m0 x18 hc yb2 ff6 fs3 fc1 sc0 ls0 ws0">należne za 202<span class="ff1">3 </span>i wypłacone w </div><div class="t m0 x18 hc y4e8 ff1 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c xe4 y4f1 w7f h7a"><div class="t m0 xe8 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe5 y4f1 w80 h7a"><div class="t m0 xe8 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe6 y4f1 w81 h7a"><div class="t m0 xd7 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe7 y4f1 w82 h7a"><div class="t m0 x35 h19 y4e9 ffa fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x12 y4f4 w7d h7c"><div class="t m0 x1d hc y4f2 ff1 fs3 fc1 sc0 ls0 ws0">Lis Krzysztof*  </div></div><div class="c xe3 y4f5 w7e h7a"><div class="t m0 x18 hc yb2 ff6 fs3 fc1 sc0 ls0 ws0">należne za 202<span class="ff1">4 </span>i wypłacone w </div><div class="t m0 x18 hc y4e8 ff1 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c xe4 y4f5 w7f h7a"><div class="t m0 x61 hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">63<span class="ls0"> 130,00 </span></div></div><div class="c xe5 y4f5 w80 h7a"><div class="t m0 xbe hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xe6 y4f5 w81 h7a"><div class="t m0 x5d hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">63<span class="ls0"> 130,00 </span></div></div><div class="c xe7 y4f5 w82 h7a"><div class="t m0 x20 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xe3 y4f4 w7e h7a"><div class="t m0 x18 hc yb2 ff6 fs3 fc1 sc0 ls0 ws0">należne za 202<span class="ff1">3 </span>i wypłacone w </div><div class="t m0 x18 hc y4e8 ff1 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c xe4 y4f4 w7f h7a"><div class="t m0 xe8 hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe5 y4f4 w80 h7a"><div class="t m0 xe8 hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe6 y4f4 w81 h7a"><div class="t m0 xd7 hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe7 y4f4 w82 h7a"><div class="t m0 x35 h19 yb4 ffa fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x12 y4f6 w7d h7c"><div class="t m0 x1d hc y46a ff6 fs3 fc1 sc0 ls0 ws0">Myrczek Józef<span class="ff1"> </span></div></div><div class="c xe3 y4f7 w7e h7a"><div class="t m0 x18 hc y138 ff6 fs3 fc1 sc0 ls0 ws0">należne za 202<span class="ff1">4 </span>i wypłacone w </div><div class="t m0 x18 hc y4e8 ff1 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c xe4 y4f7 w7f h7a"><div class="t m0 x50 hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">174<span class="ls0"> 309,00 </span></div></div><div class="c xe5 y4f7 w80 h7a"><div class="t m0 xe8 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe6 y4f7 w81 h7a"><div class="t m0 x3b hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">174<span class="ls0"> 309,00 </span></div></div><div class="c xe7 y4f7 w82 h7a"><div class="t m0 x35 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe3 y4f6 w7e h7a"><div class="t m0 x18 hc y138 ff6 fs3 fc1 sc0 ls0 ws0">należne za 202<span class="ff1">3 </span>i wypłacone w </div><div class="t m0 x18 hc y4e8 ff1 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c xe4 y4f6 w7f h7a"><div class="t m0 xe8 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe5 y4f6 w80 h7a"><div class="t m0 xe8 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe6 y4f6 w81 h7a"><div class="t m0 xd7 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe7 y4f6 w82 h7a"><div class="t m0 x35 hc y4e9 ffa fs3 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x12 y4f8 w7d h7d"><div class="t m0 x1d hc y4f9 ff1 fs3 fc1 sc0 ls0 ws0">Janus Mariusz </div></div><div class="c xe3 y4fa w7e h7a"><div class="t m0 x18 hc y138 ff6 fs3 fc1 sc0 ls0 ws0">należne za 202<span class="ff1">4 </span>i wypłacone w </div><div class="t m0 x18 hc y4e8 ff1 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c xe4 y4fa w7f h7a"><div class="t m0 x50 hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">154<span class="ls0"> 935,00 </span></div></div><div class="c xe5 y4fa w80 h7a"><div class="t m0 xbe hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xe6 y4fa w81 h7a"><div class="t m0 x3b hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">154<span class="ls0"> 935,00 </span></div></div><div class="c xe7 y4fa w82 h7a"><div class="t m0 x20 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xe3 y4f8 w7e h7b"><div class="t m0 x18 hc y4fb ff6 fs3 fc1 sc0 ls0 ws0">należne za 202<span class="ff1">3 </span>i wypłacone w </div><div class="t m0 x18 hc y4e8 ff1 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c xe4 y4f8 w7f h7b"><div class="t m0 xe8 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe5 y4f8 w80 h7b"><div class="t m0 xe8 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe6 y4f8 w81 h7b"><div class="t m0 xd7 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe7 y4f8 w82 h7b"><div class="t m0 x35 hc y4e9 ffa fs3 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x12 y4fc w7d h7c"><div class="t m0 x1d hc y4f2 ff6 fs3 fc1 sc0 ls0 ws0">Nowak Mirosław<span class="ff1"> </span></div></div><div class="c xe3 ye1 w7e h7a"><div class="t m0 x18 hc yb2 ff6 fs3 fc1 sc0 ls0 ws0">należne za <span class="ff1 ls2">202<span class="ls0">4 </span></span>i wypłacone w </div><div class="t m0 x18 hc y4e8 ff1 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c xe4 ye1 w7f h7a"><div class="t m0 x50 hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">154<span class="ls0"> 935,00 </span></div></div><div class="c xe5 ye1 w80 h7a"><div class="t m0 xe8 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe6 ye1 w81 h7a"><div class="t m0 x3b hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">154<span class="ls0"> 935,00 </span></div></div><div class="c xe7 ye1 w82 h7a"><div class="t m0 x35 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe3 y4fc w7e h7a"><div class="t m0 x18 hc yb2 ff6 fs3 fc1 sc0 ls0 ws0">należne za 202<span class="ff1">3 </span>i wypłacone w </div><div class="t m0 x18 hc y4e8 ff1 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c xe4 y4fc w7f h7a"><div class="t m0 xe8 hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe5 y4fc w80 h7a"><div class="t m0 xe8 hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe6 y4fc w81 h7a"><div class="t m0 xd7 hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe7 y4fc w82 h7a"><div class="t m0 x35 hc yb4 ffa fs3 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x12 y4fd w7d h7c"><div class="t m0 x1d hc y46a ff1 fs3 fc1 sc0 ls0 ws0">Preiss Adam** </div></div><div class="c xe3 y4fe w7e h7a"><div class="t m0 x18 hc y138 ff6 fs3 fc1 sc0 ls0 ws0">należne za 202<span class="ff1">4 </span>i wypłacone w </div><div class="t m0 x18 hc y4e8 ff1 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c xe4 y4fe w7f h7a"><div class="t m0 xe8 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe5 y4fe w80 h7a"><div class="t m0 xe8 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe6 y4fe w81 h7a"><div class="t m0 xd7 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe7 y4fe w82 h7a"><div class="t m0 x35 hc y4e9 ffa fs3 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c xe3 y4fd w7e h7a"><div class="t m0 x18 hc y138 ff6 fs3 fc1 sc0 ls0 ws0">należne za 202<span class="ff1">3 </span>i wypłacone w </div><div class="t m0 x18 hc y4e8 ff1 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c xe4 y4fd w7f h7a"><div class="t m0 xe8 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe5 y4fd w80 h7a"><div class="t m0 xe8 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe6 y4fd w81 h7a"><div class="t m0 xd7 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe7 y4fd w82 h7a"><div class="t m0 x35 hc y4e9 ffa fs3 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x12 y4ff w7d h7c"><div class="t m0 x1d hc y4f2 ff6 fs3 fc1 sc0 ls0 ws0">Ślęzak Tomasz<span class="ff1"> </span></div></div><div class="c xe3 y500 w7e h7a"><div class="t m0 x18 hc y501 ff6 fs3 fc1 sc0 ls0 ws0">należne za 202<span class="ff1">4 </span>i wypłacone w </div><div class="t m0 x18 hc y502 ff1 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c xe4 y500 w7f h7a"><div class="t m0 x61 hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">62<span class="ls0"> 382,50 </span></div></div><div class="c xe5 y500 w80 h7a"><div class="t m0 xe8 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe6 y500 w81 h7a"><div class="t m0 x5d hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">62<span class="ls0"> 382,50 </span></div></div><div class="c xe7 y500 w82 h7a"><div class="t m0 x35 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe3 y4ff w7e h7a"><div class="t m0 x18 hc y138 ff6 fs3 fc1 sc0 ls0 ws0">należne za 202<span class="ff1">3 </span>i wypłacone w </div><div class="t m0 x18 hc y502 ff1 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c xe4 y4ff w7f h7a"><div class="t m0 xe8 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe5 y4ff w80 h7a"><div class="t m0 xe8 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe6 y4ff w81 h7a"><div class="t m0 xd7 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe7 y4ff w82 h7a"><div class="t m0 x35 hc y4e9 ffa fs3 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x12 y292 w7d h7d"><div class="t m0 x1d hc y503 ff1 fs3 fc1 sc0 ls0 ws0">Wdowiak Adam </div></div><div class="c xe3 y504 w7e h7a"><div class="t m0 x18 hc yb2 ff6 fs3 fc1 sc0 ls0 ws0">należne za 202<span class="ff1">4 </span>i wypłacone w </div><div class="t m0 x18 hc y4e8 ff1 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c xe4 y504 w7f h7a"><div class="t m0 x50 hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">164<span class="ls0"> 622,00 </span></div></div><div class="c xe5 y504 w80 h7a"><div class="t m0 xe8 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe6 y504 w81 h7a"><div class="t m0 x3b hc y4e9 ff1 fs3 fc1 sc0 ls2 ws0">164<span class="ls0"> 622,00 </span></div></div><div class="c xe7 y504 w82 h7a"><div class="t m0 x35 hc y4e9 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe3 y292 w7e h7b"><div class="t m0 x18 hc y505 ff6 fs3 fc1 sc0 ls0 ws0">należne za 202<span class="ff1">3 </span>i wypłacone w </div><div class="t m0 x18 hc y4e8 ff1 fs3 fc1 sc0 ls2 ws0">202<span class="ls0">4 </span></div></div><div class="c xe4 y292 w7f h7b"><div class="t m0 xe8 hc y506 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe5 y292 w80 h7b"><div class="t m0 xe8 hc y506 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe6 y292 w81 h7b"><div class="t m0 xd7 hc y506 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe7 y292 w82 h7b"><div class="t m0 x35 hc y506 ffa fs3 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y507 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y508 ff6 fs4 fc1 sc0 ls0 ws0">*Członek <span class="_ _28"> </span>Rad<span class="_ _2"></span>y <span class="_ _28"></span>Nad<span class="_ _2"></span>zorczej <span class="_ _28"></span>Pan <span class="_ _26"> </span>Krzyszt<span class="_ _2"></span>of <span class="_ _28"></span>Lis <span class="_ _29"> </span><span class="ff1 fs3">w <span class="_ _28"> </span>dniu <span class="_ _28"></span>10.06.2024 <span class="_ _28"> </span>r. <span class="_ _28"> </span><span class="ff6">zł<span class="_ _2"></span>ożył <span class="_ _28"></span>oświadczenie <span class="_ _1a"></span>o <span class="_ _28"> </span>rez<span class="_ _2"></span>ygnacji <span class="_ _28"></span>z <span class="_ _28"> </span>pobierania<span class="_ _2"></span></span> </span></div><div class="t m0 x3 h12 y509 ff6 fs3 fc1 sc0 ls0 ws0">należnego <span class="_ _1d"> </span>mu<span class="ff1"> <span class="_ _1d"> </span></span>w<span class="_ _2"></span>ynagrodzenia <span class="_ _1d"> </span>z <span class="_ _1f"> </span>tytułu <span class="_ _1d"> </span>pełnienia <span class="_ _1f"> </span>funkcji<span class="ff1"> <span class="_ _1d"> </span>w <span class="_ _1f"> </span>Radzie <span class="_ _1d"> </span>Nadzorczej <span class="_ _1f"> </span>STALPROFIL <span class="_ _1d"> </span>S.A.<span class="ff3 fs4"> <span class="_ _1e"> </span></span></span>poc<span class="_ _2"></span>ząwszy <span class="_ _1d"> </span>od </div><div class="t m0 x3 he y50a ff1 fs3 fc1 sc0 ls0 ws0">wynagrodzenia za czerwiec 2024 roku,<span class="fs4"> </span></div><div class="t m0 x3 he y50b ff1 fs4 fc1 sc0 ls0 ws0">**<span class="ff6">Członek <span class="_ _1a"></span>Rady <span class="_ _1a"></span>Nadzorczej <span class="_ _1a"></span>P<span class="_ _2"></span>an <span class="_ _1a"></span>Adam <span class="_ _1a"></span>Preiss<span class="_ _2"></span></span>, <span class="_ _1a"></span><span class="ff6">złożył <span class="_ _1a"></span>oś<span class="_ _2"></span>wiadczenie <span class="_ _1a"></span>o <span class="_ _1a"></span>rezygnacji <span class="_ _1a"></span>z <span class="_ _1a"></span>pobierania <span class="_ _1a"></span>n<span class="_ _2"></span>ależnego <span class="_ _1a"></span>mu </span></div><div class="t m0 x3 he y50c ff6 fs4 fc1 sc0 ls0 ws0">wynagrodzenia <span class="_ _2"></span>z <span class="_ _2"></span>tytułu<span class="_ _2"></span> <span class="_ _2"></span>pełnienia <span class="_ _2"></span>funkcji <span class="_ _2"></span><span class="ff1">w <span class="_ _2"></span>Radzie <span class="_ _2"></span>Nad<span class="_ _2"></span>zorczej <span class="_ _2"></span>STALPROFIL <span class="_ _2"></span>S.<span class="_ _2"></span>A. <span class="_ _2"></span></span>od <span class="_ _2"></span>dnia <span class="_ _2"></span>po<span class="_ _2"></span>wołania <span class="_ _2"></span>to <span class="_ _2"></span>jest <span class="_ _2"></span>od </div><div class="t m0 x3 he y50d ff1 fs4 fc1 sc0 ls0 ws0">24 maja 2024.<span class="_ _2"></span> </div><div class="t m0 x3 he y8c ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y50e ff1 fs4 fc1 sc0 ls0 ws0">Wykazane <span class="_ _29"> </span>w <span class="_ _29"> </span>tabeli<span class="_ _2"></span> <span class="_ _26"> </span>2<span class="_ _2"></span>4 <span class="_ _26"> </span><span class="ff6">ś<span class="_ _2"></span>wiadczenia <span class="_ _29"> </span>niepieniężn<span class="_ _2"></span>e <span class="_ _26"> </span>doty<span class="_ _2"></span>czą  świadczeń <span class="_ _26"> </span>z  tytułu <span class="_ _29"> </span>korzy<span class="_ _2"></span>stania <span class="_ _26"> </span>p<span class="_ _2"></span>rzez <span class="_ _29"> </span>członków </span></div><div class="t m0 x3 he y50f ff6 fs4 fc1 sc0 ls0 ws0">Zarządu<span class="ff1"> </span>Sp<span class="_ _2"></span>ółki<span class="ff1"> z </span>samochodów s<span class="_ _2"></span>łużbowych<span class="_ _2"></span><span class="ff1"> </span>do celów prywatnych<span class="ff1"> o<span class="_ _2"></span>raz </span>zawierają wartość skład<span class="_ _2"></span>ek <span class="ff1">na PPE<span class="_ _2"></span>.  </span></div><div class="t m0 x3 he y510 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xf h11 y511 ff2 fs5 fc1 sc0 lsb ws0">3.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Informacje <span class="_ _1c"></span>o <span class="_ _1a"></span>z<span class="_ _0"></span>obowiązaniach <span class="_ _1c"></span>wynikających <span class="_ _1c"></span>z <span class="_ _1c"></span>emerytur <span class="_ _1c"></span>i <span class="_ _1a"></span>świadczeń<span class="_ _0"></span> <span class="_ _1c"></span>o <span class="_ _28"></span><span class="ff2">podobnym </span></span></span></div><div class="t m0 x10 h13 y2c4 ff5 fs5 fc1 sc0 ls0 ws0">charakterze dla byłych osób zarządzających i nadzorujących<span class="ff2"> </span></div><div class="t m0 x3 he y512 ff6 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _0"></span>nie <span class="_ _9"></span>posiada zobowiązań <span class="_ _9"></span>wynikających <span class="_ _0"></span>z <span class="_ _9"></span>emerytur <span class="_ _0"></span>i <span class="_ _9"></span>świadczeń <span class="_ _0"></span>o <span class="_ _9"></span>podob<span class="_ _2"></span>nym <span class="_ _9"></span>charakterze <span class="_ _0"></span>dla <span class="_ _9"></span>był<span class="_ _2"></span>ych <span class="_ _9"></span>osób </div><div class="t m0 x3 he y513 ff6 fs4 fc1 sc0 ls0 ws0">zarządzający<span class="_ _2"></span>ch, <span class="_ _32"> </span>nadzorujących <span class="_ _32"> </span>albo <span class="_ _e"> </span>byłych <span class="_ _32"> </span>członków <span class="_ _32"> </span>organó<span class="_ _2"></span>w <span class="_ _2b"> </span>adminis<span class="_ _2"></span>trujących <span class="_ _32"> </span>oraz <span class="_ _32"> </span>zob<span class="_ _2"></span>owiązań </div><div class="t m0 x3 he y514 ff6 fs4 fc1 sc0 ls0 ws0">zaciągniętych w związku z<span class="_ _2"></span> tymi emeryturami.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y1da ff1 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x8 y13 w5 h8" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">39<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 xf h11 yd3 ff2 fs5 fc1 sc0 lsb ws0">4.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Umowy  zawarte  międz<span class="_ _0"></span>y  emitentem<span class="ff2">,  </span>a  osoba<span class="_ _0"></span>mi  zarządzającymi,  p<span class="_ _0"></span>rzewidujące </span></span></div><div class="t m0 x10 h13 yd4 ff5 fs5 fc1 sc0 ls0 ws0">rekompensatę <span class="_ _1b"> </span>w <span class="_ _1b"> </span>p<span class="_ _2"></span>rzypadku <span class="_ _1b"> </span>ich <span class="_ _1b"> </span>rezygnacji <span class="_ _1b"> </span>lub <span class="_ _12"> </span>zwolnienia<span class="_ _0"></span> <span class="_ _1b"> </span>z <span class="_ _1b"> </span>zaj<span class="_ _2"></span>mowanego </div><div class="t m0 x10 h13 yd5 ff2 fs5 fc1 sc0 ls0 ws0">stanowiska </div><div class="t m0 x3 he y1b ff6 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _a"> </span>jest <span class="_ _a"> </span>stroną <span class="_ _a"> </span>umów <span class="_ _a"> </span><span class="ff1">o <span class="_ _a"> </span>zaka<span class="_ _2"></span>zie <span class="_ _21"> </span>kon<span class="_ _2"></span>kurencji <span class="_ _a"> </span>z <span class="_ _a"> </span>obecnymi <span class="_ _a"> </span>C</span>złon<span class="_ _2"></span>kami <span class="_ _21"> </span>Za<span class="_ _2"></span>rządu <span class="_ _a"> </span>w <span class="_ _a"> </span>osobach: <span class="_ _1d"> </span><span class="ff1">Henryka </span></div><div class="t m0 x3 he y1c ff1 fs4 fc1 sc0 ls0 ws0">Orczykowskiego, <span class="_ _1e"> </span><span class="ff6">Zenon<span class="_ _2"></span>a <span class="_ _1e"> </span>Jędrochy<span class="_ _2"></span></span> <span class="_ _1f"> </span>i <span class="_ _1e"> </span>Sylwii <span class="_ _1e"> </span>Potockiej<span class="_ _2"></span>-Lewickiej. <span class="_ _1f"> </span>U<span class="_ _2"></span>mowy <span class="_ _1e"> </span>te <span class="_ _1e"> </span><span class="ff6">przewid<span class="_ _2"></span>ują, <span class="_ _1e"> </span>iż</span> wymienieni </div><div class="t m0 x3 he y1d ff6 fs4 fc1 sc0 ls0 ws0">Członkowie Zarzą<span class="_ _2"></span>du nie <span class="_ _2"></span>mogą <span class="_ _2"></span>w trakci<span class="_ _2"></span>e trwan<span class="_ _2"></span>ia stos<span class="_ _2"></span>unku<span class="_ _2"></span><span class="ff1"> </span>pracy <span class="_ _2"></span>w spół<span class="_ _2"></span>ce emitenta <span class="_ _2"></span>oraz <span class="_ _2"></span>w<span class="ff1"> </span>ciągu<span class="_ _2"></span> 12 <span class="_ _2"></span>miesięcy </div><div class="t m0 x3 he y1e ff6 fs4 fc1 sc0 ls0 ws0">po <span class="_ _1c"></span>ustan<span class="_ _2"></span>iu <span class="_ _1c"></span>tego <span class="_ _1c"></span>stosu<span class="_ _2"></span>nku <span class="_ _2"></span>p<span class="_ _2"></span>rowadzić <span class="_ _1c"></span>działalno<span class="_ _2"></span>ści <span class="_ _1c"></span>konkurencyjn<span class="_ _2"></span>ej <span class="_ _2"></span>wobec<span class="_ _2"></span> <span class="_ _1a"></span><span class="ff1">STALPROFIL<span class="_ _2"></span> <span class="_ _1c"></span></span>S.A., <span class="_ _1a"></span>ani <span class="_ _2"></span>też <span class="_ _1a"></span>świadczyć </div><div class="t m0 x3 he y515 ff6 fs4 fc1 sc0 ls0 ws0">pracy <span class="_ _1c"></span>w <span class="_ _1c"></span>rama<span class="_ _2"></span>ch <span class="_ _1c"></span>stosunku<span class="_ _2"></span> <span class="_ _1c"></span>pracy <span class="_ _1c"></span>lub <span class="_ _1c"></span>na <span class="_ _1a"></span>innej <span class="_ _2"></span>p<span class="_ _2"></span>odstawie <span class="_ _1c"></span>na <span class="_ _1a"></span>rzecz <span class="_ _2"></span>pod<span class="_ _2"></span>miotu <span class="_ _1c"></span>prowadząc<span class="_ _2"></span>ego <span class="_ _1c"></span>taką <span class="_ _1c"></span>dzia<span class="_ _2"></span>łalność. </div><div class="t m0 x3 he y516 ff6 fs4 fc1 sc0 ls0 ws0">Tytułem <span class="_ _2"></span>odszkod<span class="_ _2"></span>owania <span class="_ _2"></span>za <span class="_ _2"></span>zakaz <span class="_ _1c"></span>ko<span class="_ _2"></span><span class="ff1">nkurencji <span class="_ _2"></span>w <span class="_ _2"></span>umownym <span class="_ _2"></span>okr<span class="_ _2"></span>esie <span class="_ _2"></span>(12 </span>miesięcy) <span class="_ _2"></span>p<span class="_ _2"></span>o <span class="_ _2"></span>ustaniu <span class="_ _1c"></span>stosunku <span class="_ _2"></span>pra<span class="_ _2"></span>cy<span class="_ _0"></span> </div><div class="t m0 x3 he y517 ff6 fs4 fc1 sc0 ls0 ws0">Członkom <span class="_ _1b"> </span>Zarządu <span class="_ _1b"> </span>przysługuje <span class="_ _20"> </span>comiesięczne <span class="_ _1b"> </span>odszkodowanie <span class="_ _1b"> </span>od <span class="_ _20"> </span>Spółki <span class="_ _12"> </span>w <span class="_ _20"> </span>wys<span class="_ _2"></span>okości <span class="_ _20"> </span>75% <span class="_ _1b"> </span>ostatnio </div><div class="t m0 x3 he y198 ff6 fs4 fc1 sc0 ls0 ws0">otrzymanego miesięcznego <span class="_ _2"></span>wynagrodzen<span class="_ _2"></span>ia zasadniczego brutto.<span class="_ _2"></span><span class="ff1">  </span></div><div class="t m0 x3 he y518 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xf h11 y519 ff2 fs5 fc1 sc0 lsb ws0">5.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Akcje <span class="_ _9"></span>Spółki <span class="_ _9"></span>or<span class="_ _2"></span>az <span class="_ _9"></span>akcje <span class="_ _9"></span>i <span class="_ _9"></span>udziały <span class="_ _9"></span>w <span class="_ _9"></span>pod<span class="_ _2"></span>miotach <span class="_ _9"></span>powiązanych <span class="_ _9"></span> <span class="_ _9"></span>będące <span class="_ _9"></span>w<span class="_ _2"></span><span class="ff2"> posiadaniu </span></span></span></div><div class="t m0 x10 h13 y51a ff5 fs5 fc1 sc0 ls0 ws0">osób zarządzających i nadzorujących<span class="ff2"> </span></div><div class="t m0 x3 he y1e6 ff1 fs4 fc1 sc0 ls0 ws0">Zestawienie <span class="_ _1c"></span>wszys<span class="_ _2"></span>tkich <span class="_ _1c"></span>akcji <span class="_ _1c"></span>emitenta <span class="_ _1a"></span><span class="ff6">oraz <span class="_ _1c"></span>akcji <span class="_ _1c"></span>i <span class="_ _1c"></span>udziałów</span> <span class="_ _1c"></span>w <span class="_ _1c"></span><span class="ff6">s<span class="_ _2"></span>pół</span>kach <span class="_ _1a"></span><span class="ff6">powiązanych</span> <span class="_ _1c"></span>emitenta, <span class="_ _1c"></span><span class="ff6">będących<span class="_ _2"></span> <span class="_ _2"></span>w<span class="_ _2"></span> </span></div><div class="t m0 x3 he y25d ff6 fs4 fc1 sc0 ls0 ws0">posiadaniu<span class="_ _2"></span> <span class="_ _26"> </span>osób <span class="_ _26"> </span>zarządzających <span class="_ _26"> </span>oraz <span class="_ _29"> </span>nadzorujący<span class="_ _2"></span>ch <span class="_ _26"> </span>emitenta <span class="_ _26"> </span>na <span class="_ _26"> </span>dzień  <span class="ff1">31.12.2024 <span class="_ _28"></span>rok<span class="_ _2"></span>u <span class="_ _26"> </span>zaprezentowane<span class="_ _2"></span> </span></div><div class="t m0 x3 he y25e ff6 fs4 fc1 sc0 ls0 ws0">zostało <span class="_ _21"> </span>w<span class="_ _0"></span>  Tabeli  2<span class="ff1">6<span class="ls3b">.  </span>W  trakcie  roku <span class="_ _21"> </span>2024  stan  p<span class="_ _2"></span>osiadania  akcji  emitent<span class="_ _2"></span>a  </span>oraz <span class="_ _21"> </span>akcji  i  udziałów<span class="_ _2"></span><span class="ff1">  </span>spółek </div><div class="t m0 x3 he y25f ff6 fs4 fc1 sc0 ls0 ws0">powiązanych p<span class="_ _2"></span>rzez osoby zarządzające i nad<span class="_ _2"></span>zorujące<span class="_ _2"></span><span class="ff1"> </span>nie zmienił się.<span class="ff1"> </span></div><div class="t m0 x3 he y220 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y51b ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="_ _26"> </span><span class="ls4">26</span> <span class="_ _29"> </span><span class="ff6">Zestawienie <span class="_ _29"> </span>stanu <span class="_ _29"> </span>posiadan<span class="_ _2"></span>ia <span class="_ _26"> </span>akcji <span class="_ _26"> </span>emitenta <span class="_ _29"> </span>przez <span class="_ _29"> </span>osoby <span class="_ _29"> </span>zarządzające <span class="_ _29"> </span>i <span class="_ _26"> </span>nadzorują<span class="_ _2"></span>ce <span class="_ _26"> </span>na <span class="_ _29"> </span>dzień  </span></div><div class="t m0 x3 he y51c ff1 fs4 fc1 sc0 ls0 ws0">31.12.<span class="ls3c">20</span>24 <span class="ls11">r.</span> </div></div><div class="c x12 y51d w83 h49"><div class="t m0 x4d h9 y51e ff2 fs3 fc1 sc0 ls0 ws0">Osoby </div><div class="t m0 x6 h9 yb4 ff5 fs3 fc1 sc0 ls0 ws0">zarządzające/nadzorujące<span class="ff2"> </span></div></div><div class="c x4a y51d w55 h49"><div class="t m0 x68 h9 yb2 ff5 fs3 fc1 sc0 ls0 ws0">Akcje spółki<span class="ff2"> </span></div></div><div class="c x85 y51d w22 h49"><div class="t m0 x18 h9 yb2 ff2 fs3 fc1 sc0 ls0 ws0">Liczba akcji </div></div><div class="c x64 y51d w55 h49"><div class="t m0 x1b h9 y51e ff5 fs3 fc1 sc0 ls0 ws0">Wartość </div><div class="t m0 x24 h9 yb4 ff5 fs3 fc1 sc0 ls0 ws0">nominalna (zł)<span class="ff2"> </span></div></div><div class="c xe9 y51d w17 h49"><div class="t m0 x1d h9 yda ff2 fs3 fc1 sc0 ls0 ws0">Zmiana liczby akcji  od daty </div><div class="t m0 xa h9 yb2 ff2 fs3 fc1 sc0 ls0 ws0">przekazania ostatniego </div><div class="t m0 x6 h9 yb3 ff2 fs3 fc1 sc0 ls0 ws0">raportu okresowego </div></div><div class="c x12 y51f w83 h18"><div class="t m0 x1d hc yb2 ff6 fs3 fc1 sc0 ls0 ws0">Zenon Jędrocha –<span class="ff1"> </span>Członek </div><div class="t m0 x1d hc yb3 ff6 fs3 fc1 sc0 ls0 ws0">Zarządu<span class="ff1"> </span></div></div><div class="c x4a y51f w55 h18"><div class="t m0 x8 hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">IZOSTAL S.A. </div></div><div class="c x85 y51f w22 h18"><div class="t m0 x6e hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">1 584<span class="ls0"> </span></div></div><div class="c x64 y51f w55 h18"><div class="t m0 x96 hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">3 168,0 </div></div><div class="c xe9 y51f w17 h18"><div class="t m0 xf hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c x12 y520 w83 h18"><div class="t m0 x1d hc yb6 ff1 fs3 fc1 sc0 ls0 ws0">Stefan Dzienniak <span class="ff6">–</span> </div><div class="t m0 x1d hc yb3 ff6 fs3 fc1 sc0 ls0 ws0">Przewodniczący Rady Nadzorczej<span class="ff1"> </span></div></div><div class="c x4a y520 w55 h18"><div class="t m0 x1d hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">STALPROFIL S.A. </div></div><div class="c x85 y520 w22 h18"><div class="t m0 x6e hc yb4 ff1 fs3 fc1 sc0 ls2 ws0">2 200<span class="ls0"> </span></div></div><div class="c x64 y520 w55 h18"><div class="t m0 x57 hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">220,0 </div></div><div class="c xe9 y520 w17 h18"><div class="t m0 xf hc yb4 ff1 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 hf y521 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y522 ff6 fs4 fc1 sc0 ls0 ws0">Na <span class="_ _26"> </span>d<span class="_ _2"></span>zień <span class="_ _26"> </span>przekaza<span class="_ _2"></span>nia <span class="_ _26"> </span><span class="ff1">niniejszego <span class="_ _26"> </span>ra<span class="_ _2"></span>portu <span class="_ _26"> </span>ro<span class="_ _2"></span>cznego <span class="_ _26"> </span>stan<span class="_ _2"></span> <span class="_ _26"> </span></span>posiadan<span class="_ _2"></span>ia <span class="_ _26"> </span>akcji <span class="_ _26"> </span>emitenta <span class="_ _29"> </span>i <span class="_ _26"> </span>spół<span class="_ _2"></span>ek <span class="_ _26"> </span>powiązanych<span class="_ _2"></span> </div><div class="t m0 x3 he y523 ff1 fs4 fc1 sc0 ls0 ws0">STALPROFIL S.A. <span class="ff6">przez os<span class="_ _2"></span>oby zarządza<span class="_ _2"></span>jące i nadzorujące n<span class="_ _2"></span>ie uległ zmianie.<span class="_ _2"></span></span> </div><div class="t m0 x3 he y524 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xf h11 y525 ff2 fs5 fc1 sc0 lsb ws0">6.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Informacje <span class="_ _26"></span>o <span class="_ _29"> </span>znanych <span class="_ _29"> </span>Spółce <span class="_ _28"></span>u<span class="_ _2"></span>mowach, <span class="_ _26"></span>w <span class="_ _29"> </span>wyniku <span class="_ _26"></span>których <span class="_ _29"> </span>mogą <span class="_ _26"></span>w <span class="_ _29"> </span>przyszłości </span></span></div><div class="t m0 x10 h13 y362 ff5 fs5 fc1 sc0 ls0 ws0">nastąpić <span class="_ _c"> </span>zmiany <span class="_ _2d"> </span><span class="ff2">w proporcjach <span class="_ _c"> </span>posiadanych <span class="_ _2d"> </span>akcji <span class="_ _2d"> </span>pr<span class="_ _2"></span>zez <span class="_ _2d"> </span>dotychczasowych </span></div><div class="t m0 x10 h13 y526 ff2 fs5 fc1 sc0 ls0 ws0">akcjonariuszy </div><div class="t m0 x3 he y527 ff6 fs4 fc1 sc0 ls0 ws0">Na <span class="_ _9"></span>d<span class="_ _2"></span>zień <span class="_ _9"></span>sporządzenia <span class="_ _0"></span>niniejszego <span class="_ _9"></span>raportu<span class="_ _2"></span> <span class="_ _9"></span>rocznego Spó<span class="_ _0"></span>łka <span class="_ _9"></span>nie <span class="_ _9"></span>pos<span class="_ _2"></span>iadała <span class="_ _9"></span>informacji <span class="_ _0"></span>o <span class="ff1">jakic<span class="_ _0"></span>hkolwiek <span class="_ _0"></span>umowach </span></div><div class="t m0 x3 he y528 ff1 fs4 fc1 sc0 ls0 ws0">w <span class="_ _12"> </span>wyniku<span class="_ _2"></span>, <span class="_ _2b"> </span><span class="ff6">których <span class="_ _12"> </span>mogą <span class="_ _2b"> </span>w <span class="_ _2b"> </span>przyszłości <span class="_ _2b"> </span>nastąpić <span class="_ _2b"> </span>zmiany <span class="_ _12"> </span>w<span class="_ _2"></span></span> prop<span class="_ _2"></span>orcjach <span class="_ _2b"> </span>posiadanych <span class="_ _2b"> </span>akcji <span class="_ _2b"> </span>przez </div><div class="t m0 x3 he y529 ff1 fs4 fc1 sc0 ls0 ws0">dotychczaso<span class="_ _2"></span>wych akcjonariuszy. </div><div class="t m0 xf h11 y52a ff2 fs5 fc1 sc0 lsb ws0">7.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Informacja o systemie kontroli programów akcji pracowniczych<span class="ff2"> </span></span></span></div><div class="t m0 x3 he y52b ff6 fs4 fc1 sc0 ls0 ws0">Spółka nie organ<span class="_ _2"></span>izowała programu akcji pracowniczy<span class="_ _2"></span>ch,  zatem nie istniej<span class="_ _2"></span>e system jego kontroli.<span class="_ _1c"></span><span class="ff1"> </span></div><div class="t m0 x3 he y52c ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xf h11 y2c8 ff2 fs5 fc1 sc0 lsb ws0">8.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Informacja o nabyciu akcji własnych.<span class="ff2"> </span></span></span></div><div class="t m0 x3 he y52d ff6 fs4 fc1 sc0 ls0 ws0">Spółka nie organ<span class="_ _2"></span>izowała programu <span class="ff1">s<span class="_ _2"></span>kupu akcji <span class="_ _2"></span></span>własnych i <span class="ff1">nie </span>jest w posiad<span class="_ _2"></span>aniu akcji własnych<span class="_ _2"></span><span class="ff1">. </span></div><div class="t m0 x3 he y52e ff1 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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AAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNaYIgMDAxYBAAB/k1RrJOf444+v1WoRMfJycHCw8rK/v7/ysvIhY19OyoN4Pp6P5+P59PX1DX34pD+lqfzsUns+I+/26vz0PZ+JP8jo//qshufT8UGOP/54f53ORa3ZbFqF/C5brbZz507rACRr3rx5timrijkh2SGRALlwby1L9XrdIgC2KasK5gRDotZITnd3t0UAbFNWFcwJhkStkRwnIoBtyqqCOcGQqDVS5EQEsE1ZVTAnGBK1RoqciAC2KasK5gRDotZIkRMRwDZlVcGcYEjUGgAAAGqNifEjMgDblFUFc4IhUWukaOin0QPYpqwqmBMMiVojLU5EANuUVQVzgiFRa6TIiQhgm7KqYE4wJGqNFDkRAWxTVhXMCYZErZEiJyKAbcqqgjnBkKg1UuREBLBNWVUwJxgStUaKnIgAtimrCuYEQ6LWSJETEcA2ZVXBnGBI1BopciIC2KasKpgTDIlaI0VORADblFUFc4IhUWukyIkIYJuyqmBOMCRqjRQ1Gg2LANimrCqYEwyJWiM5XV1dFgGwTVlVMCcYErVGcpyIALYpqwrmBEOi1kiRExHANmVVwZxgSNQaKXIiAtimrCqYEwyJWiNFTkQA25RVBXOCIVFrpKher1sEwDZlVcGcYEjUGsnp7u62CIBtyqqCOcGQqDWS40QEsE1ZVTAnGBK1RoqciAC2KasK5gRDotZIkRMRwDZlVcGcYEjUGilyIgLYpqwqmBMMiVoDAABArTExzWbTIgC2KasK5gRDotZITq1WswiAbcqqgjnBkKg1kuNEBLBNWVUwJxgStUaKnIgAtimrCuYEQ6LWSJETEcA2ZVXBnGBI1BopciIC2KasKpgTDIlaI0VORADblFUFc4IhUWukyIkIYJuyqmBOMCRqjRQ5EQFsU1YVzAmGRK2RIicigG3KqoI5wZCoNVLUaDQsAmCbsqpgTjAkao3kdHV1WQTANmVVwZxgSNQayXEiAtimrCqYEwyJWiNFTkQA25RVBXOCIVFrpMiJCGCbsqpgTjAkao0UOREBbFNWFcwJhkStkaJ6vW4RANuUVQVzgiFRaySnu7vbIgC2KasK5gRDotZIjhMRwDZlVcGcYEjUGilyIgLYpqwqmBMMiVojRU5EANuUVQVzgiFRa6TIiQhgm7KqYE4wJGoNAAAAtcbENJtNiwDYpqwqmBMMiVojObVazSIAtimrCuYEQ6LWSI4TEcA2ZVXBnGBI1BopciIC2KasKpgTDIlaI0VORADblFUFc4IhUWukyIkIYJuyqmBOMCRqjRQ5EQFsU1YVzAmGRK2RIicigG3KqoI5wZCoNVLkRASwTVlVMCcYErVGipyIALYpqwrmBEOi1kiRExHANmVVwZxgSNQaKXIiAtimrCqYEwyJWiNFjUbDIgC2KasK5gRDotZITldXl0UAbFNWFcwJhkStkRwnIoBtyqqCOcGQqDVS5EQEsE1ZVTAnGBK1RoqciAC2KasK5gRDotZIkRMRwDZlVcGcYEjUGimq1+sWAbBNWVUwJxgStUZyuru7LQJgm7KqYE4wJGqN5DgRAWxTVhXMCYZErZEiJyKAbcqqgjnBkKg1UvTyyy9bBMA2ZVXBnGBICtckQyPXbuTl0HdiHf1y6B736JeVDxn7clIexPPxfDwfz2fkwyf9KU3lZ5fa8xnZ/F+dn77nM/EHGf1fn9XwfA70IP46nYva6N2fXNRqLhxgm7KqYE4wJIXzlZBZ8m9DAduUVQVzgiEpP62FdZaXzYkIYJuyqmBOMCSlc28tS05EANuUVQVzgiEpP62FdZaXzYkIYJuyqmBOMCSlc28NAAAgybQW1gAAAAlyby3PyK7VLAJgm7KqYE4wJIVfLPfWAAAAEuTeWp6R7UQEsE1ZVTAnGJLiL5Z7awAAAAlyby3PyHYiAtimrCqYEwxJ8RfLvTUAAIAEubeWZ2Q7EQFsU1YVzAmGpPiL5d4aAABAgtxbyzOynYgAtimrCuYEQ1L8xXJvDQAAIEHureUZ2U5EANuUVQVzgiFRaySo0WhYBMA2ZVXBnGBICk9rXwmZ5WWruXCAbcqqgjnBkBTOvbUsOREBbFNWFcwJhqT8tBbWWV42JyKAbcqqgjnBkJTOvbUsOREBbFNWFcwJhqT8tBbWWV42JyKAbcqqgjnBkJTOvbUs1et1iwDYpqwqmBMMSeFpLayzvGxORADblFUFc4IhKZ17a1lyIgLYpqwqmBMMSflpLayzvGxORADblFUFc4IhKZ17a1lyIgLYpqwqmBMMSflpLayzvGxORADblFUFc4IhKZ17awAAAEmmtbAGAABIkHtreUZ2rWYRANuUVQVzgiEp/GK5twYAAJAg99byjGwnIoBtyqqCOcGQFH+x3FsDAABIkHtreUa2ExHANmVVwZxgSIq/WO6tAQAAJMi9tTwj24kIYJuyqmBOMCTFXyz31gAAABLk3lqeke1EBLBNWVUwJxgStUaCGo2GRQBsU1YVzAmGpPC09pWQWV62mgsH2KasKpgTDEnh3FvLkhMRwDZlVcGcYEjKT2thneVlcyIC2KasKpgTDEnp3FvLkhMRwDZlVcGcYEjKT2thneVlcyIC2KasKpgTDEnp3FvLUr1etwiAbcqqgjnBkBSe1sI6y8vmRASwTVlVMCcYktK5t5YlJyKAbcqqgjnBkJSf1sI6y8vmRASwTVlVMCcYktK5t5YlJyKAbcqqgjnBkJSf1sI6y8vmRASwTVlVMCcYktK5twYAAJBkWgtrAACABLm3lmdk12q1Wm3oF0MvBwcHKy/7+/srLysfMvblpDyI5+P5eD6ez8iHT/pTmsrPLrXnM7L5vzo/fc9n4g8y+r8+q+H5HOhB/HU6m7/2u7eWaa25cIBtyqqCOcGQqDUAAACmmq+EzDOy3b8GbFNWFcwJhqT4i+XeGgAAQILcW8szsp2IALYpqwrmBENS/MVybw0AACBB7q3lGdlORADblFUFc4IhKf5iubcGAACQIPfW8oxsJyKAbcqqgjnBkBR/sdxbAwAASJB7a3lGthMRwDZlVcGcYEjUGglqNBoWAbBNWVUwJxiSwtPaV0JmedlqLhxgm7KqYE4wJIVzby1LTkQA25RVBXOCISk/rYV1lpfNiQhgm7KqYE4wJKVzby1LTkQA25RVBXOCISk/rYV1lpfNiQhgm7KqYE4wJKVzby1L9XrdIgC2KasK5gRDUnhaC+ssL5sTEcA2ZVXBnGBISufeWpaciAC2KasK5gRDUn5aC+ssL5sTEcA2ZVXBnGBISufeWpaciAC2KasK5gRDUn5aC+ssL5sTEcA2ZVXBnGBISufeGgAAQJJpLawBAAAS5N5anpFdq1kEwDZlVcGcYEgKv1jurQEAACTIvbU8I9uJCGCbsqpgTjAkxV8s99YAAAAS5N5anpHtRASwTVlVMCcYkuIvlntrAAAACXJvLc/IdiIC2KasKpgTDEnxF8u9NQAAgAS5t5ZnZDsRAWxTVhXMCYZErZGgRqNhEQDblFUFc4IhKTytfSVklpet5sIBtimrCuYEQ1I499ay5EQEsE1ZVTAnGJLy01pYZ3nZnIgAtimrCuYEQ1I699ay5EQEsE1ZVTAnGJLy01pYZ3nZnIgAtimrCuYEQ1I699ayVK/XLQJgm7KqYE4wJIWntbDO8rI5EQFsU1YVzAmGpHTurWXJiQhgm7KqYE4wJOWntbDO8rI5EQFsU1YVzAmGpHTurWXJiQhgm7KqYE4wJOWntbDO8rI5EQFsU1YVzAmGpHTurWXJiQhgm7KqYE4wJOWntbDO8rI5EQFsU1YVzAmGpHTurQEAACSZ1sIaAAAgQe6t5RnZtZpFAGxTVhXMCYak8Ivl3hoAAECC3FvLM7KdiAC2KasK5gRDUvzFcm8NAAAgQe6t5RnZTkQA25RVBXOCIVFrJKjRaFgEwDZlVcGcYEjUGsnp6uoaOhQZeTk4OFh52d/fX3lZ+ZCxLyflQTwfz8fz8Xz6+/uHtqlJf0pT+dml9nxGNv9X56fv+Uz8QUb/12c1PJ+OD9LV1eWv07nw79byvGx+Aj1gm7KqYE4wJKVzby1L9XrdIgC2KasK5gRDUnhaC+ssL5sTEcA2ZVXBnGBISufeWpaciAC2KasK5gRDUn5aC+ssL5sTEcA2ZVXBnGBISufeWpaciAC2KasK5gRDUn5aC+ssL5sTEcA2ZVXBnGBISufeWpaciAC2KasK5gRDUn5aC+ssL5sTEcA2ZVXBnGBISufeGgAAQJJpLawBAAAS5N5anpFdq1kEwDZlVcGcYEgKv1jurQEAACTIvbU8I9uJCGCbsqpgTjAkxV8s99YAAAAS5N5anpHtRASwTVlVMCcYkuIvlntrAAAACXJvLc/IdiIC2KasKpgTDEnxF8u9NQAAgAS5t5ZnZDsRAWxTVhXMCYZErZGgRqNhEQDblFUFc4IhKTytfSVklpet5sIBtimrCuYEQ1I499ay5EQEsE1ZVTAnGJLy01pYZ3nZnIgAtimrCuYEQ1I699ay5EQEsE1ZVTAnGJLy01pYZ3nZnIgAtimrCuYEQ1I699ayVK/XLQJgm7KqYE4wJIWntbDO8rI5EQFsU1YVzAmGpHTurWXJiQhgm7KqYE4wJOWntbDO8rI5EQFsU1YVzAmGpHTurWXJiQhgm7KqYE4wJOWntbDO8rI5EQFsU1YVzAmGpHTurQEAACSZ1sIaAAAgQe6t5RnZtZpFAGxTVhXMCYak8Ivl3hoAAECC3FvLM7KdiAC2KasK5gRDUvzFcm8NAAAgQe6t5RnZTkQA25RVBXOCISn+Yrm3BgAAkCD31vKMbCcigG3KqoI5wZAUf7HcWwMAAEiQe2t5RnatNnQoMvJycHCw8rK/v7/ysvIhY19OyoN4Pp6P5+P59PX1DX34pD+lqfzsUns+I+/26vz0PZ+JP8jo//qshudzoAfx1+ls/trv3hoAAECC3FsDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaA1zchzkAACAASURBVAAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFrjkPX19VkEAAD8TVKtkZzZs2fXarVdu3aNvHzmmWcqL3fs2FF5WfmQsS8n5UE8H8/H8/F8Dvv5HMPPZSIP4vl4Pp6PDbCM5zN79mx/nc5FrdlsWoUc7dq1yyIAJXnTm95kZwOYmv3WIuTCvbU8I7tWswiAnQ0A+61aIznuiAJ2NgDst2qNFDkRAexsANhv1RopciIC2NkAsN+qNVLkRASwswFgv1VrpMiJCGBnA8B+q9ZIkRMRwM4GgP1WrZEiJyKAnQ0A+61aI0VORAA7GwD2W7VGihqNhkUA7GwA2G/VGsnp6uqyCICdDQD7rVojOU5EADsbAPZbtUaKnIgAdjYA7LdqjRQ5EQHsbADYb9UaKXIiAtjZALDfqjVSVK/XLQJgZwPAfqvWSE53d7dFAOxsANhv1RrJcSIC2NkAsN+qNVLkRASwswFgv1VrpMiJCGBnA8B+q9ZIkRMRwM4GgP1WrZEiJyKAnQ0A+61aI0VORAA7GwD2W7UGAACAWmNims2mRQDsbADYb9UayanVahYBsLMBYL9VayTHiQhgZwPAfqvWSJETEcDOBoD9tnjTLAEAiZg3b169Xu/u7h79MiKazWatVjvQy0aj0dXVNfrlUXoQz2cKns/QJLgcr8LnM/SBEWFVp+D5+L+bnNLandBMT0R27txpHYDCUs3OhjFw9a3D1Cy1BMiFr4TMkv/AADsbxgBXH0ut1kiRrzbm/9u7Y9xIriMMwHjAMptcTnUA586cONMVfAJfQnDs1FdxpsgXUazIWOBN4m5gFBBYEDMgQD1M99Zf/L6AGXt7q0oF/lOUBDYbxgDdR6mlNSryiQhgs2EM0H2UWlqjIp+IADYbxgDdR6mlNSryiQhgs2EM0H2UWlqjIp+IADYbxgDdR6mlNSryiQhgs2EM0H2UWlqjIp+IADYbxgDdR6mlNSryiQhgs2EM0H2UWlqjIp+IADYbxgDdR6mlNSratk0RAJsNY4Duo9TSGuW8vLwoAmCzYQzQfZRaWqMcn4gANhvGAN1HqaU1KvKJCGCzYQzQfZRaWqMin4gANhvGAN1HqaU1KvKJCGCzYQzQfZRaWqOiOaciADYbxgDdR6mlNcq5XC6KANhsGAN0H6WW1ijHJyKAzYYxQPdRammNinwiAthsGAN0H6WW1qjIJyKAzYYxQPdRammNinwiAthsGAN0H6WW1gAAAJDW+Jjb7aYIgM2GMUD3UWppjXLGGIoA2GwYA3QfpZbWKMcnIoDNhjFA91FqaY2KfCIC2GwYA3QfpZbWqMgnIoDNhjFA91FqaY2KfCIC2GwYA3QfpZbWqMgnIoDNhjFA91FqaY2KfCIC2GwYA3QfpZbWqMgnIoDNhjFA91FqaY2KfCIC2GwYA3QfpZbWqGjbNkUAbDaMAbqPUktrlPPy8qIIgM2GMUD3UWppjXJ8IgLYbBgDdB+lltaoyCcigM2GMUD3UWppjYp8IgLYbBgDdB+lltaoyCcigM2GMUD3UWppjYrmnIoA2GwYA3QfpZbWKOdyuSgCYLNhDNB9lFpaoxyfiAA2G8YA3UeppTUq8okIYLNhDNB9lLq/G4G+9e7b19f/ts/br6+fmrz9evctj1/fftzywW954p/+lId4H+/jfaLf5zv+7T7yEO9zwvu80o5P+z6qes77iABBxtsf00kxxiGNO+ixAFYQxgDdV2oW+E3ISAf9trFfYgb6bTaMAbqPUgdHa8E6sm1ua4DNhjFA91Hq7tzWAAAASkZrwRoAAKAgt7XMkD1G0GMBrCCMAbqv1Kw0y20NAACgILe1zJDttgbYbBgDdB+lbt8stzUAAICC3NYyQ7bbGmCzYQzQfZS6fbPc1gAAAApyW8sM2W5rgM2GMUD3Uer2zXJbAwAAKMhtLTNku60BNhvGAN1HqaU1Ctq2LeixAFYQxgDdV2pWorXfhIxs2zikcQc9FsAKwhig+0rNAre1SG5rgM2GMUD3Uer+0Vqwjmyb2xpgs2EM0H2Uuju3tUhua4DNhjFA91Hq/tFasI5sm9saYLNhDNB9lLo7t7VIc86gxwJYQRgDdF+pWYnWgnVk29zWAJsNY4Duo9Tdua1FclsDbDaMAbqPUveP1oJ1ZNvc1gCbDWOA7qPU3bmtRXJbA2w2jAG6j1L3j9aCdWTb3NYAmw1jgO6j1N25rQEAAJSM1oI1AABAQW5rmSF7jKDHAlhBGAN0X6lZaZbbGgAAQEFua5kh220NsNkwBug+St2+WW5rAAAABbmtZYZstzXAZsMYoPsodftmua0BAAAU5LaWGbLd1gCbDWOA7qPU7ZvltgYAAFCQ21pmyHZbA2w2jAG6j1JLaxS0bVvQYwGsIIwBuq/UrERrvwkZ2bZxSOMOeiyAFYQxQPeVmgVua5Hc1gCbDWOA7qPU/aO1YB3ZNrc1wGbDGKD7KHV3bmuR3NYAmw1jgO6j1P2jtWAd2Ta3NcBmwxig+yh1d25rkeacQY8FsIIwBui+UrMSrQXryLa5rQE2G8YA3Uepu3Nbi+S2BthsGAN0H6XuH60F68i2ua0BNhvGAN1HqbtzW4vktgbYbBgDdB+l7h+tBevItrmtATYbxgDdR6m7c1uL5LYG2GwYA3Qfpe4frQXryLa5rQE2G8YA3Uepu3NbC/7H7O3Xfd/vvl6v17uvd9/y3teFb3nKn/7Ev4L38T7eJ/F9HlfQmX+7jzzE+5zwPtrxmd/HEjjtffwgnfQzv2DtExEftAA+68UYoPtKTUFua5H8e2uAzYYxQPdR6v7RWrCObJvbGmCzYQzQfZS6O7c1AACAktFasAYAACjIbS0zZB/zH/Px3wgC+m02jAG6j1IHN8ttDQAAoCC3tcyQ7bYG2GwYA3QfpW7fLLc1AACAgtzWMkO22xpgs2EM0H2Uun2z3NYAAAAKclvLDNlua4DNhjFA91Hq9s1yWwMAACjIbS0zZLutATYbxgDdR6nbN8ttDQAAoCC3tcyQ7bYG2GwYA3QfpZbWKGjbtqDHAlhBGAN0X6lZidZ+EzKybeOQxh30WAArCGOA7is1C9zWIrmtATYbxgDdR6n7R2vBOrJtbmuAzYYxQPdR6u7c1iK5rQE2G8YA3Uep+0drwTqybW5rgM2GMUD3Ueru3NYizTmDHgtgBWEM0H2lZiVaC9aRbXNbA2w2jAG6j1J357YWyW0NsNkwBug+St0/WgvWkW1zWwNsNowBuo9Sd+e2FsltDbDZMAboPkrdP1oL1pFtc1sDbDaMAbqPUnfntgYAAFAyWgvWAAAABbmtZYbsMYIeC2AFYQzQfaVmpVluawAAAAW5rWWGbLc1wGbDGKD7KHX7ZrmtAQAAFOS2lhmy3dYAmw1jgO6j1O2b5bYGAABQkNtaZsh2WwNsNowBuo9St2+W2xoAAEBBbmuZIdttDbDZMAboPkotrVHQtm1BjwWwgjAG6L5SsxKt/SZkZNvGIY076LEAVhDGAN1Xaha4rUVyWwNsNowBuo9S94/WgnVk29zWAJsNY4Duo9Tdua0F/2P29uu+73dfr9fr3de7b3nv68K3POVPf+Jfwft4H++T+D6PK+jMv91HHuJ9Tngf7fjM72MJnPY+fpBO+plfsPaJiA9aAJ/1YgzQfaWmILe1SP69NcBmwxig+yh1/2gtWEe2zW0NsNkwBug+St2d21oktzXAZsMYoPsodf9oLVhHts1tDbDZMAboPkrdndtaJLc1wGbDGKD7KHX/aC1YR7bNbQ2w2TAG6D5K3Z3bWqQ5Z9BjAawgjAG6r9SsRGvBOrJtbmuAzYYxQPdR6u7c1iK5rQE2G8YA3Uep+0drwTqybW5rgM2GMUD3Ueru3NYiua0BNhvGAN1HqftHa8E6sm1ua4DNhjFA91Hq7tzWAAAASkZrwRoAAKAgt7XMkD1G0GMBrCCMAbqv1Kw0y20NAACgILe1zJDttgbYbBgDdB+lbt8stzUAAICC3NYyQ7bbGmCzYQzQfZS6fbPc1gAAAApyW8sM2W5rgM2GMUD3Uer2zXJbAwAAKMhtLTNku60BNhvGAN1Hqds3y20NAACgILe1zJDttgbYbBgDdB+lltYoaNu2oMcCWEEYA3RfqVmJ1n4TMrJt45DGHfRYACsIY4DuKzUL3NYiua0BNhvGAN1HqftHa8E6sm1ua4DNhjFA91Hq7tzWIrmtATYbxgDdR6n7R2vBOrJtbmuAzYYxQPdR6u7c1iLNOYMeC2AFYQzQfaVmJVoL1pFtc1sDbDaMAbqPUnfnthbJbQ2w2TAG6D5K3T9aC9aRbXNbA2w2jAG6j1J357YWyW0NsNkwBug+St0/WgvWkW1zWwNsNowBuo9Sd+e2BgAAIK3xPGOMt1/3fb/7er1e777efct7Xxe+5Sl/+hP/Ct7H+3ifxPd5XEFn/u0+8hDvc8L7aMdnfh9L4LT38YN00s/8zqChUc1vQgI2G8YA3UeppTUAAADO5jchM0P2MSdsl3Gg32bDGKD7KLW0xqm2bQt6LIAVhDFA95WalWjtNyEj2+bfWwNsNowBuo9Sd+e2FsltDbDZMAboPkrdP1oL1pFtc1sDbDaMAbqPUnfnthbJbQ2w2TAG6D5K3T9aC9aRbXNbA2w2jAG6j1J357YWac4Z9FgAKwhjgO4rNSvRWrCObJvbGmCzYQzQfZS6O7e1SG5rgM2GMUD3Uer+0Vqwjmyb2xpgs2EM0H2Uuju3tUhua4DNhjFA91Hq/tFasI5sm9saYLNhDNB9lLo7tzUAAICS0VqwBgAAKMhtLTNkjxH0WAArCGOA7is1K81yWwMAACjIbS0zZLutATYbxgDdR6nbN8ttDQAAoCC3tcyQ7bYG2GwYA3QfpW7fLLc1AACAgtzWMkO22xpgs2EM0H2Uun2z3NYAAAAKclvLDNlua4DNhjFA91Hq9s1yWwMAACjIbS0zZLutATYbxgDdR6mlNQrati3osQBWEMYA3VdqVqK134SMbNs4pHEHPRbACsIYoPtKzQK3tUhua4DNhjFA91Hq/tFasI5sm9saYLNhDNB9lLo7t7VIbmuAzYYxQPdR6v7RWrCObJvbGmCzYQzQfZS6O7e1SHPOoMcCWEEYA3RfqVmJ1oJ1ZNvc1gCbDWOA7qPU3bmtRXJbA2w2jAG6j1L3j9aCdWTb3NYAmw1jgO6j1N25rUVyWwNsNowBuo9S94/WgnVk29zWAJsNY4Duo9Tdua0BAACUjNaCNQAAQEFua5khe4ygxwJYQRgDdF+pWWmW2xoAAEBBbmuZIdttDbDZMAboPkrdvlluawAAAAW5rWWGbLc1wGbDGKD7KHX7ZrmtAQAAFOS2lhmy3dYAmw1jgO6j1O2b5bYGAABQkNtaZsh2WwNsNowBuo9SS2tU/sfs29d93+++Xq/Xu6933/Le14Vvecqf/sS/gvfxPt4n8X0eV9CZf7uPPMT7nPA+2vGZ38cSOO19/CCd9DO/34QMjWpHNO6gxwJYQRgDdF+pWeC2FmnbtqDHAlhBGAN0X6lZidaCdWTb3NYAmw1jgO6j1N25rUVyWwNsNowBuo9S94/WgnVk29zWAJsNY4Duo9Tdua1FclsDbDaMAbqPUveP1oJ1ZNvc1gCbDWOA7qPU3bmtRZpzBj0WwArCGKD7Ss1KtBasI9vmtgbYbBgDdB+l7s5tLZLbGmCzYQzQfZS6f7QWrCPb5rYG2GwYA3Qfpe7ObS2S2xpgs2EM0H2Uun+0Fqwj2+a2BthsGAN0H6Xuzm0NAACgZLQWrAEAAApyW8sM2WMEPRbACsIYoPtKzUqz3NYAAAAKclvLDNlua4DNhjFA91Hq9s1yWwMAACjIbS0zZLutATYbxgDdR6nbN8ttDQAAoCC3tcyQ7bYG2GwYA3QfpW7fLLc1AACAgtzWMkO22xpgs2EM0H2UWlqjoG3bgh4LYAVhDNB9pWYlWvtNyMi2jUMad9BjAawgjAG6r9QscFuL5LYG2GwYA3Qfpe4frQXryLa5rQE2G8YA3Uepu3Nbi+S2BthsGAN0H6XuH60F68i2ua0BNhvGAN1HqbtzW4vktgbYbBgDdB+l7h+tBevItrmtATYbxgDdR6m7c1uLNOcMeiyAFYQxQPeVmpVoLVhHts1tDbDZMAboPkrdndtaJLc1wGbDGKD7KHX/aC1YR7bNbQ2w2TAG6D5K3Z3bWiS3NcBmwxig+yh1/2gtWEe2zW0NsNkwBug+St2d2xoAAEDJaC1YAwAAFOS2lhmyxwh6LIAVhDFA95WalWa5rQEAABTktpYZst3WAJsNY4Duo9TSGgX5L/gDNhvGAN1HqaU1KrpcLq8finz7uu/73dfr9Xr39e5bHr++PvYPfcsT//SnPMT7eB/vk/s+jyvozL/dRx7ifU54n9cx0I7P+T6WwGnvc7lc/Didwr+3ltk2/781wGbDGKD7KHV3bmuR/CYkYLNhDNB9lLp/tBasI9vmtgbYbBgDdB+l7s5tLZLbGmCzYQzQfZS6f7QWrCPb5rYG2GwYA3Qfpe7ObQ0AAKBktBasAQAACnJbywzZx/wf6P2P7YF+mw1jgO6j1MHNclsDAAAoyG0tM2S7rQE2G8YA3Uep2zfLbQ0AAKAgt7XMkO22BthsGAN0H6Vu3yy3NQAAgILc1jJDttsaYLNhDNB9lLp9s9zWAAAACnJbywzZbmuAzYYxQPdRammNgrZtC3osgBWEMUD3lZqVaO03ISPbNg5p3EGPBbCCMAbovlKzwG0tktsaYLNhDNB9lLp/tBasI9vmtgbYbBgDdB+l7s5tLZLbGmCzYQzQfZS6f7QWrCPb5rYG2GwYA3Qfpe7ObS3SnDPosQBWEMYA3VdqVqK1YB3ZNrc1wGbDGKD7KHV3bmuR3NYAmw1jgO6j1P2jtWAd2Ta3NcBmwxig+yh1d25rkdzWAJsNY4Duo9T9o7VgHdk2tzXAZsMYoPsodXduawAAACWjtWANAABQkNtaZsgeI+ixAFYQxgDdV2pWmuW2BgAAUJDbWmbIdlsDbDaMAbqPUrdvltsaAABAQW5rmSHbbQ2w2TAG6D5K3b5ZbmsAAAAFua1lhmy3NcBmwxig+yh1+2a5rQEAABTktpYZst3WAJsNY4Duo9TSGgVt2xb0WAArCGOA7is1K9Hab0JGtm0c0riDHgtgBWEM0H2lZoHbWiS3NcBmwxig+yh1/2gtWEe2zW0NsNkwBug+St2d21oktzXAZsMYoPsodf9oLVhHts1tDbDZMAboPkrdndtaJLc1wGbDGKD7KHX/aC1YR7bNbQ2w2TAG6D5K3Z3bWqQ5Z9BjAawgjAG6r9SsRGvBOrJtbmuAzYYxQPdR6u7c1iK5rQE2G8YA3Uep+0drwTqybW5rgM2GMUD3Ueru3NaC/zF7+3Xf97uv1+v17uvdt7z3deFbnvKnP/Gv4H28j/eJe5+vX78+rqAz/3YfeYj3OeF9tOPTvs++75bAae/jB+mkn/kFawAAgILc1gAAAKQ1AAAApDUAAABpDQAAAGkNAABAWgMAAEBaAwAAQFoDAACQ1gAAAJDWAAAApDUAAACkNQAAAGkNAAAAaQ0AAABpDQAAQFoDAABAWgMAAJDWAAAAkNYAAACkNQAAAKQ1AAAApDUAAABpDQAAAGkNAABAWgMAAOAoX5Qg0RhDEeAgt9tNEQCAEj/2+7kEAACgIL8JCQAAIK0BAAAgrQEAAEhrAAAASGsAAADSGgAAANIaAAAA0hoAAIC0BgAAgLQGAAAgrQEAACCtAQAASGsAAABIawAAAEhrAAAA0hoAAADSGgAAgLQGAACAtAYAACCtAQAAIK0BAAAgrQEAAEhrAAAASGsAAADSGgAAANIaAACAtAYAAIC0BgAAgLQGAAAgrQEAACCtAQAASGsAAABIawAAANIaAAAA0hoAAADSGgAAgLQGAACAtAYAACCtAQAAIK0BAABIawAAAEhrAAAASGsAAADSGgAAANIaAACAtAYAAIC0BgAAIK0BAAAgrQEAACCtAQAASGsAAABIawAAANIaAAAA0hoAAIC0BgAAgLQGAACAtAYAACCtAQAAIK0BAABIawAAAEhrAAAA0hoAAADSGgAAANIaAACAtAYAAIC0BgAAIK0BAAAgrQEAACCtAQAASGsAAABIawAAANIaAAAA0hoAAIC0BgAAgLQGAACAtAYAACCtAQAAIK0BAABIawAAAEhrAAAA0hoAAADSGgAAANIaAACAtAYAAIC0BgAAIK0BAAAgrQEAAEhrAAAASGsAAABIawAAANIaAAAA0hoAAIC0BgAAgLQGAAAgrQEAACCtAQAAIK0BAABIawAAAEhrAAAA0hoAAADSGgAAgLQGAACAtAYAAIC0BgAAIK0BAAAgrQEAAEhrAAAASGsAAADSGgAAANIaAAAA0hoAAIC0BgAAgLQGAAAgrQEAACCtAQAASGsAAABIawAAAEhrAAAA0hoAAADSGgAAgLQGAACAtAYAACCtAQAAIK0BAAAgrQEAAEhrAAAASGsAAADSGgAAANIaAAAA0hoAAIC0BgAAgLQGAAAgrQEAACCtAQAASGsAAABIawAAAEhrAAAA0hoAAADSGgAAgLQGAACAtAYAACCtAQAAIK0BAAAgrQEAAEhrAAAA/DFflAAAAD6zv//rv/+b/1eH9/z4w+Xf//iLtAYAAJztNar9559/U4pHP/38y6+/ze/1p/tNSAAAgIqkNQAAAGkNAAAAqbAu3gAAAKRJREFUaQ0AAEBaAwAAQFoDAACQ1gAAAJDWAAAAkNYAAACkNQAAAKQ1AAAAaQ0AAABpDQAAQFoDAABAWgMAAEBaAwAAkNYAAACQ1gAAAKQ1AAAApDUAAABpDQAAgO/ny08//6IKAADwmf34w0UR3qvMr7/N7xKa/vrnP43b7aYHAAAA1fhNSAAAAGkNAAAAaQ0AAEBaAwAAQFoDAACQ1gAAADjf7+fQR/qjrIDRAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">40<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 xf h11 yd3 ff2 fs5 fc1 sc0 lsb ws0">9.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Opis wykorzystania wpływów z emisji pap<span class="_ _0"></span>ierów wartościowych.<span class="ff2"> </span></span></span></div><div class="t m0 x3 he y143 ff6 fs4 fc1 sc0 ls0 ws0">W okresie objętym raportem <span class="_ _2"></span>Spółka nie emitowała ża<span class="_ _2"></span>dnych papierów wartoś<span class="_ _2"></span>ciowych.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xf h11 y52f ff2 fs5 fc1 sc0 lsb ws0">10.<span class="ff7 ls0"> <span class="_ _d"></span><span class="ff5">Wypłacona (lub zadeklarowana) dywidenda<span class="ff2"> </span></span></span></div><div class="t m0 x3 he y530 ff6 fs4 fc1 sc0 ls0 ws0">Zwyczajne Walne <span class="_ _0"></span>Zgromadzenie STALPROFIL S.A. <span class="_ _0"></span>w <span class="_ _0"></span>dniu 23 <span class="_ _9"></span>maja 2024 <span class="_ _0"></span>r. podjęło <span class="_ _0"></span>uchwałę <span class="_ _0"></span>w <span class="_ _0"></span>sprawie podziału </div><div class="t m0 x3 he y347 ff6 fs4 fc1 sc0 ls0 ws0">zysku <span class="_ _2"></span>netto <span class="_ _1c"></span>za <span class="_ _2"></span>rok <span class="_ _2"></span>2023, <span class="_ _2"></span>przeznaczając <span class="_ _1c"></span>na <span class="_ _2"></span>dywidendę <span class="_ _2"></span>dla <span class="_ _1c"></span>akcjonariuszy <span class="_ _2"></span>Spółki <span class="_ _2"></span>kwotę <span class="_ _2"></span>5 <span class="_ _1c"></span>250 <span class="_ _2"></span>tys. <span class="_ _2"></span>zł, <span class="_ _2"></span>tj. <span class="_ _1c"></span>0,30 <span class="_ _2"></span>zł </div><div class="t m0 x3 he y531 ff6 fs4 fc1 sc0 ls0 ws0">dywidendy na <span class="_ _2"></span>każdą akcję. Dywidenda zos<span class="_ _2"></span>tała<span class="_ _2"></span><span class="ff1"> </span>wypłacona.<span class="ff1"> </span></div><div class="t m0 x3 he y532 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y533 ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="ls4">27</span> <span class="ff6">Łączna wartoś<span class="_ _2"></span>ć dywidendy<span class="_ _2"></span> wypłaconej <span class="_ _2"></span></span><span class="lse">w <span class="ls4">20</span></span>24 r., w pod<span class="_ _2"></span>ziale na rodzaje akcji<span class="_ _2"></span> </div></div><div class="c x12 y19a w84 h7e"><div class="t m0 xd7 h9 y534 ff5 fs3 fc1 sc0 ls0 ws0">Akcje objęte dywidendą<span class="ff2"> </span></div></div><div class="c xea y19a w85 h7e"><div class="t m0 x1a h9 y535 ff5 fs3 fc1 sc0 ls0 ws0">Ilość akcji <span class="ff2"> </span></div><div class="t m0 x67 h9 y536 ff2 fs3 fc1 sc0 ls0 ws0">[szt.] </div></div><div class="c xb4 y19a w86 h7e"><div class="t m0 x24 h9 y535 ff5 fs3 fc1 sc0 ls0 ws0">Dywidenda na akcję <span class="ff2"> </span></div><div class="t m0 x60 h9 y536 ff5 fs3 fc1 sc0 ls0 ws0">[zł]<span class="ff2"> </span></div></div><div class="c xe6 y19a w87 h7e"><div class="t m0 x1a h9 y535 ff5 fs3 fc1 sc0 ls0 ws0">Dywidenda łącznie <span class="ff2"> </span></div><div class="t m0 x15 h9 y536 ff5 fs3 fc1 sc0 ls0 ws0">[tys. zł]<span class="ff2"> </span></div></div><div class="c x12 y537 w84 h7f"><div class="t m0 x3f hc y538 ff6 fs3 fc1 sc0 ls0 ws0">akcje imienne serii A, uprzywilejowane co do głosu<span class="ff1"> </span></div><div class="t m0 x3f hc y158 ff6 fs3 fc1 sc0 ls0 ws0">(5 głosów na 1 akcję)<span class="ff1"> </span></div></div><div class="c xea y537 w85 h7f"><div class="t m0 x2e hc y539 ff1 fs3 fc1 sc0 ls2 ws0">4 000 000<span class="ls0"> </span></div></div><div class="c xb4 y537 w86 h7f"><div class="t m0 xa3 hc y539 ff1 fs3 fc1 sc0 ls0 ws0">0,30 </div></div><div class="c xe6 y537 w87 h7f"><div class="t m0 xd9 hc y539 ff1 fs3 fc1 sc0 ls2 ws0">1 200<span class="ls0"> </span></div></div><div class="c x12 y53a w84 h80"><div class="t m0 x3f hc y53b ff6 fs3 fc1 sc0 ls0 ws0">akcje zwykłe na okaziciela serii B i C<span class="ff1"> </span></div></div><div class="c xea y53a w85 h80"><div class="t m0 x8 hc y53b ff1 fs3 fc1 sc0 ls2 ws0">13 500 000<span class="ls0"> </span></div></div><div class="c xb4 y53a w86 h80"><div class="t m0 xa3 hc y53b ff1 fs3 fc1 sc0 ls0 ws0">0,30 </div></div><div class="c xe6 y53a w87 h80"><div class="t m0 xd9 hc y53b ff1 fs3 fc1 sc0 ls2 ws0">4 050<span class="ls0"> </span></div></div><div class="c x12 y53c w84 h81"><div class="t m0 x3f h9 y12e ff2 fs3 fc1 sc0 ls0 ws0">Razem </div></div><div class="c xea y53c w85 h81"><div class="t m0 x8 h9 y12e ff2 fs3 fc1 sc0 ls2 ws0">17 500 000<span class="ls0"> </span></div></div><div class="c xb4 y53c w86 h81"><div class="t m0 xa3 hc y12e ff1 fs3 fc1 sc0 ls0 ws0">0,30 </div></div><div class="c xe6 y53c w87 h81"><div class="t m0 xd9 h9 y12e ff2 fs3 fc1 sc0 ls2 ws0">5 250<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y53d ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xf h11 y53e ff2 fs5 fc1 sc0 lsb ws0">11.<span class="ff7 ls0"> <span class="_ _d"></span><span class="ff5">Wskazanie <span class="_ _27"> </span>istotnych <span class="_ _27"> </span>postępowań <span class="_ _27"> </span>toczących <span class="_ _27"> </span>się <span class="_ _27"> </span>przed <span class="_ _27"> </span>sądem, <span class="_ _30"> </span>or<span class="_ _2"></span>ganem </span></span></div><div class="t m0 x10 h13 y53f ff5 fs5 fc1 sc0 ls0 ws0">właściwym <span class="_ _4"> </span>dla <span class="_ _31"> </span>pos<span class="_ _2"></span>tępowania <span class="_ _31"> </span>arbitrażowego <span class="_ _4"> </span>lub <span class="_ _4"> </span>organem <span class="_ _31"> </span>admini<span class="_ _2"></span>stracji </div><div class="t m0 x10 h13 y540 ff2 fs5 fc1 sc0 ls0 ws0">publicznej </div><div class="t m0 x3 he y541 ff6 fs4 fc1 sc0 ls0 ws0">W <span class="_ _1a"></span>o<span class="_ _2"></span>kresie <span class="_ _1a"></span>spra<span class="_ _2"></span>wozdawczym <span class="_ _28"></span>nie <span class="_ _28"></span>toczyło <span class="_ _28"></span>się <span class="_ _28"></span>żadne <span class="_ _28"></span>postępowanie <span class="_ _28"></span>z <span class="_ _28"></span>udziałem <span class="_ _28"></span>STALPROF<span class="_ _2"></span>IL <span class="_ _1a"></span>S.A. <span class="_ _28"></span>w<span class="_ _1c"></span><span class="ff1"> sprawach<span class="_ _2"></span> </span></div><div class="t m0 x3 he y542 ff6 fs4 fc1 sc0 ls0 ws0">dotyczących <span class="_ _26"> </span>zobowiązań <span class="_ _28"> </span>lub<span class="_ _2"></span> <span class="_ _1a"></span>wierzytelnoś<span class="_ _2"></span>ci, <span class="_ _28"></span>którego <span class="_ _28"> </span>wart<span class="_ _2"></span>ość <span class="_ _28"></span>jednostk<span class="_ _2"></span>owa <span class="_ _28"></span>byłaby <span class="_ _28"> </span>isto<span class="_ _2"></span>tna <span class="_ _28"></span>wobec <span class="_ _28"></span>wartości </div><div class="t m0 x3 he y543 ff6 fs4 fc1 sc0 ls0 ws0">kapitałów włas<span class="_ _2"></span>nych Spółki i która byłaby z<span class="_ _2"></span>nacząca dla jej<span class="_ _2"></span><span class="ff1"> </span>działalnoś<span class="_ _2"></span>ci.<span class="ff1"> </span></div><div class="t m0 x3 he y544 ff6 fs4 fc1 sc0 ls0 ws0">Łączna <span class="_ _1e"> </span>wartość <span class="_ _1f"> </span>p<span class="_ _2"></span>ostępowań <span class="_ _1f"> </span>toczących<span class="_ _2"></span> <span class="_ _1f"> </span>się <span class="_ _1f"> </span>z <span class="_ _1e"> </span>udziałem <span class="_ _1f"> </span>STALPROFIL <span class="_ _1e"> </span>S.A. <span class="_ _1e"> </span>wynosiła <span class="_ _1e"> </span>na <span class="_ _1e"> </span>koniec <span class="_ _1f"> </span>okresu </div><div class="t m0 x3 hf y545 ff1 fs4 fc1 sc0 ls0 ws0">sprawozdawczego <span class="_ _28"></span><span class="ff2">2 <span class="_ _28"></span>123<span class="_ _2"></span> <span class="_ _1a"></span><span class="ff5">tys<span class="_ _2"></span>. <span class="_ _28"></span>zł. <span class="_ _1a"></span><span class="ff6">Był<span class="_ _2"></span>y <span class="_ _28"></span>to</span></span></span> <span class="_ _28"></span><span class="ff6">wyłącznie <span class="_ _28"></span>sprawy <span class="_ _28"></span>dotyczą<span class="_ _2"></span>ce <span class="_ _1a"></span>wierzytelno<span class="_ _2"></span>ści <span class="_ _1a"></span>Sp<span class="_ _2"></span>ółki. <span class="_ _28"></span>Obejmują <span class="_ _28"></span>one </span></div><div class="t m0 x3 he y509 ff6 fs4 fc1 sc0 ls0 ws0">szereg mniejszych<span class="_ _2"></span> roszczeń o zapłatę należn<span class="_ _2"></span>ości z tytułu dostaw i usł<span class="_ _2"></span>ug. Szczegóły prezentuje <span class="_ _2"></span><span class="ff1">tab<span class="_ _2"></span>ela 28. </span></div><div class="t m0 x3 he y546 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y547 ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="ls4">28</span> <span class="ff6">Wartość is<span class="_ _2"></span>totnych postępowań</span></div></div><div class="c x1 y1 w3f h0"><div class="t m0 xeb h45 y548 ff1 fsc fc1 sc0 ls38 ws0">23</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xec he y547 ff1 fs4 fc1 sc0 ls0 ws0"> <span class="ff6">z udziałem STALPROFIL <span class="_ _2"></span>S.A. na 31.12.202<span class="_ _2"></span></span>4 <span class="ff6">r. (tys. zł<span class="_ _2"></span>)</span> </div></div><div class="c x12 y549 w88 h82"><div class="t m0 xd9 h9 yae ff5 fs3 fc1 sc0 ls0 ws0">Charakter roszczeń<span class="ff2"> </span></div></div><div class="c xed y54a w89 h83"><div class="t m0 xee h9 y54b ff5 fs3 fc1 sc0 ls0 ws0">Wartość przedmiotu sporu</div><div class="t m0 x8e h40 y12c ff1 fs9 fc1 sc0 ls37 ws0">24</div><div class="t m0 xef h9 y54b ff2 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c xed y549 w8a h84"><div class="t m0 x2e h9 y40a ff2 fs3 fc1 sc0 ls0 ws0">na 31.12.2024 </div></div><div class="c xf0 y549 w8b h84"><div class="t m0 x3b h9 y40a ff2 fs3 fc1 sc0 ls0 ws0">na 31.12.2023  </div></div><div class="c xf1 y549 w8c h84"><div class="t m0 x2e h9 y40a ff2 fs3 fc1 sc0 ls0 ws0">zmiana </div></div><div class="c x12 y54c w8d h61"><div class="t m0 xf2 h9 y3d7 ff2 fs3 fc1 sc0 ls2 ws0">I.<span class="ls0"> </span></div></div><div class="c x80 y54c w8e h61"><div class="t m0 x3f h9 y3d7 ff2 fs3 fc1 sc0 ls0 ws0">W <span class="ff5">GRUPIE WIERZYTELNOŚCI (1 + 2)</span> </div></div><div class="c xed y54c w8a h61"><div class="t m0 x45 h9 y3d7 ff2 fs3 fc1 sc0 ls2 ws0">2 123<span class="ls0"> </span></div></div><div class="c xf0 y54c w8b h61"><div class="t m0 x15 h9 y3d7 ff2 fs3 fc1 sc0 ls2 ws0">2 156<span class="ls0"> </span></div></div><div class="c xf1 y54c w8c h61"><div class="t m0 x52 h9 y3d7 ff2 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">33</span> </div></div><div class="c x12 y29e w8d h3b"><div class="t m0 xf2 h9 ydc ff2 fs3 fc1 sc0 ls0 ws0">1 </div></div><div class="c x80 y29e w8e h3b"><div class="t m0 x59 h9 ydc ff5 fs3 fc1 sc0 ls0 ws0">w tym ujęte w przychodach<span class="ff2"> </span></div></div><div class="c xed y29e w8a h3b"><div class="t m0 x45 h9 ydc ff2 fs3 fc1 sc0 ls2 ws0">1 365<span class="ls0"> </span></div></div><div class="c xf0 y29e w8b h3b"><div class="t m0 x15 h9 ydc ff2 fs3 fc1 sc0 ls2 ws0">1 398<span class="ls0"> </span></div></div><div class="c xf1 y29e w8c h3b"><div class="t m0 x52 h9 ydc ff2 fs3 fc1 sc0 ls0 ws0">-<span class="ls2">33</span> </div></div><div class="c x12 y54d w8d h85"><div class="t m0 x2d h19 y13f ffa fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c x80 y54d w8e h85"><div class="t m0 xbc h19 y13f ff9 fs3 fc1 sc0 ls0 ws0">w tym objęte odpisami<span class="ffa"> </span></div></div><div class="c xed y54d w8a h85"><div class="t m0 x45 h19 y13f ffa fs3 fc1 sc0 ls2 ws0">1 073<span class="ls0"> </span></div></div><div class="c xf0 y54d w8b h85"><div class="t m0 x15 h9 y13f ffa fs3 fc1 sc0 ls2 ws0">1 081<span class="ff2 ls0"> </span></div></div><div class="c xf1 y54d w8c h85"><div class="t m0 x8b h19 y13f ffa fs3 fc1 sc0 ls0 ws0">-8 </div></div><div class="c x12 y54e w8d h86"><div class="t m0 x2d h19 y54f ffa fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c x80 y54e w8e h86"><div class="t m0 x63 h19 y550 ff9 fs3 fc1 sc0 ls0 ws0">w tym należności handlowe nie objęte </div><div class="t m0 x35 h19 y3a0 ff9 fs3 fc1 sc0 ls0 ws0">odpisami lecz objęte ubezpieczeniem<span class="ffa"> </span></div></div><div class="c xed y54e w8a h86"><div class="t m0 xad h19 y54f ffa fs3 fc1 sc0 ls2 ws0">292<span class="ls0"> </span></div></div><div class="c xf0 y54e w8b h86"><div class="t m0 x46 h9 y54f ffa fs3 fc1 sc0 ls2 ws0">317<span class="ff2 ls0"> </span></div></div><div class="c xf1 y54e w8c h86"><div class="t m0 x52 h19 y54f ffa fs3 fc1 sc0 ls0 ws0">-<span class="ls2">25</span> </div></div><div class="c x12 y551 w8d h3b"><div class="t m0 xf2 h9 ydc ff2 fs3 fc1 sc0 ls0 ws0">2 </div></div><div class="c x80 y551 w8e h3b"><div class="t m0 x59 h9 ydc ff5 fs3 fc1 sc0 ls0 ws0">w tym nie ujęte w <span class="ff2">przychodach </span></div></div><div class="c xed y551 w8a h3b"><div class="t m0 xad h9 ydc ff2 fs3 fc1 sc0 ls2 ws0">758<span class="ls0"> </span></div></div><div class="c xf0 y551 w8b h3b"><div class="t m0 x46 h9 ydc ff2 fs3 fc1 sc0 ls2 ws0">758<span class="ls0"> </span></div></div><div class="c xf1 y551 w8c h3b"><div class="t m0 x61 h9 ydc ff2 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c x12 y552 w8d h61"><div class="t m0 x3f h9 y3d7 ff2 fs3 fc1 sc0 ls2 ws0">II.<span class="ls0"> </span></div></div><div class="c x80 y552 w8e h61"><div class="t m0 x8 h9 y3d7 ff5 fs3 fc1 sc0 ls0 ws0">W GRUPIE ZOBOWIĄZAŃ<span class="ff2"> </span></div></div><div class="c xed y552 w8a h61"><div class="t m0 x9e h9 y3d7 ff2 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c xf0 y552 w8b h61"><div class="t m0 x60 h9 y3d7 ff2 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c xf1 y552 w8c h61"><div class="t m0 x61 h9 y3d7 ff2 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x74 h12 y389 ff3 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h6b y553 ff3 fsb fc1 sc0 ls3a ws0">23</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xa8 h12 y38b ff3 fs4 fc1 sc0 ls0 ws0"> <span class="_ _1a"></span><span class="ff6 fs6">Spółka <span class="_ _1a"></span>prezentuje<span class="_ _0"></span> <span class="_ _1c"></span>w <span class="_ _1a"></span>tym <span class="_ _1c"></span>zestawieniu <span class="_ _1c"></span>wartość <span class="_ _1c"></span>roszczeń <span class="_ _1a"></span>objęt<span class="_ _0"></span>ych <span class="_ _1c"></span>sporami <span class="_ _1a"></span>sądowymi,<span class="_ _0"></span> <span class="_ _1c"></span>pomijając <span class="_ _1c"></span>wierzytelności <span class="_ _1c"></span>STALPROFIL<span class="_ _2"></span><span class="ff1"> S.A. <span class="_ _1c"></span>od </span></span></div><div class="t m0 x3 h43 y38c ff6 fs6 fc1 sc0 ls0 ws0">dłużników będąc<span class="_ _0"></span>ych w<span class="ff1"> trak<span class="_ _0"></span>cie <span class="ff6">postępowań upad<span class="_ _0"></span>łościowych, u<span class="_ _0"></span>kładowych l<span class="_ _0"></span>ub restr<span class="_ _0"></span>ukturyzacyjnyc<span class="_ _0"></span>h.<span class="ff1"> </span></span></span></div></div><div class="c x1 y1 w3f h0"><div class="t m0 x3 h42 y36f ff1 fsb fc1 sc0 ls39 ws0">24</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xb9 h43 y18f ff1 fs6 fc1 sc0 ls0 ws0"> <span class="_ _2"></span><span class="ff6">Wartość <span class="_ _2"></span>przedmiotu <span class="_ _2"></span>sporu <span class="_ _2"></span>to <span class="_ _2"></span>kwota, <span class="_ _1c"></span>o <span class="_ _2"></span>którą <span class="_ _2"></span>wnioskuje <span class="_ _2"></span>podmiot <span class="_ _2"></span>zg<span class="_ _2"></span>łaszając<span class="_ _0"></span>y <span class="_ _2"></span>roszczenie <span class="_ _2"></span>do <span class="_ _2"></span>sądu, <span class="_ _2"></span>bez <span class="_ _1c"></span>odsetek <span class="_ _2"></span>narosłych <span class="_ _2"></span>od <span class="_ _2"></span>zł<span class="_ _2"></span>ożeni<span class="ff1 ls3d">a </span></span></div><div class="t m0 x3 h12 y191 ff6 fs6 fc1 sc0 ls0 ws0">pozwu, kosztów pro<span class="_ _0"></span>cesowych <span class="_ _0"></span>itp.<span class="ff3 fs4"> </span></div></div><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:501.740000px;bottom:588.540000px;width:11.090000px;height:24.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:905.480000px;bottom:561.560000px;width:10.580000px;height:10.990000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf29" class="pf w0 h0" ><div class="pc pc29 w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">41<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y1de ff6 fs4 fc1 sc0 ls0 ws0">Ryzyko, <span class="_ _26"> </span>iż <span class="_ _28"></span>spory <span class="_ _26"> </span>sądowe <span class="_ _26"> </span>rozstrzygnięte <span class="_ _26"> </span>zostaną <span class="_ _26"> </span>na <span class="_ _26"> </span>niekorzyść <span class="_ _26"> </span>STALPROFIL <span class="_ _28"> </span>S.A. <span class="_ _26"> </span>podleg<span class="_ _2"></span>ają <span class="_ _28"> </span>bieżącej <span class="_ _26"> </span>ocenie </div><div class="t m0 x3 he y1df ff6 fs4 fc1 sc0 ls0 ws0">Zarządu <span class="_ _28"></span>STALPROFIL <span class="_ _1a"></span>S.<span class="_ _2"></span>A. <span class="_ _1a"></span>Na <span class="_ _28"></span>tej <span class="_ _1a"></span>pod<span class="_ _2"></span>stawie <span class="_ _1a"></span>Spółka <span class="_ _28"></span>tworzy <span class="_ _28"></span>rezerwy <span class="_ _1a"></span>i <span class="_ _1a"></span>o<span class="_ _2"></span>dpisy <span class="_ _1a"></span>ak<span class="_ _2"></span>tualizacyjne, <span class="_ _1a"></span>mające<span class="_ _2"></span> <span class="_ _1a"></span>na <span class="_ _1a"></span>ce<span class="_ _2"></span>lu </div><div class="t m0 x3 he y1b8 ff6 fs4 fc1 sc0 ls0 ws0">ochronę <span class="_ _21"> </span>p<span class="_ _2"></span>rzyszłych <span class="_ _21"> </span>wyników <span class="_ _a"> </span>Spółki <span class="_ _21"> </span>przed <span class="_ _a"> </span>ewentualny<span class="_ _2"></span>mi <span class="_ _21"> </span>negaty<span class="_ _2"></span>wnymi <span class="_ _21"> </span>rozstrzy<span class="_ _2"></span>gnięciami <span class="_ _21"> </span>toczących <span class="_ _a"> </span>się </div><div class="t m0 x3 he y1b9 ff6 fs4 fc1 sc0 ls0 ws0">sporów. <span class="ff1"> </span></div><div class="t m0 x3 he y554 ff6 fs4 fc1 sc0 ls0 ws0">Według oceny Zarządu STALPROFIL S.A. <span class="_ _0"></span>dokonanej na dzień sporządzenia niniejszego Sprawozdania, wartość </div><div class="t m0 x3 he y555 ff6 fs4 fc1 sc0 ls0 ws0">utworzonych <span class="_ _1c"></span>rezerw <span class="_ _2"></span>i <span class="_ _1c"></span>odpis<span class="_ _2"></span>ów <span class="_ _2"></span>aktualizacyjny<span class="_ _2"></span>ch <span class="_ _2"></span>jest <span class="_ _1c"></span>adekwatna <span class="_ _2"></span>d<span class="_ _2"></span>o <span class="_ _2"></span>poziomu <span class="_ _1c"></span>ryzyka <span class="_ _1c"></span>związanego <span class="_ _2"></span>z <span class="_ _1c"></span>toczącymi </div><div class="t m0 x3 he y3f0 ff6 fs4 fc1 sc0 ls0 ws0">się postępowaniami. Szacując kwoty rezerw <span class="_ _0"></span>i<span class="ff1"> </span>odpisó<span class="_ _2"></span>w, uwzględniono wszystkie informacje dostępne w <span class="_ _9"></span>d<span class="_ _2"></span>acie </div><div class="t m0 x3 he y556 ff6 fs4 fc1 sc0 ls0 ws0">sporządzenia <span class="_ _2"></span>niniejszego Raportu.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y1bb ff6 fs4 fc1 sc0 ls0 ws0">Poza  wymienionymi  pos<span class="_ _2"></span>tępowaniami  sądowymi,  w <span class="_ _21"> </span>2024  roku  STALPROFIL  S.A.  ni<span class="_ _2"></span>e  był  s<span class="_ _2"></span>troną  żadnego </div><div class="t m0 x3 he y1bc ff6 fs4 fc1 sc0 ls0 ws0">postępowania p<span class="_ _2"></span>rzed organem arbitrażowym lub<span class="_ _2"></span> administracyjnym.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xf h11 y557 ff2 fs5 fc1 sc0 lsb ws0">12.<span class="ff7 ls0"> <span class="_ _d"></span><span class="ff5">Informacja <span class="_ _2"></span>o umowach p<span class="_ _2"></span>omiędzy Spółką<span class="ff2">,<span class="_ _2"></span> </span>a f<span class="_ _2"></span>irmą audytorską, w <span class="_ _2"></span>tym o w<span class="_ _2"></span>ysokości </span></span></div><div class="t m0 x10 h13 y558 ff5 fs5 fc1 sc0 ls0 ws0">wypłaconego lub należnego wynagrodzenia<span class="ff2"> </span></div><div class="t m0 x3 he y559 ff6 fs4 fc1 sc0 ls0 ws0">Badanie <span class="_ _26"> </span>s<span class="_ _2"></span>prawozdania <span class="_ _29"> </span>finansowego <span class="_ _26"> </span>Spółki <span class="_ _29"> </span>za <span class="_ _29"> </span>rok <span class="_ _29"> </span>2024, <span class="_ _26"> </span>przegląd <span class="_ _29"> </span>sprawozdan<span class="_ _2"></span>ia <span class="_ _26"> </span>półro<span class="_ _2"></span>cznego <span class="_ _26"> </span>za <span class="_ _26"> </span>p<span class="_ _2"></span>ierwsze </div><div class="t m0 x3 he y55a ff6 fs4 fc1 sc0 ls0 ws0">półrocze <span class="_ _1e"> </span>ro<span class="_ _2"></span>ku <span class="_ _1e"> </span>2024 <span class="_ _1e"> </span>ora<span class="_ _2"></span>z <span class="_ _1e"> </span>b<span class="_ _2"></span>adanie <span class="_ _1e"> </span>sp<span class="_ _2"></span>rawozdania <span class="_ _1e"> </span>s<span class="_ _2"></span>konsolidowanego <span class="_ _1e"> </span>GK <span class="_ _20"> </span>Stalprofil <span class="_ _20"> </span>S.A. <span class="_ _1e"> </span>za <span class="_ _20"> </span>rok <span class="_ _1e"> </span>2024 </div><div class="t m0 x3 he y55b ff6 fs4 fc1 sc0 ls0 ws0">przeprowadzone został<span class="_ _2"></span>y na podstawie umowy <span class="_ _0"></span>zawartej w dniu<span class="_ _2"></span> 30 <span class="_ _0"></span>kwi<span class="_ _2"></span>etnia 2024 roku z biegłym rewidentem </div><div class="t m0 x3 he y55c ff6 fs4 fc1 sc0 ls0 ws0">tj. UHY ECA <span class="_ _0"></span>Audyt Sp. z o.o. W<span class="_ _0"></span>yboru firmy audytorskiej dokonała Rada Nadzorcza Spółki w <span class="_ _9"></span>d<span class="_ _2"></span>niu 07.03.2024 r. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y7d ff6 fs4 fc1 sc0 ls0 ws0">Badanie <span class="_ _2"></span>sprawozdania <span class="_ _2"></span>finan<span class="_ _2"></span>sowego Spółki <span class="_ _2"></span>za <span class="_ _2"></span>rok <span class="_ _2"></span>2023<span class="_ _2"></span><span class="ff1">, <span class="_ _2"></span></span>przegląd <span class="_ _2"></span>sprawozdan<span class="_ _2"></span>ia <span class="_ _2"></span><span class="ff1">za <span class="_ _2"></span>pierwsze </span>pó<span class="_ _2"></span>łrocz<span class="ff1">e <span class="_ _2"></span>2023 r. </span></div><div class="t m0 x3 he y7e ff1 fs4 fc1 sc0 ls0 ws0">oraz <span class="_ _28"> </span>b<span class="_ _2"></span>adanie <span class="_ _28"> </span>s<span class="_ _2"></span>prawozdania <span class="_ _26"> </span>skonsolidowan<span class="_ _2"></span>ego <span class="_ _28"></span>GK <span class="_ _26"> </span>Stalprofil <span class="_ _26"> </span>S.A. <span class="_ _26"> </span>za <span class="_ _28"> </span>ro<span class="_ _2"></span>k <span class="_ _28"> </span>202<span class="_ _1c"></span>3 <span class="_ _26"> </span><span class="ff6">przeprowad<span class="_ _2"></span>zone <span class="_ _28"> </span>zos<span class="_ _2"></span>tały <span class="_ _28"> </span>n<span class="_ _2"></span>a </span></div><div class="t m0 x3 he y7f ff6 fs4 fc1 sc0 ls0 ws0">podstawie u<span class="_ _2"></span>mowy zawartej <span class="_ _2"></span>w dniu 19 <span class="_ _2"></span>lipca 2021 <span class="_ _2"></span>roku z biegłym <span class="_ _2"></span>rewidentem tj. <span class="_ _2"></span>Kancelarią Porad <span class="_ _2"></span>Finansowo </div><div class="t m0 x3 he y80 ff1 fs4 fc1 sc0 ls0 ws0">- <span class="_ _1a"></span><span class="ff6">Księgowych <span class="_ _1a"></span>dr <span class="_ _28"></span>Piotr <span class="_ _1a"></span>Rojek <span class="_ _28"></span>sp. <span class="_ _1a"></span>z <span class="_ _28"></span>o.o. <span class="_ _1a"></span>Wyboru <span class="_ _1a"></span>firmy <span class="_ _1a"></span>au<span class="_ _2"></span>dytorskiej <span class="_ _1a"></span>dokon<span class="_ _2"></span>ała <span class="_ _1a"></span>Rada <span class="_ _1a"></span>Nadzorcza <span class="_ _1a"></span>Spółki <span class="_ _28"></span>w <span class="_ _1a"></span>dniu </span></div><div class="t m0 x3 he y55d ff1 fs4 fc1 sc0 ls0 ws0">28.04.2021 <span class="ls11">r.</span> </div><div class="t m0 x3 he y55e ff6 fs4 fc1 sc0 ls0 ws0">Umowa z <span class="_ _0"></span>firmą audytorską UHY <span class="_ _9"></span>E<span class="_ _2"></span>CA Audyt <span class="_ _0"></span>Sp. z <span class="_ _0"></span>o.o. została zawarta <span class="_ _9"></span>n<span class="_ _2"></span>a okres <span class="_ _0"></span>trzech <span class="_ _0"></span>lat, obejmując zakresem  </div><div class="t m0 x3 he y55f ff6 fs4 fc1 sc0 ls0 ws0">przegląd oraz bad<span class="_ _2"></span>anie sprawozdań<span class="_ _2"></span> półrocznych i roczny<span class="_ _2"></span>ch oraz skonsolido<span class="_ _2"></span>wanych sprawozdań p<span class="_ _2"></span>ółrocznych i </div><div class="t m0 x3 he y28f ff1 fs4 fc1 sc0 ls0 ws0">rocznych za lat<span class="_ _2"></span>a 2024 - <span class="ls4">2026.</span> </div><div class="t m0 x3 he y85 ff1 fs4 fc1 sc0 ls0 ws0">Umowa <span class="_ _9"></span>n<span class="_ _2"></span>a <span class="_ _9"></span>bad<span class="_ _2"></span>anie <span class="_ _9"></span>sprawozdania <span class="ff6">zrównoważonego <span class="_ _9"></span>rozwoju<span class="_ _2"></span><span class="ff1"> <span class="_ _9"></span><span class="ff6">Grupy Kapita<span class="_ _0"></span>łowej <span class="_ _9"></span>STALPROFIL S.A.<span class="ff1"> <span class="_ _9"></span>za <span class="_ _0"></span>lata <span class="_ _9"></span><span class="ls4">2024<span class="ls0">-</span></span></span></span></span></span></div><div class="t m0 x3 he y560 ff6 fs4 fc1 sc0 ls0 ws0">2026 z firmą audy<span class="_ _2"></span>torską UHY ECA Audyt <span class="_ _2"></span>Sp. z o.o. została <span class="_ _2"></span>zawarta <span class="_ _2"></span><span class="ff1">w dniu 01.07.2024 r.  <span class="_ _2"></span>na okres trzech lat.<span class="_ _2"></span> </span></div><div class="t m0 x3 he y561 ff6 fs4 fc1 sc0 ls0 ws0">W <span class="_ _26"> </span>dniu <span class="_ _26"> </span>30 <span class="_ _26"> </span>kwietnia <span class="_ _29"> </span>2024 <span class="_ _28"> </span>ro<span class="_ _2"></span>ku <span class="_ _26"> </span>Spółka <span class="_ _26"> </span>zawarła <span class="_ _26"> </span>z <span class="_ _26"> </span>UHY <span class="_ _26"> </span>ECA <span class="_ _26"> </span>Aud<span class="_ _2"></span>yt <span class="_ _26"> </span>Sp. <span class="_ _26"> </span>z <span class="_ _26"> </span>o.o. <span class="_ _26"> </span>umowę <span class="_ _26"> </span>na <span class="_ _26"> </span>wykonan<span class="_ _2"></span>ie <span class="_ _28"> </span>u<span class="_ _2"></span>sługi </div><div class="t m0 x3 he y562 ff6 fs4 fc1 sc0 ls0 ws0">atestacyjnej polegającej n<span class="_ _2"></span>a ocenie sprawozd<span class="_ _2"></span>ań Rady Nad<span class="_ _2"></span>zorczej o wynagrodzeniach za <span class="_ _2"></span>lata obrotowe 2024 <span class="_ _1c"></span><span class="ff1">- </span></div><div class="t m0 x3 he y563 ff6 fs4 fc1 sc0 ls0 ws0">2026, z <span class="_ _2"></span>ustalonym <span class="_ _2"></span>wynagrodzeniem umownym <span class="_ _2"></span>za ka<span class="_ _2"></span>żdy rok <span class="_ _2"></span>o<span class="_ _2"></span>brotowy za <span class="_ _2"></span>wykonanie usługi <span class="_ _2"></span>w kwocie 10 <span class="_ _2"></span>tys. </div><div class="t m0 x3 h12 y12d ff6 fs4 fc1 sc0 ls0 ws0">zł. netto.<span class="ff3"> </span></div><div class="t m0 x3 he y296 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y564 ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="_ _2"></span><span class="ls4">29</span> <span class="_ _1c"></span><span class="ff6">Wynagro<span class="_ _2"></span>dzenie <span class="_ _2"></span>n<span class="_ _2"></span>etto <span class="_ _1c"></span>wypłacone <span class="_ _1c"></span>lub <span class="_ _1c"></span>należne <span class="_ _1c"></span>biegłemu <span class="_ _1c"></span>rewidentowi <span class="_ _1c"></span>z <span class="_ _1c"></span>tytułu<span class="_ _2"></span> <span class="_ _2"></span>badania <span class="_ _1c"></span>i <span class="_ _1c"></span>przeglądu </span></div><div class="t m0 x3 he y565 ff6 fs4 fc1 sc0 ls0 ws0">sprawozdań fin<span class="_ _2"></span>ansowych emitenta i inny<span class="_ _2"></span>ch usług za rok obrotowy (w PLN)<span class="_ _1c"></span><span class="ff1"> </span></div></div><div class="c x12 y566 w8f h2c"><div class="t m0 xf3 h9 yb8 ff2 fs3 fc1 sc0 ls0 ws0">Rodzaj sprawozdania </div></div><div class="c x86 y566 w6c h2c"><div class="t m0 x40 h9 yb8 ff2 fs3 fc1 sc0 ls0 ws0">2024 r. </div></div><div class="c xc7 y566 w90 h2c"><div class="t m0 x40 h9 yb8 ff2 fs3 fc1 sc0 ls0 ws0">2023 r. </div></div><div class="c x12 y567 w8f h87"><div class="t m0 x3f hc y568 ff6 fs3 fc1 sc0 ls0 ws0">przegląd półrocznego jednostkowego  sprawozdania finan<span class="_ _0"></span>sowego </div><div class="t m0 x3f hc yf6 ff1 fs3 fc1 sc0 ls0 ws0">STALPROFIL S.A. </div></div><div class="c x86 y567 w6c h87"><div class="t m0 xee hc y569 ff1 fs3 fc1 sc0 ls2 ws0">20 000<span class="ls0"> </span></div></div><div class="c xc7 y567 w90 h87"><div class="t m0 xee hc y569 ff1 fs3 fc1 sc0 ls2 ws0">16 000<span class="ls0"> </span></div></div><div class="c x12 y56a w8f h88"><div class="t m0 x3f hc y56b ff6 fs3 fc1 sc0 ls0 ws0">przegląd półrocznego skonsolidowanego sprawozdania </div><div class="t m0 x3f hc y384 ff1 fs3 fc1 sc0 ls0 ws0">finansowego Grupy STALPROFIL S.A. </div></div><div class="c x86 y56a w6c h88"><div class="t m0 xee hc y56c ff1 fs3 fc1 sc0 ls2 ws0">20 000<span class="ls0"> </span></div></div><div class="c xc7 y56a w90 h88"><div class="t m0 xee hc y56c ff1 fs3 fc1 sc0 ls2 ws0">10 000<span class="ls0"> </span></div></div><div class="c x12 y56d w8f h89"><div class="t m0 x3f hc y56e ff1 fs3 fc1 sc0 ls0 ws0">badanie rocznego jednostkowego sprawozdania finans<span class="_ _0"></span>owego </div><div class="t m0 x3f hc y158 ff1 fs3 fc1 sc0 ls0 ws0">STALPROFIL S.A. </div></div><div class="c x86 y56d w6c h89"><div class="t m0 xee hc y53b ff1 fs3 fc1 sc0 ls2 ws0">60 000<span class="ls0"> </span></div></div><div class="c xc7 y56d w90 h89"><div class="t m0 xee hc y53b ff1 fs3 fc1 sc0 ls2 ws0">27 000<span class="ls0"> </span></div></div><div class="c x12 y2c8 w8f h8a"><div class="t m0 x3f hc y56f ff1 fs3 fc1 sc0 ls0 ws0">badanie rocznego skonsolidowanego sprawozdania finansowego </div><div class="t m0 x3f hc y570 ff1 fs3 fc1 sc0 ls0 ws0">STALPROFIL S.A. </div></div><div class="c x86 y2c8 w6c h8a"><div class="t m0 xee hc y571 ff1 fs3 fc1 sc0 ls2 ws0">20 000<span class="ls0"> </span></div></div><div class="c xc7 y2c8 w90 h8a"><div class="t m0 xee hc y571 ff1 fs3 fc1 sc0 ls2 ws0">14 000<span class="ls0"> </span></div></div><div class="c x12 y572 w8f h18"><div class="t m0 x3f hc yb6 ff6 fs3 fc1 sc0 ls0 ws0">usług<span class="ff1">a atestacyjna </span>–<span class="ff1"> </span>badanie sprawozdania zrównoważonego </div><div class="t m0 x3f hc yb3 ff1 fs3 fc1 sc0 ls0 ws0">rozwoju   <span class="ff6">Grupy Kapitałowej </span>STALPROFIL S.A. </div></div><div class="c x86 y572 w6c h18"><div class="t m0 xee hc ydc ff1 fs3 fc1 sc0 ls2 ws0">80 000<span class="ls0"> </span></div></div><div class="c xc7 y572 w90 h18"><div class="t m0 x3 hc ydc ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x12 y573 w8f h8b"><div class="t m0 x3f he y46f ff6 fs4 fc1 sc0 ls0 ws0">usług<span class="ff1">a <span class="_ _2"></span>atestacyjna - ocena sp<span class="_ _2"></span>rawozdania Rady N<span class="_ _2"></span>adzorczej </span></div><div class="t m0 x3f he y502 ff1 fs4 fc1 sc0 ls0 ws0">o wynagrodzeniach<span class="_ _2"></span><span class="fs3"> </span></div></div><div class="c x86 y573 w6c h8b"><div class="t m0 xee hc yf8 ff1 fs3 fc1 sc0 ls2 ws0">10 000<span class="ls0"> </span></div></div><div class="c xc7 y573 w90 h8b"><div class="t m0 xd9 hc yf8 ff1 fs3 fc1 sc0 ls2 ws0">2 000<span class="ls0"> </span></div></div><div class="c x12 y326 w8f h28"><div class="t m0 xf4 h9 y40a ff2 fs3 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x86 y326 w6c h28"><div class="t m0 xf5 h9 y40a ff2 fs3 fc1 sc0 ls2 ws0">210 000<span class="ls0"> </span></div></div><div class="c xc7 y326 w90 h28"><div class="t m0 xee h9 y40a ff2 fs3 fc1 sc0 ls0 ws0">69 <span class="ls2">000</span> </div></div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">42<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff6 fs4 fc1 sc0 ls0 ws0">W <span class="_ _26"> </span>okresie <span class="_ _29"> </span>sprawozdawczy<span class="_ _2"></span>m <span class="_ _26"> </span>Spół<span class="_ _2"></span>ka <span class="_ _26"> </span>nie <span class="_ _29"> </span>zawierała <span class="_ _26"> </span>inn<span class="_ _2"></span>ych <span class="_ _26"> </span>umów <span class="_ _29"> </span>z <span class="_ _26"> </span>p<span class="_ _2"></span>odmiotem <span class="_ _26"> </span>up<span class="_ _2"></span>rawnionym <span class="_ _29"> </span>do <span class="_ _26"> </span>bad<span class="_ _2"></span>ania </div><div class="t m0 x3 he y216 ff6 fs4 fc1 sc0 ls0 ws0">sprawozdań finansowych Spół<span class="_ _0"></span>ki, <span class="_ _0"></span>a <span class="_ _0"></span>tym <span class="_ _9"></span>s<span class="_ _2"></span>amym <span class="_ _0"></span>nie <span class="_ _0"></span>wypłacała innych <span class="_ _9"></span>wyn<span class="_ _2"></span>agrodzeń <span class="_ _0"></span>poza w<span class="_ _0"></span>yżej <span class="ff1">wymieniony<span class="_ _2"></span>mi. </span></div><div class="t m0 xf h11 y574 ff2 fs5 fc1 sc0 lsb ws0">13.<span class="ff7 ls0"> <span class="_ _d"></span><span class="ff5">Badania i rozwój<span class="ff2"> </span></span></span></div><div class="t m0 x3 he y239 ff6 fs4 fc1 sc0 ls0 ws0">Spółka <span class="ff1 lse">w <span class="_ _2"></span><span class="ls4">20<span class="ls0">24 <span class="ls11">r.</span> nie pr</span></span></span>owadzi<span class="_ _2"></span>ła prac badawczo<span class="_ _2"></span><span class="ff1">-rozwojowych.<span class="_ _2"></span> </span></div><div class="t m0 xf h11 y575 ff2 fs5 fc1 sc0 lsb ws0">14.<span class="ff7 ls0"> <span class="_ _d"></span><span class="ff5">Informacja na temat działalności charytatywnej i sponsoringowej<span class="ff2"> </span></span></span></div><div class="t m0 x3 he y576 ff6 fs4 fc1 sc0 ls0 ws0">STALPROFIL <span class="_ _1e"> </span>S.A. <span class="_ _1e"> </span>prowadzi <span class="_ _20"> </span>działalność <span class="_ _1e"> </span>sponsorin<span class="_ _2"></span>gową<span class="ff1"> <span class="_ _1e"> </span></span>i <span class="_ _1e"> </span>chary<span class="_ _2"></span>tatywną <span class="_ _1e"> </span>w <span class="_ _1e"> </span>ograniczonym <span class="_ _1e"> </span>zakresie. <span class="_ _1e"> </span>Do </div><div class="t m0 x3 he y577 ff6 fs4 fc1 sc0 ls0 ws0">koordynowania <span class="_ _1c"></span>działalności <span class="_ _1c"></span>charytatywnej <span class="_ _2"></span>p<span class="_ _2"></span>odmiotów <span class="_ _2"></span>z <span class="_ _2"></span>Grup<span class="_ _2"></span>y <span class="_ _2"></span>Kapitałowej <span class="_ _2"></span>STALPRO<span class="_ _2"></span>FIL <span class="_ _2"></span>S.A., <span class="_ _2"></span>w <span class="_ _2"></span>ro<span class="_ _2"></span>ku <span class="_ _2"></span>202<span class="_ _1c"></span><span class="ff1">4 <span class="_ _2"></span><span class="ls16">z </span></span></div><div class="t m0 x3 he y578 ff6 fs4 fc1 sc0 ls0 ws0">inicjatywy Spółki zaangażowana była Fundacja <span class="ff1">STALPROFIL </span>im. Jerzego Bernharda, której patronem jest Jerzy<span class="_ _0"></span> </div><div class="t m0 x3 he y579 ff6 fs4 fc1 sc0 ls0 ws0">Bernhard były<span class="_ _2"></span> wieloletni Prezes Zarządu<span class="_ _2"></span> Spółki, a fundatorem <span class="_ _2"></span><span class="ff1">- STALPROFIL S.A.<span class="_ _2"></span> </span></div><div class="t m0 x3 he y57a ff6 fs4 fc1 sc0 ls0 ws0">Celami <span class="_ _2"></span>statutowymi <span class="_ _2"></span>w/w Fun<span class="_ _2"></span>dacji <span class="_ _2"></span>są: <span class="_ _2"></span>1. Pomoc <span class="_ _2"></span>społeczna <span class="_ _2"></span>2. Dob<span class="_ _2"></span>roczynność <span class="_ _2"></span>3. <span class="_ _2"></span>Ochrona zdrowia <span class="_ _2"></span>4. <span class="_ _2"></span>Ochrona </div><div class="t m0 x3 he yf0 ff6 fs4 fc1 sc0 ls0 ws0">środowiska <span class="_ _1c"></span>5. <span class="_ _2"></span>Rehabilitacja <span class="_ _2"></span>za<span class="_ _2"></span>wodowa <span class="_ _2"></span>i <span class="_ _2"></span>s<span class="_ _2"></span>połeczna <span class="_ _2"></span>inwalidó<span class="_ _2"></span>w <span class="_ _2"></span>6. <span class="_ _2"></span>Dzia<span class="_ _2"></span>łalność <span class="_ _2"></span>nau<span class="_ _2"></span>kowa, <span class="_ _2"></span>naukowo<span class="_ _1c"></span><span class="ff1">-techniczna, </span></div><div class="t m0 x3 he y57b ff6 fs4 fc1 sc0 ls0 ws0">oświatowa, <span class="_ _1a"></span>w <span class="_ _1c"></span>ty<span class="_ _2"></span>m <span class="_ _1c"></span>ró<span class="_ _2"></span>wnież <span class="_ _1a"></span>polegająca <span class="_ _1a"></span>na <span class="_ _1a"></span>kształceniu <span class="_ _1a"></span>s<span class="_ _2"></span>tudentów <span class="_ _1c"></span>7. <span class="_ _1a"></span>Działalnoś<span class="_ _2"></span>ć <span class="_ _1c"></span>ku<span class="_ _2"></span>lturalna <span class="_ _1a"></span>8. <span class="_ _1c"></span>Dzia<span class="_ _2"></span>łalność <span class="_ _1a"></span>w </div><div class="t m0 x3 he y57c ff6 fs4 fc1 sc0 ls0 ws0">zakresie <span class="_ _29"> </span>kultu<span class="_ _2"></span>ry <span class="_ _29"> </span>fizycznej  i <span class="_ _26"> </span>s<span class="_ _2"></span>portu  9. <span class="_ _29"> </span>Współpraca  i <span class="_ _29"> </span>wsparcie <span class="_ _29"> </span>rze<span class="_ _2"></span>czowe <span class="_ _29"> </span>lub  finansowe  organizacji, <span class="_ _29"> </span>osób  i </div><div class="t m0 x3 he y559 ff6 fs4 fc1 sc0 ls0 ws0">instytucji realizu<span class="_ _2"></span>jących cele 1<span class="ff1">-</span>8 powyżej.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y55a ff6 fs4 fc1 sc0 ls0 ws0">Realizacja <span class="_ _1f"> </span>działalnoś<span class="_ _2"></span>ci <span class="_ _1f"> </span>charytatywnej <span class="_ _1f"> </span>przez <span class="_ _1f"> </span>Spółkę, <span class="_ _1e"> </span>od <span class="_ _1f"> </span>rozpoczęcia <span class="_ _1f"> </span>działalno<span class="_ _2"></span>ści <span class="_ _1f"> </span>Fundacji <span class="_ _1f"> </span>im. <span class="_ _1f"> </span>Jerzego </div><div class="t m0 x3 he y55b ff1 fs4 fc1 sc0 ls0 ws0">Bernharda, <span class="ff6">odbywa <span class="_ _9"></span>się głównie <span class="_ _9"></span>poprzez Fundację, <span class="_ _0"></span>dlatego <span class="_ _0"></span>też <span class="_ _9"></span>Spółka nie <span class="_ _9"></span>sformułowała i <span class="_ _9"></span>nie <span class="_ _9"></span>p<span class="_ _2"></span>rzyjęła w<span class="_ _0"></span> <span class="_ _0"></span>formie </span></div><div class="t m0 x3 he y55c ff6 fs4 fc1 sc0 ls0 ws0">odrębnego dokumentu p<span class="_ _2"></span>olityki w tym zakresie.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y57d ff6 fs4 fc1 sc0 ls0 ws0">Wydatki <span class="_ _2"></span>na <span class="_ _2"></span>działalność <span class="_ _2"></span>chary<span class="_ _2"></span>tatywną w <span class="_ _2"></span>roku <span class="_ _2"></span>202<span class="_ _2"></span><span class="ff1">4 <span class="_ _2"></span></span>wyniosł<span class="_ _2"></span>y <span class="ff1">100 <span class="_ _2"></span></span>tys<span class="_ _2"></span>. zł<span class="_ _2"></span> i <span class="_ _2"></span>był<span class="_ _2"></span>y p<span class="_ _2"></span>rzeznaczone w <span class="_ _2"></span>całoś<span class="_ _2"></span>ci na <span class="_ _2"></span>ce<span class="_ _2"></span>le </div><div class="t m0 x3 he y289 ff6 fs4 fc1 sc0 ls0 ws0">statutowe <span class="_ _2"></span>powołanej Fun<span class="_ _2"></span>dacji im. Jerzego <span class="_ _2"></span>Bernharda. Sp<span class="_ _2"></span>ółka przekazał<span class="_ _2"></span>a także w <span class="_ _2"></span>formie darowizn n<span class="_ _2"></span>iewielkie </div><div class="t m0 x3 he y28a ff6 fs4 fc1 sc0 ls0 ws0">kwoty łącznie oko<span class="_ _2"></span>ło <span class="ff1">3 tys. z</span>ł<span class="_ _2"></span><span class="ff1"> </span>dla organizacji wspierających rozwój<span class="_ _2"></span> dzieci i młodzieży.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y28b ff6 fs4 fc1 sc0 ls0 ws0">Wydatki <span class="_ _1a"></span>n<span class="_ _2"></span>a <span class="_ _1a"></span>działalność <span class="_ _1a"></span>sponsoringową, <span class="_ _28"></span>kształtując <span class="_ _1a"></span>się <span class="_ _1a"></span>n<span class="_ _2"></span>a <span class="_ _1a"></span>poziomie<span class="ff1"> <span class="_ _28"></span>1<span class="ls4">17</span> <span class="_ _1a"></span></span>tys<span class="_ _2"></span>. <span class="_ _1a"></span>zł<span class="ff1">, <span class="_ _1a"></span></span>nie <span class="_ _1a"></span>sta<span class="_ _2"></span>nowiły <span class="_ _1a"></span>w <span class="_ _1a"></span>202<span class="ff1">4 <span class="_ _28"></span>roku </span></div><div class="t m0 x3 he y28c ff6 fs4 fc1 sc0 ls0 ws0">istotnej <span class="_ _2"></span>pozycji <span class="_ _2"></span>w <span class="_ _2"></span>wydatka<span class="_ _2"></span>ch Sp<span class="_ _2"></span>ółki, <span class="_ _2"></span>a <span class="_ _2"></span>związane <span class="_ _2"></span>były <span class="_ _2"></span>z <span class="_ _2"></span>finans<span class="_ _2"></span>owym wspar<span class="_ _2"></span>ciem takich<span class="_ _2"></span> <span class="_ _2"></span>wydarzeń <span class="_ _2"></span>jak: <span class="_ _1a"></span><span class="ff1">konkurs<span class="ls31">  </span> </span></div><div class="t m0 x3 he y28d ff6 fs4 fc1 sc0 ls0 ws0">„<span class="ff1">Lider<span class="lsc">a </span>Polskiego Bizn<span class="_ _2"></span>esu</span>”<span class="ff1"> organizo<span class="_ _2"></span>wany przez Busines<span class="_ _2"></span>s Centre Club<span class="_ _2"></span><span class="ls19">, </span>Konferencja HIPH<span class="_ _2"></span> </span>–<span class="ff1"> <span class="_ _2"></span></span><span class="ls9">„A</span><span class="ff1">ktualna sytu<span class="_ _2"></span>acja </span></div><div class="t m0 x3 he y28e ff6 fs4 fc1 sc0 ls0 ws0">w przemyśle stalowym”<span class="ff1 ls19">, <span class="ls0">K<span class="ls1f">on<span class="_ _2"></span></span>gres EEC/EKG - partner sesji H<span class="_ _2"></span>utnictwo, Kongres i program PIKS </span></span>„<span class="ff1">Budu<span class="_ _2"></span>j ze stali</span><span class="ls3e">”, </span></div><div class="t m0 x3 he y57e ff1 fs4 fc1 sc0 ls0 ws0">Festiwal Muzyczny<span class="_ _2"></span> im. M. Spisak<span class="_ _2"></span>a, Seminarium hutnicze SI<span class="_ _2"></span>TPH. </div><div class="t m0 x3 he y57f ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xf6 h10 y580 ff2 fs1 fc1 sc0 ls3f ws0">V.<span class="ff7 ls0"> <span class="_ _11"> </span><span class="ff2">O<span class="ff5 fs7">ŚWIADCZENIE O STOSOWANIU ŁADU<span class="_ _2"></span> KORPORACYJNEGO<span class="_ _2"></span></span> </span></span></div><div class="t m0 xf h11 y581 ff2 fs5 fc1 sc0 lsb ws0">1.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Wskazanie  zbioru <span class="_ _2a"> </span>zasad  ładu  korporacyjnego <span class="_ _2a"> </span>przyjętego  do  stoso<span class="_ _0"></span>wania  przez<span class="_ _0"></span> </span></span></div><div class="t m0 x10 h13 y582 ff5 fs5 fc1 sc0 ls0 ws0">Spółkę<span class="ff2"> </span></div><div class="t m0 x3 he y583 ff6 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _21"> </span>przyjęła <span class="_ _21"> </span>do  stos<span class="_ _2"></span>owania  zas<span class="_ _2"></span>ady <span class="_ _21"> </span>ładu  ko<span class="_ _2"></span>rporacyjnego <span class="_ _21"> </span>zawarte  w <span class="_ _21"> </span>zbiorze <span class="_ _21"> </span>„Dobre <span class="_ _21"> </span>Prakt<span class="_ _2"></span>yki <span class="_ _21"> </span>Spółek </div><div class="t m0 x3 he y584 ff1 fs4 fc1 sc0 ls0 ws0">Notowanych <span class="_ _1c"></span>n<span class="_ _2"></span>a <span class="_ _1c"></span>GPW <span class="_ _1c"></span>20<span class="_ _2"></span><span class="ls4">21</span><span class="ff6">”, <span class="_ _1c"></span>który <span class="_ _1a"></span>został <span class="_ _1a"></span></span>z<span class="ff6">atwierdzony <span class="_ _1c"></span>uchwałą <span class="_ _1c"></span>Rady <span class="_ _1c"></span>Giełdy<span class="_ _2"></span> <span class="_ _2"></span>Pa<span class="_ _2"></span>pierów <span class="_ _1c"></span>Warto<span class="_ _2"></span>ściowych <span class="_ _1c"></span>S.A. </span></div><div class="t m0 x3 he y585 ff1 fs4 fc1 sc0 ls0 ws0">w Warszawie <span class="_ _1a"></span>z <span class="_ _1c"></span>dn<span class="_ _2"></span>ia <span class="_ _1a"></span>29 <span class="_ _1c"></span>marca <span class="_ _1a"></span><span class="ls4">2021</span> <span class="_ _1a"></span>r. <span class="_ _1a"></span>T<span class="ff6">ekst <span class="_ _1c"></span>wyżej <span class="_ _1a"></span>wymienionego <span class="_ _1a"></span>zbioru <span class="_ _1a"></span>zasad <span class="_ _1a"></span>jest <span class="_ _1c"></span>publicznie <span class="_ _1a"></span>dostępny <span class="_ _1a"></span>na </span></div><div class="t m0 x3 he y364 ff6 fs4 fc1 sc0 ls0 ws0">stronie <span class="_ _e"> </span>in<span class="_ _2"></span>ternetowej <span class="_ _e"> </span>Giełdy <span class="_ _2d"> </span>Papierów <span class="_ _e"> </span>Warto<span class="_ _2"></span>ściowych <span class="_ _e"> </span>w <span class="_ _2d"> </span>sekcji <span class="_ _e"> </span>poświęconej <span class="_ _2d"> </span>zagadnieniom <span class="_ _e"> </span>ł<span class="_ _2"></span>adu </div><div class="t m0 x3 he y365 ff1 fs4 fc1 sc0 ls0 ws0">korporacyjnego: <span class="_ _a"> </span>www.gpw.pl/dobre<span class="_ _2"></span>-praktyki2021<span class="fc7">.</span> <span class="_ _21"> </span><span class="ff6">Inform<span class="_ _2"></span>acje <span class="_ _21"> </span>na <span class="_ _21"> </span>temat <span class="_ _21"> </span>stan<span class="_ _2"></span>u <span class="_ _21"> </span>stosowania <span class="_ _21"> </span>przez <span class="_ _21"> </span>s<span class="_ _2"></span>półkę </span></div><div class="t m0 x3 he y366 ff6 fs4 fc1 sc0 ls0 ws0">rekomendacji <span class="_ _2"></span>i <span class="_ _1c"></span>zasad<span class="_ _2"></span> <span class="_ _2"></span>zawartych <span class="_ _1c"></span>w <span class="_ _2"></span>Zb<span class="_ _2"></span>iorze <span class="_ _2"></span>„Dob<span class="_ _2"></span>re <span class="_ _2"></span>Praktyki <span class="_ _2"></span>Spółek <span class="_ _1c"></span>Notowan<span class="_ _2"></span>ych <span class="_ _2"></span>na <span class="_ _1c"></span>GPW <span class="_ _2"></span>20<span class="_ _2"></span><span class="ff1 ls4">21</span>”<span class="_ _2"></span> <span class="_ _2"></span>są <span class="_ _1c"></span>dos<span class="_ _2"></span>tępne </div><div class="t m0 x3 he y367 ff1 fs4 fc1 sc0 ls0 ws0">na stron<span class="_ _2"></span><span class="ff6">ie internetowej Spółki: </span>www.sta<span class="_ _2"></span>lprofil.com.pl/lad-k<span class="_ _2"></span>orporacyjny<span class="_ _2"></span>. </div><div class="t m0 xf h11 ybe ff2 fs5 fc1 sc0 lsb ws0">2.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Stosowanie zasad ładu korporacyjnego w 20<span class="ff2">24 <span class="ls40">r.</span> </span></span></span></div><div class="t m0 x3 he y586 ff1 fs4 fc1 sc0 ls0 ws0">W<span class="ff6">edług <span class="_ _1c"></span>s<span class="_ _2"></span>tanu <span class="_ _1c"></span>na <span class="_ _1a"></span>31 <span class="_ _2"></span>gru<span class="_ _2"></span>dnia <span class="_ _1c"></span>2024 <span class="_ _1c"></span>ro<span class="_ _2"></span>ku</span> <span class="_ _1a"></span><span class="ff6">Spółka <span class="_ _1c"></span>nie <span class="_ _1a"></span>stosowała <span class="_ _1a"></span></span>8 <span class="_ _1c"></span><span class="ff6">zasad <span class="_ _1c"></span>zawarty<span class="_ _2"></span>ch <span class="_ _1c"></span>w <span class="_ _1a"></span>zbiorze <span class="_ _2"></span>„Dob<span class="_ _2"></span>re <span class="_ _1c"></span>Praktyki </span></div><div class="t m0 x3 he y587 ff6 fs4 fc1 sc0 ls0 ws0">Spółek <span class="_ _2"></span>Notowan<span class="_ _2"></span>ych <span class="_ _2"></span>na <span class="_ _2"></span>GPW <span class="_ _1c"></span>2021”<span class="ff1">, <span class="_ _2"></span>w <span class="_ _1c"></span>tym</span>: <span class="_ _2"></span>1.4.<span class="_ _2"></span>2., <span class="_ _2"></span>2.1., <span class="_ _2"></span>2.2<span class="_ _2"></span>., <span class="_ _2"></span>3.4., <span class="_ _2"></span>3.6., <span class="_ _2"></span>3.7., <span class="_ _1c"></span>3.8., <span class="_ _2"></span>4.1. <span class="_ _1c"></span>Poniżej <span class="_ _1c"></span>przedstawiony </div><div class="t m0 x3 he y588 ff1 fs4 fc1 sc0 ls0 ws0">jest wykaz zas<span class="_ _2"></span>ad od stosowania <span class="ff6">któ<span class="_ _2"></span>rych Spółka ods<span class="_ _2"></span>tąpiła, wraz z komentarzami Spółki:<span class="_ _2"></span></span> </div><div class="t m0 x3 hf y589 ff5 fs4 fc1 sc0 ls0 ws0">Treść <span class="_ _9"></span>zasady <span class="_ _0"></span><span class="ff2 ls4">1.4<span class="ls0">.2: <span class="_ _9"></span><span class="ff6">W <span class="_ _0"></span>celu <span class="_ _9"></span>zapewnienia <span class="_ _0"></span>należytej <span class="_ _9"></span>komun<span class="_ _2"></span>ikacji <span class="_ _9"></span>z <span class="_ _9"></span>interesarius<span class="_ _2"></span>zami, <span class="_ _9"></span>w <span class="_ _9"></span>zakresi<span class="_ _2"></span>e <span class="_ _9"></span>przyjętej <span class="_ _9"></span>stra<span class="_ _2"></span>tegii </span></span></span></div><div class="t m0 x3 he y58a ff6 fs4 fc1 sc0 ls0 ws0">biznesowej <span class="_ _21"> </span>spółka <span class="_ _21"> </span>zamie<span class="_ _0"></span>szcza <span class="_ _21"> </span>na  swojej <span class="_ _21"> </span>stronie <span class="_ _21"> </span>internetowej  informa<span class="_ _2"></span>cje  na <span class="_ _21"> </span>temat <span class="_ _21"> </span>założeń <span class="_ _21"> </span>posiadanej </div><div class="t m0 x3 he y58b ff6 fs4 fc1 sc0 ls0 ws0">strategii, mierzalnych <span class="_ _0"></span>celów, w <span class="_ _9"></span>ty<span class="_ _2"></span>m <span class="_ _0"></span>zwłaszcza celów <span class="_ _0"></span>długoterminow<span class="_ _2"></span>ych, planowanych działań oraz<span class="_ _0"></span> postępów </div><div class="t m0 x3 he y58c ff6 fs4 fc1 sc0 ls0 ws0">w <span class="_ _29"> </span>jej  re<span class="_ _0"></span>alizacji,  określonych <span class="_ _29"> </span>za  pomocą <span class="_ _29"> </span>mierników,  finansowych <span class="_ _29"> </span>i  niefinansowych. <span class="_ _29"> </span>Informacje  na <span class="_ _26"> </span>te<span class="_ _2"></span>mat </div><div class="t m0 x3 he y58d ff6 fs4 fc1 sc0 ls0 ws0">strategii <span class="_ _0"></span>w <span class="_ _9"></span>o<span class="_ _2"></span>bszarze ESG<span class="_ _0"></span> <span class="_ _0"></span>powinn<span class="_ _2"></span>y <span class="_ _0"></span>m.in. <span class="_ _9"></span>p<span class="_ _2"></span>rzedstawiać <span class="_ _0"></span>wartość <span class="_ _0"></span>wskaźnika równości <span class="_ _9"></span>wynagr<span class="_ _2"></span>odzeń wypła<span class="_ _2"></span><span class="ff1">canych </span></div></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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AAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAACKqGQIalGSJAYBAIDJSdPUINTG136bCgAAoIAcCQkAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAACg6EqGoBYlSWIQAACYnDRNDUJtfO23qQAAAArIkZAAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAAiq5kCGpRkiQGAQCAyUnT1CDUBPvWAAAAiigR1gAAAAVk3xoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AACAoisZglqUJIlBAABgctI0NQi18bXfpgIAACggR0ICAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAKLqSIahFSZIYBAAAJidNU4NQE+xbAwAAKKJEWAMAABSQfWsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAAiq5kCGpRkiQGAYBCSdPUIABM8dd+/7cCAAAUkCMhAQAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1Br8v107xGkgisIwmps8WV9sF4DH1eC6BVbAJho0lq3gqthIdRVmFOYikGTMpOncm56zgSb/E50v7wEAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAgGGCjiLCCAAALJOZRmjB3RoAAEBFIawBAAAKcrcGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAoLphgo4iwggAACyTmUbo8dnvqAAAAAryEhIAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAABAdcMEHUWEEQAAWCYzjdCCuzUAAICKQlgDAAAU5G4NAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAQHXDBB1FhBEAAFgmM43Q47PfUQEAABTkJbAV9nMAAAgwSURBVCQAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AACA6oYJOooIIwBXlJlGAIByn/3+oQEAAAryEhIAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAADAvGECAAC4Zy/vX9/Tjx3m7Labj9cntQYAANzaX6p9vj2b4r/D8XS+TGv9upeQAAAAFak1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAsJ5xOJ6sAAAA92y33RhhbpnzZVolmvaPD5GZzgAAAKAaLyEBAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAAC39wuF8unmYrfavgAAAABJRU5ErkJggg=="/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">43<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff6 fs4 fc1 sc0 ls0 ws0">jej <span class="_ _28"></span>pracownik<span class="_ _2"></span>om, <span class="_ _28"></span>obliczaneg<span class="_ _2"></span>o <span class="_ _28"></span>jako <span class="_ _26"> </span>procentowa <span class="_ _26"> </span>różnica <span class="_ _26"> </span>pomiędzy <span class="_ _28"></span>średn<span class="_ _2"></span>im <span class="_ _28"></span>miesięcznym <span class="_ _26"> </span>wynagrodzeniem </div><div class="t m0 x3 he y4e ff1 fs4 fc1 sc0 ls23 ws0">(z<span class="ls0"> <span class="ff6">uwzględnieniem <span class="_ _1a"></span>pr<span class="_ _2"></span>emii, <span class="_ _1a"></span>nagród <span class="_ _1a"></span>i <span class="_ _1a"></span>innych <span class="_ _1a"></span>dodat<span class="_ _2"></span>ków) <span class="_ _1a"></span>kobiet <span class="_ _1a"></span>i <span class="_ _1a"></span>mężczyzn <span class="_ _1a"></span>za <span class="_ _1a"></span>osta<span class="_ _2"></span>tni <span class="_ _1a"></span>rok, <span class="_ _1a"></span>oraz <span class="_ _1a"></span>przedsta<span class="_ _2"></span>wiać </span></span></div><div class="t m0 x3 he y4f ff6 fs4 fc1 sc0 ls0 ws0">informacje <span class="_ _21"> </span>o <span class="_ _21"> </span>działaniach <span class="_ _21"> </span>podjętych <span class="_ _21"> </span>w <span class="_ _21"> </span>ce<span class="_ _0"></span>lu <span class="_ _21"> </span>likwidacji <span class="_ _21"> </span>ewentualnych <span class="_ _21"> </span>nierówności <span class="_ _21"> </span>w <span class="_ _21"> </span>tym <span class="_ _21"> </span>zakresie, <span class="_ _21"> </span>wraz </div><div class="t m0 x3 he y50 ff1 fs4 fc1 sc0 ls0 ws0">z <span class="ff6">prezentacją <span class="_ _2"></span>ryzyk z <span class="_ _2"></span>tym związany<span class="_ _2"></span>ch oraz ho<span class="_ _2"></span>ryzontem czasowym, <span class="_ _2"></span>w którym <span class="_ _2"></span>planowane jest <span class="_ _2"></span>doprowadzen<span class="_ _2"></span>ie </span></div><div class="t m0 x3 he y51 ff6 fs4 fc1 sc0 ls0 ws0">do równości.<span class="ff1"> </span></div><div class="t m0 x3 h8c y97 ffc fs4 fc1 sc0 ls0 ws0">Komentarz  spółki: <span class="_ _29"> </span><span class="ff9">W <span class="_ _29"> </span>corocznym  Sprawozdaniu  G<span class="_ _0"></span>rupy <span class="_ _29"> </span>Kapitało<span class="_ _2"></span>wej <span class="_ _29"> </span>STALPROFIL <span class="_ _29"> </span>S.A.  na <span class="_ _29"> </span>temat  informacji </span></div><div class="t m0 x3 h8c y98 ff9 fs4 fc1 sc0 ls0 ws0">niefinansowych  prezentowany  jest  wskaźnik  wyrażają<span class="_ _2"></span>cy  stosunek  przeciętne<span class="_ _2"></span>go  rocznego  wynagrodzenia </div><div class="t m0 x3 h8c y99 ff9 fs4 fc1 sc0 ls0 ws0">brutto <span class="_ _28"> </span>ko<span class="_ _2"></span>biet <span class="_ _28"> </span>d<span class="_ _2"></span>o <span class="_ _28"> </span>przeciętnego <span class="_ _26"> </span>wynagrodzenia <span class="_ _26"> </span>brutto <span class="_ _26"> </span>mężczyzn <span class="_ _26"> </span>na <span class="_ _26"> </span>poszcze<span class="_ _2"></span>gólnych <span class="_ _28"> </span>stanowiskach. <span class="_ _26"> </span>Obecnie </div><div class="t m0 x3 h8c y9a ff9 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _1c"></span>nie <span class="_ _1a"></span>uwzględnia <span class="_ _1c"></span>jednak <span class="_ _1c"></span>i <span class="_ _1c"></span>nie <span class="_ _1c"></span>publiku<span class="_ _2"></span>je <span class="_ _2"></span>w <span class="_ _1c"></span>swojej <span class="_ _1a"></span>strat<span class="_ _2"></span>egii <span class="_ _1c"></span>horyzontu <span class="_ _1c"></span>c<span class="_ _2"></span>zasowego, <span class="_ _1c"></span>w <span class="_ _1c"></span>którym <span class="_ _1c"></span>planowan<span class="_ _2"></span>e </div><div class="t m0 x3 h8c y56 ff9 fs4 fc1 sc0 ls0 ws0">jest <span class="_ _2"></span>doprowadzenie <span class="_ _2"></span>do <span class="_ _2"></span>zgod<span class="_ _2"></span>nej z <span class="_ _2"></span>tym <span class="_ _2"></span>wskaźn<span class="_ _2"></span>ikiem <span class="_ _2"></span>równości <span class="_ _2"></span>wynagrodzeń <span class="_ _2"></span>kob<span class="_ _2"></span>iet i <span class="_ _2"></span>mężc<span class="_ _2"></span>zyzn. <span class="_ _2"></span>W <span class="_ _2"></span>STALPROFIL<span class="_ _2"></span> </div><div class="t m0 x3 h8c y57 ff9 fs4 fc1 sc0 ls0 ws0">S.A. <span class="_ _28"> </span>normy <span class="_ _28"> </span>po<span class="_ _2"></span>stępowania <span class="_ _28"> </span>mające <span class="_ _28"> </span>zapobiegać <span class="_ _28"> </span>zjawiskom <span class="_ _28"> </span>nierównego<span class="_ _2"></span> <span class="_ _28"> </span>traktowania <span class="_ _28"> </span>zostały <span class="_ _28"> </span>sformalizowan<span class="_ _2"></span>e </div><div class="t m0 x3 h8c y58 ffa fs4 fc1 sc0 ls0 ws0">i podniesio<span class="ff9">ne<span class="_ _2"></span> <span class="_ _21"> </span>d<span class="_ _2"></span>o <span class="_ _21"> </span>rang<span class="_ _2"></span>i <span class="_ _21"> </span>Kod<span class="_ _2"></span>eksu <span class="_ _21"> </span>Etyki. <span class="_ _a"> </span>Możn<span class="_ _2"></span>a <span class="_ _a"> </span>je <span class="_ _a"> </span>odnaleźć <span class="_ _a"> </span>w <span class="_ _a"> </span>rozdziale <span class="_ _a"> </span>dotycząc<span class="_ _2"></span>ym <span class="_ _21"> </span>n<span class="_ _2"></span>orm <span class="_ _21"> </span>regu<span class="_ _2"></span>lujących </span></div><div class="t m0 x3 h8c y59 ff9 fs4 fc1 sc0 ls0 ws0">poszanowanie <span class="_ _a"> </span>społeczności <span class="_ _21"> </span>firmy. <span class="_ _a"> </span>Spółka <span class="_ _a"> </span>podejmuje <span class="_ _21"> </span>działania <span class="_ _a"> </span>celem <span class="_ _21"> </span>zapewnien<span class="_ _2"></span>ia <span class="_ _21"> </span>w <span class="_ _21"> </span>środowisku <span class="_ _a"> </span>pracy </div><div class="t m0 x3 h8c y5a ff9 fs4 fc1 sc0 ls0 ws0">warunków <span class="_ _9"></span>wolnych<span class="_ _2"></span> <span class="_ _9"></span>od <span class="_ _0"></span>jakichkolwiek <span class="_ _9"></span>form <span class="_ _0"></span>dyskryminacji. <span class="_ _9"></span>Po<span class="_ _2"></span>nadto <span class="_ _0"></span>podejmuje <span class="_ _9"></span>s<span class="_ _2"></span>tarania, <span class="_ _0"></span>by <span class="_ _9"></span>zapewnić <span class="_ _0"></span>wszystkim </div><div class="t m0 x3 h8c y5b ff9 fs4 fc1 sc0 ls0 ws0">pracownikom <span class="_ _28"> </span>równe <span class="_ _28"> </span>szanse <span class="_ _28"> </span>rozwoju <span class="_ _28"> </span>zawodowego<span class="_ _2"></span> <span class="_ _1a"></span>i <span class="_ _28"> </span>podnoszenia <span class="_ _28"> </span>kwalifikacji <span class="_ _28"> </span>bez <span class="_ _28"> </span>dyskrym<span class="_ _2"></span>inacji. <span class="_ _28"> </span>Konieczne </div><div class="t m0 x3 h8c y5c ff9 fs4 fc1 sc0 ls0 ws0">zróżnicowanie <span class="_ _1c"></span>pracowników, <span class="_ _2"></span>op<span class="_ _2"></span>arte <span class="_ _2"></span>na <span class="_ _2"></span>ich <span class="_ _2"></span>umieję<span class="_ _2"></span>tnościach <span class="_ _2"></span>czy <span class="_ _2"></span>kwalifikacja<span class="_ _2"></span>ch <span class="_ _2"></span>koniecznych <span class="_ _2"></span>do<span class="_ _2"></span> <span class="_ _2"></span>sprawowania </div><div class="t m0 x3 h8c y5d ff9 fs4 fc1 sc0 ls0 ws0">określonej <span class="_ _1a"></span>funkcji, <span class="_ _1c"></span>ni<span class="_ _2"></span>e <span class="_ _1c"></span>jest <span class="_ _1a"></span>uw<span class="_ _0"></span>ażane <span class="_ _1a"></span>w <span class="_ _2"></span>S<span class="_ _2"></span>półce <span class="_ _1c"></span>za <span class="_ _1a"></span>dyskryminację. <span class="_ _1c"></span>Wysoko<span class="_ _2"></span>ść <span class="_ _1c"></span>wynagrodze<span class="_ _2"></span>nia <span class="_ _1c"></span>w <span class="_ _1c"></span>Spó<span class="_ _2"></span>łce <span class="_ _1c"></span>wynika </div><div class="t m0 x3 h8c y5e ffa fs4 fc1 sc0 ls0 ws0">z <span class="ff9">poziomu k<span class="_ _2"></span>walifikacji. Nie jest różnicowane w z<span class="_ _2"></span>ależności od płci.<span class="_ _2"></span></span> </div><div class="t m0 x3 hf y3d6 ff5 fs4 fc1 sc0 ls0 ws0">Treść <span class="_ _26"> </span><span class="ff2">zasady <span class="_ _26"> </span><span class="ls4">2.</span>1<span class="ls41">: <span class="_ _26"> </span></span><span class="ff6">Spó<span class="_ _2"></span>łka <span class="_ _26"> </span>powinna <span class="_ _26"> </span>posiad<span class="_ _2"></span>ać <span class="_ _28"></span>politykę <span class="_ _29"> </span>różnorodności <span class="_ _26"> </span>wobec <span class="_ _26"> </span>zarzą<span class="_ _2"></span>du <span class="_ _28"> </span>oraz <span class="_ _26"> </span>rad<span class="_ _2"></span>y <span class="_ _28"></span>nad<span class="_ _2"></span>zorczej, </span></span></div><div class="t m0 x3 he y58e ff6 fs4 fc1 sc0 ls0 ws0">przyjętą <span class="_ _28"> </span>odp<span class="_ _2"></span>owiednio <span class="_ _28"></span>przez <span class="_ _28"></span>radę <span class="_ _28"></span>nadzorczą<span class="_ _2"></span> <span class="_ _28"></span>lub <span class="_ _28"></span>walne <span class="_ _28"></span>zgromadzenie. <span class="_ _28"></span>Polityka <span class="_ _26"> </span>różnorodn<span class="_ _2"></span>ości <span class="_ _28"></span>określa <span class="_ _28"> </span>cele </div><div class="t m0 x3 he y58f ff1 fs4 fc1 sc0 ls0 ws0">i <span class="ff6">kryteria <span class="_ _1a"></span>różnorod<span class="_ _2"></span>ności <span class="_ _1a"></span>m.in. <span class="_ _1a"></span>w <span class="_ _1a"></span>takich <span class="_ _1a"></span>obszarach <span class="_ _1a"></span>ja<span class="_ _2"></span>k <span class="_ _1a"></span>płeć, <span class="_ _1a"></span>kierunek <span class="_ _1a"></span>wykształcenia, <span class="_ _1a"></span>specjalisty<span class="_ _2"></span>czna <span class="_ _1a"></span>wiedza, </span></div><div class="t m0 x3 he y590 ff6 fs4 fc1 sc0 ls0 ws0">wiek oraz<span class="_ _2"></span> <span class="_ _2"></span>doświadczenie <span class="_ _2"></span>zaw<span class="_ _2"></span>odowe, a <span class="_ _2"></span>takż<span class="_ _2"></span>e <span class="_ _2"></span>wskazuje <span class="_ _2"></span>termin <span class="_ _2"></span>i <span class="_ _2"></span>sposób <span class="_ _2"></span>monitoro<span class="_ _2"></span>wania <span class="_ _2"></span>realizacji <span class="_ _2"></span>tych <span class="_ _2"></span>celów.<span class="_ _2"></span> </div><div class="t m0 x3 he y591 ff6 fs4 fc1 sc0 ls0 ws0">W <span class="_ _28"></span>zakresie <span class="_ _28"></span>zróżn<span class="_ _2"></span>icowania <span class="_ _28"></span>pod <span class="_ _28"></span>względem <span class="_ _28"></span>płci <span class="_ _28"></span>war<span class="_ _2"></span>unkiem <span class="_ _28"></span>zap<span class="_ _2"></span>ewnienia <span class="_ _1a"></span>ró<span class="_ _2"></span>żnorodności <span class="_ _26"> </span>organów <span class="_ _28"></span>spółki <span class="_ _28"></span>jes<span class="_ _2"></span><span class="ff1 ls42">t </span></div><div class="t m0 x3 he y592 ff6 fs4 fc1 sc0 ls0 ws0">udział mniejszo<span class="_ _2"></span>ści w danym organie na pozio<span class="_ _2"></span>mie nie niższym niż 30%.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 h8c y593 ffc fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _26"> </span>spółki: <span class="_ _29"> </span><span class="ff9">W <span class="_ _26"> </span>Spółce<span class="_ _2"></span> <span class="_ _28"> </span>n<span class="_ _2"></span>ie <span class="_ _26"> </span>funkcjonuje<span class="_ _2"></span> <span class="_ _28"> </span>formalna<span class="_ _2"></span> <span class="_ _26"> </span>polityka <span class="_ _26"> </span>różnorodności <span class="_ _29"> </span>w <span class="_ _28"> </span>o<span class="_ _2"></span>dniesieniu <span class="_ _26"> </span>do <span class="_ _26"> </span>o<span class="_ _2"></span>rganów </span></div><div class="t m0 x3 h8c y594 ff9 fs4 fc1 sc0 ls0 ws0">zarządzającyc<span class="_ _2"></span>h <span class="_ _2"></span>i <span class="_ _2"></span>nadzo<span class="_ _2"></span>rujących <span class="_ _2"></span>oraz <span class="_ _2"></span>jej <span class="_ _2"></span>klu<span class="_ _2"></span>czowych <span class="_ _2"></span>men<span class="_ _2"></span>edżerów. <span class="_ _2"></span>Niemniej <span class="_ _2"></span>jed<span class="_ _2"></span>nak <span class="_ _2"></span>w <span class="_ _2"></span>Zarz<span class="_ _2"></span>ądzie <span class="_ _2"></span>Spół<span class="_ _2"></span>ki <span class="_ _2"></span>udział </div><div class="t m0 x3 h8c y595 ff9 fs4 fc1 sc0 ls0 ws0">kobiet <span class="_ _1a"></span>przekracza <span class="_ _1a"></span>30%. <span class="_ _1c"></span>W <span class="_ _1a"></span>Radzie <span class="_ _1a"></span>Nadzorczej <span class="_ _1c"></span>Spółki <span class="_ _1a"></span>obecnie <span class="_ _1a"></span>nie <span class="_ _1c"></span>zasiada<span class="_ _1c"></span>ją <span class="_ _1a"></span>kobiety. <span class="_ _1c"></span>Skład <span class="_ _1a"></span>tych <span class="_ _1c"></span>o<span class="_ _2"></span>rganów <span class="_ _1a"></span>jest </div><div class="t m0 x3 h8c y596 ff9 fs4 fc1 sc0 ls0 ws0">uzależniony od decyzji <span class="_ _9"></span>odp<span class="_ _2"></span>owiednio <span class="_ _0"></span>Rady Nadzorczej <span class="_ _0"></span>i <span class="_ _0"></span>Walnego Zgromadzenia. <span class="_ _0"></span>Wewnętrzne regulacje, <span class="_ _0"></span>w tym </div><div class="t m0 x3 h8c y597 ff9 fs4 fc1 sc0 ls0 ws0">przede <span class="_ _20"> </span>wszy<span class="_ _2"></span>stkim <span class="_ _20"> </span>wdrożo<span class="_ _2"></span>ny <span class="_ _20"> </span>i <span class="_ _20"> </span>stoso<span class="_ _2"></span>wany <span class="_ _20"> </span>przez <span class="_ _1b"> </span>Spółkę <span class="_ _20"> </span>Ko<span class="_ _2"></span>deks <span class="_ _20"> </span>Etyki, <span class="_ _1b"> </span>uwzględniają <span class="_ _20"> </span>ta<span class="_ _2"></span>kie <span class="_ _20"> </span>elemen<span class="_ _2"></span>ty </div><div class="t m0 x3 h8c y598 ff9 fs4 fc1 sc0 ls0 ws0">różnorodności jak <span class="_ _9"></span>płeć, <span class="_ _0"></span>wykształcenie, w<span class="_ _0"></span>iek <span class="_ _0"></span>i <span class="_ _9"></span>doświadc<span class="_ _2"></span>zenie <span class="_ _9"></span>zawodowe, uznając <span class="_ _0"></span>różnorodność <span class="_ _0"></span>i <span class="_ _9"></span>równo<span class="_ _2"></span>ść <span class="_ _9"></span>sza<span class="_ _2"></span>ns </div><div class="t m0 x3 h8c y599 ff9 fs4 fc1 sc0 ls0 ws0">w <span class="_ _1c"></span>m<span class="_ _2"></span>iejscu <span class="_ _1a"></span>pracy. <span class="_ _1c"></span>We<span class="_ _2"></span>wnętrzne <span class="_ _1a"></span>regulacje <span class="_ _1a"></span>STALPROFIL <span class="_ _1a"></span>S.A. <span class="_ _1c"></span>k<span class="_ _2"></span>ładą <span class="_ _1a"></span>nacisk <span class="_ _1a"></span>na <span class="_ _1a"></span>równe <span class="_ _1c"></span>traktowanie <span class="_ _1a"></span>pracowników<span class="_ _2"></span> </div><div class="t m0 x3 h8c y418 ffa fs4 fc1 sc0 ls0 ws0">w <span class="ff9">zatrudnieniu, <span class="_ _28"> </span>poszanowanie <span class="_ _28"> </span>społeczności <span class="_ _28"> </span>firmy <span class="_ _1a"></span>oraz <span class="_ _1a"></span>zak<span class="_ _2"></span>az <span class="_ _1a"></span>dyskryminac<span class="_ _2"></span>ji. <span class="_ _1a"></span>Spółka<span class="_ _2"></span> <span class="_ _28"> </span></span>p<span class="_ _2"></span>odejmuje <span class="_ _1a"></span>starania, <span class="_ _28"> </span>by </div><div class="t m0 x3 h8c y59a ff9 fs4 fc1 sc0 ls0 ws0">zapewnić wszystkim <span class="_ _9"></span>praco<span class="_ _2"></span>wnikom <span class="_ _0"></span>równe <span class="_ _0"></span>szanse <span class="_ _0"></span>rozwoju <span class="_ _0"></span>bez dyskry<span class="_ _0"></span>minacji. Zgodnie <span class="_ _0"></span>z <span class="_ _9"></span>za<span class="_ _2"></span>pisami <span class="_ _0"></span>Kodeksu <span class="_ _0"></span>Etyki </div><div class="t m0 x3 h8c y59b ff9 fs4 fc1 sc0 ls0 ws0">Spółki, <span class="_ _2"></span>konieczne <span class="_ _2"></span>zróżnicowanie <span class="_ _2"></span>pracowników, <span class="_ _2"></span>oparte <span class="_ _2"></span>na <span class="_ _2"></span>ich um<span class="_ _2"></span>iejętnościach <span class="_ _2"></span>czy <span class="_ _2"></span>kwalifikacjach <span class="_ _2"></span>koniecznych </div><div class="t m0 x3 h8c y50b ff9 fs4 fc1 sc0 ls0 ws0">do <span class="_ _2"></span>sprawowania <span class="_ _1c"></span>okre<span class="_ _2"></span>ślonej <span class="_ _1c"></span>fu<span class="_ _2"></span>nkcji, <span class="_ _1c"></span>nie <span class="_ _2"></span>je<span class="_ _2"></span>st <span class="_ _2"></span>uważan<span class="_ _2"></span>e <span class="_ _2"></span>w <span class="_ _1c"></span>Spółce<span class="_ _2"></span> <span class="_ _2"></span>za <span class="_ _1c"></span>dyskryminację. <span class="_ _1c"></span>Głównym <span class="_ _1c"></span>kryterium <span class="_ _1c"></span>oceny </div><div class="t m0 x3 h8c y50c ff9 fs4 fc1 sc0 ls0 ws0">stosowanym <span class="_ _21"> </span>dotychczas  przy <span class="_ _21"> </span>wyborze  władz <span class="_ _21"> </span>s<span class="_ _0"></span>półki <span class="_ _21"> </span>oraz<span class="_ _0"></span>  jej <span class="_ _21"> </span>kluczowych  menedżerów  b<span class="_ _2"></span>yły  komp<span class="_ _2"></span>etencje </div><div class="t m0 x3 h8c y59c ffa fs4 fc1 sc0 ls0 ws0">i <span class="ff9">doświadczenie <span class="_ _2"></span>zawodowe poszczególnyc<span class="_ _2"></span>h kandydatów.<span class="_ _2"></span></span> </div><div class="t m0 x3 hf y59d ff5 fs4 fc1 sc0 ls0 ws0">Treść zasady <span class="_ _0"></span>2.2: <span class="_ _0"></span><span class="ff6">Osoby podejmujące <span class="_ _0"></span>decyzje w<span class="_ _0"></span> sprawie <span class="_ _9"></span>wy<span class="_ _2"></span>boru członków <span class="_ _0"></span>zarządu lub <span class="_ _9"></span>rady nadzorczej spółki </span></div><div class="t m0 x3 he y8d ff6 fs4 fc1 sc0 ls0 ws0">powinny <span class="_ _21"> </span>zapewnić <span class="_ _21"> </span>wszechstronnoś<span class="_ _2"></span>ć <span class="_ _21"> </span>tych <span class="_ _21"> </span>organów  p<span class="_ _2"></span>oprzez <span class="_ _21"> </span>wybór <span class="_ _21"> </span>do  ich <span class="_ _21"> </span>skład<span class="_ _2"></span>u <span class="_ _21"> </span>osób  za<span class="_ _2"></span>pewniających </div><div class="t m0 x3 he y8e ff6 fs4 fc1 sc0 ls0 ws0">różnorodnoś<span class="_ _2"></span>ć, <span class="_ _a"> </span>umożliwiając <span class="_ _a"> </span>m.in. <span class="_ _1d"> </span>osiągnięcie <span class="_ _a"> </span>docelowego<span class="_ _2"></span> <span class="_ _a"> </span>wskaźnika <span class="_ _1d"> </span>minimalnego <span class="_ _1d"> </span>udziału <span class="_ _1d"> </span>mniejszości </div><div class="t m0 x3 he y59e ff6 fs4 fc1 sc0 ls0 ws0">określonego <span class="_ _1f"> </span>na <span class="_ _1f"> </span>po<span class="_ _2"></span>ziomie <span class="_ _1f"> </span>nie <span class="_ _1f"> </span>niższym <span class="_ _1f"> </span>niż <span class="_ _1e"> </span>30%, <span class="_ _1f"> </span>zgodnie <span class="_ _1f"> </span>z <span class="_ _1f"> </span>cela<span class="_ _2"></span>mi <span class="_ _1f"> </span>określonymi <span class="_ _1f"> </span>w<span class="_ _2"></span> <span class="_ _1f"> </span>przyjętej <span class="_ _1f"> </span>polityce </div><div class="t m0 x3 he y59f ff6 fs4 fc1 sc0 ls0 ws0">różnorodnoś<span class="_ _2"></span>ci, o której mowa w zasad<span class="_ _2"></span>zie 2.1.<span class="ff1"> </span></div><div class="t m0 x3 h8c y10f ffc fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _26"> </span>spółki: <span class="_ _29"> </span><span class="ff9">W <span class="_ _26"> </span>Spółce<span class="_ _2"></span> <span class="_ _28"> </span>n<span class="_ _2"></span>ie <span class="_ _26"> </span>funkcjonuje<span class="_ _2"></span> <span class="_ _28"> </span>formalna<span class="_ _2"></span> <span class="_ _26"> </span>polityka <span class="_ _26"> </span>różnorodności <span class="_ _29"> </span>w <span class="_ _28"> </span>o<span class="_ _2"></span>dniesieniu <span class="_ _26"> </span>do <span class="_ _26"> </span>o<span class="_ _2"></span>rganów </span></div><div class="t m0 x3 h8c y5a0 ff9 fs4 fc1 sc0 ls0 ws0">zarządzającyc<span class="_ _2"></span>h <span class="_ _a"> </span>i <span class="_ _1d"> </span>nadzorujących <span class="_ _1d"> </span>oraz <span class="_ _a"> </span>jej <span class="_ _1d"> </span>kluczowych <span class="_ _1d"> </span>menedże<span class="_ _2"></span>rów. <span class="_ _a"> </span>Wymagania <span class="_ _1d"> </span>dotyczą<span class="_ _2"></span>ce <span class="_ _a"> </span>ko<span class="_ _2"></span>mpetencji </div><div class="t m0 x3 h8c y5a1 ffa fs4 fc1 sc0 ls0 ws0">i <span class="ff9">wszechstronności c<span class="_ _2"></span>złonków Rady Nadzo<span class="_ _2"></span>rczej zasiadających w Komitecie Audytu<span class="_ _2"></span> są zawarte w regulaminach </span></div><div class="t m0 x3 h8c y5a2 ff9 fs4 fc1 sc0 ls0 ws0">Rady <span class="_ _a"> </span>Nadzorczej <span class="_ _a"> </span>i <span class="_ _a"> </span>Komitetu <span class="_ _a"> </span>Audytu <span class="_ _a"> </span>i <span class="_ _a"> </span>zostały <span class="_ _a"> </span>sformułowan<span class="_ _2"></span>e <span class="_ _21"> </span>zg<span class="_ _2"></span>odnie <span class="_ _a"> </span>z <span class="_ _a"> </span>wymogami <span class="_ _a"> </span>ustawy <span class="_ _a"> </span>o <span class="_ _a"> </span>biegłych </div><div class="t m0 x3 h8c y5a3 ff9 fs4 fc1 sc0 ls0 ws0">rewidentach.  W <span class="_ _29"> </span>Zarządzie  S<span class="_ _0"></span>półki <span class="_ _29"> </span>udział  kobiet <span class="_ _29"> </span>przekracza <span class="_ _29"> </span>30%.<span class="_ _2"></span><span class="ffa">  </span>W <span class="_ _26"> </span>Radzie<span class="_ _2"></span> <span class="_ _29"> </span>Nadzorcze<span class="_ _2"></span>j <span class="_ _26"> </span>Spó<span class="_ _2"></span>łki <span class="_ _29"> </span>obecnie <span class="_ _29"> </span>nie </div><div class="t m0 x3 h8c y5a4 ff9 fs4 fc1 sc0 ls0 ws0">zasiadają <span class="_ _1a"></span>kobiety. <span class="_ _1c"></span>Skład <span class="_ _1a"></span>tych <span class="_ _1c"></span>organów <span class="_ _1c"></span>je<span class="_ _2"></span>st <span class="_ _1c"></span>uzależ<span class="_ _2"></span>niony <span class="_ _1c"></span>od <span class="_ _1c"></span>decyzji <span class="_ _1a"></span>odpowiednio <span class="_ _1c"></span>Rad<span class="_ _2"></span>y <span class="_ _1c"></span>Nadzorczej <span class="_ _1a"></span>i <span class="_ _1c"></span>Walnego </div><div class="t m0 x3 h8c y5a5 ff9 fs4 fc1 sc0 ls0 ws0">Zgromadzenia,<span class="_ _2"></span> a ich decyzje z uwagi na brak w S<span class="_ _2"></span>półce innych od określon<span class="_ _2"></span>ych w w/w dokumentac<span class="_ _2"></span>h wymagań </div><div class="t m0 x3 h8c y5a6 ff9 fs4 fc1 sc0 ls0 ws0">oparte są wyłączn<span class="_ _2"></span>ie na weryfikacji ko<span class="_ _2"></span>mpetencji kandydatów zgło<span class="_ _2"></span>szonych <span class="_ _2"></span>do sprawowania <span class="_ _2"></span>określonej funkcji.<span class="_ _2"></span><span class="ffa"> </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 x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">44<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 hf y4d ff5 fs4 fc1 sc0 ls0 ws0">Treść <span class="_ _a"> </span>zasady <span class="_ _a"> </span>3.4: <span class="_ _a"> </span><span class="ff6">Wy<span class="_ _2"></span>nagrodzenie <span class="_ _a"> </span>osób <span class="_ _a"> </span>odpowiedzialny<span class="_ _2"></span>ch <span class="_ _a"> </span>za <span class="_ _a"> </span>zarządzan<span class="_ _2"></span>ie <span class="_ _21"> </span>ryzy<span class="_ _2"></span>kiem <span class="_ _a"> </span>i <span class="_ _21"> </span>co<span class="_ _2"></span>mpliance <span class="_ _a"> </span>oraz </span></div><div class="t m0 x3 he y4e ff6 fs4 fc1 sc0 ls0 ws0">kierującego <span class="_ _1a"></span>au<span class="_ _2"></span>dytem <span class="_ _1a"></span>w<span class="_ _2"></span>ewnętrznym <span class="_ _28"></span>powinno <span class="_ _28"></span>być <span class="_ _28"></span>uzależnione <span class="_ _28"></span>od <span class="_ _28"></span>realizacji <span class="_ _1a"></span>wyzn<span class="_ _2"></span>aczonych <span class="_ _28"></span>zadań, <span class="_ _28"></span>a <span class="_ _28"></span>nie <span class="_ _1a"></span>od </div><div class="t m0 x3 he y4f ff6 fs4 fc1 sc0 ls0 ws0">krótkoterminowych wyników <span class="_ _2"></span>spółki.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 h8c y1b8 ffc fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _1a"></span>spółki: <span class="_ _28"> </span><span class="ff9">Wynagrod<span class="_ _2"></span>zenie <span class="_ _1a"></span>o<span class="_ _2"></span>sób <span class="_ _1a"></span>odpowiedzialnych<span class="_ _2"></span> <span class="_ _1a"></span>w <span class="_ _1a"></span>Spółce <span class="_ _28"> </span>za <span class="_ _1a"></span>zarządzan<span class="_ _2"></span>ie <span class="_ _1a"></span>ryzykiem <span class="_ _1a"></span>i <span class="_ _28"> </span>compliance </span></div><div class="t m0 x3 h8c y1b9 ff9 fs4 fc1 sc0 ls0 ws0">oraz <span class="_ _26"> </span>peł<span class="_ _2"></span>niących <span class="_ _26"> </span>funkc<span class="_ _2"></span>je <span class="_ _26"> </span>audytu <span class="_ _26"> </span>wewnętrzn<span class="_ _2"></span>ego <span class="_ _26"> </span>nie <span class="_ _29"> </span>jest <span class="_ _29"> </span>uzależnione <span class="_ _26"> </span>wyłąc<span class="_ _2"></span>znie <span class="_ _26"> </span>od <span class="_ _26"> </span>realizac<span class="_ _2"></span>ji <span class="_ _26"> </span>wyznaczo<span class="_ _2"></span>nych </div><div class="t m0 x3 h8c y97 ff9 fs4 fc1 sc0 ls0 ws0">zadań. <span class="_ _29"> </span>Z <span class="_ _29"> </span>uwagi <span class="_ _29"> </span>na <span class="_ _29"> </span>fakt, <span class="_ _26"> </span>że <span class="_ _29"> </span>osoby <span class="_ _29"> </span>te <span class="_ _29"> </span>mogą <span class="_ _29"> </span>pełnić <span class="_ _29"> </span>w <span class="_ _26"> </span>Sp<span class="_ _2"></span>ółce <span class="_ _26"> </span>takż<span class="_ _2"></span>e <span class="_ _26"> </span>inne <span class="_ _29"> </span>funk<span class="_ _1c"></span>cje, <span class="_ _29"> </span>związane <span class="_ _29"> </span>z <span class="_ _26"> </span>dzia<span class="_ _2"></span>łalnością </div><div class="t m0 x3 h8c y98 ff9 fs4 fc1 sc0 ls0 ws0">operacyjną, ic<span class="_ _2"></span>h wynagrodzenia mogą z<span class="_ _2"></span>awierać też składniki motywacyjne<span class="_ _2"></span> uzależnione od wyników Spó<span class="_ _2"></span>łki.<span class="_ _2"></span><span class="ffa"> </span></div><div class="t m0 x3 hf y1e2 ff5 fs4 fc1 sc0 ls0 ws0">Treść <span class="_ _e"> </span>zasad<span class="_ _2"></span>y <span class="_ _e"> </span>3.6: <span class="_ _2d"> </span><span class="ff6">Kierujący <span class="_ _2d"> </span>audytem <span class="_ _2d"> </span>wewnętrznym <span class="_ _2d"> </span>podlega <span class="_ _e"> </span>organ<span class="_ _2"></span>izacyjnie <span class="_ _e"> </span>prezeso<span class="_ _2"></span>wi <span class="_ _e"> </span>zarządu,<span class="_ _2"></span> </span></div><div class="t m0 x3 he y1ba ff1 fs4 fc1 sc0 ls0 ws0">a <span class="ff6">funkcjonalnie przewodniczącemu <span class="_ _9"></span>ko<span class="_ _2"></span>mitetu <span class="_ _0"></span>audytu lub <span class="_ _9"></span>przewodniczącemu rady <span class="_ _9"></span>nad<span class="_ _2"></span>zorczej, <span class="_ _0"></span>jeżeli <span class="_ _9"></span>ra<span class="_ _2"></span>da <span class="_ _0"></span>pełni </span></div><div class="t m0 x3 he y1bb ff6 fs4 fc1 sc0 ls0 ws0">funkcję komitetu audy<span class="_ _2"></span>tu.<span class="ff1"> </span></div><div class="t m0 x3 h8c y1e3 ffc fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _1c"></span>s<span class="_ _2"></span>półki: <span class="_ _1c"></span><span class="ff9">S<span class="_ _2"></span>półka <span class="_ _1a"></span>w <span class="_ _2"></span>s<span class="_ _2"></span>trukturze <span class="_ _1c"></span>o<span class="_ _2"></span>rganizacyjnej <span class="_ _1a"></span>nie <span class="_ _1c"></span>utworzyła <span class="_ _1c"></span>ko<span class="_ _2"></span>mórki <span class="_ _1c"></span>aud<span class="_ _2"></span>ytu <span class="_ _1c"></span>wewnętrzneg<span class="_ _2"></span>o, <span class="_ _1c"></span>a <span class="_ _1a"></span>tym </span></div><div class="t m0 x3 h8c y1bd ff9 fs4 fc1 sc0 ls0 ws0">samym <span class="_ _e"> </span>nie <span class="_ _e"> </span>powoł<span class="_ _2"></span>ała <span class="_ _e"> </span>osoby <span class="_ _e"> </span>kierującej <span class="_ _e"> </span>a<span class="_ _2"></span>udytem <span class="_ _e"> </span>wewnętrznym. <span class="_ _e"> </span>Zgo<span class="_ _2"></span>dnie <span class="_ _e"> </span>z <span class="_ _e"> </span>coroczn<span class="_ _2"></span>ymi <span class="_ _32"> </span>o<span class="_ _2"></span>piniami </div><div class="t m0 x3 h8c y1be ff9 fs4 fc1 sc0 ls0 ws0">funkcjonują<span class="_ _2"></span>cego <span class="_ _2"></span>w <span class="_ _2"></span>Spółce <span class="_ _2"></span>Komitetu <span class="_ _2"></span>Au<span class="_ _2"></span>dytu <span class="_ _2"></span>nie <span class="_ _2"></span>jest <span class="_ _2"></span>kon<span class="_ _2"></span>ieczne <span class="_ _2"></span>powołanie <span class="_ _2"></span>takie<span class="_ _2"></span>j <span class="_ _2"></span>komórki <span class="_ _1a"></span>w strukturze <span class="_ _1c"></span>Spółki. </div><div class="t m0 x3 h8c y1e4 ff9 fs4 fc1 sc0 ls0 ws0">Jednakże <span class="_ _2"></span>jeżeli osoba pe<span class="_ _2"></span>łniąca taką funkc<span class="_ _2"></span>ję zostanie po<span class="_ _2"></span>wołana, Spółka <span class="_ _2"></span>będzie zmierzać <span class="_ _2"></span>do jej umiejsc<span class="_ _2"></span>owiona </div><div class="t m0 x3 h8c y1e5 ff9 fs4 fc1 sc0 ls0 ws0">w strukturze organizacyjn<span class="_ _2"></span>ej Spółki zg<span class="_ _2"></span>odnie z zasadą 3.6.<span class="_ _2"></span><span class="ffa"> </span></div><div class="t m0 x3 hf y1c1 ff5 fs4 fc1 sc0 ls0 ws0">Treść <span class="_ _21"> </span>zasady <span class="_ _21"> </span>3.7: <span class="_ _21"> </span><span class="ff1">Zasady <span class="_ _21"> </span>3.<span class="_ _0"></span>4-<span class="ff6">3.6 <span class="_ _21"> </span>mają <span class="_ _21"> </span>zastosowanie <span class="_ _21"> </span>również <span class="_ _21"> </span>w<span class="_ _0"></span> <span class="_ _21"> </span>przypadku <span class="_ _21"> </span>podmiotów <span class="_ _21"> </span>z <span class="_ _21"> </span>grupy  s<span class="_ _2"></span>półki </span></span></div><div class="t m0 x3 he y1c2 ff1 fs4 fc1 sc0 ls0 ws0">o <span class="ff6">istotnym z<span class="_ _2"></span>naczeniu dla jej działalno<span class="_ _2"></span>ści, jeśli wyznaczono<span class="_ _2"></span> w nich osoby do wyko<span class="_ _2"></span>nywania tych zadań<span class="_ _2"></span>.<span class="_ _2"></span></span> </div><div class="t m0 x3 h8c y1c3 ffc fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _26"> </span>spó<span class="_ _2"></span>łki: <span class="_ _26"> </span><span class="ff9">Pom<span class="_ _2"></span>imo <span class="_ _26"> </span>iż <span class="_ _26"> </span>we <span class="_ _29"> </span>wszystkich <span class="_ _26"> </span>p<span class="_ _2"></span>odmiotach <span class="_ _26"> </span>z <span class="_ _26"> </span>Grupy <span class="_ _29"> </span>(za <span class="_ _26"> </span>wyjątk<span class="_ _2"></span>iem <span class="_ _26"> </span>spółki <span class="_ _29"> </span>narzędziowej <span class="_ _26"> </span>S<span class="_ _2"></span>TF </span></div><div class="t m0 x3 h8c y5a7 ffa fs4 fc1 sc0 ls0 ws0">Dystrybucja <span class="_ _28"> </span>sp. <span class="_ _1a"></span>z <span class="_ _1a"> </span>o<span class="_ _2"></span>.o. <span class="_ _1a"></span>i <span class="_ _1a"></span>STF <span class="_ _28"> </span>Infrastruktura <span class="_ _1a"></span>sp. <span class="_ _28"> </span>z <span class="_ _1a"></span>o.o.<span class="_ _2"></span><span class="ff9">) <span class="_ _1a"></span>funkc<span class="_ _2"></span>jonują <span class="_ _1a"></span>określone <span class="_ _28"> </span>polityki <span class="_ _1a"></span>i <span class="_ _1a"></span>proce<span class="_ _2"></span>dury <span class="_ _1a"></span>związane <span class="_ _28"> </span>z </span></div><div class="t m0 x3 h8c y1e9 ff9 fs4 fc1 sc0 ls0 ws0">zarządzaniem  ryzykiem, <span class="_ _26"> </span>complianc<span class="_ _2"></span>e <span class="_ _29"> </span>i <span class="_ _26"> </span>audyte<span class="_ _2"></span>m <span class="_ _26"> </span>wewnę<span class="_ _2"></span>trznym, <span class="_ _29"> </span>to <span class="_ _29"> </span>nie <span class="_ _29"> </span>we <span class="_ _26"> </span>wszystkich<span class="_ _2"></span> <span class="_ _26"> </span>p<span class="_ _2"></span>odmiotach <span class="_ _29"> </span>z <span class="_ _29"> </span>Grupy </div><div class="t m0 x3 h8c y5a8 ff9 fs4 fc1 sc0 ls0 ws0">zostały ustanowione osoby <span class="_ _9"></span>do wyłącznego wykonywania w<span class="_ _0"></span>/w <span class="_ _0"></span>zadań, które <span class="_ _0"></span>są <span class="_ _9"></span>wyna<span class="_ _2"></span>gradzane i<span class="_ _0"></span> umiejscowione </div><div class="t m0 x3 h8c y5a9 ffa fs4 fc1 sc0 lse ws0">w <span class="_ _1a"></span><span class="ff9 ls0">strukturze <span class="_ _1c"></span>wed<span class="_ _2"></span>ług <span class="_ _1a"></span>zasad <span class="_ _1a"></span>3.4<span class="ffa">-</span>3.6. <span class="_ _1c"></span>W <span class="_ _1a"></span>kluczo<span class="_ _2"></span>wej <span class="_ _1a"></span>dla <span class="_ _1c"></span>dzia<span class="_ _2"></span>łalności <span class="_ _1a"></span>Gr<span class="_ _0"></span>upy <span class="_ _1a"></span>spółce <span class="_ _1a"></span>IZOSTAL <span class="_ _1c"></span>S<span class="_ _2"></span>.A., <span class="_ _1a"></span>na <span class="_ _1c"></span>podobn<span class="_ _2"></span>ych </span></div><div class="t m0 x3 h8c y5aa ffa fs4 fc1 sc0 ls0 ws0">z<span class="ff9">asadach <span class="_ _1c"></span>jak <span class="_ _1c"></span>w <span class="_ _1c"></span>STALPROFIL <span class="_ _2"></span>S<span class="_ _2"></span>.A. <span class="_ _2"></span>u<span class="_ _2"></span>trzymywane <span class="_ _2"></span>są <span class="_ _1c"></span>rozb<span class="_ _2"></span>udowane <span class="_ _1c"></span>systemy: <span class="_ _2"></span>kontro<span class="_ _2"></span>li <span class="_ _2"></span>wewn<span class="_ _2"></span>ętrznej, <span class="_ _1c"></span>zarządzania </span></div><div class="t m0 x3 h8c y376 ff9 fs4 fc1 sc0 ls0 ws0">ryzykiem oraz nadzoru zgodności działalnośc<span class="_ _2"></span>i z praw<span class="_ _0"></span>em (compliance), a także funkcja audytu wewnętrznego.<span class="_ _2"></span> </div><div class="t m0 x3 h8c y377 ff9 fs4 fc1 sc0 ls0 ws0">W <span class="_ _1c"></span>innych <span class="_ _1c"></span>spó<span class="_ _2"></span>łkach <span class="_ _1c"></span>są <span class="_ _2"></span>o<span class="_ _2"></span>ne <span class="_ _2"></span>odpowied<span class="_ _2"></span>nie <span class="_ _1c"></span>do <span class="_ _1c"></span>wielkości <span class="_ _1c"></span>s<span class="_ _2"></span>półki <span class="_ _1c"></span>i <span class="_ _1c"></span>rodzaju<span class="_ _2"></span> <span class="_ _2"></span>oraz <span class="_ _1c"></span>ska<span class="_ _2"></span>li <span class="_ _2"></span>prowadzo<span class="_ _2"></span>nej <span class="_ _1c"></span>działalności. <span class="_ _1a"></span>W </div><div class="t m0 x3 h8c y266 ff9 fs4 fc1 sc0 ls0 ws0">ślad <span class="_ _2"></span>za<span class="_ _2"></span> <span class="_ _2"></span>wzrostem <span class="_ _1c"></span>znacze<span class="_ _2"></span>nia <span class="_ _2"></span>tyc<span class="_ _2"></span>h <span class="_ _2"></span>spółe<span class="_ _2"></span>k <span class="_ _2"></span>dla <span class="_ _1c"></span>Grupy <span class="_ _1c"></span>STALPROFIL <span class="_ _1c"></span>S.A. <span class="_ _1c"></span>będzie <span class="_ _1c"></span>dążył <span class="_ _1c"></span>do <span class="_ _1c"></span>stopniowego<span class="_ _2"></span> <span class="_ _2"></span>wdrażania </div><div class="t m0 x3 h8c y267 ff9 fs4 fc1 sc0 ls0 ws0">standardów określonych w z<span class="_ _2"></span>asadach 3.4<span class="_ _2"></span><span class="ffa">-3.6. </span></div><div class="t m0 x3 hf y5ab ff5 fs4 fc1 sc0 ls0 ws0">Treść <span class="_ _2"></span>zasady <span class="_ _2"></span>3.8: <span class="ff6">Co <span class="_ _2"></span>naj<span class="_ _2"></span>mniej <span class="_ _2"></span>raz <span class="_ _2"></span>w roku<span class="_ _2"></span> osoba <span class="_ _2"></span>odpowiedzialna <span class="_ _2"></span>za <span class="_ _2"></span>audyt <span class="_ _2"></span>wewnętrzny, <span class="_ _2"></span>a <span class="_ _2"></span>w przy<span class="_ _2"></span>padku <span class="_ _2"></span>braku </span></div><div class="t m0 x3 he y5ac ff6 fs4 fc1 sc0 ls0 ws0">wyodrębnienia  w  sp<span class="_ _2"></span>ółce  takiej  funkcji  zarzą<span class="_ _2"></span>d  spółki,  przed<span class="_ _2"></span>stawia  radzie  nad<span class="_ _2"></span>zorczej  ocenę  skuteczno<span class="_ _2"></span>ści </div><div class="t m0 x3 he y182 ff6 fs4 fc1 sc0 ls0 ws0">funkcjonowania s<span class="_ _2"></span>ystemów i funkcji, o k<span class="_ _2"></span>tórych mowa w zasadzie 3.1, wra<span class="_ _2"></span><span class="ff1">z <span class="_ _2"></span>z odpowiednim sp<span class="_ _2"></span>rawozdaniem.<span class="_ _2"></span> </span></div><div class="t m0 x3 h8c y5ad ffc fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _1a"></span>spółki: <span class="_ _1a"></span><span class="ff9">W <span class="_ _1a"></span>Spółce <span class="_ _1a"></span>nie <span class="_ _1c"></span>zo<span class="_ _2"></span>stała <span class="_ _1a"></span>powołana <span class="_ _1a"></span>osoba <span class="_ _1a"></span>odpowiedzialna <span class="_ _1a"></span>za <span class="_ _1a"></span>audyt <span class="_ _28"> </span>wewnętrzny. <span class="_ _1a"></span>Zarząd <span class="_ _1a"></span>co </span></div><div class="t m0 x3 h8c y26c ff9 fs4 fc1 sc0 ls0 ws0">najmniej <span class="_ _1d"> </span>raz <span class="_ _21"> </span>w <span class="_ _1d"> </span>roku <span class="_ _a"> </span>przedstawia <span class="_ _a"> </span>Komitetowi <span class="_ _a"> </span>Audytu<span class="_ _2"></span> <span class="_ _a"> </span>i <span class="_ _a"> </span>Radzie <span class="_ _a"> </span>Nad<span class="_ _2"></span>zorczej <span class="_ _a"> </span>własną <span class="_ _a"> </span>ocenę <span class="_ _1d"> </span>skuteczności </div><div class="t m0 x3 h8c y26d ff9 fs4 fc1 sc0 ls0 ws0">funkcjonowania <span class="_ _1b"> </span>systemów <span class="_ _20"> </span>i <span class="_ _20"> </span>funkcji <span class="_ _20"> </span>kon<span class="_ _2"></span>troli <span class="_ _20"> </span>wewnętrznej, <span class="_ _1b"> </span>jednakże <span class="_ _20"> </span>nie <span class="_ _20"> </span>ma <span class="_ _20"> </span>ona <span class="_ _20"> </span>formy <span class="_ _1b"> </span>pisemnego </div><div class="t m0 x3 h8c y26e ff9 fs4 fc1 sc0 ls0 ws0">sprawozdania. Zarząd b<span class="_ _2"></span>ędzie dążył do stosowan<span class="_ _2"></span>ia t<span class="_ _2"></span>ej zasady w przyszłości.<span class="_ _2"></span><span class="ffa"> </span></div><div class="t m0 x3 hf y4ce ff5 fs4 fc1 sc0 ls0 ws0">Treść <span class="_ _1e"> </span>zasady <span class="_ _1e"> </span>4.1: <span class="_ _1e"> </span><span class="ff6">Sp<span class="_ _2"></span>ółka <span class="_ _1e"> </span>po<span class="_ _2"></span>winna <span class="_ _1e"> </span>umożliwić <span class="_ _1e"> </span>akcjonarius<span class="_ _2"></span>zom <span class="_ _1e"> </span>udział <span class="_ _1e"> </span>w <span class="_ _1e"> </span>walnym <span class="_ _20"> </span>zgromadzeniu <span class="_ _1e"> </span>przy </span></div><div class="t m0 x3 he y4cf ff6 fs4 fc1 sc0 ls0 ws0">wykorzystan<span class="_ _2"></span>iu środków komunikacji elektronicznej (e<span class="_ _2"></span><span class="ff1">-</span>walne), jeżeli jest to<span class="_ _2"></span> uzasadnione z uwagi na zgł<span class="_ _2"></span>aszane </div><div class="t m0 x3 he y2f6 ff6 fs4 fc1 sc0 ls0 ws0">spółce  oczekiwania  akcjonarius<span class="_ _2"></span>zy,  o  ile<span class="_ _0"></span>  jest  w  stanie  zapew<span class="_ _0"></span>nić  infrastrukt<span class="_ _2"></span>urę  technicz<span class="_ _2"></span>ną  niezbędną  dla </div><div class="t m0 x3 he y3fc ff1 fs4 fc1 sc0 ls0 ws0">przeprowadzenia takiego wal<span class="_ _2"></span>nego zgromadzenia.<span class="_ _2"></span> </div><div class="t m0 x3 h8c y18a ffc fs4 fc1 sc0 ls0 ws0">Komentarz spółki: <span class="ff9">Statut STALPROFIL S.A.<span class="_ _2"></span> nie przewiduje możliwości brania udziału w walnym zgromadzen<span class="_ _2"></span>iu </span></div><div class="t m0 x3 h8c y5ae ff9 fs4 fc1 sc0 ls0 ws0">przy <span class="_ _28"> </span>wykorzystaniu <span class="_ _28"> </span>środkó<span class="_ _2"></span>w <span class="_ _28"> </span>komunikacji <span class="_ _28"> </span>elektron<span class="_ _2"></span>icznej. <span class="_ _1a"> </span>W <span class="_ _26"> </span>ocenie <span class="_ _28"> </span>Spółki <span class="_ _28"> </span>obowiąz<span class="_ _2"></span>ujące <span class="_ _1a"></span>do<span class="_ _2"></span>tychczas <span class="_ _28"> </span>zasady </div><div class="t m0 x3 h8c y5af ff9 fs4 fc1 sc0 ls0 ws0">udziału w walnych zgrom<span class="_ _2"></span>adzeniach Spółki odpowiedn<span class="_ _2"></span>io zabezpieczają in<span class="_ _2"></span>teresy jej akcjo<span class="_ _2"></span>nariuszy, w tym także </div><div class="t m0 x3 h8c y4d2 ff9 fs4 fc1 sc0 ls0 ws0">akcjonariuszy <span class="_ _2"></span>m<span class="_ _2"></span>niejszościowych,<span class="_ _2"></span> <span class="_ _2"></span>umożliwiając <span class="_ _2"></span>im<span class="_ _2"></span> <span class="_ _2"></span>właściwe <span class="_ _2"></span>wykonywanie <span class="_ _2"></span>p<span class="_ _2"></span>raw <span class="_ _2"></span>z <span class="_ _2"></span>akc<span class="_ _2"></span>ji. <span class="_ _2"></span>Powyższa <span class="_ _2"></span>zasada<span class="_ _2"></span> <span class="_ _2"></span>nie </div><div class="t m0 x3 h8c y4d3 ff9 fs4 fc1 sc0 ls0 ws0">jest <span class="_ _1a"></span>stosowana <span class="_ _1a"></span>przez <span class="_ _1a"></span>Spó<span class="_ _2"></span>łkę, <span class="_ _1a"></span>z <span class="_ _1a"></span>uwagi <span class="_ _1a"></span>na <span class="_ _1a"></span>możliwość <span class="_ _28"> </span>wystąpienia <span class="_ _1a"></span>zag<span class="_ _2"></span>rożeń <span class="_ _1a"></span>zarówno <span class="_ _1a"></span>natury <span class="_ _1a"></span>technic<span class="_ _2"></span>znej<span class="_ _1c"></span><span class="ffa">, <span class="_ _1a"></span>jak </span></div><div class="t m0 x3 h8c y4d4 ffa fs4 fc1 sc0 ls0 ws0">i <span class="ff9">prawnej <span class="_ _12"> </span>dla <span class="_ _12"> </span>prawidłoweg<span class="_ _2"></span>o <span class="_ _12"> </span>i <span class="_ _12"> </span>sprawnego <span class="_ _12"> </span>przeprowa<span class="_ _2"></span>dzania <span class="_ _12"> </span>obrad <span class="_ _12"> </span>walne<span class="_ _2"></span>go <span class="_ _12"> </span>zgromadzenia.<span class="_ _2"></span> <span class="_ _12"> </span>Spółka </span></div><div class="t m0 x3 h8c y5b0 ff9 fs4 fc1 sc0 ls0 ws0">przeprowadza <span class="_ _a"> </span>ogólnie <span class="_ _a"> </span>do<span class="_ _2"></span>stępną <span class="_ _21"> </span>transmisję <span class="_ _a"> </span>ob<span class="_ _2"></span>rad <span class="_ _21"> </span>walne<span class="_ _2"></span>go <span class="_ _a"> </span>zgromadzenia <span class="_ _a"> </span>za <span class="_ _a"> </span>pośrednictwem <span class="_ _a"> </span>internetu </div><div class="t m0 x3 h8c y5b1 ffa fs4 fc1 sc0 ls0 ws0">w czasie rzeczywistym.<span class="_ _2"></span> </div><div class="t m0 x3 h8c y5b2 ffa fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2d" class="pf w0 h0" ><div class="pc pc2d w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">45<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 xf h11 yd3 ff2 fs5 fc1 sc0 lsb ws0">3.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Opis <span class="_ _1d"> </span>głównych <span class="_ _1d"> </span>cech <span class="_ _a"> </span>stosowanych <span class="_ _1d"> </span>w <span class="_ _1d"> </span>Spółce <span class="_ _a"> </span>systemów <span class="_ _1d"> </span>kontroli <span class="_ _1d"> </span>wewnętrznej<span class="_ _0"></span> </span></span></div><div class="t m0 x10 h13 yd4 ff2 fs5 fc1 sc0 ls0 ws0">i <span class="ff5">zarządzania <span class="_ _20"> </span>ryzykiem <span class="_ _20"> </span>w <span class="_ _1e"> </span>od<span class="_ _2"></span>niesieniu <span class="_ _1e"> </span>do <span class="_ _20"> </span>procesu <span class="_ _20"> </span>sporządzania <span class="_ _20"> </span>sprawozdań </span></div><div class="t m0 x10 h13 yd5 ff2 fs5 fc1 sc0 ls0 ws0">finansowych. </div><div class="t m0 x3 he y1b ff6 fs4 fc1 sc0 ls0 ws0">Obowiązki <span class="_ _1d"> </span>związane <span class="_ _1d"> </span>z <span class="_ _1f"> </span>zarządzaniem <span class="_ _1d"> </span>ryzykiem <span class="_ _1d"> </span>korporacyjn<span class="_ _2"></span>ym <span class="_ _1d"> </span>w <span class="_ _1d"> </span>Spółce <span class="_ _1d"> </span>wypełniane <span class="_ _1d"> </span>są <span class="_ _1d"> </span>przez <span class="_ _1d"> </span>Zarzą<span class="_ _2"></span>d, </div><div class="t m0 x3 he y1c ff6 fs4 fc1 sc0 ls0 ws0">kierownictwo <span class="_ _26"> </span>oraz <span class="_ _26"> </span>p<span class="_ _2"></span>ozostałych <span class="_ _26"> </span>pracowników. <span class="_ _26"> </span>Zgod<span class="_ _2"></span>nie <span class="_ _28"> </span>z <span class="_ _29"> </span>obowiązującą <span class="_ _26"> </span>w <span class="_ _26"> </span>Spół<span class="_ _2"></span>ce <span class="_ _28"> </span>pro<span class="_ _2"></span>cedurą: <span class="_ _26"> </span>„Zarządzan<span class="_ _2"></span>ie </div><div class="t m0 x3 he y1d ff6 fs4 fc1 sc0 ls0 ws0">Ryzykiem” <span class="_ _28"></span>pracownicy <span class="_ _28"></span>oraz <span class="_ _28"></span>osob<span class="_ _2"></span>y <span class="_ _1a"></span>należą<span class="_ _2"></span>ce <span class="_ _1a"></span>do <span class="_ _28"></span>kadry <span class="_ _28"></span>zarządzają<span class="_ _2"></span>cej<span class="_ _2"></span><span class="ff1"> <span class="_ _1a"></span></span>Spó<span class="_ _2"></span>łki <span class="_ _1a"></span>n<span class="_ _2"></span>a <span class="_ _1a"></span>bieżąco <span class="_ _28"> </span>pod<span class="_ _2"></span>ejmują <span class="_ _1a"></span>dzia<span class="_ _2"></span>łania </div><div class="t m0 x3 he y1e ff6 fs4 fc1 sc0 ls0 ws0">zmierzające <span class="_ _1b"> </span>d<span class="_ _2"></span>o <span class="_ _1b"> </span>identyfikacji <span class="_ _12"> </span>oraz <span class="_ _1b"> </span>monitoringu<span class="_ _2"></span> <span class="_ _1b"> </span>obsza<span class="_ _2"></span>rów <span class="_ _1b"> </span>narażonych <span class="_ _12"> </span>na <span class="_ _1b"> </span>ryzyko <span class="_ _1b"> </span>ora<span class="_ _2"></span>z <span class="_ _1b"> </span>zapewnienia<span class="_ _2"></span> </div><div class="t m0 x3 he y515 ff6 fs4 fc1 sc0 ls0 ws0">odpowiedniej ja<span class="_ _2"></span>kości zab<span class="_ _2"></span>ezpieczeń, ogran<span class="_ _2"></span>iczających p<span class="_ _2"></span>oziom ry<span class="_ _2"></span>zyka w <span class="_ _2"></span>poszczególnych <span class="_ _2"></span>obs<span class="_ _2"></span>zarach dzia<span class="_ _2"></span>łalności </div><div class="t m0 x3 he y516 ff6 fs4 fc1 sc0 ls0 ws0">Spółki, w tym także<span class="_ _2"></span><span class="ff1"> </span>w odniesieniu do p<span class="_ _2"></span>rocesu sporządzan<span class="_ _2"></span>ia sprawozdań finans<span class="_ _2"></span>owych.<span class="ff1"> </span></div><div class="t m0 x3 he y21 ff6 fs4 fc1 sc0 ls0 ws0">Mechanizmy <span class="_ _1c"></span>kontroli <span class="_ _1c"></span>wewnętrznej <span class="_ _1c"></span>obejmują <span class="_ _1c"></span>sposób <span class="_ _1c"></span>wykonywania <span class="_ _1c"></span>zadań <span class="_ _1c"></span>przez <span class="_ _1c"></span>pracowników <span class="_ _1c"></span>Spółki, <span class="_ _1c"></span>w <span class="_ _2"></span>ty<span class="_ _2"></span>m </div><div class="t m0 x3 he y22 ff1 fs4 fc1 sc0 ls0 ws0">w <span class="ff6">szczególności: <span class="_ _2d"> </span>uprawnienia, <span class="_ _2d"> </span>kompetencje <span class="_ _e"> </span>oraz <span class="_ _2d"> </span>zgodnoś<span class="_ _2"></span>ć <span class="_ _e"> </span>wykonywan<span class="_ _2"></span>ych <span class="_ _e"> </span>czynności <span class="_ _2d"> </span>z <span class="_ _e"> </span>zasad<span class="_ _2"></span>ami </span></div><div class="t m0 x3 he y23 ff1 fs4 fc1 sc0 ls0 ws0">i <span class="ff6">procedurami <span class="_ _26"> </span>o<span class="_ _2"></span>pracowanymi <span class="_ _29"> </span>dla <span class="_ _26"> </span>p<span class="_ _2"></span>oszczególnych <span class="_ _29"> </span>obszarów <span class="_ _26"> </span>fun<span class="_ _2"></span>kcjonowani<span class="_ _2"></span>a <span class="_ _29"> </span>Spółki. <span class="_ _29"> </span>Mechanizmy <span class="_ _29"> </span>te <span class="_ _29"> </span>mają </span></div><div class="t m0 x3 he y24 ff1 fs4 fc1 sc0 ls0 ws0">charakter <span class="_ _12"> </span>ko<span class="_ _2"></span>ntrolny <span class="_ _12"> </span>i<span class="_ _2"></span> <span class="ff6">wbudowane <span class="_ _12"> </span>s<span class="_ _2"></span>ą <span class="_ _12"> </span>zarówno <span class="_ _2b"> </span>w <span class="_ _12"> </span>w<span class="_ _2"></span>ewnętrzne <span class="_ _12"> </span>akty <span class="_ _2b"> </span>normatywn<span class="_ _2"></span>e, <span class="_ _12"> </span>procedury, <span class="_ _2b"> </span>jak </span></div><div class="t m0 x3 he y25 ff1 fs4 fc1 sc0 ls0 ws0">i w <span class="ff6">funkcjonujące w Spół<span class="_ _2"></span>ce systemy informatyczne do<span class="_ _2"></span> zarządzania p<span class="_ _2"></span>rzedsiębiorstwem.<span class="_ _2"></span></span> </div><div class="t m0 x3 he y5b3 ff6 fs4 fc1 sc0 ls0 ws0">Księgi <span class="_ _2"></span>rachunkowe <span class="_ _2"></span>Spół<span class="_ _2"></span>ki <span class="_ _2"></span>(Centrali <span class="_ _2"></span>i <span class="_ _2"></span>Oddziału <span class="_ _2"></span>Spół<span class="_ _2"></span>ki <span class="_ _2"></span>w Za<span class="_ _2"></span>brzu) <span class="_ _2"></span>prowadzone <span class="_ _2"></span>s<span class="_ _2"></span>ą z <span class="_ _2"></span>wykorzys<span class="_ _2"></span>taniem <span class="_ _2"></span>odrębnych </div><div class="t m0 x3 he ya0 ff6 fs4 fc1 sc0 ls0 ws0">systemów informatyczny<span class="_ _2"></span>ch, które posiad<span class="_ _2"></span>ają wbudowane mechanizmy za<span class="_ _2"></span>bezpieczające dane ks<span class="_ _2"></span>ięgowe przed </div><div class="t m0 x3 he y5b4 ff6 fs4 fc1 sc0 ls0 ws0">ich utratą, zn<span class="_ _2"></span>iszczeniem i nieuprawnionym sko<span class="_ _2"></span>piowanie<span class="ff1 ls43">m.<span class="_ _2"></span><span class="ls0"> </span></span></div><div class="t m0 x3 he y5b5 ff6 fs4 fc1 sc0 ls0 ws0">System kontroli <span class="_ _2"></span>wewnętrznej w odn<span class="_ _2"></span>iesieniu do proc<span class="_ _2"></span>esu sporząd<span class="_ _2"></span>zania sprawozdań<span class="_ _2"></span> finansowych Spółki ma n<span class="_ _2"></span>a </div><div class="t m0 x3 he y5b6 ff6 fs4 fc1 sc0 ls0 ws0">celu <span class="_ _29"> </span>zapewnienie <span class="_ _29"> </span>zgodnoś<span class="_ _2"></span>ci <span class="_ _26"> </span>sp<span class="_ _2"></span>orządzanych <span class="_ _29"> </span>sprawozd<span class="_ _2"></span>ań <span class="_ _26"> </span>z <span class="_ _29"> </span>księgami <span class="_ _29"> </span>i <span class="_ _29"> </span>dokumentami <span class="_ _29"> </span>or<span class="_ _2"></span>az <span class="_ _29"> </span>obowiązującymi </div><div class="t m0 x3 he y4c5 ff6 fs4 fc1 sc0 ls0 ws0">przepisami <span class="_ _29"> </span>dotyczącymi <span class="_ _29"> </span>zasad <span class="_ _26"> </span>pro<span class="_ _2"></span>wadzenia <span class="_ _26"> </span>rachu<span class="_ _2"></span>nkowości, <span class="_ _26"> </span>a<span class="_ _2"></span><span class="ff1"> <span class="_ _29"> </span></span>także <span class="_ _26"> </span>przedstawian<span class="_ _2"></span>ia <span class="_ _26"> </span>wyników <span class="_ _29"> </span>działalności </div><div class="t m0 x3 he y5b7 ff6 fs4 fc1 sc0 ls0 ws0">gospodarczej <span class="_ _26"> </span>ora<span class="_ _2"></span>z <span class="_ _26"> </span>sytuacji <span class="_ _26"> </span>mająt<span class="_ _2"></span>kowej <span class="_ _28"> </span>i <span class="_ _26"> </span>finan<span class="_ _2"></span>sowej <span class="_ _26"> </span>Spółki <span class="_ _29"> </span>zgodnie <span class="_ _26"> </span>ze <span class="_ _26"> </span>stan<span class="_ _2"></span>em <span class="_ _26"> </span>faktycznym. <span class="_ _26"> </span>Sprawozd<span class="_ _2"></span>ania </div><div class="t m0 x3 he y5b8 ff6 fs4 fc1 sc0 ls0 ws0">finansowe, w tym raporty <span class="_ _0"></span>okresowe Spółki<span class="ff1">, </span>sporządzane są zgodnie z<span class="ff1"> </span>obowiązującymi przepisami prawa oraz </div><div class="t m0 x3 he y5b9 ff6 fs4 fc1 sc0 ls0 ws0">przyjętą<span class="ff1"> <span class="_ _28"> </span></span>p<span class="_ _2"></span>rzez <span class="_ _28"></span>Spółkę <span class="_ _28"></span>polityką <span class="_ _28"></span>rachunko<span class="_ _2"></span>wości <span class="_ _28"></span>oraz <span class="_ _28"></span>wdrożonymi <span class="_ _28"></span>przez <span class="_ _28"></span>Spółkę <span class="_ _28"></span>wewnętrzny<span class="_ _2"></span>mi <span class="_ _1a"></span>p<span class="_ _2"></span>rocedurami </div><div class="t m0 x3 he y5ba ff6 fs4 fc1 sc0 ls0 ws0">sporządza<span class="_ _2"></span>nia i publikacji raportów okresowych, k<span class="_ _2"></span>tóre określają między inny<span class="_ _2"></span>mi:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xf h12 y5bb ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Terminy publikacji i <span class="_ _2"></span>harmonogramy przygotowan<span class="_ _2"></span>ia raportów okresowych,<span class="_ _1c"></span><span class="ff1"> </span></span></span></div><div class="t m0 xf h12 y1a5 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Wykaz informacji będący<span class="_ _2"></span>ch przedmiotem poszcz<span class="_ _2"></span>ególnych raportów okreso<span class="_ _2"></span>wych,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xf h12 y5bc ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Tryb postępowania <span class="_ _2"></span>przy sporządzaniu, z<span class="_ _2"></span>atwierdzaniu i publikacji rap<span class="_ _2"></span>ortów okresowych,<span class="_ _1c"></span><span class="ff1"> </span></span></span></div><div class="t m0 xf h12 y5bd ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Zakresy odpo<span class="_ _2"></span>wiedzialności przy sporządzaniu<span class="_ _2"></span> i publikacji raportów.<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x3 he y5be ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y562 ff6 fs4 fc1 sc0 ls0 ws0">Zatwierdzona przez Za<span class="_ _2"></span>rząd do stosowan<span class="_ _2"></span>ia w Spółce dokumentacja rach<span class="_ _2"></span>unkowa obejmuje miedzy inn<span class="_ _2"></span>ymi:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xf h12 y5bf ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Ogólne zasady<span class="_ _2"></span> prowadzenia ksiąg rachun<span class="_ _2"></span>kowych,<span class="ff1"> </span></span></span></div><div class="t m0 xf h12 y5c0 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Przyjęte metody ewidencji, w<span class="_ _2"></span>yceny, rozliczenia i sp<span class="_ _2"></span>rawozdawczości,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xf h12 y2be ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Wykaz kont <span class="_ _2"></span>księgi głównej i zasady księgowania na <span class="_ _2"></span>nich operacji gospo<span class="_ _2"></span>darczych,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xf h12 y185 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">Zasady <span class="_ _2"></span><span class="ff6">prowadzenia ksiąg pomocniczych i ich p<span class="_ _2"></span>owiązania z konta<span class="_ _2"></span>mi księgi głównej,<span class="_ _2"></span></span> </span></span></div><div class="t m0 xf h12 y132 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Wykaz zbioró<span class="_ _2"></span>w stanowiących księgi rachunko<span class="_ _2"></span>we na nośnikach elektronicznych<span class="_ _2"></span>,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xf h12 y5c1 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Programy <span class="_ _1d"> </span>komputerowe <span class="_ _a"> </span>z <span class="_ _1d"> </span>opisem <span class="_ _a"> </span>ich <span class="_ _1d"> </span>przeznaczenia, <span class="_ _1d"> </span>zasady<span class="_ _2"></span> <span class="_ _a"> </span>ochrony <span class="_ _1d"> </span>danych <span class="_ _a"> </span>o<span class="_ _2"></span>raz <span class="_ _a"> </span>pozosta<span class="_ _2"></span>ła </span></span></div><div class="t m0 x10 he y5c2 ff1 fs4 fc1 sc0 ls0 ws0">dokumentacja przetwarzan<span class="_ _2"></span>ia danych.<span class="_ _2"></span> </div><div class="t m0 x3 he y5c3 ff6 fs4 fc1 sc0 ls0 ws0">W <span class="_ _20"> </span>trakcie <span class="_ _20"> </span>tworzenia <span class="_ _20"> </span>okreś<span class="_ _2"></span>lonych <span class="_ _20"> </span>procedur <span class="_ _20"> </span>i <span class="_ _20"> </span>wewnętrzn<span class="_ _2"></span>ych <span class="_ _20"> </span>aktów <span class="_ _20"> </span>prawnych, <span class="_ _20"> </span>d<span class="_ _2"></span>otyczących <span class="_ _20"> </span>polityki </div><div class="t m0 x3 he y5c4 ff6 fs4 fc1 sc0 ls0 ws0">rachunkowości, <span class="_ _1f"> </span>Spółka<span class="_ _2"></span> <span class="_ _1d"> </span>p<span class="_ _2"></span>rzywiązuje <span class="_ _1d"> </span>s<span class="_ _2"></span>zczególną <span class="_ _1f"> </span>dbałość <span class="_ _1f"> </span>do <span class="_ _1f"> </span>zapewnienia <span class="_ _1f"> </span>odpowiednich <span class="_ _1f"> </span>mechanizmów </div><div class="t m0 x3 he y5c5 ff6 fs4 fc1 sc0 ls0 ws0">kontrolnych. Podstawowe czynności kontrolne podejmowane <span class="_ _0"></span>są na <span class="_ _0"></span>bieżąco w ramach <span class="_ _0"></span>zakresów obowiązków </div><div class="t m0 x3 he y5c6 ff6 fs4 fc1 sc0 ls0 ws0">określonych <span class="_ _0"></span>dla <span class="_ _9"></span>p<span class="_ _2"></span>oszczególnych <span class="_ _9"></span>pra<span class="_ _2"></span>cowników <span class="_ _9"></span>Działu Księgowości <span class="_ _9"></span>oraz <span class="_ _0"></span>Działu <span class="ff1">Finansowego</span>. Kontrole <span class="_ _9"></span>polegają </div><div class="t m0 x3 he y5c7 ff6 fs4 fc1 sc0 ls0 ws0">m.in. <span class="_ _21"> </span>na  przeglądzie <span class="_ _21"> </span>analitycznym <span class="_ _21"> </span>istotnych <span class="_ _21"> </span>sal<span class="_ _0"></span>d, <span class="_ _21"> </span>porównywanie  ich <span class="_ _21"> </span>do <span class="_ _21"> </span>za<span class="_ _0"></span>łożonych <span class="_ _21"> </span>budżetów  oraz <span class="_ _21"> </span>do </div><div class="t m0 x3 he y5c8 ff6 fs4 fc1 sc0 ls0 ws0">poprzednich <span class="_ _32"> </span>o<span class="_ _2"></span>kresów, <span class="_ _32"> </span>a <span class="_ _32"> </span>t<span class="_ _2"></span>akże <span class="_ _32"> </span>na <span class="_ _32"> </span>bieżącej <span class="_ _e"> </span>weryfikacji <span class="_ _e"> </span>kompletności <span class="_ _32"> </span>i <span class="_ _32"> </span>pra<span class="_ _2"></span>widłowości <span class="_ _32"> </span>infor<span class="_ _2"></span>macji </div><div class="t m0 x3 he y5c9 ff1 fs4 fc1 sc0 ls0 ws0">otrzymywanych <span class="_ _21"> </span>z<span class="_ _2"></span> <span class="ff6">działów <span class="_ _21"> </span>merytoryczny<span class="_ _2"></span>ch. <span class="_ _21"> </span>Zidentyfikowane, <span class="_ _21"> </span>ewentu<span class="_ _2"></span>alne <span class="_ _21"> </span>nieprawidłowoś<span class="_ _2"></span>ci <span class="_ _21"> </span>korygowane </span></div><div class="t m0 x3 he y5ca ff6 fs4 fc1 sc0 ls25 ws0">są<span class="ff1 ls0"> <span class="ff6">na <span class="_ _1c"></span>b<span class="_ _2"></span>ieżąco <span class="_ _1c"></span>p<span class="_ _2"></span>rzez <span class="_ _1a"></span>pracowników <span class="_ _1c"></span>Spó<span class="_ _2"></span>łki <span class="_ _1a"></span>posiadających <span class="_ _1c"></span>s<span class="_ _2"></span>zczególne <span class="_ _1c"></span>uprawnienia. <span class="_ _1a"></span>Członek <span class="_ _1a"></span>Zarząd<span class="_ _1c"></span></span>u, <span class="_ _1a"></span>Dyrektor </span></div><div class="t m0 x3 he y1d9 ff6 fs4 fc1 sc0 ls0 ws0">Finansowy <span class="_ _1d"> </span>i <span class="_ _1d"> </span>Głó<span class="_ _2"></span>wny <span class="_ _1d"> </span>Księgowy <span class="_ _1d"> </span>Spółki <span class="_ _1d"> </span>monitorują <span class="_ _1d"> </span>na <span class="_ _1d"> </span>bieżąco <span class="_ _1d"> </span>kompletnoś<span class="_ _2"></span>ć <span class="_ _1d"> </span>i <span class="_ _1d"> </span>terminowość <span class="_ _1d"> </span>wykonan<span class="_ _2"></span>ia </div><div class="t m0 x3 he y1da ff6 fs4 fc1 sc0 ls0 ws0">poszczególnych cz<span class="_ _2"></span>ynności koniecznych do zamkn<span class="_ _2"></span>ięcia okresu sprawozdawczego. Sp<span class="_ _2"></span>rawozdania finan<span class="_ _2"></span>sowe są </div><div class="t m0 x3 he y5cb ff6 fs4 fc1 sc0 ls0 ws0">przygotowywane <span class="_ _1a"></span>przez <span class="_ _1a"></span>zespó<span class="_ _2"></span>ł <span class="_ _1a"></span>pod <span class="_ _1a"></span>kierownictwem <span class="_ _1a"></span>Głów<span class="_ _2"></span>nego <span class="_ _1a"></span>Księgowego <span class="_ _1a"></span>i <span class="_ _1a"></span>następn<span class="_ _2"></span>ie <span class="_ _1a"></span>weryfikowane <span class="_ _1a"></span>przez </div><div class="t m0 x3 he y1dc ff6 fs4 fc1 sc0 ls0 ws0">Zarząd, <span class="_ _21"> </span>który  zgodnie <span class="_ _21"> </span>z<span class="ff1"> </span>przepisami <span class="_ _21"> </span>w<span class="_ _0"></span>ewnętrznymi <span class="_ _21"> </span>dokonuje  jego <span class="_ _21"> </span>każdorazowej  ak<span class="_ _2"></span>ceptacji. <span class="_ _21"> </span>Nadzór  nad </div><div class="t m0 x3 he y1dd ff6 fs4 fc1 sc0 ls0 ws0">całością procesu<span class="_ _2"></span> sporządzania sprawozd<span class="_ _2"></span>ań finansowych sprawuje Zarząd<span class="_ _2"></span> Spółki.<span class="_ _2"></span><span class="ff1"> </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 x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">46<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff6 fs4 fc1 sc0 ls0 ws0">Ważną <span class="_ _1a"></span>ro<span class="_ _2"></span>lę <span class="_ _1a"></span>w <span class="_ _1a"></span>istn<span class="_ _2"></span>iejącym <span class="_ _1a"></span>w <span class="_ _28"></span>Spółce, <span class="_ _1a"></span>ciągły<span class="_ _2"></span>m, <span class="_ _1a"></span>wielostopn<span class="_ _2"></span>iowym <span class="_ _1a"></span>procesie <span class="_ _28"></span>kontroli <span class="_ _28"></span>wewnętrznej <span class="_ _1a"></span>pełni <span class="_ _28"></span>Rada </div><div class="t m0 x3 he y4e ff6 fs4 fc1 sc0 ls0 ws0">Nadzorcza ora<span class="_ _2"></span>z wchodzący w jej skład Komitet Audytu, <span class="_ _2"></span>który funkcjonuje w Spó<span class="_ _2"></span>łce<span class="ff1"> od dnia </span>28 września 2009 </div><div class="t m0 x3 he y4f ff6 fs4 fc1 sc0 ls0 ws0">roku. <span class="_ _0"></span>Do <span class="_ _9"></span>zadań <span class="_ _9"></span>Komitetu Audytu <span class="_ _9"></span>należy <span class="_ _9"></span>między <span class="_ _0"></span>innymi <span class="_ _9"></span>monitorowanie <span class="_ _0"></span>procesu <span class="_ _9"></span>s<span class="_ _2"></span>prawozdawczości <span class="_ _9"></span>finans<span class="_ _2"></span>owej </div><div class="t m0 x3 he y50 ff6 fs4 fc1 sc0 ls0 ws0">oraz <span class="_ _28"> </span>mon<span class="_ _2"></span>itorowanie <span class="_ _28"></span>sku<span class="_ _2"></span>teczności <span class="_ _26"> </span>systemów <span class="_ _26"> </span>kontroli <span class="_ _26"> </span>wewnętrznej, <span class="_ _26"> </span>a <span class="_ _26"> </span>także <span class="_ _28"> </span>pro<span class="_ _2"></span>cesu <span class="_ _26"> </span>zarządzan<span class="_ _2"></span>ia <span class="_ _28"></span>ryzykiem </div><div class="t m0 x3 he y51 ff6 fs4 fc1 sc0 ls0 ws0">istotnym <span class="_ _1c"></span>dla <span class="_ _2"></span>Spół<span class="_ _2"></span>ki. <span class="_ _2"></span>Komitet <span class="_ _2"></span>Aud<span class="_ _2"></span>ytu <span class="_ _1c"></span>jest <span class="_ _1c"></span>na <span class="_ _2"></span>bieżąco <span class="_ _1c"></span>informowany <span class="_ _1c"></span>o <span class="_ _1c"></span>harmonogramie <span class="_ _1c"></span>audytu<span class="_ _2"></span> <span class="_ _2"></span>i<span class="_ _2"></span><span class="ff1"> </span>poprzez <span class="_ _2"></span>ś<span class="_ _2"></span>cisły </div><div class="t m0 x3 he y52 ff6 fs4 fc1 sc0 ls0 ws0">kontakt  z  audyto<span class="_ _2"></span>rem  zewnętrznym  przeprowadza<span class="_ _2"></span>jącym  czynności  rewizji  finanso<span class="_ _2"></span>wej  monitoruje  proces </div><div class="t m0 x3 he y53 ff6 fs4 fc1 sc0 ls0 ws0">sporządza<span class="_ _2"></span>nia <span class="_ _21"> </span>sprawozdań<span class="_ _2"></span> <span class="_ _21"> </span>finansowych<span class="_ _2"></span> <span class="_ _21"> </span>oraz <span class="_ _a"> </span>jakość <span class="_ _a"> </span>współpracy <span class="_ _21"> </span>Za<span class="_ _2"></span>rządu <span class="_ _21"> </span>z <span class="_ _a"> </span>audytorem. <span class="_ _a"> </span>Komitet <span class="_ _21"> </span>Aud<span class="_ _1c"></span><span class="ff1">y<span class="_ _2"></span>tu </span></div><div class="t m0 x3 he y54 ff6 fs4 fc1 sc0 ls0 ws0">monitoruje <span class="_ _1c"></span>także <span class="_ _1c"></span>niezależn<span class="_ _2"></span>ość <span class="_ _1c"></span>osobistą <span class="_ _1c"></span>audy<span class="_ _2"></span>torów <span class="_ _1c"></span>oraz <span class="_ _1c"></span>niezależność <span class="_ _1c"></span>Kancelarii <span class="_ _1c"></span>przeprowadza<span class="_ _2"></span>jącej <span class="_ _1c"></span>badanie </div><div class="t m0 x3 he yc6 ff1 fs4 fc1 sc0 ls0 ws0">w <span class="ff6">stosunku <span class="_ _28"></span> <span class="_ _1a"></span>do <span class="_ _1a"></span>członkó<span class="_ _2"></span>w <span class="_ _1a"></span>organów <span class="_ _1a"></span>zarządza<span class="_ _2"></span>jących, <span class="_ _1a"></span>nadzorujących <span class="_ _28"></span>Spółki <span class="_ _1a"></span>o<span class="_ _2"></span>raz <span class="_ _1a"></span>w<span class="_ _2"></span></span> <span class="ff6">stosunku <span class="_ _28"></span>do <span class="_ _1a"></span>samej <span class="_ _1a"></span>Spół<span class="_ _2"></span>ki </span></div><div class="t m0 x3 he y5cc ff1 fs4 fc1 sc0 ls0 ws0">STALPROFIL S.A. <span class="_ _2"></span> </div><div class="t m0 x3 he y57 ff6 fs4 fc1 sc0 ls0 ws0">Elementem <span class="_ _1a"></span>zewnętrznej <span class="_ _1a"></span>kontroli <span class="_ _1a"></span>procesu <span class="_ _1a"></span>sporządzania <span class="_ _1a"></span>sprawozdań <span class="_ _1a"></span>finansowych<span class="_ _2"></span> <span class="_ _1c"></span>jes<span class="_ _2"></span>t <span class="_ _1a"></span>ich <span class="_ _1c"></span>weryfikacja <span class="_ _1a"></span>prz<span class="_ _2"></span>ez </div><div class="t m0 x3 he y58 ff6 fs4 fc1 sc0 ls0 ws0">niezależnego  biegłego  rewid<span class="_ _2"></span>enta,  wyboru  którego  dokonuje  Rada  Nadzo<span class="_ _2"></span>rcza  w  drodze  konkursu  ofert. </div><div class="t m0 x3 he y59 ff1 fs4 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _2"></span>z <span class="_ _2"></span>ks<span class="_ _2"></span>h <span class="_ _2"></span>i <span class="ff6">Statu<span class="_ _2"></span>tem <span class="_ _2"></span>Spółki, <span class="_ _2"></span>Rada <span class="_ _1c"></span>Nadzorcza <span class="_ _1c"></span>corocznie<span class="_ _2"></span></span> <span class="_ _2"></span><span class="ff6">dokonuje <span class="_ _2"></span>o<span class="_ _2"></span>ceny <span class="_ _2"></span>sprawozdań<span class="_ _2"></span> <span class="_ _2"></span>finansowych <span class="_ _2"></span>Spółki </span></div><div class="t m0 x3 he y5a ff6 fs4 fc1 sc0 ls0 ws0">w <span class="_ _28"></span>zakresie <span class="_ _28"></span>ich <span class="_ _28"></span>zgodn<span class="_ _2"></span>ości <span class="_ _28"></span>z <span class="_ _28"></span>księgami <span class="_ _26"> </span>i <span class="_ _28"></span>dokumentami, <span class="_ _28"> </span>ja<span class="_ _2"></span>k <span class="_ _28"></span>i <span class="_ _28"> </span>ze <span class="_ _28"> </span>s<span class="_ _2"></span>tanem <span class="_ _28"></span>faktycznym, <span class="_ _28"></span>a <span class="_ _28"> </span>o<span class="_ _2"></span> <span class="_ _28"></span>wynikach <span class="_ _28"></span>tej <span class="_ _28"> </span>oceny </div><div class="t m0 x3 he y5b ff6 fs4 fc1 sc0 ls0 ws0">informuje akcjonariuszy<span class="_ _2"></span> w swoim sprawozdaniu<span class="_ _2"></span>, dostępnym na stronie intern<span class="_ _2"></span>etowej Spółki.<span class="_ _1c"></span><span class="ff1"> </span></div><div class="t m0 x3 he y5c ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xf h11 y5cd ff2 fs5 fc1 sc0 lsb ws0">4.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Wskazanie akcjonariuszy posiadających znaczne pakiety akcji STALPROFI<span class="_ _0"></span>L S.A.<span class="_ _2"></span><span class="ff2"> </span></span></span></div><div class="t m0 x3 he y39b ff6 fs4 fc1 sc0 ls0 ws0">Poniższa <span class="_ _2"></span>ta<span class="_ _2"></span>bela <span class="_ _2"></span>przedstawia <span class="_ _2"></span>akcjonariuszy<span class="_ _2"></span> <span class="_ _2"></span>Spółki <span class="_ _2"></span>STALPROFIL <span class="_ _1c"></span>S.A. <span class="_ _2"></span>posiadaj<span class="_ _2"></span>ących <span class="_ _2"></span>(pośrednio <span class="_ _2"></span>i <span class="_ _1c"></span>bezpośrednio) </div><div class="t m0 x3 he y5ce ff6 fs4 fc1 sc0 ls0 ws0">–<span class="ff1"> <span class="_ _26"> </span></span>zgodnie <span class="_ _26"> </span>z <span class="_ _26"> </span>nas<span class="_ _2"></span>zą <span class="_ _26"> </span>najlepszą <span class="_ _26"> </span>wiedzą <span class="_ _29"> </span>–<span class="ff1"> <span class="_ _26"> </span></span>co <span class="_ _26"> </span>najmni<span class="_ _2"></span>ej <span class="_ _26"> </span>5% <span class="_ _28"> </span>gł<span class="_ _2"></span>osów <span class="_ _26"> </span>na <span class="_ _29"> </span>Walnym <span class="_ _26"> </span>Zgromadzeniu <span class="_ _26"> </span>Sp<span class="_ _2"></span>ółki <span class="_ _26"> </span>na <span class="_ _26"> </span>dzień </div><div class="t m0 x3 he y5cf ff1 fs4 fc1 sc0 ls0 ws0">31.12.2024<span class="ls11">r. <span class="_ _a"> </span></span>Dane <span class="_ _a"> </span>zawarte <span class="_ _1d"> </span>w <span class="_ _21"> </span>tabeli <span class="_ _a"> </span><span class="ls4">31</span> <span class="_ _a"> </span><span class="ff6">oparte <span class="_ _a"> </span>są <span class="_ _a"> </span>o <span class="_ _a"> </span>informacj<span class="_ _2"></span>e <span class="_ _21"> </span>otrzy<span class="_ _2"></span>mane <span class="_ _21"> </span>od<span class="_ _2"></span> <span class="_ _21"> </span>ak<span class="_ _2"></span>cjonariuszy <span class="_ _a"> </span>zgodnie </span></div><div class="t m0 x3 he y410 ff1 fs4 fc1 sc0 ls0 ws0">z <span class="ff6">artykułem 69</span> <span class="ff6">p<span class="_ _2"></span>ar. 1 Ustawy z <span class="_ _2"></span>dnia 4 września 2<span class="_ _2"></span>008 roku o <span class="_ _2"></span>zmianie ustawy o of<span class="_ _2"></span>ercie publiczn<span class="_ _2"></span>ej i warunkach </span></div><div class="t m0 x3 he y5d0 ff6 fs4 fc1 sc0 ls0 ws0">wprowadzania instrumentów finan<span class="_ _2"></span>sowych do zorganizowanego systemu obrotu oraz o spółkach publiczny<span class="_ _2"></span>ch </div><div class="t m0 x3 he y5d1 ff1 fs4 fc1 sc0 ls0 ws0">oraz zmianie inny<span class="_ _2"></span>ch ustaw. </div><div class="t m0 x3 he y5d2 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y5d3 ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="ls4">30</span> <span class="ff6">Wykaz ak<span class="_ _2"></span>cjonariuszy p<span class="_ _2"></span>osiadających znaczne p<span class="_ _2"></span>akiety akcji Spółki według stanu na d<span class="_ _2"></span>zień <span class="_ _2"></span></span> </div><div class="t m0 x3 he y5d4 ff1 fs4 fc1 sc0 ls0 ws0">31.12.2024 <span class="ls11">r.</span> </div></div><div class="c x12 y5d5 w91 h49"><div class="t m0 x12 h9 yb2 ff2 fs3 fc1 sc0 ls0 ws0">Akcjonariusz </div></div><div class="c x2 y5d5 w92 h49"><div class="t m0 x2d h9 ydb ff5 fs3 fc1 sc0 ls0 ws0">Ilość akcji </div><div class="t m0 x68 h9 yb4 ff2 fs3 fc1 sc0 ls0 ws0">razem </div></div><div class="c x38 y5d5 w93 h49"><div class="t m0 x27 h9 yda ff5 fs3 fc1 sc0 ls0 ws0">Udział w </div><div class="t m0 x3c h9 yb2 ff2 fs3 fc1 sc0 ls0 ws0">kapitale </div><div class="t m0 x18 h9 yb3 ff2 fs3 fc1 sc0 ls0 ws0">akcyjnym </div></div><div class="c x53 y5d5 w94 h49"><div class="t m0 x1a h9 ydb ff5 fs3 fc1 sc0 ls0 ws0">Ilość głosów </div><div class="t m0 x59 h9 yb4 ff2 fs3 fc1 sc0 ls0 ws0">razem </div></div><div class="c xf7 y5d5 w40 h49"><div class="t m0 x24 h9 ydb ff5 fs3 fc1 sc0 ls0 ws0">% głosów </div><div class="t m0 xa h9 yb4 ff2 fs3 fc1 sc0 ls0 ws0">na WZ </div></div><div class="c x12 y1a8 w91 h4f"><div class="t m0 x1d hc y13f ff1 fs3 fc1 sc0 ls0 ws0">ArcelorMittal Investment Management Poland Sp. z o. <span class="ls1c">o.</span> </div></div><div class="c x2 y1a8 w92 h4f"><div class="t m0 x24 hc y13f ff1 fs3 fc1 sc0 ls0 ws0">5 <span class="ls2">508 800</span> </div></div><div class="c x38 y1a8 w93 h4f"><div class="t m0 x2b hc y13f ff1 fs3 fc1 sc0 ls0 ws0">31,48% </div></div><div class="c x53 y1a8 w94 h4f"><div class="t m0 x84 hc y13f ff1 fs3 fc1 sc0 ls2 ws0">10<span class="ls0"> </span>948 800<span class="ls0"> </span></div></div><div class="c xf7 y1a8 w40 h4f"><div class="t m0 x67 hc y13f ff1 fs3 fc1 sc0 ls0 ws0">32,68% </div></div><div class="c x12 y5d6 w91 h63"><div class="t m0 x1d hc y343 ff6 fs3 fc1 sc0 ls0 ws0">MZZ Pracowników ArcelorMittal Dąbrowa Górnicza<span class="ff1"> </span></div></div><div class="c x2 y5d6 w92 h63"><div class="t m0 x24 hc y343 ff1 fs3 fc1 sc0 ls0 ws0">2 <span class="ls2">955 000</span> </div></div><div class="c x38 y5d6 w93 h63"><div class="t m0 x2b hc y343 ff1 fs3 fc1 sc0 ls0 ws0">16,89% </div></div><div class="c x53 y5d6 w94 h63"><div class="t m0 x8b hc y343 ff1 fs3 fc1 sc0 ls0 ws0">8 <span class="ls2">235 000</span> </div></div><div class="c xf7 y5d6 w40 h63"><div class="t m0 x67 hc y343 ff1 fs3 fc1 sc0 ls0 ws0">24,58% </div></div><div class="c x12 y2d3 w91 h62"><div class="t m0 x1d hc y343 ff6 fs3 fc1 sc0 ls0 ws0">MOZ NSZZ „Solidarność” ArcelorMittal Poland S.A.<span class="ff1"> </span></div></div><div class="c x2 y2d3 w92 h62"><div class="t m0 x24 hc y343 ff1 fs3 fc1 sc0 ls0 ws0">1 <span class="ls2">320 000</span> </div></div><div class="c x38 y2d3 w93 h62"><div class="t m0 x59 hc y343 ff1 fs3 fc1 sc0 ls0 ws0">7,54% </div></div><div class="c x53 y2d3 w94 h62"><div class="t m0 x8b hc y343 ff1 fs3 fc1 sc0 ls0 ws0">6 <span class="ls2">600 000</span> </div></div><div class="c xf7 y2d3 w40 h62"><div class="t m0 x67 hc y343 ff1 fs3 fc1 sc0 ls0 ws0">19,70% </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y5d7 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y5d8 ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _28"></span>wykazie <span class="_ _28"></span><span class="ff6">akcjon<span class="_ _2"></span>ariuszy <span class="_ _28"> </span>posiadaj<span class="_ _2"></span>ących <span class="_ _28"></span>znaczne <span class="_ _28"> </span>p<span class="_ _2"></span>akiety <span class="_ _28"></span>akcji <span class="_ _28"></span>Spółki<span class="_ _2"></span></span> <span class="_ _28"> </span><span class="ff6">w <span class="_ _28"> </span>p<span class="_ _2"></span>orównaniu <span class="_ _28"></span>do <span class="_ _28"></span>stan<span class="_ _2"></span>u <span class="_ _28"></span>na <span class="_ _28"></span>dzień <span class="_ _28"></span>31 </span></div><div class="t m0 x3 he y5d9 ff6 fs4 fc1 sc0 ls0 ws0">grudnia <span class="_ _28"> </span>2023 <span class="_ _28"> </span>roku<span class="_ _2"></span> <span class="_ _28"></span>nastąpiła <span class="_ _28"> </span>jedna <span class="_ _26"> </span>zmiana. <span class="_ _26"> </span>Do <span class="_ _26"> </span>Spółki <span class="_ _28"></span>wpłyn<span class="_ _2"></span>ęły <span class="_ _28"></span>zawiadomienia <span class="_ _28"></span>w <span class="_ _28"></span>tryb<span class="_ _2"></span>ie <span class="_ _28"></span>art. <span class="_ _28"></span>69 <span class="_ _28"></span>Ustawy <span class="_ _26"> </span>o </div><div class="t m0 x3 he y5da ff1 fs4 fc1 sc0 ls0 ws0">ofercie  <span class="ff6">publicznej  i  warunkach  wprowadzania  instrumentów  finansowych  do  zorganizowanego  systemu </span></div><div class="t m0 x3 he y5db ff6 fs4 fc1 sc0 ls0 ws0">obrotu <span class="_ _2"></span>oraz <span class="_ _2"></span>o <span class="_ _2"></span>spółkach p<span class="_ _2"></span>ublicznych <span class="_ _2"></span>(tj. <span class="_ _2"></span>Dz.U. <span class="_ _2"></span>2024 po<span class="_ _2"></span>z. 620) <span class="_ _2"></span>o <span class="_ _2"></span>zarejestrowaniu <span class="_ _2"></span>w <span class="_ _2"></span>dniu <span class="_ _2"></span>31 <span class="_ _2"></span>października <span class="_ _2"></span>2024 </div><div class="t m0 x3 he y5dc ff6 fs4 fc1 sc0 ls0 ws0">roku <span class="_ _1c"></span>podziału <span class="_ _1a"></span>ArcelorMittal <span class="_ _2"></span>Polan<span class="_ _2"></span>d <span class="_ _1c"></span>S.A. <span class="_ _1c"></span>poprzez <span class="_ _1c"></span>wyd<span class="_ _2"></span>zielenie <span class="_ _2"></span>c<span class="_ _2"></span>zęści <span class="_ _1c"></span>majątku<span class="_ _2"></span> <span class="_ _1c"></span>(w <span class="_ _1c"></span>tym <span class="_ _1c"></span>wszystk<span class="_ _2"></span>ich <span class="_ _1c"></span>akcji <span class="_ _1c"></span>Spółki) </div><div class="t m0 x3 he y5dd ff6 fs4 fc1 sc0 ls0 ws0">do  nowo <span class="_ _26"> </span>utworz<span class="_ _2"></span>onego <span class="_ _29"> </span>pod<span class="_ _2"></span>miotu, <span class="_ _29"> </span>którym  jest <span class="_ _29"> </span>ArcelorM<span class="_ _2"></span>ittal <span class="_ _29"> </span>Investment  Management  Poland <span class="_ _29"> </span>Sp.  z <span class="_ _29"> </span>o.o. </div><div class="t m0 x3 he y5de ff6 fs4 fc1 sc0 ls0 ws0">Oznacza <span class="_ _0"></span>to, <span class="_ _9"></span>że <span class="_ _0"></span>w <span class="_ _9"></span>dniu 31 <span class="_ _9"></span>października <span class="_ _0"></span>2024 <span class="_ _9"></span>roku <span class="_ _0"></span>miało <span class="_ _0"></span>miejsce <span class="_ _9"></span>zdarzen<span class="_ _2"></span>ie <span class="_ _9"></span>będące podstawą <span class="_ _9"></span>przeniesienia akcji </div><div class="t m0 x3 he y5df ff6 fs4 fc1 sc0 ls0 ws0">Spółki<span class="ff1">  </span>znajdujących  się  dot<span class="_ _0"></span>ychczas  w <span class="_ _29"> </span>posiadan<span class="_ _2"></span>iu <span class="_ _29"> </span>ArcelorMittal  Poland  S.A. <span class="_ _29"> </span>na  ArcelorMittal  Investment </div><div class="t m0 x3 he y5e0 ff6 fs4 fc1 sc0 ls0 ws0">Management Poland<span class="_ _2"></span> Sp. z o.o., spół<span class="_ _2"></span>kę utworzoną w wyniku podzia<span class="_ _2"></span>łu.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y5e1 ff6 fs4 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _1a"></span>z <span class="_ _1a"></span>treścią <span class="_ _1a"></span>zawiadomienia <span class="_ _1a"></span>zmiana <span class="_ _1a"></span>stanu <span class="_ _1a"></span>posiadania <span class="_ _1a"></span>akcji <span class="_ _1a"></span>emitenta <span class="_ _1a"></span>nastą<span class="_ _2"></span>piła <span class="_ _1a"></span>w <span class="_ _1a"></span>wyniku <span class="_ _1a"></span>wewnętrznej </div><div class="t m0 x3 he y5e2 ff6 fs4 fc1 sc0 ls0 ws0">reorganizacji <span class="_ _29"> </span>struktu<span class="_ _2"></span>ry <span class="_ _26"> </span>kapitałowej <span class="_ _29"> </span>grupy<span class="_ _2"></span> <span class="_ _26"> </span>ArcelorMittal  w<span class="_ _0"></span> <span class="_ _29"> </span>Polsce. <span class="_ _29"> </span>Jednocześnie <span class="_ _29"> </span>w <span class="_ _29"> </span>kierowanym <span class="_ _29"> </span>do <span class="_ _29"> </span>Spółki </div><div class="t m0 x3 he y48d ff1 fs4 fc1 sc0 ls0 ws0">zawiadomieniu <span class="_ _21"> </span>Grupa <span class="_ _21"> </span>ArcelorMittal <span class="_ _21"> </span>podtrz<span class="_ _2"></span>ymuje <span class="_ _21"> </span>zainte<span class="ff6">res<span class="_ _2"></span>owanie <span class="_ _21"> </span>długoterminowym <span class="_ _21"> </span>posiad<span class="_ _2"></span>aniem <span class="_ _21"> </span>akcji </span></div><div class="t m0 x3 he y5e3 ff1 fs4 fc1 sc0 ls0 ws0">emitenta. </div><div class="t m0 x3 he y5e4 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y5e5 ff1 fs4 fc1 sc0 ls0 ws0">Od <span class="_ _29"> </span>dnia <span class="_ _29"> </span>przekazan<span class="_ _2"></span>ia <span class="_ _26"> </span><span class="ff6">o<span class="_ _2"></span>statniego <span class="_ _26"> </span>raportu<span class="_ _2"></span> <span class="_ _26"> </span>okres<span class="_ _2"></span>owego <span class="_ _26"> </span>wykaz  akcjonariuszy <span class="_ _29"> </span>posiadających <span class="_ _29"> </span>co <span class="_ _29"> </span>najmniej <span class="_ _29"> </span>5% </span></div><div class="t m0 x3 he y5e6 ff6 fs4 fc1 sc0 ls0 ws0">ogólnej liczby głos<span class="_ _2"></span>ów na WZ STALPROFIL S.A. o<span class="_ _2"></span>raz stan pos<span class="_ _2"></span>iadania przez nich akcji Sp<span class="_ _2"></span>ółki nie uległ zmianie.<span class="_ _1c"></span><span class="ff1"> </span></div><div class="t m0 x3 he y5e7 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi x8 y13 w5 h8" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">47<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 xf h11 yd3 ff2 fs5 fc1 sc0 lsb ws0">5.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Wskazanie <span class="_ _28"></span>posiadaczy <span class="_ _1a"></span>wszelkich <span class="_ _28"></span>papierów <span class="_ _1a"></span>wartościowych, <span class="_ _1a"></span>które <span class="_ _28"></span>dają <span class="_ _1a"></span>specjalne </span></span></div><div class="t m0 x10 h13 yd4 ff2 fs5 fc1 sc0 ls0 ws0">uprawnienia kontrolne. </div><div class="t m0 x3 he y27a ff6 fs4 fc1 sc0 ls0 ws0">4 000 <span class="_ _2"></span>000 <span class="_ _2"></span>akcji <span class="_ _2"></span>serii <span class="_ _2"></span>A <span class="_ _2"></span>wyemit<span class="_ _2"></span>owanych <span class="_ _2"></span>przez <span class="_ _2"></span>STALPROFIL <span class="_ _2"></span>S.A <span class="_ _2"></span>to <span class="_ _2"></span>akcje <span class="_ _2"></span>imienne <span class="_ _2"></span>uprzywilejowan<span class="_ _2"></span>e co <span class="_ _2"></span>do <span class="_ _2"></span>głosu<span class="_ _2"></span> </div><div class="t m0 x3 he y27b ff1 fs4 fc1 sc0 ls0 ws0">w <span class="ff6">ten <span class="_ _1a"></span>sposób, <span class="_ _1a"></span>że <span class="_ _1c"></span>na <span class="_ _1a"></span>jedną <span class="_ _1a"></span>ak<span class="_ _0"></span>cję <span class="_ _1c"></span>p<span class="_ _2"></span>rzypada <span class="_ _1a"></span>pięć <span class="_ _1c"></span>głos<span class="_ _2"></span>ów <span class="_ _1c"></span>n<span class="_ _2"></span>a <span class="_ _1c"></span>Walnym <span class="_ _1a"></span>Zgromadzeniu. <span class="_ _1a"></span>Strukturę <span class="_ _1a"></span>akcjonariuszy, </span></div><div class="t m0 x3 he y27c ff6 fs4 fc1 sc0 ls0 ws0">którzy na d<span class="_ _2"></span>zień 31.12.20<span class="ff1">24 </span>r. by<span class="_ _2"></span>li w posiadaniu akcje s<span class="_ _2"></span>erii A przedstawia poniżs<span class="_ _2"></span>za tabela. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y2 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y5e8 ff1 fs4 fc1 sc0 ls0 ws0">Tabela <span class="ls4">31</span> <span class="ff6">Struktura a<span class="_ _2"></span>kcjonariuszy, którzy<span class="_ _2"></span> na dzień 31.12.20<span class="_ _2"></span></span>24 r. byli w pos<span class="_ _2"></span>iadaniu akcje serii A<span class="_ _2"></span> </div></div><div class="c x12 y5e9 w95 h18"><div class="t m0 xa8 h9 yb4 ff2 fs3 fc1 sc0 ls0 ws0">Akcjonariusz<span class="ff1"> </span></div></div><div class="c xf8 y5e9 w96 h18"><div class="t m0 x5d h9 yb4 ff2 fs3 fc1 sc0 ls0 ws0">Liczba akcji serii A<span class="ff1"> </span></div></div><div class="c xf9 y5e9 w97 h18"><div class="t m0 x8 h9 yb2 ff5 fs3 fc1 sc0 ls0 ws0">Liczba głosów z akcji </div><div class="t m0 x41 h9 yb3 ff2 fs3 fc1 sc0 ls0 ws0">serii A<span class="ff1"> </span></div></div><div class="c x12 y5ea w95 h41"><div class="t m0 x1d hc y188 ff1 fs3 fc1 sc0 ls0 ws0">ArcelorMittal Investment Management Poland Sp. z o. <span class="ls1c">o.</span> </div></div><div class="c xf8 y5ea w96 h41"><div class="t m0 x31 hc y188 ff1 fs3 fc1 sc0 ls2 ws0">1 360 000<span class="ls0"> </span></div></div><div class="c xf9 y5ea w97 h41"><div class="t m0 xf5 hc y188 ff1 fs3 fc1 sc0 ls0 ws0">6 <span class="ls2">800 000</span> </div></div><div class="c x12 y5eb w95 h2a"><div class="t m0 x1d hc ybb ff6 fs3 fc1 sc0 ls0 ws0">MZZ Pracowników ArcelorMittal Dąbrowa Górnicza<span class="ff1"> </span></div></div><div class="c xf8 y5eb w96 h2a"><div class="t m0 x31 hc ybb ff1 fs3 fc1 sc0 ls2 ws0">1 320 000<span class="ls0"> </span></div></div><div class="c xf9 y5eb w97 h2a"><div class="t m0 xf5 hc ybb ff1 fs3 fc1 sc0 ls0 ws0">6 <span class="ls2">600 000</span> </div></div><div class="c x12 y5ec w95 h81"><div class="t m0 x1d hc y12e ff6 fs3 fc1 sc0 ls0 ws0">MOZ NSZZ „Solidarność” ArcelorMittal Poland S.A.<span class="ff1"> </span></div></div><div class="c xf8 y5ec w96 h81"><div class="t m0 x31 hc y12e ff1 fs3 fc1 sc0 ls2 ws0">1 320 000<span class="ls0"> </span></div></div><div class="c xf9 y5ec w97 h81"><div class="t m0 xf5 hc y12e ff1 fs3 fc1 sc0 ls0 ws0">6 <span class="ls2">600 000</span> </div></div><div class="c x12 y5ed w95 h8d"><div class="t m0 x1d h9 ybb ff2 fs3 fc1 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c xf8 y5ed w96 h8d"><div class="t m0 x31 h9 ybb ff2 fs3 fc1 sc0 ls2 ws0">4 000 000<span class="ff1 ls0"> </span></div></div><div class="c xf9 y5ed w97 h8d"><div class="t m0 x4d h9 ybb ff2 fs3 fc1 sc0 ls2 ws0">20<span class="ls0"> </span>000 000<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y5ee ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y5ef ff6 fs4 fc1 sc0 ls0 ws0">STALPROFIL S.A. <span class="_ _9"></span>nie wyemitował <span class="_ _0"></span>żadnych innych <span class="_ _0"></span>papierów <span class="_ _9"></span>warto<span class="_ _2"></span>ściowych, <span class="_ _0"></span>które <span class="_ _0"></span>dają <span class="_ _0"></span>specjalne uprawnienia, </div><div class="t m0 x3 he y5f0 ff1 fs4 fc1 sc0 ls0 ws0">w tym specjalne uprawnienia <span class="_ _2"></span>kontrolne. <span class="_ _2"></span> </div><div class="t m0 x3 he y5f1 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xf h11 y5f2 ff2 fs5 fc1 sc0 lsb ws0">6.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Wskazanie ograniczeń dotyczących wykonywania<span class="_ _0"></span> prawa głosu<span class="_ _2"></span><span class="ff2">.  </span></span></span></div><div class="t m0 x3 he y5f3 ff6 fs4 fc1 sc0 ls0 ws0">Nie <span class="_ _1b"> </span>is<span class="_ _2"></span>tnieją <span class="_ _12"> </span>żadne <span class="_ _12"> </span>ograniczenia <span class="_ _1b"> </span>d<span class="_ _2"></span>otyczące <span class="_ _12"> </span>wykonywania <span class="_ _12"> </span>prawa <span class="_ _1b"> </span>gł<span class="_ _2"></span>osu <span class="_ _12"> </span>z <span class="_ _1b"> </span>papierów <span class="_ _12"> </span>wartościowych<span class="_ _2"></span> </div><div class="t m0 x3 he y5f4 ff1 fs4 fc1 sc0 ls0 ws0">wyemitowanych przez <span class="_ _2"></span>STALPROFIL S.A.<span class="_ _2"></span> </div><div class="t m0 x3 he yfc ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xf h11 y15d ff2 fs5 fc1 sc0 lsb ws0">7.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Wskazanie <span class="_ _20"> </span>ograniczeń <span class="_ _1e"> </span>dotyczących <span class="_ _20"> </span>przenoszenia <span class="_ _20"> </span>prawa <span class="_ _1e"> </span>własności <span class="_ _20"> </span>papierów </span></span></div><div class="t m0 x10 h13 y5f5 ff5 fs5 fc1 sc0 ls0 ws0">wartościowych emitenta.<span class="ff2"> </span></div><div class="t m0 x3 he y5f6 ff6 fs4 fc1 sc0 ls0 ws0">Nie <span class="_ _20"> </span>is<span class="_ _2"></span>tnieją <span class="_ _1b"> </span>żadne <span class="_ _20"> </span>ogranicz<span class="_ _2"></span>enia <span class="_ _1b"> </span>dotyczące <span class="_ _20"> </span>przenos<span class="_ _2"></span>zenia <span class="_ _1b"> </span>prawa <span class="_ _20"> </span>własno<span class="_ _2"></span>ści <span class="_ _20"> </span>pap<span class="_ _2"></span>ierów <span class="_ _20"> </span>wartoś<span class="_ _2"></span>ciowych </div><div class="t m0 x3 he y5f7 ff1 fs4 fc1 sc0 ls0 ws0">wyemitowanych przez <span class="_ _2"></span>STALPROFIL S.A.<span class="_ _2"></span> </div><div class="t m0 x3 he y5f8 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xf h11 y35f ff2 fs5 fc1 sc0 lsb ws0">8.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Opis <span class="_ _0"></span>zasad <span class="_ _9"></span>dotyczących <span class="_ _0"></span>powoływania <span class="_ _9"></span>i<span class="_ _2"></span> <span class="_ _9"></span>odwoływania <span class="_ _0"></span>osób <span class="_ _0"></span>zarządzających <span class="_ _9"></span>or<span class="_ _2"></span>az <span class="_ _9"></span>ich </span></span></div><div class="t m0 x10 h13 y5d8 ff5 fs5 fc1 sc0 ls0 ws0">uprawnień, w szczególności prawo do podjęcia decyzji o emisji lub<span class="_ _0"></span> wykupie akcji.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x3 he y5f9 ff6 fs4 fc1 sc0 ls0 ws0">Zarząd Spółki <span class="_ _9"></span>składa <span class="_ _0"></span>się <span class="_ _0"></span>z <span class="_ _9"></span>dwóch do<span class="_ _0"></span> <span class="_ _0"></span>czterech <span class="_ _9"></span>czło<span class="_ _2"></span>nków <span class="_ _0"></span>powoływanych <span class="_ _0"></span>na <span class="_ _0"></span>okres <span class="_ _9"></span>pięcioletniej kadencji <span class="_ _9"></span>u<span class="_ _2"></span>chwałą </div><div class="t m0 x3 he y5fa ff6 fs4 fc1 sc0 ls0 ws0">Rady <span class="_ _a"> </span>Nad<span class="_ _2"></span>zorczej. <span class="_ _a"> </span>Uchwały <span class="_ _1d"> </span>Rady <span class="_ _a"> </span>Nad<span class="_ _2"></span>zorczej <span class="_ _a"> </span>w <span class="_ _a"> </span>przed<span class="_ _2"></span>miocie <span class="_ _a"> </span>powołania <span class="_ _1d"> </span>lub <span class="_ _a"> </span>odwoła<span class="_ _2"></span>nia <span class="_ _a"> </span>poszczególny<span class="_ _2"></span>ch </div><div class="t m0 x3 he y566 ff6 fs4 fc1 sc0 ls0 ws0">członków  Zarządu  podejmowane <span class="_ _29"> </span>są  kwalifikowaną  większością  5/7  głosów <span class="_ _29"> </span>obecnych  przy  obecności  co<span class="_ _0"></span> </div><div class="t m0 x3 he y5fb ff6 fs4 fc1 sc0 ls0 ws0">najmniej <span class="_ _2"></span>s<span class="_ _2"></span>ześciu <span class="_ _2"></span>czł<span class="_ _2"></span>onków <span class="_ _2"></span>Rady. <span class="_ _1c"></span>Rada <span class="_ _1c"></span>Nadzorcza <span class="_ _1c"></span>spośród <span class="_ _2"></span>powołan<span class="_ _2"></span>ych <span class="_ _2"></span>członków <span class="_ _1c"></span>Zarządu <span class="_ _1c"></span>wybiera <span class="_ _1c"></span>w <span class="_ _2"></span>drod<span class="_ _2"></span>ze </div><div class="t m0 x3 he y5fc ff6 fs4 fc1 sc0 ls0 ws0">uchwały Prezesa Za<span class="_ _2"></span>rządu. Członków Zarządu<span class="_ _2"></span> odwołuje uchwałą Rada <span class="_ _2"></span>Nadzorcza lub Walne Zgromad<span class="_ _2"></span>zenie.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y5fd ff6 fs4 fc1 sc0 ls0 ws0">Do  reprezentowania  Spółki  wymagane  jest  łączn<span class="_ _2"></span>e  współdziałanie  dwóch  członków  Zarządu  lub  członka </div><div class="t m0 x3 h14 y5fe ff6 fs4 fc1 sc0 ls0 ws0">Zarządu <span class="_ _2"></span>wraz <span class="_ _2"></span>z p<span class="_ _2"></span>rokurentem. <span class="_ _2"></span>Zarząd <span class="_ _2"></span>prowadzi <span class="_ _2"></span>sprawy <span class="_ _2"></span>Spółki, <span class="_ _2"></span>reprezentuje <span class="_ _2"></span>ją w <span class="_ _2"></span>sąd<span class="_ _2"></span>zie i <span class="_ _2"></span>poza <span class="_ _2"></span>sądem.<span class="_ _2"></span><span class="ff1 fs8 fc4"> <span class="_ _2"></span></span>Zarząd </div><div class="t m0 x3 he y5ff ff6 fs4 fc1 sc0 ls0 ws0">wykonuje swoje obo<span class="_ _2"></span>wiązki podejmując działan<span class="_ _2"></span>ia w trybie operacyjnym ora<span class="_ _2"></span>z w trybie posiedzeń Zar<span class="_ _2"></span>ządu.<span class="_ _1c"></span><span class="ff1"> </span></div><div class="t m0 x3 he y600 ff6 fs4 fc1 sc0 ls0 ws0">Każdy <span class="_ _1c"></span>członek <span class="_ _1c"></span>Zarząd<span class="_ _2"></span>u <span class="_ _2"></span>może <span class="_ _1c"></span>prowadzić <span class="_ _1c"></span>bez <span class="_ _1c"></span>uprzedniej <span class="_ _1c"></span>uch<span class="_ _2"></span>wały <span class="_ _2"></span>Zarzą<span class="_ _2"></span>du <span class="_ _2"></span>s<span class="_ _2"></span>prawy <span class="_ _2"></span>nie <span class="_ _1c"></span>przekraczają<span class="_ _2"></span>ce <span class="_ _2"></span>zakresu </div><div class="t m0 x3 h14 y1f7 ff6 fs4 fc1 sc0 ls0 ws0">zwykłych <span class="_ _a"> </span>czynności <span class="_ _a"> </span>Spółki.<span class="_ _2"></span><span class="ff1 fs8 fc4"> <span class="_ _21"> </span></span>Zwykłymi <span class="_ _a"> </span>czynnościami <span class="_ _a"> </span>Spółki <span class="_ _a"> </span>określa <span class="_ _21"> </span>s<span class="_ _2"></span>ię <span class="_ _21"> </span>operacje <span class="_ _a"> </span>zarząd<span class="_ _2"></span>zania <span class="_ _21"> </span>wynika<span class="_ _2"></span>jące </div><div class="t m0 x3 he y1f8 ff1 fs4 fc1 sc0 ls0 ws0">z <span class="ff6">przedmiotu <span class="_ _1d"> </span>działania <span class="_ _1d"> </span>Spółki <span class="_ _a"> </span>i <span class="_ _a"> </span>jej <span class="_ _1d"> </span>organizacji <span class="_ _1d"> </span>oraz <span class="_ _a"> </span>z <span class="_ _1d"> </span>bieżącej <span class="_ _a"> </span>sytuacji <span class="_ _1d"> </span>rynkowej <span class="_ _1d"> </span></span>- <span class="_ _1d"> </span><span class="ff6">poza <span class="_ _1d"> </span>czynnościami </span></div><div class="t m0 x3 he y1f9 ff6 fs4 fc1 sc0 ls0 ws0">zastrzeżonymi d<span class="_ _2"></span>la Walnego Zgromadzenia i Rady<span class="_ _2"></span> Nadzorczej oraz <span class="_ _2"></span>wymagającymi uchwał<span class="_ _2"></span><span class="ff1"> </span>Z<span class="_ _2"></span>arządu.<span class="ff1"> </span></div><div class="t m0 x3 he y601 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y602 ff6 fs4 fc1 sc0 ls0 ws0">Do spraw wymagających u<span class="_ _2"></span>chwał Zarządu n<span class="_ _2"></span>ależą w szczególności:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xf h12 y603 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Ustalenie treści sprawozdan<span class="_ _2"></span>ia finansowego za rok <span class="_ _2"></span><span class="ff1">obra<span class="_ _2"></span>chunkowy, </span></span></span></div><div class="t m0 xf h12 y604 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Ustalenie treści sprawozdan<span class="_ _2"></span>ia Zarządu z d<span class="_ _2"></span>ziałalności Spółki w minionym roku obro<span class="_ _2"></span>towym<span class="_ _2"></span><span class="ff1">, </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">48<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 xf h12 y3c7 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Ustalenie propozycji p<span class="_ _2"></span>odziału zysku i sp<span class="_ _2"></span>osobu pokrycia strat<span class="_ _2"></span><span class="ff1">, </span></span></span></div><div class="t m0 xf h12 y605 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Zwołanie Walnego Zgro<span class="_ _2"></span>madzenia oraz <span class="_ _2"></span>ustalenie porządku obrad t<span class="_ _2"></span>ych zgromadzeń<span class="_ _2"></span><span class="ff1">, </span></span></span></div><div class="t m0 xf h12 y606 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Ustalenie <span class="_ _0"></span>regulaminu organizacyjnego <span class="_ _0"></span>i <span class="_ _0"></span>struktury organizacyjnej <span class="_ _0"></span>Spółki, re<span class="_ _0"></span>gulaminu <span class="_ _0"></span>pracy oraz <span class="_ _9"></span>zasad </span></span></div><div class="t m0 x10 he y1a ff6 fs4 fc1 sc0 ls0 ws0">wynagradzania p<span class="_ _2"></span>racowników Spółki<span class="_ _2"></span><span class="ff1">, </span></div><div class="t m0 xf h12 y495 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Nabycie dla Spółki składników m<span class="_ _0"></span>ajątkowych wartości powyżej 1/10 części <span class="_ _0"></span>kapitału akcyjnego Spółki<span class="_ _2"></span><span class="ff1">, </span></span></span></div><div class="t m0 xf h12 y1fe ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Wszelkie <span class="_ _1f"> </span>sp<span class="_ _2"></span>rawy, <span class="_ _1f"> </span>które <span class="_ _1e"> </span>mają <span class="_ _1f"> </span>b<span class="_ _2"></span>yć <span class="_ _1f"> </span>przedsta<span class="_ _2"></span>wione <span class="_ _1f"> </span>do <span class="_ _1e"> </span>decyzji <span class="_ _1f"> </span>Rady <span class="_ _1e"> </span>Nadzo<span class="_ _2"></span>rczej <span class="_ _1f"> </span>lub <span class="_ _1f"> </span>Waln<span class="_ _2"></span>ego </span></span></div><div class="t m0 x10 he y607 ff1 fs4 fc1 sc0 ls0 ws0">Zgromadzenia.<span class="_ _2"></span> </div><div class="t m0 x3 he y608 ff6 fs4 fc1 sc0 ls0 ws0">Opis <span class="_ _1a"></span>zasad <span class="_ _1c"></span>powoływania <span class="_ _1a"></span>i <span class="_ _1c"></span>odwoływania <span class="_ _1a"></span>członków <span class="_ _1c"></span>Za<span class="_ _2"></span>rządu <span class="_ _1c"></span>Spółki <span class="_ _1a"></span>oraz <span class="_ _1c"></span>ich <span class="_ _1a"></span>uprawnień <span class="_ _1c"></span>określa <span class="_ _1a"></span> <span class="_ _1c"></span>Statut <span class="_ _1a"></span>Spółki </div><div class="t m0 x3 he y301 ff6 fs4 fc1 sc0 ls0 ws0">oraz <span class="_ _27"> </span>Regulamin <span class="_ _27"> </span>Zarzą<span class="_ _2"></span>du, <span class="_ _27"> </span>które <span class="_ _27"> </span>s<span class="_ _2"></span>ą <span class="_ _27"> </span>dostępne <span class="_ _27"> </span>na <span class="_ _27"> </span>s<span class="_ _2"></span>tronie <span class="_ _27"> </span>internetowej <span class="_ _27"> </span>spó<span class="_ _2"></span>łki <span class="_ _27"> </span>pod <span class="_ _27"> </span>adresem:<span class="_ _1c"></span><span class="ff1"> </span></div><div class="t m0 x3 he y609 ff1 fs4 fc1 sc0 ls0 ws0">www.stalprofil.com.pl/s<span class="_ _2"></span>tatut-sp<span class="_ _2"></span>olki </div><div class="t m0 x3 he y60a ff6 fs4 fc1 sc0 ls0 ws0">Statut <span class="_ _28"></span>Spółki <span class="_ _28"></span>nie <span class="_ _28"></span>przewiduje <span class="_ _28"></span>specjalnych<span class="_ _2"></span> <span class="_ _1a"></span>upra<span class="_ _2"></span>wnień <span class="_ _1a"></span>dla <span class="_ _28"></span>Zarząd<span class="_ _2"></span>u <span class="_ _1a"></span>do<span class="_ _2"></span> <span class="_ _1a"></span>pod<span class="_ _2"></span>jęcia <span class="_ _1a"></span>decyzji <span class="_ _28"></span>w <span class="_ _28"></span>sprawie <span class="_ _28"></span>emisji <span class="_ _28"></span>lub<span class="_ _2"></span> </div><div class="t m0 x3 he y60b ff6 fs4 fc1 sc0 ls0 ws0">wykupu akcji Sp<span class="_ _2"></span>ółki.<span class="ff1"> </span></div><div class="t m0 xf h11 y60c ff2 fs5 fc1 sc0 lsb ws0">9.<span class="ff7 ls0"> <span class="_ _12"> </span><span class="ff5">Opis zasad zmiany statutu Spółki.<span class="ff2"> </span></span></span></div><div class="t m0 x3 he y60d ff6 fs4 fc1 sc0 ls0 ws0">Statut <span class="_ _2"></span>Spółki <span class="_ _2"></span>nie <span class="_ _2"></span>przewiduje <span class="_ _2"></span>żadnych <span class="_ _2"></span>inny<span class="_ _2"></span>ch szczególny<span class="_ _2"></span>ch zasad<span class="_ _2"></span> zmian<span class="_ _2"></span>y <span class="_ _2"></span>statutu, kt<span class="_ _2"></span>óre odb<span class="_ _2"></span>iegałyby <span class="_ _2"></span>od <span class="_ _2"></span>zasad </div><div class="t m0 x3 he y60e ff6 fs4 fc1 sc0 ls0 ws0">opisanych  w <span class="_ _29"> </span>Kodeksie  spółek  handlowych.  Każda <span class="_ _29"> </span>zmiana  statutu  w<span class="_ _0"></span>nioskowana  przez <span class="_ _29"> </span>Zarząd  Spółki  jest </div><div class="t m0 x3 he y5f0 ff6 fs4 fc1 sc0 ls0 ws0">opiniowana przez <span class="_ _2"></span>Radę Nadzorczą i zatwierdzana <span class="_ _2"></span>przez<span class="ff1"> </span>Wa<span class="_ _2"></span>lne Zgromadzenie Spółki. Zmia<span class="_ _2"></span>na statutu staje się </div><div class="t m0 x3 he y60f ff6 fs4 fc1 sc0 ls0 ws0">skuteczna <span class="_ _28"></span>z <span class="_ _28"></span>chwilą <span class="_ _28"></span>wpisu <span class="_ _28"></span>tej <span class="_ _28"> </span>zmiany<span class="_ _2"></span> <span class="_ _1a"></span>do <span class="_ _28"></span>KRS. <span class="_ _28"></span>Obowiąz<span class="_ _2"></span>ek <span class="_ _1a"></span>z<span class="_ _2"></span>głoszenia <span class="_ _28"></span>zmiany <span class="_ _28"></span>statu<span class="_ _2"></span>tu <span class="_ _28"></span>do <span class="_ _1a"></span>rejestru <span class="_ _28"></span>sądo<span class="_ _2"></span>wego </div><div class="t m0 x3 he y610 ff6 fs4 fc1 sc0 ls0 ws0">spoczywa na <span class="_ _2"></span>Zarządzie Spółki.<span class="ff1"> </span></div><div class="t m0 x3 he y611 ff6 fs4 fc1 sc0 ls0 ws0">Do ustalenia jednolitego <span class="_ _9"></span>teks<span class="_ _2"></span>tu zmienionego <span class="_ _9"></span>s<span class="_ _2"></span>tatutu Spółki lub <span class="_ _0"></span>do wprowadzenia <span class="_ _0"></span>innych zmian <span class="_ _9"></span>o<span class="_ _2"></span> <span class="_ _0"></span>charakterze </div><div class="t m0 x3 he y612 ff6 fs4 fc1 sc0 ls0 ws0">redakcyjnym określon<span class="_ _2"></span>ych w<span class="ff1"> </span>uchwale Waln<span class="_ _2"></span>ego Zgromadzenia <span class="_ _2"></span>upoważniona jes<span class="_ _2"></span>t Rada Nadzorcza Spółki.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y613 ff6 fs4 fc1 sc0 ls0 ws0">Treść <span class="_ _30"> </span>Statutu <span class="_ _30"> </span>STALPROFIL <span class="_ _30"> </span>S.A. <span class="_ _30"> </span>jest <span class="_ _30"> </span>dostępn<span class="_ _2"></span>a <span class="_ _c"> </span>n<span class="_ _2"></span>a <span class="_ _c"> </span>stro<span class="_ _2"></span>nie <span class="_ _30"> </span>internetowej <span class="_ _30"> </span>Spółki <span class="_ _30"> </span>pod <span class="_ _30"> </span>adresem:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y614 ff1 fs4 fc1 sc0 ls0 ws0">www.stalprofil.com.pl/s<span class="_ _2"></span>tatut-sp<span class="_ _2"></span>olki </div><div class="t m0 x3 he y615 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xf h11 y4a9 ff2 fs5 fc1 sc0 lsb ws0">10.<span class="ff7 ls0"> <span class="_ _d"></span><span class="ff5">Sposób <span class="_ _1c"></span>działania <span class="_ _2"></span>Walnego <span class="_ _1c"></span>Zgromadzenia, <span class="_ _1c"></span>jego <span class="_ _2"></span>zasadnicze <span class="_ _1c"></span>uprawnienia <span class="_ _2"></span>oraz <span class="_ _1c"></span>opis </span></span></div><div class="t m0 x10 h13 y616 ff2 fs5 fc1 sc0 ls0 ws0">praw akcjonariuszy i sposobu ich wykony<span class="_ _0"></span>wania. </div><div class="t m0 x3 he y617 ff6 fs4 fc1 sc0 ls0 ws0">Sposób <span class="_ _1a"></span>działania <span class="_ _1a"></span>Walnego <span class="_ _1a"></span>Zgromadzenia <span class="_ _1a"></span>został <span class="_ _1a"></span>opis<span class="_ _2"></span>any <span class="_ _1c"></span>w <span class="_ _1a"></span>„Regulaminie <span class="_ _1a"></span>Walnego <span class="_ _1a"></span>Zgro<span class="_ _2"></span>madzenia”, <span class="_ _1a"></span>którego </div><div class="t m0 x3 he y26b ff6 fs4 fc1 sc0 ls0 ws0">jednolity <span class="_ _1a"></span>tekst <span class="_ _1a"></span>znajduje <span class="_ _1a"></span>się <span class="_ _1a"></span>na <span class="_ _1c"></span>stronie <span class="_ _1a"></span>internetowej <span class="_ _1a"></span>spółki <span class="_ _1a"></span>pod <span class="_ _1a"></span>adresem: <span class="_ _1a"></span><span class="ff1">www.stalp<span class="_ _2"></span>rofil.com.pl/regulamin<span class="_ _2"></span>-</span></div><div class="t m0 x3 he y37b ff1 fs4 fc1 sc0 ls0 ws0">walnego-zgromadzenia.<span class="_ _2"></span> </div><div class="t m0 x3 he y26d ff6 fs4 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>sprawach nie<span class="_ _0"></span>uregulowanych Regulaminem <span class="_ _9"></span>stos<span class="_ _2"></span>uje <span class="_ _0"></span>się <span class="_ _9"></span>przepisy Kodeksu <span class="_ _9"></span>spół<span class="_ _2"></span>ek <span class="_ _9"></span>hand<span class="_ _2"></span>lowych <span class="_ _9"></span>i innych <span class="_ _9"></span>aktów </div><div class="t m0 x3 he y26e ff6 fs4 fc1 sc0 ls0 ws0">prawnych oraz p<span class="_ _2"></span>ostanowienia Statutu Spó<span class="_ _2"></span>łki.<span class="ff1"> </span></div><div class="t m0 x3 he y4ce ff6 fs4 fc1 sc0 ls0 ws0">Walne <span class="_ _9"></span>Zgromadzen<span class="_ _2"></span>ie <span class="_ _9"></span>zwołu<span class="_ _2"></span>je <span class="_ _9"></span>się <span class="_ _0"></span>przez <span class="_ _9"></span>ogłos<span class="_ _2"></span>zenie <span class="_ _9"></span>dokon<span class="_ _2"></span>ane <span class="_ _9"></span>na <span class="_ _0"></span>stronie internetowej <span class="_ _9"></span>oraz <span class="_ _9"></span>w <span class="_ _0"></span>sposób określony </div><div class="t m0 x3 he y4cf ff6 fs4 fc1 sc0 ls0 ws0">dla przekazywania informacji bieżących zgodnie z przepisami o <span class="_ _0"></span>ofercie publicznej i warunkach wprowadzenia </div><div class="t m0 x3 he y618 ff6 fs4 fc1 sc0 ls0 ws0">instrumentów <span class="_ _28"></span>finansowych <span class="_ _28"></span>do <span class="_ _28"></span>zorganizowanego <span class="_ _28"></span>systemu <span class="_ _28"></span>obrotu <span class="_ _28"></span>oraz <span class="_ _28"></span>o <span class="_ _1a"></span>spółkach<span class="_ _2"></span> <span class="_ _1a"></span>publicznych. <span class="_ _28"></span>Ogłoszenie </div><div class="t m0 x3 he y3fc ff6 fs4 fc1 sc0 ls0 ws0">winno <span class="_ _2"></span>b<span class="_ _2"></span>yć <span class="_ _2"></span>doko<span class="_ _2"></span>nane <span class="_ _2"></span>co <span class="_ _1c"></span>najmniej <span class="_ _1c"></span>na <span class="_ _1c"></span>26 <span class="_ _2"></span>d<span class="_ _2"></span>ni <span class="_ _2"></span>przed <span class="_ _1c"></span>terminem <span class="_ _2"></span>Zgro<span class="_ _2"></span>madzenia. <span class="_ _2"></span>Wa<span class="_ _2"></span>lne <span class="_ _2"></span>Zgro<span class="_ _2"></span>madzenia <span class="_ _2"></span>od<span class="_ _2"></span>bywają </div><div class="t m0 x3 he y273 ff6 fs4 fc1 sc0 ls0 ws0">się w <span class="_ _9"></span>miejscu siedziby Spółki, <span class="_ _9"></span>w Katowicach, <span class="_ _0"></span>w <span class="_ _0"></span>Krakowie <span class="_ _0"></span>lub w <span class="_ _9"></span>Wa<span class="_ _2"></span>rszawie. Wybór <span class="_ _0"></span>miejsca <span class="_ _9"></span>winien ułatwiać jak </div><div class="t m0 x3 he y4d0 ff6 fs4 fc1 sc0 ls0 ws0">najszerszemu  krę<span class="_ _0"></span>gowi <span class="_ _29"> </span>akcjon<span class="_ _2"></span>ariuszy <span class="_ _29"> </span>uczestn<span class="_ _2"></span>ictwo <span class="_ _26"> </span>w <span class="_ _29"> </span>Waln<span class="_ _2"></span>ym <span class="_ _29"> </span>Zgromadz<span class="_ _2"></span><span class="ff1">eniu.  Do </span>zasadniczych  uprawnień </div><div class="t m0 x3 he y619 ff6 fs4 fc1 sc0 ls0 ws0">Walnego Zgromadzenia S<span class="_ _2"></span>TALPROFIL S.A. należy po<span class="_ _2"></span>dejmowanie uch<span class="_ _2"></span>wał w<span class="ff1"> <span class="_ _2"></span></span>sprawie między inny<span class="_ _2"></span>mi:<span class="ff1"> </span></div><div class="t m0 xf h12 y20f ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">zatwierdzenia sprawozdania zarządu z <span class="_ _0"></span>działalności Spółki <span class="_ _0"></span>oraz <span class="_ _0"></span>sprawozdania finansowego <span class="_ _0"></span>za ubiegły </span></span></div><div class="t m0 x10 he y61a ff1 fs4 fc1 sc0 ls0 ws0">rok obrotowy, </div><div class="t m0 xf h12 y61b ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">udzielenia absolu<span class="_ _2"></span>torium członkom organów spół<span class="_ _2"></span>ki z wykonania przez nich <span class="_ _2"></span>obowiązków,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xf h12 y1f9 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">podziału zysku lu<span class="_ _2"></span>b sposobie pokrycia stra<span class="_ _2"></span>t,<span class="ff1"> </span></span></span></div><div class="t m0 xf h12 y61c ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">powoływania i od<span class="_ _2"></span>woływania Rady Nad<span class="_ _2"></span>zorczej lub pos<span class="_ _2"></span>zczególnych jej członków oraz u<span class="_ _2"></span>stalenie formy </span></span></div><div class="t m0 x10 he y61d ff1 fs4 fc1 sc0 ls0 ws0">i <span class="ff6">wysokości n<span class="_ _2"></span>ależnego im wynagrodzenia,<span class="_ _2"></span></span> </div><div class="t m0 xf h12 y61e ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">zmiany <span class="ff6">statu<span class="_ _2"></span>tu Spółki, w tym o isto<span class="_ _2"></span>tnej zmianie przedmiotu<span class="_ _2"></span> działalności Sp<span class="_ _2"></span>ółki oraz o upoważnieniu </span></span></span></div><div class="t m0 x10 he y61f ff6 fs4 fc1 sc0 ls0 ws0">Zarządu do<span class="_ _2"></span> podwyższenia kapitału zak<span class="_ _2"></span>ładowego w granicach kap<span class="_ _2"></span>itału docelowego,<span class="_ _2"></span><span class="ff1"> </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 x8 y13 w5 h8" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">49<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 xf h12 y3c7 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">zbycia przeds<span class="_ _2"></span>iębiorstwa albo jego zorganizowanej częś<span class="_ _2"></span>ci,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xf h12 y605 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">połączenia lub p<span class="_ _2"></span>rzekształcenia oraz rozwiązan<span class="_ _2"></span>ia lub likwidacji Spółki,<span class="_ _1c"></span><span class="ff1"> </span></span></span></div><div class="t m0 x3 he yd5 ff6 fs4 fc1 sc0 ls0 ws0">Walne Zgromadzenie może p<span class="_ _2"></span>odejmować uch<span class="_ _2"></span>wały jedynie w spra<span class="_ _2"></span>wach objętych porzą<span class="_ _2"></span>dkiem obrad. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y620 ff6 fs4 fc1 sc0 ls0 ws0">Projekty <span class="_ _0"></span>uchwał <span class="_ _9"></span>pro<span class="_ _2"></span>ponowanych <span class="_ _9"></span>d<span class="_ _2"></span>o <span class="_ _9"></span>przyjęcia <span class="_ _0"></span>przez <span class="_ _9"></span>Walne <span class="_ _0"></span>Zgromadzenie <span class="_ _9"></span>oraz <span class="_ _0"></span>inne <span class="_ _9"></span>istotn<span class="_ _2"></span>e <span class="_ _9"></span>materiały <span class="_ _0"></span>powinny </div><div class="t m0 x3 he y621 ff6 fs4 fc1 sc0 ls0 ws0">być <span class="_ _0"></span>przedstawiane akcjonariuszom <span class="_ _9"></span>wraz z <span class="_ _9"></span>u<span class="_ _2"></span>zasadnieniem <span class="_ _9"></span>i opinią <span class="_ _0"></span>Rady <span class="_ _0"></span>Nadzorczej, <span class="_ _0"></span>gdy <span class="_ _9"></span>uzys<span class="_ _2"></span>kanie <span class="_ _0"></span>takiej <span class="_ _9"></span>o<span class="_ _2"></span>pinii </div><div class="t m0 x3 he y622 ff1 fs4 fc1 sc0 ls0 ws0">jest <span class="_ _2"></span>wymagane, <span class="_ _2"></span>przed <span class="_ _2"></span>Walnym <span class="_ _2"></span>Zgromadzeni<span class="_ _2"></span>em, <span class="_ _2"></span>w <span class="_ _2"></span><span class="ff6">czasie <span class="_ _2"></span>umożliwiający<span class="_ _2"></span>m <span class="_ _2"></span>zapoznanie <span class="_ _2"></span>się <span class="_ _2"></span>z <span class="_ _2"></span>nimi <span class="_ _2"></span>i do<span class="_ _2"></span>konanie </span></div><div class="t m0 x3 he y623 ff1 fs4 fc1 sc0 ls0 ws0">ich oceny.  </div><div class="t m0 x3 he y624 ff6 fs4 fc1 sc0 ls0 ws0">Przewodniczący <span class="_ _2"></span>Walnego <span class="_ _2"></span>Zgro<span class="_ _2"></span>madzenia <span class="_ _2"></span>powinien <span class="_ _2"></span>zapewnić <span class="_ _2"></span>formułowani<span class="_ _2"></span>e u<span class="_ _2"></span>chwał <span class="_ _2"></span>w <span class="_ _2"></span>taki <span class="_ _2"></span>sposób, <span class="_ _2"></span>aby <span class="_ _2"></span>każdy </div><div class="t m0 x3 he y625 ff6 fs4 fc1 sc0 ls0 ws0">uprawniony, który nie <span class="_ _0"></span>zgadza się <span class="_ _0"></span>z <span class="_ _0"></span>meritum rozstrzygnięcia stanowiącym przedmiot <span class="_ _0"></span>uchwał<span class="_ _2"></span>y, miał <span class="_ _9"></span>możliwoś<span class="_ _2"></span>ć </div><div class="t m0 x3 he y626 ff6 fs4 fc1 sc0 ls0 ws0">jej <span class="_ _29"> </span>zaskarżenia.  Zgłaszającemu <span class="_ _29"> </span>sprzeciw <span class="_ _29"> </span>wobec <span class="_ _29"> </span>uchwał<span class="_ _2"></span>y <span class="_ _29"> </span>z<span class="_ _2"></span>apewnia <span class="_ _29"> </span>się <span class="_ _29"> </span>możliwość <span class="_ _29"> </span>z<span class="_ _2"></span>więzłego <span class="_ _29"> </span>uzasadn<span class="_ _2"></span>ienia </div><div class="t m0 x3 he y627 ff6 fs4 fc1 sc0 ls0 ws0">sprzeciwu. <span class="_ _9"></span>Uczestn<span class="_ _2"></span>ikowi <span class="_ _9"></span>Zgro<span class="_ _2"></span>madzenia <span class="_ _9"></span>p<span class="_ _2"></span>rzysługuje <span class="_ _0"></span>w <span class="_ _9"></span>każdym <span class="_ _9"></span>pu<span class="_ _2"></span>nkcie <span class="_ _9"></span>porząd<span class="_ _2"></span>ku <span class="_ _9"></span>dziennego <span class="_ _0"></span>i<span class="ff1"> w </span>ka<span class="_ _2"></span>żdej <span class="_ _9"></span>sp<span class="_ _2"></span>rawie </div><div class="t m0 x3 he y628 ff6 fs4 fc1 sc0 ls0 ws0">porządkowej prawo d<span class="_ _2"></span>o jednego wystąpienia i d<span class="_ _2"></span>o jednej repliki. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y629 ff6 fs4 fc1 sc0 ls0 ws0">Członkowie <span class="_ _2"></span>Rady <span class="_ _1c"></span>Nadzorczej <span class="_ _2"></span>i <span class="_ _1c"></span>Zarządu <span class="_ _1c"></span>oraz <span class="_ _2"></span>biegły <span class="_ _1c"></span>rewident <span class="_ _2"></span>spółki <span class="_ _1c"></span>powinni, <span class="_ _2"></span>w <span class="_ _2"></span>gran<span class="_ _2"></span>icach <span class="_ _2"></span>swych <span class="_ _2"></span>kompetencji<span class="_ _2"></span> </div><div class="t m0 x3 he y62a ff1 fs4 fc1 sc0 ls0 ws0">i w <span class="ff6">zakresie <span class="_ _1a"></span>niezbędnym <span class="_ _1a"></span>dla <span class="_ _1c"></span>r<span class="_ _2"></span>ozstrzygnięcia <span class="_ _1a"></span>spraw <span class="_ _1a"></span>omawianych <span class="_ _1a"></span>przez <span class="_ _1a"></span>Zgromadzenie, <span class="_ _1a"></span>udzielać <span class="_ _1c"></span>u<span class="_ _2"></span>czestnikom </span></div><div class="t m0 x3 he y62b ff6 fs4 fc1 sc0 ls0 ws0">Zgromadzenia wyjaśn<span class="_ _2"></span>ień i informacji dotyczą<span class="_ _2"></span>cych sp<span class="_ _2"></span>ółki.<span class="ff1"> </span></div><div class="t m0 x3 he y62c ff6 fs4 fc1 sc0 ls0 ws0">W Walnym Zgromadzeniu maj<span class="_ _2"></span>ą prawo uczes<span class="_ _2"></span>tniczyć z prawem głosowania:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 h12 y62d ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">akcjonariusze <span class="_ _2"></span>będący <span class="_ _2"></span>właścicielami <span class="_ _2"></span>akcji <span class="_ _2"></span>na <span class="_ _2"></span>16 d<span class="_ _2"></span>ni przed <span class="_ _2"></span>datą <span class="_ _2"></span>Walnego Zgro<span class="_ _2"></span>madzenia <span class="_ _2"></span>(dzień rejestracji)<span class="_ _2"></span> </span></span></div><div class="t m0 xf he y62e ff6 fs4 fc1 sc0 ls0 ws0">i zgłosili <span class="_ _0"></span>nie <span class="_ _0"></span>wcześniej niż <span class="_ _0"></span>po ogłoszeniu o<span class="ff1"> </span>zwołaniu Walnego Zgromadzenia <span class="_ _0"></span>i nie <span class="_ _0"></span>później niż w<span class="_ _0"></span> pierwszym </div><div class="t m0 xf he y62f ff1 fs4 fc1 sc0 ls0 ws0">dniu <span class="_ _2d"> </span>po<span class="_ _2"></span>wszednim <span class="_ _2d"> </span>po <span class="_ _2d"> </span>d<span class="_ _2"></span>niu <span class="_ _2d"> </span>rejestracji, <span class="_ _c"> </span>uczestnictw<span class="_ _2"></span>o <span class="_ _2d"> </span>w <span class="_ _c"> </span>Walnym <span class="_ _2d"> </span>Zgro<span class="_ _2"></span>madzeniu <span class="_ _c"> </span>podmiotowi </div><div class="t m0 xf he y64 ff6 fs4 fc1 sc0 ls0 ws0">prowadzącemu rachun<span class="_ _2"></span>ek papierów wartościowych<span class="_ _2"></span>,<span class="ff1"> </span></div><div class="t m0 x3 h12 y630 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">pełnomocnicy <span class="_ _1a"></span>akcjonariuszy<span class="_ _2"></span> <span class="_ _1c"></span>uprawnion<span class="_ _2"></span>ych <span class="_ _1a"></span>do <span class="_ _1c"></span>u<span class="_ _2"></span>czestnictwa <span class="_ _1a"></span>w <span class="_ _1c"></span>Walnym <span class="_ _1a"></span>Zgromadzeniu <span class="_ _1a"></span>pod<span class="_ _2"></span> <span class="_ _1c"></span>warun<span class="_ _2"></span>kiem </span></span></div><div class="t m0 xf he y631 ff6 fs4 fc1 sc0 ls0 ws0">uprzedniego <span class="_ _27"> </span>złożenia <span class="_ _27"> </span>pis<span class="_ _2"></span>emnego <span class="_ _30"> </span>pełnomocni<span class="_ _2"></span>ctwa <span class="_ _30"> </span>lu<span class="_ _2"></span>b <span class="_ _27"> </span>w <span class="_ _27"> </span>postaci <span class="_ _27"> </span>elektronicznej <span class="_ _27"> </span>na <span class="_ _27"> </span>ad<span class="_ _2"></span>res </div><div class="t m0 xf he y632 ff1 fs4 fc7 sc0 ls0 ws0">biuro@stalprofil.com.pl<span class="_ _2"></span><span class="ff6 fc1">. <span class="_ _28"></span>Zawiad<span class="_ _2"></span>omienie <span class="_ _1a"></span>ak<span class="_ _2"></span>cjonariusza <span class="_ _28"> </span>o<span class="_ _2"></span> <span class="_ _28"></span>udzieleniu <span class="_ _28"> </span>p<span class="_ _2"></span>rzez <span class="_ _28"></span>niego <span class="_ _28"></span>pełno<span class="_ _2"></span>mocnictwa <span class="_ _28"></span>przy </span></div><div class="t m0 xf he y633 ff6 fs4 fc1 sc0 ls0 ws0">wykorzystan<span class="_ _2"></span>iu  środków  komunikacji  elektronicznej, <span class="_ _21"> </span>w<span class="_ _0"></span>inno  nas<span class="_ _2"></span>tąpić  poprzez  przesłanie  Spółce  pliku </div><div class="t m0 xf he y1a5 ff1 fs4 fc1 sc0 ls0 ws0">w formacie <span class="_ _1c"></span>pdf <span class="_ _1c"></span>na <span class="_ _1a"></span>adres <span class="_ _1c"></span><span class="fc7">biuro@sta<span class="_ _2"></span>lprofil.com.pl</span><span class="ff6">. <span class="_ _1c"></span>Za<span class="_ _2"></span>wiadomienie <span class="_ _1c"></span>winno <span class="_ _1a"></span>zawierać <span class="_ _2"></span>za<span class="_ _2"></span>pisy <span class="_ _1c"></span>identyfikują<span class="_ _2"></span>ce </span></div><div class="t m0 xf he y634 ff6 fs4 fc1 sc0 ls0 ws0">tak udzielającego pełn<span class="_ _2"></span>omocnictwo jak i pe<span class="_ _2"></span>łnomocnika.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y635 ff6 fs4 fc1 sc0 ls0 ws0">Jedna <span class="_ _12"> </span>akcja <span class="_ _12"> </span>daj<span class="_ _2"></span>e <span class="_ _12"> </span>na <span class="_ _12"> </span>Walnym <span class="_ _12"> </span>Zgromadzeniu <span class="_ _12"> </span>prawo<span class="_ _2"></span> <span class="_ _12"> </span>jednego <span class="_ _12"> </span>głosu. <span class="_ _12"> </span>W <span class="_ _12"> </span>przy<span class="_ _2"></span>padku <span class="_ _12"> </span>akcji <span class="_ _12"> </span>serii <span class="_ _12"> </span>A, </div><div class="t m0 x3 he y636 ff6 fs4 fc1 sc0 ls0 ws0">uprzywilejowanych <span class="_ _2"></span>co <span class="_ _1c"></span>do <span class="_ _2"></span>głosu,<span class="_ _2"></span> <span class="_ _2"></span>wyemitowanych <span class="_ _2"></span>przez <span class="_ _2"></span>Sp<span class="_ _2"></span>ółkę <span class="_ _2"></span>przed <span class="_ _2"></span>dn<span class="_ _2"></span>iem 01.01.<span class="_ _2"></span>2001, <span class="_ _2"></span>jedna <span class="_ _1c"></span>akcja <span class="_ _2"></span>daj<span class="_ _2"></span>e <span class="_ _2"></span>na </div><div class="t m0 x3 he y637 ff6 fs4 fc1 sc0 ls0 ws0">Walnym Zgromadzeniu p<span class="_ _2"></span>rawo do pięciu gł<span class="_ _2"></span>osów.<span class="ff1"> </span></div><div class="t m0 xf h11 y638 ff2 fs5 fc1 sc0 lsb ws0">11.<span class="ff7 ls0"> <span class="_ _d"></span><span class="ff5">Opi<span class="_ _2"></span>s działania <span class="_ _2"></span>organów zarządzających, <span class="_ _2"></span>nadzorujących <span class="_ _2"></span>lub admini<span class="_ _2"></span>strując<span class="_ _0"></span>ych <span class="_ _2"></span>oraz </span></span></div><div class="t m0 x10 h13 y639 ff5 fs5 fc1 sc0 ls0 ws0">ich <span class="_ _0"></span>komitetów <span class="_ _d"></span>w<span class="_ _2"></span>raz <span class="_ _9"></span>ze <span class="_ _9"></span>wskazaniem <span class="_ _9"></span>składu <span class="_ _0"></span>osobowego <span class="_ _9"></span>i <span class="_ _9"></span>zmian, <span class="_ _9"></span>które <span class="_ _0"></span>w <span class="_ _9"></span>nich <span class="_ _9"></span>zaszły </div><div class="t m0 x10 h13 y3e5 ff5 fs5 fc1 sc0 ls0 ws0">w ciągu roku sprawozdawczego.<span class="ff2"> </span></div><div class="t m0 x75 h8e y63a ff2 fs4 fc1 sc0 ls44 ws0">a.<span class="ff7 ls0"> <span class="_ _36"> </span><span class="ff5">ZARZĄD<span class="ff2"> </span></span></span></div><div class="t m0 x3 he y63b ff6 fs4 fc1 sc0 ls0 ws0">Zarząd STALPROFIL <span class="_ _2"></span>S.A. działa <span class="_ _2"></span>w oparciu i zgodnie z <span class="_ _2"></span>Kodeksem Spółek Han<span class="_ _2"></span>dlowych oraz <span class="_ _2"></span><span class="ff1">z<span class="_ _2"></span>godnie ze Statute<span class="_ _2"></span>m </span></div><div class="t m0 x3 he y4b0 ff6 fs4 fc1 sc0 ls0 ws0">Spółki, <span class="_ _2"></span>który <span class="_ _2"></span>dostępny jes<span class="_ _2"></span>t n<span class="_ _2"></span>a stron<span class="_ _2"></span>ie internetowej <span class="_ _2"></span>Spółki <span class="_ _2"></span>pod <span class="_ _2"></span>adresem: <span class="_ _1c"></span><span class="ff1">www.sta<span class="_ _2"></span>lprofil.com.pl/statut<span class="_ _2"></span>-spolki </span></div><div class="t m0 x3 he y4b1 ff6 fs4 fc1 sc0 ls0 ws0">oraz <span class="_ _2"></span>zgodnie <span class="_ _2"></span>ze <span class="_ _2"></span>swoim <span class="_ _2"></span>Regulamine<span class="_ _2"></span>m, któ<span class="_ _2"></span>ry zo<span class="_ _2"></span>stał <span class="_ _2"></span>zatwierdzony <span class="_ _2"></span>uchwałą <span class="_ _2"></span>Rad<span class="_ _2"></span>y <span class="_ _2"></span>Nadzorczej <span class="_ _2"></span>z <span class="_ _2"></span>dnia <span class="_ _1a"></span><span class="ff1">8 <span class="_ _2"></span></span>września<span class="ff1"> </span></div><div class="t m0 x3 he y63c ff1 fs4 fc1 sc0 ls4 ws0">20<span class="ls0">22 <span class="_ _21"> </span><span class="ff6">roku, <span class="_ _21"> </span>dos<span class="_ _2"></span>tępnym <span class="_ _21"> </span>na <span class="_ _21"> </span>stronie <span class="_ _21"> </span>internetow<span class="_ _2"></span>ej <span class="_ _21"> </span>spółki <span class="_ _21"> </span>pod <span class="_ _21"> </span>ad<span class="_ _2"></span>resem<span class="_ _2"></span></span><span class="ls36">: <span class="_ _21"> </span></span>www.stalprofil.<span class="_ _2"></span>com.pl/regulamin<span class="_ _2"></span>-</span></div><div class="t m0 x3 he y63d ff1 fs4 fc1 sc0 ls0 ws0">zarzadu  </div><div class="t m0 x3 he y63e ff6 fs4 fc1 sc0 ls0 ws0">Skład Zarząd<span class="_ _2"></span>u STALPROFIL S.A. na d<span class="_ _2"></span>zień 31.12.20<span class="ff1">24 </span>r. przed<span class="_ _2"></span>stawiał się n<span class="_ _2"></span>astępująco:<span class="ff1"> </span></div><div class="t m0 x3 h12 y63f ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">Henryk Orczyko<span class="_ _2"></span>wski<span class="ff6">, Prezes Zarządu,<span class="_ _2"></span> Dyrektor Generalny,<span class="_ _2"></span></span> </span></span></div><div class="t m0 x3 h12 y640 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Zenon Jędrocha,<span class="_ _2"></span> Wiceprezes Zarządu, Dyrekto<span class="_ _2"></span>r Handlowy,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x3 h12 y641 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">Sylwia Potocka-<span class="ff6">Lewicka, Wic<span class="_ _2"></span>eprezes Zarząd<span class="_ _2"></span>u, Dyrektor Finansowy.<span class="_ _2"></span></span> </span></span></div><div class="t m0 x3 he y642 ff6 fs4 fc1 sc0 ls0 ws0">Bieżąca<span class="ff1"> <span class="_ _26"> </span></span>kadencja <span class="_ _26"> </span>Zarzą<span class="_ _2"></span>du<span class="ff1"> <span class="_ _26"> </span></span>Spółki<span class="ff1"> <span class="_ _29"> </span></span>upływa <span class="_ _26"> </span>z <span class="_ _26"> </span>dniem <span class="_ _26"> </span>zatwierdzenia <span class="_ _26"> </span>s<span class="_ _2"></span>prawozdania <span class="_ _26"> </span>finansowego <span class="_ _26"> </span>Spółki <span class="_ _26"> </span>za<span class="_ _2"></span> <span class="_ _26"> </span>rok<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y643 ff1 fs4 fc1 sc0 ls0 ws0">obrotowy <span class="_ _28"></span>2027. <span class="_ _28"></span><span class="ff6">W <span class="_ _28"></span>dniu <span class="_ _28"></span>26 <span class="_ _1a"></span>maja <span class="_ _28"></span>2022 <span class="_ _1a"></span>roku<span class="_ _2"></span> <span class="_ _1a"></span>Rad<span class="_ _2"></span>a <span class="_ _1a"></span>Nad<span class="_ _2"></span>zorcza <span class="_ _1a"></span>STALPROFIL <span class="_ _28"> </span>S.A. <span class="_ _28"></span>podjęła<span class="_ _2"></span> <span class="_ _1a"></span>uchwał<span class="_ _2"></span>ę <span class="_ _1a"></span>w <span class="_ _28"></span>sprawie </span></div><div class="t m0 x3 he y644 ff6 fs4 fc1 sc0 ls0 ws0">powołania członków Zarządu<span class="_ _2"></span> ST<span class="_ _0"></span>ALPROFIL S.A. na następną wspólną, pięcioletnią kadencję, trwającą w latach </div><div class="t m0 x3 he y645 ff1 fs4 fc1 sc0 ls0 ws0">obrotowych <span class="_ _0"></span>2023 <span class="_ _9"></span>- <span class="_ _0"></span><span class="ff6">2027, <span class="_ _9"></span>w <span class="_ _0"></span>niezmieniony<span class="_ _2"></span>m, <span class="_ _9"></span>trzyoso<span class="_ _2"></span>bowym <span class="_ _9"></span>skł<span class="_ _2"></span>adzie. U<span class="_ _0"></span>chwała <span class="_ _0"></span>Rady <span class="_ _9"></span>Nad<span class="_ _2"></span>zorczej <span class="_ _9"></span>weszł<span class="_ _2"></span>a<span class="ff1"> <span class="_ _9"></span><span class="ff6">w <span class="_ _0"></span>życie </span></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 x8 y13 w5 h8" alt="" 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NQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBr/L9dO7RhEAjDMJwmSDy1DFBfh6ljBSboEgSN7So4VBdBo2pOYa6iskFgOBKeZ4FLvlNv8gMAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAG8djqIAAAcKSURBVAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAqDUAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAQK0BAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAGoNAAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAFBrAAAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAIBaAwAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAADUGgAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAA1BoAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAoNYAAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAALUGAACAWgMAAECtAQAAqDUAAADUGgAAgFoDAABArQEAAKg1AAAA1BoAAABqDQAAQK0BAACg1gAAANQaAAAAag0AAECtAQAAoNYAAABQawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAAECtAQAAoNYAAADUGgAAAGoNAABArQEAAKDWAAAAUGsAAABqDQAAALUGAACg1gAAAFBrAAAAag0AAAC1BgAAgFoDAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAACoNQAAANQaAACAWgMAAGCrzAQAAHBmTf/+hMUOa8oifz3vag0AANjbL9WG7mGKf3U7TnNI9bpLSAAAgCNSawAAAGoNAAAAtQYAAKDWAAAAUGsAAABqDQAAALUGAACAWgMAAFBrAAAAqDUAAAC1BgAAgFoDAABQawAAAKg1AAAA1BoAAIBaAwAAQK0BAACoNQAAANQaAACAWgMAACCdrG5HKwAAwJmVRW6EtWWmOSSJpup2vcQY/QEAAMDRuIQEAABQawAAAKg1AAAAtQYAAIBaAwAAUGsAAADs7wsNwIoG2y9nxgAAAABJRU5ErkJggg=="/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">50<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff6 fs4 fc1 sc0 ls0 ws0">z  dniem  odbycia  Zwyczajnego  Walnego  Zgromadzenia  STALPROFIL  S.A.,  zatwierdzają<span class="_ _2"></span>cego  sprawozdanie </div><div class="t m0 x3 he y4e ff6 fs4 fc1 sc0 ls0 ws0">finansowe Spółki za<span class="_ _2"></span> rok obrotowy <span class="_ _2"></span><span class="ff1 ls4">2022.<span class="ls0"> </span></span></div><div class="t m0 x3 he y1df ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _21"> </span>roku  2024 <span class="_ _21"> </span><span class="ff6">Zarząd <span class="_ _21"> </span>działał <span class="_ _21"> </span>zgodnie  z <span class="_ _21"> </span>ustalonym <span class="_ _21"> </span>wewnętrzny<span class="_ _2"></span></span>m <span class="_ _21"> </span><span class="ff6">podział</span><span class="ls14">em</span> <span class="_ _21"> </span><span class="ff6">funkcji  dla <span class="_ _21"> </span>poszczególnych </span></div><div class="t m0 x3 he y1b8 ff6 fs4 fc1 sc0 ls0 ws0">członków Zarząd<span class="_ _2"></span>u, który przedstawiał s<span class="_ _2"></span>ię <span class="ff1"> </span>następując<span class="_ _2"></span><span class="ff1">o<span class="ls36">: </span> </span></div><div class="t m0 x3 h12 y646 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Prezes <span class="_ _1a"></span>Za<span class="_ _2"></span>rządu <span class="_ _28"></span><span class="ff1">- <span class="_ _28"></span>Dyrektor <span class="_ _1a"></span>Ge<span class="_ _2"></span>neralny <span class="_ _28"></span>spraw</span>ował<span class="_ _2"></span><span class="ff1"> <span class="_ _1a"></span></span>nad<span class="_ _2"></span>zór <span class="_ _28"></span>i <span class="_ _1a"></span>kontrolę <span class="_ _28"></span>oraz <span class="_ _28"></span>zarządza<span class="_ _2"></span> <span class="_ _1a"></span>całością <span class="_ _28"></span>działaln<span class="_ _2"></span>ości </span></span></div><div class="t m0 xf he y647 ff6 fs4 fc1 sc0 ls0 ws0">Spółki<span class="ff1">, <span class="_ _29"> </span></span>a <span class="_ _26"> </span>w <span class="_ _29"> </span>szczególności <span class="_ _29"> </span>spr<span class="_ _2"></span>awami <span class="_ _26"> </span>praco<span class="_ _2"></span>wniczymi, <span class="_ _29"> </span>obsługą <span class="_ _26"> </span>p<span class="_ _2"></span>rawną <span class="_ _26"> </span>oraz <span class="_ _29"> </span>sprawam<span class="_ _2"></span>i <span class="_ _26"> </span>organ<span class="_ _2"></span>izacyjnymi </div><div class="t m0 xf he y648 ff1 fs4 fc1 sc0 ls0 ws0">i kontrolnymi,<span class="_ _2"></span> <span class="ff6">a <span class="_ _2"></span>także s<span class="_ _2"></span>prawował <span class="_ _2"></span>nadzór <span class="_ _2"></span>i kontrolę <span class="_ _2"></span>oraz <span class="_ _2"></span>zarządza <span class="_ _2"></span>całokształtem <span class="_ _2"></span>zagadnień <span class="_ _2"></span>związanych <span class="_ _2"></span>z </span></div><div class="t m0 xf he y3f0 ff6 fs4 fc1 sc0 ls0 ws0">nadzorem właścicielski<span class="_ _2"></span>m i rozwojem Spółki<span class="_ _2"></span><span class="ff1">, </span></div><div class="t m0 x3 h12 y649 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Wiceprezes  Zarząd<span class="_ _2"></span>u  <span class="ff1">-  Dyrektor  Hand<span class="_ _2"></span>lowy  spraw</span>ował<span class="ff1"> <span class="_ _21"> </span></span>nadzór  i  kontrolę  oraz  zarządza  działalnością </span></span></div><div class="t m0 xf he y64a ff6 fs4 fc1 sc0 ls0 ws0">handlową Spół<span class="_ _2"></span>ki,<span class="ff1"> </span></div><div class="t m0 x3 h12 y64b ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Wiceprezes <span class="_ _26"> </span>Zarząd<span class="_ _2"></span>u <span class="_ _26"> </span><span class="ff1">- <span class="_ _26"> </span>Dyrekto<span class="_ _2"></span>r <span class="_ _28"> </span>Fina<span class="_ _2"></span>nsowy <span class="_ _26"> </span>spraw<span class="_ _2"></span></span>ował<span class="ff1"> <span class="_ _26"> </span></span>nad<span class="_ _2"></span>zór <span class="_ _26"> </span>i <span class="_ _26"> </span>kontrolę <span class="_ _26"> </span>oraz <span class="_ _29"> </span>zarządza <span class="_ _26"> </span>cał<span class="_ _2"></span>okształtem </span></span></div><div class="t m0 xf he y119 ff6 fs4 fc1 sc0 ls0 ws0">zagadnień ekonomiczno<span class="_ _2"></span><span class="ff1">-</span>finans<span class="_ _2"></span>owych Spółki<span class="ff1">. </span></div><div class="t m0 x3 he y64c ff6 fs4 fc1 sc0 ls0 ws0">Szczegółowy zakres <span class="_ _0"></span>obowiązków, kompetencji i <span class="_ _0"></span>odpowiedzialno<span class="_ _2"></span>ści poszczególnych członków <span class="_ _9"></span>Zarzą<span class="_ _2"></span>du opisuje </div><div class="t m0 x3 he y64d ff6 fs4 fc1 sc0 ls0 ws0">Regulamin <span class="_ _22"> </span>Organizacyjn<span class="_ _2"></span>y <span class="_ _22"> </span>Spółki <span class="_ _22"> </span>dostępny<span class="_ _2"></span> <span class="_ _22"> </span>na <span class="_ _22"> </span>s<span class="_ _2"></span>tronie <span class="_ _22"> </span>internetowej <span class="_ _22"> </span>spółki <span class="_ _22"> </span>p<span class="_ _2"></span>od <span class="_ _22"> </span>adresem: </div><div class="t m0 x3 he y64e ff1 fs4 fc1 sc0 ls0 ws0">www.stalprofil.com.pl/regula<span class="_ _2"></span>min-organizacyjn<span class="_ _2"></span>y. </div><div class="t m0 x3 he y64f ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x75 h8e y650 ff2 fs4 fc1 sc0 ls45 ws0">b.<span class="ff7 ls0"> <span class="_ _31"> </span></span><span class="ls31">   <span class="ls0">R<span class="_ _2"></span>ADA NADZORCZA </span></span></div><div class="t m0 x3 he y651 ff6 fs4 fc1 sc0 ls0 ws0">Rada <span class="_ _29"> </span>Nadzorcza <span class="_ _29"> </span>STALPROFIL  S.A. <span class="_ _26"> </span>działa  zgodnie <span class="_ _26"> </span>z <span class="_ _29"> </span>Kodeksem <span class="_ _26"> </span>s<span class="_ _2"></span>półek <span class="_ _29"> </span>handlowych, <span class="_ _29"> </span>Statutem <span class="_ _29"> </span>Spółki,  który<span class="_ _9"></span> </div><div class="t m0 x3 he y4c3 ff6 fs4 fc1 sc0 ls0 ws0">dostępny <span class="_ _2"></span>jest n<span class="_ _2"></span>a stronie <span class="_ _2"></span>internetowej sp<span class="_ _2"></span>ółki pod<span class="_ _2"></span> adresem: <span class="_ _1c"></span><span class="ff1">www.stalpro<span class="_ _2"></span>fil.com.pl/statut<span class="_ _2"></span>-spolki <span class="_ _2"></span>oraz zgod<span class="_ _2"></span>nie </span></div><div class="t m0 x3 he y652 ff6 fs4 fc1 sc0 ls0 ws0">ze <span class="_ _1a"></span>s<span class="_ _2"></span>woim <span class="_ _1a"></span>Regula<span class="_ _2"></span>minem <span class="_ _1a"></span>za<span class="_ _2"></span>twierdzonym <span class="_ _28"></span>przez <span class="_ _28"></span>Radę <span class="_ _28"></span>w <span class="_ _28"></span>dniu <span class="_ _26"> </span>8 <span class="_ _28"></span>września<span class="ff1"> <span class="_ _28"> </span><span class="ls4">20<span class="_ _2"></span></span>22 <span class="_ _1a"></span></span>roku<span class="_ _2"></span>, <span class="_ _1a"></span>któ<span class="_ _2"></span>ry <span class="_ _1a"></span>do<span class="_ _2"></span>stępny <span class="_ _28"></span>jest <span class="_ _28"></span>na </div><div class="t m0 x3 he y653 ff6 fs4 fc1 sc0 ls0 ws0">stronie internetowej spó<span class="_ _2"></span>łki pod adresem: <span class="_ _2"></span><span class="ff1">www.stalprofil.<span class="_ _2"></span>com.pl/regulamin<span class="_ _2"></span>-rady-nadzorc<span class="_ _2"></span>zej. </span></div><div class="t m0 x3 he y654 ff6 fs4 fc1 sc0 ls0 ws0">Rada Nadzorcza składa <span class="_ _9"></span>się z <span class="_ _0"></span>siedmiu członków <span class="_ _0"></span>powoływanych na <span class="_ _0"></span>pięcioletni <span class="_ _0"></span>okres wspólnej <span class="_ _0"></span>kadencji uchwałą </div><div class="t m0 x3 he y655 ff6 fs4 fc1 sc0 ls0 ws0">Walnego <span class="_ _26"> </span>Zgro<span class="_ _2"></span>madzenia. <span class="_ _29"> </span>Jeżeli <span class="_ _26"> </span>w <span class="_ _29"> </span>okresie <span class="_ _29"> </span>kadencji <span class="_ _29"> </span>ulegnie<span class="_ _2"></span> <span class="_ _26"> </span>zmniejszeniu<span class="_ _2"></span> <span class="_ _26"> </span>skład<span class="_ _2"></span> <span class="_ _26"> </span>osob<span class="_ _2"></span>owy <span class="_ _26"> </span>Rady <span class="_ _29"> </span>Nadzo<span class="_ _2"></span>rczej, </div><div class="t m0 x3 he y656 ff6 fs4 fc1 sc0 ls0 ws0">obowiązkiem <span class="_ _1f"> </span>pozo<span class="_ _2"></span>stałych <span class="_ _1e"> </span>członków <span class="_ _1e"> </span>Rady <span class="_ _1e"> </span>jest <span class="_ _1e"> </span>złożenie<span class="_ _2"></span><span class="ff1"> <span class="_ _1f"> </span></span>do <span class="_ _1e"> </span>Zarządu<span class="_ _2"></span> <span class="_ _1f"> </span>pisemnego <span class="_ _1e"> </span>wniosku<span class="_ _2"></span> <span class="_ _1f"> </span>o <span class="_ _1e"> </span>zwołanie </div><div class="t m0 x3 he y413 ff6 fs4 fc1 sc0 ls0 ws0">Nadzwyczajnego <span class="_ _1a"></span>Walnego <span class="_ _1c"></span>Zgromadzenia,<span class="_ _2"></span> <span class="_ _1c"></span>którego <span class="_ _1a"></span>porządkiem <span class="_ _1c"></span>będzie <span class="_ _1c"></span>po<span class="_ _2"></span>wołanie <span class="_ _1c"></span>nowyc<span class="_ _2"></span>h <span class="_ _1c"></span>czło<span class="_ _2"></span>nków <span class="_ _1c"></span>Rady <span class="_ _1a"></span>w </div><div class="t m0 x3 he y657 ff6 fs4 fc1 sc0 ls0 ws0">celu <span class="_ _1a"></span>uzu<span class="_ _2"></span>pełnienia <span class="_ _28"></span>jej <span class="_ _1a"></span>s<span class="_ _2"></span>kładu. <span class="_ _28"></span>Rada <span class="_ _28"></span>Nadzorcza <span class="_ _28"></span>wybiera <span class="_ _28"></span>ze <span class="_ _1a"></span>s<span class="_ _2"></span>wojego <span class="_ _1a"></span>grona <span class="_ _28"> </span>i <span class="_ _28"></span>od<span class="_ _2"></span>wołuje <span class="_ _1a"></span>w <span class="_ _28"> </span>gło<span class="_ _2"></span>sowaniu <span class="_ _28"></span>tajnym </div><div class="t m0 x3 he y1a5 ff6 fs4 fc1 sc0 ls0 ws0">Przewodniczącego <span class="_ _20"> </span>i<span class="ff1"> <span class="_ _1e"> </span></span>Wiceprzewodniczą<span class="_ _2"></span>cego <span class="_ _1e"> </span>Rady<span class="_ _2"></span>. <span class="_ _1e"> </span>Rada <span class="_ _20"> </span>Nadzorcza <span class="_ _20"> </span>podejmuje <span class="_ _1e"> </span>uchwały <span class="_ _1e"> </span>b<span class="_ _2"></span>ezwzględną </div><div class="t m0 x3 he y2ec ff6 fs4 fc1 sc0 ls0 ws0">większością <span class="_ _1f"> </span>głosó<span class="_ _2"></span>w <span class="_ _1f"> </span>obecnych, <span class="_ _1f"> </span>przy <span class="_ _1f"> </span>ob<span class="_ _2"></span>ecności <span class="_ _1f"> </span>co <span class="_ _1f"> </span>najmniej <span class="_ _1f"> </span>5 <span class="_ _1f"> </span>członków <span class="_ _1f"> </span>Rady,<span class="_ _2"></span> <span class="_ _1f"> </span>za <span class="_ _1f"> </span>wyjątkiem <span class="_ _1f"> </span>uchwał<span class="_ _2"></span> </div><div class="t m0 x3 he y2ed ff1 fs4 fc1 sc0 ls0 ws0">w <span class="ff6">przedmiocie <span class="_ _1e"> </span>powołania <span class="_ _20"> </span>i <span class="_ _1e"> </span>odwołania <span class="_ _1e"> </span>pos<span class="_ _2"></span>zczególnych <span class="_ _1e"> </span>członków <span class="_ _1e"> </span>Zarząd<span class="_ _2"></span>u <span class="_ _1f"> </span>lu<span class="_ _2"></span>b <span class="_ _1e"> </span>całego <span class="_ _1f"> </span>Zarządu,<span class="_ _2"></span> <span class="_ _1f"> </span>kt<span class="_ _1c"></span>óre </span></div><div class="t m0 x3 he y658 ff6 fs4 fc1 sc0 ls0 ws0">podejmowane są przy<span class="_ _2"></span> obecności 6 człon<span class="_ _2"></span>ków Rady kwalifikowaną większoś<span class="_ _2"></span>cią 5/7 głosów (pat<span class="_ _2"></span>rz powyżej).<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he ya8 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y2ef ff6 fs4 fc1 sc0 ls0 ws0">Skład <span class="_ _26"> </span>osobowy <span class="_ _26"> </span>Rady <span class="_ _26"> </span>Nadzorczej <span class="_ _28"> </span>w <span class="_ _26"> </span>trakcie <span class="_ _28"> </span>ro<span class="_ _2"></span>ku <span class="_ _28"> </span>sp<span class="_ _2"></span>rawozdawczego <span class="_ _28"> </span>ule<span class="_ _2"></span>gł <span class="_ _28"></span>zmianie <span class="_ _26"> </span>i<span class="_ _2"></span><span class="ff1"> <span class="_ _26"> </span></span>na <span class="_ _26"> </span>dzień <span class="_ _26"> </span>31.12.20<span class="ff1">24 <span class="_ _26"> </span>r. </span></div><div class="t m0 x3 he y2f0 ff6 fs4 fc1 sc0 ls0 ws0">przedstawiał s<span class="_ _2"></span>ię następująco:<span class="ff1"> </span></div><div class="t m0 x3 h12 y89 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Stefan Dzienniak, Prze<span class="_ _2"></span>wodniczący Rady<span class="_ _2"></span> Nadzorczej,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x3 h12 y659 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Józef Myrczek, Wiceprz<span class="_ _2"></span>ewodniczący Rady<span class="_ _2"></span> Nadzorczej,<span class="ff1"> </span></span></span></div><div class="t m0 x3 h12 y65a ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">Mariusz Jan<span class="_ _2"></span>us<span class="ff6">, Członek Rady </span>Nad<span class="_ _2"></span>zorczej, </span></span></div><div class="t m0 x3 h12 y65b ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Mirosław Nowak,<span class="_ _2"></span> Członek Rady N<span class="_ _2"></span>adzorczej,<span class="ff1"> </span></span></span></div><div class="t m0 x3 h12 y65c ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">Krzysztof Lis<span class="_ _2"></span><span class="ff6">, Członek Rady Nadzorczej,<span class="_ _2"></span></span> </span></span></div><div class="t m0 x3 h12 y65d ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">Adam Preiss<span class="ff6">, Czło<span class="_ _2"></span>nek Rady Nadzorczej,<span class="_ _2"></span></span> </span></span></div><div class="t m0 x3 h12 y65e ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">Adam Wdowiak<span class="ff6">, Czł<span class="_ _2"></span>onek Rady Nadzo<span class="_ _2"></span>rczej.</span> </span></span></div><div class="t m0 x3 he y65f ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y660 ff6 fs4 fc1 sc0 ls0 ws0">W trakcie roku obro<span class="_ _2"></span>towego w składzie Rad<span class="_ _2"></span>y Nadzorczej nastąpił<span class="_ _2"></span><span class="ff1">a <span class="_ _2"></span></span>następując<span class="ff1">a zmiana: </span></div><div class="t m0 xf h12 y661 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">w <span class="_ _1c"></span>d<span class="_ _2"></span>niu <span class="_ _1a"></span>14 <span class="_ _1c"></span>marca <span class="_ _1a"></span>2024 <span class="_ _1a"></span>roku <span class="_ _1a"></span><span class="ff6">Pan <span class="_ _1a"></span>Tomasz <span class="_ _1a"></span>Ślęzak <span class="_ _1c"></span>zł<span class="_ _2"></span>ożył <span class="_ _1a"></span>rezygnację <span class="_ _1a"></span>z <span class="_ _1a"></span>pełnienia <span class="_ _1a"></span>funkcji <span class="_ _1c"></span>Człon<span class="_ _2"></span>ka <span class="_ _1a"></span>Rady </span></span></span></div><div class="t m0 x10 he y662 ff6 fs4 fc1 sc0 ls0 ws0">Nadzorczej z d<span class="_ _2"></span>niem odbycia najbliższego Walnego Zgro<span class="_ _2"></span>madzeni<span class="_ _2"></span><span class="ff1">a. </span></div><div class="t m0 xf h12 y663 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">w dniu 23.<span class="ls3c">05</span>.<span class="ls4">202</span>4 roku<span class="_ _2"></span> <span class="ff6">w miejsce Pan<span class="_ _2"></span>a Tomasza Śl<span class="_ _2"></span>ęzaka, któ<span class="_ _2"></span>ry złożył<span class="_ _2"></span> rezygnację z pełn<span class="_ _2"></span>ienia funkcji </span></span></span></div><div class="t m0 x10 he y664 ff6 fs4 fc1 sc0 ls0 ws0">Członka Rady<span class="_ _2"></span><span class="ff1">, </span>Walne Zgromadzenie na <span class="_ _2"></span>Członk<span class="ff1">a<span class="_ _2"></span> </span>Rady Nadzorczej powołało Pan<span class="_ _2"></span>a <span class="ff1">Adama Preissa.<span class="_ _2"></span> </span></div><div class="t m0 x3 he y665 ff6 fs4 fc1 sc0 ls0 ws0">Sprawując stały<span class="_ _2"></span> nadzór nad działalnością Sp<span class="_ _2"></span>ółki, Rada Nadzorcza między in<span class="_ _2"></span>nymi uprawniona jest <span class="_ _2"></span>do:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 h12 y666 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">zatwierdzania <span class="_ _1a"></span>Regula<span class="_ _2"></span>minu <span class="_ _1a"></span>Zarząd<span class="_ _2"></span>u <span class="_ _1a"></span>Spółki, <span class="_ _1a"></span>Regulaminu<span class="_ _2"></span> <span class="_ _1a"></span>Rady <span class="_ _1a"></span>N<span class="_ _2"></span>adzorczej, <span class="_ _1a"></span>Regulaminu <span class="_ _28"></span>Organizacyjnego </span></span></div><div class="t m0 xf he y58a ff6 fs4 fc1 sc0 ls0 ws0">przedsiębiorstwa <span class="_ _1b"> </span>Sp<span class="_ _2"></span>ółki <span class="_ _1b"> </span>oraz <span class="_ _1b"> </span>ustalenia <span class="_ _1b"> </span>jedno<span class="_ _2"></span>litego <span class="_ _1b"> </span>tekstu <span class="_ _1b"> </span>zmienionego <span class="_ _1b"> </span>Statutu <span class="_ _1b"> </span>Spółki <span class="_ _1b"> </span>lub <span class="_ _1b"> </span>do </div><div class="t m0 xf he y3ad ff6 fs4 fc1 sc0 ls0 ws0">wprowadzenia <span class="_ _e"> </span>in<span class="_ _2"></span>nych <span class="_ _e"> </span>zmia<span class="_ _2"></span>n <span class="_ _e"> </span>o <span class="_ _2d"> </span>charakterze <span class="_ _2d"> </span>redakcyjnym, <span class="_ _2d"> </span>określonych <span class="_ _2d"> </span>w <span class="_ _e"> </span>u<span class="_ _2"></span><span class="ff1">ch<span class="_ _2"></span>wale <span class="_ _e"> </span>Walnego<span class="_ _2"></span> </span></div><div class="t m0 xf he y667 ff1 fs4 fc1 sc0 ls0 ws0">Zgromadzenia,<span class="_ _2"></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 x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">51<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 h12 y3c7 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">powołania  i  odwołania  oraz  ustalenia  zasad  i<span class="_ _0"></span>  wysokości  w<span class="_ _0"></span>ynagrodzenia  członkó<span class="_ _2"></span>w  Zarządu,  a <span class="_ _29"> </span>także </span></span></div><div class="t m0 xf he y668 ff6 fs4 fc1 sc0 ls0 ws0">zawieszania w czynn<span class="_ _2"></span>ościach z ważnych powodó<span class="_ _2"></span>w całego Zarządu lub cz<span class="_ _2"></span>łonka Zarządu,<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 h12 y669 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">dokonywania <span class="_ _2"></span>wyboru podmiotu uprawnion<span class="_ _2"></span>ego do badania sprawozdań<span class="_ _2"></span> finansowych,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x3 h12 y1a ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">oceny <span class="_ _1a"></span>roczny<span class="_ _2"></span>ch <span class="_ _1a"></span>sprawozdań<span class="_ _2"></span> <span class="_ _1a"></span>finansowych<span class="_ _2"></span> <span class="_ _1a"></span>w <span class="_ _1a"></span>zakresie <span class="_ _1a"></span>ich <span class="_ _28"></span>zgod<span class="_ _2"></span>ności <span class="_ _1a"></span>z <span class="_ _28"></span>księgami <span class="_ _1a"></span>i <span class="_ _1a"></span>doku<span class="_ _2"></span>mentami <span class="_ _1a"></span>jak <span class="_ _28"></span>i <span class="_ _1a"></span>ze </span></span></div><div class="t m0 xf he y66a ff6 fs4 fc1 sc0 ls0 ws0">stanem <span class="_ _1a"></span>faktyczn<span class="_ _2"></span>ym <span class="_ _1a"></span>oraz <span class="_ _1a"></span>oce<span class="_ _2"></span>ny <span class="_ _1a"></span>sp<span class="_ _2"></span>rawozdania <span class="_ _1a"></span>Zarzą<span class="_ _2"></span>du <span class="_ _1a"></span>z <span class="_ _1a"></span>działalno<span class="_ _2"></span>ści <span class="_ _1a"></span>Spółki <span class="_ _28"></span>oraz <span class="_ _1a"></span>jego <span class="_ _28"></span>wniosków <span class="_ _1a"></span>co <span class="_ _28"></span>do </div><div class="t m0 xf he y66b ff6 fs4 fc1 sc0 ls0 ws0">podziału zyskó<span class="_ _2"></span>w i pokrycia strat,<span class="ff1"> </span></div><div class="t m0 x3 h12 y66c ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">wyrażania <span class="_ _26"> </span>zgody<span class="_ _2"></span> <span class="_ _28"> </span>n<span class="_ _2"></span>a <span class="_ _28"></span>zawiązan<span class="_ _2"></span>ie <span class="_ _28"> </span>przez <span class="_ _29"> </span>Spółkę <span class="_ _26"> </span>innej <span class="_ _26"> </span>sp<span class="_ _2"></span>ółki, <span class="_ _28"> </span>o<span class="_ _2"></span>bjęcie <span class="_ _28"> </span>lub<span class="_ _2"></span> <span class="_ _28"> </span>n<span class="_ _2"></span>abycie <span class="_ _26"> </span>oraz <span class="_ _26"> </span>zbycie <span class="_ _26"> </span>akcji <span class="_ _26"> </span>bąd<span class="_ _2"></span>ź </span></span></div><div class="t m0 xf he y66d ff6 fs4 fc1 sc0 ls0 ws0">udziałów <span class="_ _28"></span>w <span class="_ _1a"></span>in<span class="_ _2"></span>nych <span class="_ _28"></span>spółkach, <span class="_ _28"></span>za <span class="_ _28"></span>wyjątkiem <span class="_ _1a"></span>p<span class="_ _2"></span>rzypadków, <span class="_ _28"></span>gdy<span class="_ _2"></span> <span class="_ _1a"></span>objęcie <span class="_ _28"></span>lub <span class="_ _28"></span>nabycie <span class="_ _28"></span>nastę<span class="_ _2"></span>puje <span class="_ _1a"></span>w <span class="_ _28"></span>zamian<span class="_ _2"></span> </div><div class="t m0 xf he y66e ff1 fs4 fc1 sc0 ls16 ws0">za<span class="ls0"> <span class="ff6">wierzytelności Spółki w ramach<span class="_ _2"></span> postępowania u<span class="_ _2"></span>kładowego lu<span class="_ _2"></span></span>b ugodowego,<span class="_ _2"></span> </span></div><div class="t m0 x3 h12 y20 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">wyrażenia <span class="_ _32"> </span>zgo<span class="_ _2"></span>dy <span class="_ _32"> </span>na <span class="_ _e"> </span>nabycie <span class="_ _e"> </span>i <span class="_ _32"> </span>zby<span class="_ _2"></span>cie <span class="_ _32"> </span>nierucho<span class="_ _2"></span>mości, <span class="_ _32"> </span>użytk<span class="_ _2"></span>owania <span class="_ _32"> </span>wieczystego <span class="_ _e"> </span>lub <span class="_ _e"> </span>udziału </span></span></div><div class="t m0 xf he y66f ff1 fs4 fc1 sc0 ls0 ws0">w <span class="ff6">nieruchomości,<span class="_ _2"></span></span> </div><div class="t m0 x3 h12 y670 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">określenia spos<span class="_ _2"></span>obu wykonywania prawa gł<span class="_ _2"></span>osu we władza<span class="_ _2"></span>ch spółek, w któ<span class="_ _2"></span>rych Spółka posiad<span class="_ _2"></span>a więcej niż </span></span></div><div class="t m0 xf he y671 ff6 fs4 fc1 sc0 ls0 ws0">50% kapitału zak<span class="_ _2"></span>ładowego w sprawach do<span class="_ _2"></span>tyczących:<span class="ff1"> </span></div><div class="t m0 xa7 h12 y519 ffd fs4 fc1 sc0 ls0 ws0">o<span class="ff3"> <span class="_ _2f"> </span><span class="ff1">zmiany s<span class="_ _2"></span>tatutu lub umowy <span class="_ _2"></span>S<span class="ff6">półki,</span> </span></span></div><div class="t m0 xa7 h12 y672 ffd fs4 fc1 sc0 ls0 ws0">o<span class="ff3"> <span class="_ _2f"> </span><span class="ff6">pod<span class="_ _2"></span>wyższenia lub obniżenia k<span class="_ _2"></span>apitału <span class="_ _2"></span><span class="ff1">S</span>półki,<span class="ff1"> </span></span></span></div><div class="t m0 xa7 h12 y673 ffd fs4 fc1 sc0 ls0 ws0">o<span class="ff3"> <span class="_ _2f"> </span><span class="ff6">poł<span class="_ _2"></span>ączenia, przekształcenia, rozwiąza<span class="_ _2"></span>nia lub likwidacji <span class="_ _2"></span><span class="ff1">S</span>półki,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xa7 h12 y674 ffd fs4 fc1 sc0 ls0 ws0">o<span class="ff3"> <span class="_ _2f"> </span><span class="ff6">zby<span class="_ _2"></span>cia akcji lub udziałów <span class="_ _2"></span><span class="ff1">S</span>półki,<span class="ff1"> </span></span></span></div><div class="t m0 xa7 h12 y675 ffd fs4 fc1 sc0 ls0 ws0">o<span class="ff3"> <span class="_ _2f"> </span><span class="ff6">zby<span class="_ _2"></span>cia <span class="_ _12"> </span>lub <span class="_ _12"> </span>wydzierżawienia <span class="_ _12"> </span>przedsiębiorstwa <span class="_ _2b"> </span><span class="ff1">S</span>półki,<span class="_ _2"></span> <span class="_ _1b"> </span>u<span class="_ _2"></span>stanowienia <span class="_ _12"> </span>na <span class="_ _12"> </span>nim <span class="_ _12"> </span>prawa </span></span></div><div class="t m0 xfa he y58e ff6 fs4 fc1 sc0 ls0 ws0">użytkowania, b<span class="_ _2"></span>ądź zbycia nieruchomości <span class="_ _2"></span><span class="ff1">S</span>półki.<span class="ff1"> </span></div><div class="t m0 x3 he y248 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x75 h8e y676 ff2 fs4 fc1 sc0 ls9 ws0">c.<span class="ff7 ls0"> <span class="_ _2f"> </span></span><span class="ls31">   <span class="ls0">KOMITET AUDYTU RA<span class="_ _2"></span>DY NADZORCZEJ<span class="_ _2"></span> </span></span></div><div class="t m0 x3 he y677 ff6 fs4 fc1 sc0 ls0 ws0">Komitet <span class="_ _1c"></span>Audytu<span class="_ _2"></span> <span class="_ _1c"></span>dział<span class="_ _2"></span>a <span class="_ _1c"></span>na <span class="_ _1a"></span>podstawie <span class="_ _1c"></span>Regulaminu <span class="_ _1a"></span>zatwierdzonego <span class="_ _1a"></span>przez <span class="_ _1c"></span>Radę <span class="_ _1a"></span>Nadzorczą <span class="_ _1a"></span>w <span class="_ _2"></span>d<span class="_ _2"></span>niu <span class="_ _28"></span><span class="ff1 ls4">21<span class="ls0"> grudnia </span></span></div><div class="t m0 x3 he y678 ff1 fs4 fc1 sc0 ls4 ws0">20<span class="ls0">20 <span class="ff6">r. oraz zgodnie z przyjętym dla danego roku obrotowego rocznym Harmonogra<span class="_ _2"></span>mem Stałych Posiedzeń. </span></span></div><div class="t m0 x3 he y679 ff6 fs4 fc1 sc0 ls0 ws0">Regulamin <span class="_ _1f"> </span>Komitetu <span class="_ _1f"> </span>Audytu <span class="_ _1f"> </span>jest <span class="_ _1f"> </span>publicznie <span class="_ _1f"> </span>dostępny<span class="_ _2"></span> <span class="_ _1d"> </span>na <span class="_ _1f"> </span>stronie <span class="_ _1f"> </span>internetowej <span class="_ _1f"> </span>Spółki <span class="_ _1f"> </span>pod <span class="_ _1f"> </span>adresem: </div><div class="t m0 x3 he y67a ff1 fs4 fc1 sc0 ls0 ws0">www.stalprofil.com.pl/regula<span class="_ _2"></span>min-komitetu<span class="_ _2"></span>-audytu. </div><div class="t m0 x3 he y67b ff6 fs4 fc1 sc0 ls0 ws0">Komitet <span class="_ _28"></span>Audytu<span class="_ _2"></span> <span class="_ _28"></span>skł<span class="_ _2"></span>ada <span class="_ _28"></span>się <span class="_ _26"> </span>z <span class="_ _28"></span>co <span class="_ _26"> </span>najmniej <span class="_ _28"> </span>3 <span class="_ _26"> </span>członkó<span class="_ _2"></span>w, <span class="_ _28"></span>powołan<span class="_ _2"></span>ych <span class="_ _28"> </span>przez <span class="_ _26"> </span>Radę <span class="_ _26"> </span>Nadzorczą <span class="_ _26"> </span>spośró<span class="_ _2"></span>d <span class="_ _28"></span>swoich </div><div class="t m0 x3 he y67c ff6 fs4 fc1 sc0 ls0 ws0">członków. <span class="_ _29"> </span>Pracami <span class="_ _29"> </span>Komitetu <span class="_ _29"> </span>Audytu <span class="_ _29"> </span>kieruje <span class="_ _26"> </span>jego <span class="_ _29"> </span>Przewod<span class="_ _2"></span>niczący <span class="_ _26"> </span>po<span class="_ _2"></span>woływany <span class="_ _26"> </span>p<span class="_ _2"></span>rzez <span class="_ _26"> </span>członkó<span class="_ _2"></span>w <span class="_ _26"> </span>Komitetu<span class="_ _2"></span> </div><div class="t m0 x3 he y67d ff6 fs4 fc1 sc0 ls0 ws0">Audytu. <span class="_ _1a"></span>Większość <span class="_ _1a"></span>członków <span class="_ _1c"></span>Komitetu <span class="_ _1a"></span>Audytu,<span class="_ _2"></span> <span class="_ _1c"></span>w <span class="_ _1a"></span>tym <span class="_ _1a"></span>jego <span class="_ _1c"></span>Przew<span class="_ _2"></span>od<span class="_ _2"></span>niczący <span class="_ _1a"></span>jest <span class="_ _1c"></span>n<span class="_ _2"></span>iezależna <span class="_ _1a"></span>od <span class="_ _1a"></span>STALPROFIL </div><div class="t m0 x3 he y67e ff6 fs4 fc1 sc0 ls0 ws0">S.A. <span class="_ _20"> </span>Członkowie <span class="_ _20"> </span>Komitetu <span class="_ _20"> </span>Aud<span class="_ _2"></span>ytu <span class="_ _20"> </span>spełniają <span class="_ _20"> </span>także <span class="_ _20"> </span>kryteria <span class="_ _20"> </span>ustawowe <span class="_ _20"> </span>dotyczące <span class="_ _20"> </span>pos<span class="_ _2"></span>iadania <span class="_ _20"> </span>wiedzy </div><div class="t m0 x3 he y67f ff1 fs4 fc1 sc0 ls0 ws0">i <span class="ff6">umiejętności <span class="_ _21"> </span>w</span> <span class="ff6">zakresie <span class="_ _21"> </span>rachu<span class="_ _2"></span>nkowości <span class="_ _21"> </span>lub <span class="_ _21"> </span>badania <span class="_ _21"> </span>sprawozdań <span class="_ _21"> </span>finansowych <span class="_ _21"> </span>oraz <span class="_ _21"> </span>posiadan<span class="_ _2"></span>ia <span class="_ _21"> </span>wiedzy </span></div><div class="t m0 x3 he y680 ff1 fs4 fc1 sc0 ls0 ws0">i <span class="ff6">umiejętności z</span> zakr<span class="_ _2"></span>esu <span class="ff6">branży, w której d<span class="_ _2"></span>ziała STALPROFIL S.A.<span class="_ _2"></span></span>  </div><div class="t m0 x3 he y5c0 ff1 fs4 fc1 sc0 ls0 ws0">W trakcie <span class="_ _9"></span>roku<span class="_ _2"></span> 2024 <span class="_ _0"></span><span class="ff6">w składzie <span class="_ _0"></span>Komitetu Audytu Rady <span class="_ _0"></span>Nadzorczej STALPROFIL <span class="_ _0"></span>S.A. nastąpiła jedna <span class="_ _0"></span>zmiana: w </span></div><div class="t m0 x3 he y681 ff1 fs4 fc1 sc0 ls0 ws0">miejsce <span class="_ _28"></span>Pana <span class="_ _28"> </span><span class="ff6">Tomasza <span class="_ _26"> </span>Ślęzaka<span class="_ _2"></span>, <span class="_ _28"></span>który <span class="_ _28"></span>złożył <span class="_ _28"></span>rezygnację <span class="_ _28"> </span>z <span class="_ _28"> </span>pełnienia <span class="_ _28"> </span>fun<span class="_ _2"></span>kcji <span class="_ _28"></span>Członka <span class="_ _29"> </span></span>Komitetu <span class="_ _28"></span>Audytu <span class="_ _28"> </span>Rad<span class="_ _2"></span>y </div><div class="t m0 x3 he y682 ff6 fs4 fc1 sc0 ls0 ws0">Nadzorczej, na <span class="_ _2"></span>Członka Komitetu Audytu z<span class="_ _2"></span>ostał <span class="_ _2"></span>powołany <span class="ff1">Pan Stefan Dzienniak<span class="_ _2"></span>. </span></div><div class="t m0 x3 he y54a ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y3d ff1 fs4 fc1 sc0 ls0 ws0">Na koniec <span class="ff6">roku<span class="_ _2"></span> obrotowego skład<span class="_ _2"></span> Komitetu Audytu<span class="_ _2"></span></span> <span class="ff6">przedstawiał s<span class="_ _2"></span>ię następująco<span class="_ _2"></span></span>: </div><div class="t m0 xf h12 y65c ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">Józef Myrczek <span class="_ _2"></span><span class="ff1"> <span class="_ _36"> </span>- </span>Przewodnicząc<span class="_ _2"></span><span class="ff1">y Komitetu A<span class="_ _2"></span>udytu, </span></span></span></div><div class="t m0 xf h12 y683 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">Stefan Dzienniak <span class="_ _2"></span> <span class="_ _8"></span>- <span class="ff6">Człon</span><span class="ls14">ek<span class="_ _2"></span></span> Komitetu Audytu<span class="_ _2"></span>, </span></span></div><div class="t m0 xf h12 y684 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">Adam Wdowiak<span class="_ _2"></span> <span class="_ _1d"> </span>- <span class="ff6">Członek Komit<span class="_ _2"></span>etu Audytu<span class="_ _2"></span></span>. </span></span></div><div class="t m0 x3 he y33d ff1 fs4 fc1 sc0 ls0 ws0">Na <span class="_ _28"> </span>31 <span class="_ _26"> </span>grudnia <span class="_ _26"> </span>2024 <span class="_ _26"> </span><span class="ls11">r. <span class="_ _26"> </span></span>w <span class="_ _28"> </span>sk<span class="_ _2"></span><span class="ff6">ład <span class="_ _28"></span>Komitetu <span class="_ _26"> </span>Audytu,<span class="_ _2"></span> <span class="_ _28"></span>wraz <span class="_ _26"> </span>ze <span class="_ _28"> </span>wskaza<span class="_ _2"></span>niem <span class="_ _28"></span>osób: <span class="_ _26"> </span>(a) <span class="_ _29"> </span>spełniających <span class="_ _26"> </span>ustawowe </span></div><div class="t m0 x3 he y685 ff6 fs4 fc1 sc0 ls0 ws0">kryteria <span class="_ _21"> </span>niezależności, <span class="_ _21"> </span>(b) <span class="_ _21"> </span>posiadaj<span class="_ _2"></span>ących <span class="_ _21"> </span>wiedzę <span class="_ _21"> </span>i  umi<span class="_ _2"></span>ejętności <span class="_ _21"> </span>w <span class="_ _21"> </span>zakresie <span class="_ _21"> </span>rachunkowości <span class="_ _21"> </span>lub <span class="_ _21"> </span>badan<span class="_ _2"></span>ia </div><div class="t m0 x3 he y686 ff6 fs4 fc1 sc0 ls0 ws0">sprawozdań  finansowych,  ze  wskazaniem  sposobu  ich  nabycia,  (c)  posiadających  wiedzę  i <span class="_ _29"> </span>umiejętności<span class="_ _2"></span> </div><div class="t m0 x3 he y687 ff1 fs4 fc1 sc0 ls0 ws0">z <span class="ff6">zakresu b<span class="_ _2"></span>ranży, w której działa emitent, ze wskazan<span class="_ _2"></span>iem sposobu<span class="_ _2"></span> ich nabycia, przedstawiał się nas<span class="_ _2"></span>tępująco:<span class="_ _2"></span></span> </div><div class="t m0 xf he y688 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h12 y8 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff5">Józef Myrczek<span class="ff2"> - <span class="_ _9"></span><span class="ff5">Pr<span class="_ _2"></span>zewodniczący <span class="_ _0"></span>Komitetu Audytu, <span class="ff6">spełnia <span class="_ _0"></span>ustawowe <span class="_ _0"></span>kryteria niezależności <span class="_ _0"></span>oraz  <span class="_ _9"></span>kry<span class="_ _2"></span>teria </span></span></span></span></span></div><div class="t m0 x80 he y4d4 ff6 fs4 fc1 sc0 ls0 ws0">dotyczące <span class="_ _1f"> </span>p<span class="_ _2"></span>osiadania <span class="_ _1e"> </span>wiedzy <span class="_ _1f"> </span>i <span class="_ _1e"> </span>umiejętnoś<span class="_ _2"></span>ci <span class="_ _1f"> </span>w <span class="_ _1f"> </span>zakr<span class="_ _2"></span>esie <span class="_ _1e"> </span>rach<span class="_ _2"></span>unkowości <span class="_ _1f"> </span>lu<span class="_ _2"></span>b <span class="_ _1f"> </span>badan<span class="_ _2"></span>ia <span class="_ _1f"> </span>sp<span class="_ _2"></span>rawozdań </div><div class="t m0 x80 he y1b5 ff6 fs4 fc1 sc0 ls0 ws0">finansowych,  kt<span class="_ _2"></span>óre  nabył  poprzez  pos<span class="_ _2"></span>iadane  wykształcenie,  zdobyte <span class="_ _21"> </span>kwalif<span class="_ _0"></span>ikacje  i<span class="_ _2"></span><span class="ff1"> </span>doś<span class="_ _2"></span>wiadczenie  na </div><div class="t m0 x80 he y689 ff1 fs4 fc1 sc0 ls0 ws0">zajmowanych <span class="_ _1c"></span>do<span class="_ _2"></span>tychczas <span class="_ _1c"></span>stanowiska<span class="_ _2"></span>ch. <span class="_ _1c"></span><span class="ff6">Pa<span class="_ _2"></span>n <span class="_ _1c"></span>Józef <span class="_ _1c"></span>Myrczek <span class="_ _1a"></span>jest <span class="_ _2"></span>ab<span class="_ _2"></span>solwentem <span class="_ _1c"></span>Politechn<span class="_ _2"></span>iki <span class="_ _1c"></span>Wrocławskiej<span class="_ _2"></span> </span></div><div class="t m0 x80 he y68a ff6 fs4 fc1 sc0 ls0 ws0">kierunek <span class="_ _9"></span>mate<span class="_ _2"></span>matyka <span class="_ _9"></span>s<span class="_ _2"></span>tosowana <span class="_ _0"></span>(1980). <span class="_ _9"></span>Na <span class="_ _0"></span>tej <span class="_ _9"></span>samej <span class="_ _0"></span>Uczelni <span class="_ _0"></span>uzyskał <span class="_ _0"></span>stopień <span class="_ _9"></span>doktora (19<span class="_ _0"></span>94) <span class="_ _9"></span>oraz <span class="_ _0"></span>doktora </div><div class="t m0 x80 he y68b ff6 fs4 fc1 sc0 ls0 ws0">habilitowanego <span class="_ _28"></span>(1999) <span class="_ _28"></span>nauk <span class="_ _28"></span>chemicznych. <span class="_ _1a"></span>Po<span class="_ _2"></span>siada <span class="_ _28"></span>uprawnienia <span class="_ _1a"></span>czł<span class="_ _2"></span>onków <span class="_ _28"></span>rad <span class="_ _1a"></span>nadzo<span class="_ _2"></span>rczych <span class="_ _1a"></span>w <span class="_ _28"></span>spółk<span class="_ _1c"></span><span class="ff1">ach </span></div></div></div><div class="pi" ></div></div><div id="pf34" class="pf w0 h0" ><div class="pc pc34 w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">52<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x80 he y4d ff6 fs4 fc1 sc0 ls0 ws0">Skarbu <span class="_ _1a"></span>Państwa <span class="_ _1a"></span>(dy<span class="_ _2"></span>plom <span class="_ _1a"></span>nr <span class="_ _1a"></span>4713/2010). <span class="_ _1a"></span>Odbył <span class="_ _1a"></span>liczne <span class="_ _1a"></span>szkolenia <span class="_ _1a"></span>krajowe <span class="_ _1a"></span>i <span class="_ _1a"></span>zagraniczne, <span class="_ _1a"></span>w<span class="_ _2"></span> <span class="_ _1a"></span>tym <span class="_ _1a"></span>w <span class="_ _1a"></span>Szkole </div><div class="t m0 x80 he y68c ff6 fs4 fc1 sc0 ls0 ws0">Bankowej <span class="_ _29"> </span>w  Madison <span class="_ _29"> </span>(Wisconsin<span class="_ _2"></span>, <span class="_ _29"> </span>USA) <span class="_ _29"> </span>oraz  Akademii <span class="_ _26"> </span>E<span class="_ _2"></span>konomicznej  w<span class="_ _0"></span>e <span class="_ _29"> </span>Wrocławiu.<span class="_ _2"></span> <span class="_ _29"> </span>Jako  pracownik </div><div class="t m0 x80 he y68d ff1 fs4 fc1 sc0 ls0 ws0">naukowo-<span class="ff6">dydak<span class="_ _2"></span>tyczny <span class="_ _28"> </span>był <span class="_ _26"> </span>zatrudniony <span class="_ _26"> </span>na <span class="_ _26"> </span>Politechnice <span class="_ _28"> </span>Wrocławskiej,<span class="_ _2"></span></span> <span class="_ _26"> </span><span class="ff6">nas<span class="_ _2"></span>tępnie <span class="_ _28"></span>University <span class="_ _26"> </span>of <span class="_ _28"> </span>Housto<span class="_ _2"></span>n </span></div><div class="t m0 x80 he y68e ff6 fs4 fc1 sc0 ls0 ws0">(USA) <span class="_ _28"></span>oraz <span class="_ _28"> </span>Politechnic<span class="_ _2"></span>e <span class="_ _28"></span>Łódzkiej <span class="_ _26"> </span>–<span class="ff1"> <span class="_ _28"></span>Filia <span class="_ _26"> </span>w <span class="_ _28"></span>Bielsku-</span>B<span class="_ _2"></span>iałej <span class="_ _28"></span>przekształcon<span class="_ _2"></span>a <span class="_ _28"></span>dalej <span class="_ _28"></span>w <span class="_ _28"></span>Akademię <span class="_ _26"> </span>Techniczno<span class="_ _2"></span><span class="ff1">-</span></div><div class="t m0 x80 he y68f ff6 fs4 fc1 sc0 ls0 ws0">Humanistyczn<span class="_ _2"></span>ą <span class="_ _1d"> </span>w <span class="_ _1d"> </span>Bielsku<span class="_ _2"></span><span class="ff1">-</span>Białej <span class="_ _1f"> </span>(gdzie <span class="_ _1d"> </span>nadal <span class="_ _1f"> </span>pracuje <span class="_ _1f"> </span>). <span class="_ _1d"> </span>Praca <span class="_ _1d"> </span>n<span class="_ _2"></span>aukowa <span class="_ _1d"> </span>o<span class="_ _2"></span>raz <span class="_ _1d"> </span>prowadzone <span class="_ _1f"> </span>zajęcia </div><div class="t m0 x80 he y690 ff6 fs4 fc1 sc0 ls0 ws0">dydaktyczn<span class="_ _2"></span>e <span class="_ _a"> </span>o<span class="_ _2"></span>bejmowały <span class="_ _1d"> </span>m.in. <span class="_ _1d"> </span><span class="ff1"> <span class="_ _1d"> </span></span>zagadnienia <span class="_ _1d"> </span>ekonomiczne, <span class="_ _1d"> </span>statystykę, <span class="_ _1d"> </span>chemometrię, <span class="_ _1d"> </span> <span class="_ _1d"> </span>zarządzanie </div><div class="t m0 x80 he y691 ff6 fs4 fc1 sc0 ls0 ws0">ryzykiem, kierowani<span class="_ _2"></span>e procese<span class="_ _2"></span>m inwestycyjnym. <span class="_ _2"></span>Doświadcz<span class="_ _2"></span>enie zawodowe <span class="_ _2"></span>w organ<span class="_ _2"></span>ach zarząd<span class="_ _2"></span>zających w </div><div class="t m0 x80 he y692 ff6 fs4 fc1 sc0 ls0 ws0">gospodarce <span class="_ _21"> </span>narodowej <span class="_ _21"> </span>obejmuje <span class="_ _21"> </span>m.in. <span class="_ _21"> </span>funkcję <span class="_ _21"> </span>wiceprez<span class="_ _2"></span>esa <span class="_ _21"> </span>w <span class="_ _21"> </span>Banku <span class="_ _21"> </span>Polskiej <span class="_ _21"> </span>Spółdzielczości <span class="_ _21"> </span>SA <span class="_ _21"> </span>w </div><div class="t m0 x80 he y693 ff1 fs4 fc1 sc0 ls12 ws0">Wa<span class="ls0">rszawie <span class="_ _1b"> </span>w <span class="_ _12"> </span>latach <span class="_ _1b"> </span>2003 <span class="_ _12"> </span><span class="ff6">–</span> <span class="_ _1b"> </span><span class="ff6">2005, <span class="_ _12"> </span>(nadzór <span class="_ _1b"> </span>nad<span class="_ _2"></span> <span class="_ _1b"> </span>pracą <span class="_ _1b"> </span>Głównego <span class="_ _12"> </span>Księgowego, <span class="_ _12"> </span>Departamentu </span></span></div><div class="t m0 x80 he y694 ff6 fs4 fc1 sc0 ls0 ws0">Rachunkowości, <span class="_ _a"> </span>Departamentu <span class="_ _a"> </span>Planowania, <span class="_ _a"> </span>Analiz <span class="_ _a"> </span>i <span class="_ _21"> </span>Ryz<span class="_ _2"></span>yka) <span class="_ _21"> </span>oraz <span class="_ _a"> </span>funkcję <span class="_ _21"> </span>Pr<span class="_ _2"></span>ezesa <span class="_ _21"> </span>Ś<span class="_ _2"></span>ląskiego <span class="_ _21"> </span>Ban<span class="_ _2"></span>ku </div><div class="t m0 x80 he y695 ff6 fs4 fc1 sc0 ls0 ws0">Spółdzielczego  w <span class="_ _29"> </span>Katowicach<span class="_ _2"></span>  (pełni <span class="_ _29"> </span>tę  funkcję <span class="_ _29"> </span>nadal  od <span class="_ _29"> </span>2006).  Działalność  w <span class="_ _29"> </span>orga<span class="_ _2"></span><span class="ff1">n<span class="_ _2"></span>ach  nadzorczych </span></div><div class="t m0 x80 he y696 ff6 fs4 fc1 sc0 ls0 ws0">obejmuje <span class="_ _1a"></span>funkcję <span class="_ _1c"></span>przewodn<span class="_ _2"></span>iczącego <span class="_ _1c"></span>Rad<span class="_ _2"></span>y <span class="_ _1c"></span>Nad<span class="_ _2"></span>zorczej <span class="_ _1c"></span>Jas<span class="_ _2"></span>trzębskiej <span class="_ _1c"></span>Sp<span class="_ _2"></span>ółki <span class="_ _1c"></span>Węglo<span class="_ _2"></span>wej <span class="_ _1c"></span>S.A.<span class="_ _2"></span> <span class="_ _1c"></span>(2010 <span class="_ _28"></span><span class="ff1">- <span class="_ _1a"></span>2016), </span></div><div class="t m0 x80 he y697 ff6 fs4 fc1 sc0 ls0 ws0">wiceprzewodniczącego Rady Nadzorczej Domu Maklerskiego BDM S.A. (20<span class="_ _0"></span>04 –<span class="ff1"> </span>nadal), przewodniczącego </div><div class="t m0 x80 he y698 ff6 fs4 fc1 sc0 ls0 ws0">Rady <span class="_ _e"> </span>Nadzo<span class="_ _2"></span>rczej <span class="_ _32"> </span>ora<span class="_ _2"></span>z <span class="_ _32"> </span>przewodniczącego <span class="_ _e"> </span>Komi<span class="_ _2"></span>tetu <span class="_ _e"> </span>Au<span class="_ _2"></span>dytu <span class="_ _e"> </span>Wewnętrznego <span class="_ _e"> </span>w <span class="_ _e"> </span>Banku <span class="_ _e"> </span>Pols<span class="_ _2"></span>kiej </div><div class="t m0 x80 he y699 ff6 fs4 fc1 sc0 ls0 ws0">Spółdzielczości <span class="_ _1c"></span>(200<span class="_ _2"></span>5 <span class="_ _1c"></span>–<span class="ff1"> <span class="_ _1c"></span></span>20<span class="_ _2"></span>11), <span class="_ _1c"></span>członka<span class="_ _2"></span> <span class="_ _2"></span>Komis<span class="_ _2"></span>ji <span class="_ _1c"></span>Rewizyjnej <span class="_ _1a"></span>Hospicjum <span class="_ _1c"></span>Archidiecezjalnego<span class="_ _2"></span> <span class="_ _1c"></span>(2012 <span class="_ _1a"></span>–<span class="ff1"> <span class="_ _1c"></span>nad<span class="_ _2"></span>al), </span></div><div class="t m0 x80 he y69a ff6 fs4 fc1 sc0 ls0 ws0">przewodniczącego <span class="_ _2"></span>Rady <span class="_ _2"></span>Naukowej <span class="_ _2"></span>Insty<span class="_ _2"></span>tutu <span class="_ _2"></span>Organizacji <span class="_ _2"></span>i <span class="_ _2"></span>Zarządzania <span class="_ _2"></span>„ORGMASZ” <span class="_ _2"></span>w Wa<span class="_ _2"></span>rszawie <span class="_ _2"></span>(2012 <span class="_ _1c"></span>–<span class="ff1"> </span></div><div class="t m0 x80 he y69b ff1 fs4 fc1 sc0 ls4 ws0">2017).<span class="ls0"> </span></div><div class="t m0 x0 h12 y69c ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff2">Stefan <span class="_ _28"></span>Dzienniak<span class="ff1"> <span class="_ _28"></span>- <span class="_ _28"></span><span class="ff6">Członek <span class="_ _28"></span>Komitetu <span class="_ _28"></span>Audytu<span class="_ _2"></span>, <span class="_ _1a"></span>s<span class="_ _2"></span>pełnia <span class="_ _28"></span>ustawowe <span class="_ _1a"></span>kryteria <span class="_ _28"></span>dotyczące <span class="_ _28"></span>posiad<span class="_ _2"></span>ania <span class="_ _28"></span>wiedzy </span></span></span></span></div><div class="t m0 x80 he y2b ff1 fs4 fc1 sc0 ls0 ws0">i <span class="ff6">umiejętności  z <span class="_ _29"> </span>zakresu  branży  stalowej,  w <span class="_ _29"> </span>której  działa  STALPROFIL  S.A.  </span>Pan  Stefan  Dzienniak  jest </div><div class="t m0 x80 he y121 ff6 fs4 fc1 sc0 ls0 ws0">absolwentem Politechniki Śląskiej w <span class="_ _0"></span>Gliwicach. Cała <span class="_ _0"></span>kariera zawodowa pana <span class="_ _0"></span>Stefana Dzienniaka związana </div><div class="t m0 x80 he y69d ff6 fs4 fc1 sc0 ls0 ws0">jest z <span class="_ _2"></span>hutnictwem. Roz<span class="_ _2"></span>począł ją <span class="_ _2"></span>od <span class="_ _2"></span>stanowiska s<span class="_ _2"></span>tażysty w Hucie <span class="_ _2"></span>Cedler, a <span class="_ _2"></span>następnie <span class="_ _2"></span>został za<span class="_ _2"></span>trudniony w </div><div class="t m0 x80 he y69e ff1 fs4 fc1 sc0 ls0 ws0">Hucie <span class="_ _26"> </span>Katowi<span class="_ _2"></span>ce, <span class="_ _26"> </span>gdzie <span class="_ _26"> </span>p<span class="_ _2"></span>r<span class="ff6">zeszed<span class="_ _2"></span>ł <span class="_ _26"> </span>wszys<span class="_ _2"></span>tkie <span class="_ _26"> </span>szczeble <span class="_ _29"> </span>zarządzan<span class="_ _2"></span>ia, <span class="_ _26"> </span>pozn<span class="_ _2"></span>ając <span class="_ _26"> </span>dogłębnie <span class="_ _29"> </span>specyfikę <span class="_ _26"> </span>branży<span class="_ _2"></span> </span></div><div class="t m0 x80 he y69f ff1 fs4 fc1 sc0 ls0 ws0">hutniczej. <span class="_ _1a"></span>W <span class="_ _1a"></span>latach <span class="_ _1a"></span>1998-<span class="ff6">2012 <span class="_ _1a"></span>pełnił <span class="_ _1a"></span>najwyższe <span class="_ _1a"></span>stanowiska <span class="_ _1a"></span>kierownicze <span class="_ _1a"></span>w <span class="_ _1a"></span>Hucie <span class="_ _1a"></span>Katowice <span class="_ _1a"></span>SA, <span class="_ _1a"></span>Polskich </span></div><div class="t m0 x80 he y55e ff1 fs4 fc1 sc0 ls0 ws0">Hutach <span class="_ _0"></span>Stali <span class="_ _9"></span>SA <span class="_ _0"></span>i <span class="_ _9"></span>ArcelorMittal <span class="_ _0"></span>Poland <span class="_ _9"></span>SA: <span class="_ _0"></span>od <span class="_ _9"></span>kierownika walcowni, <span class="_ _9"></span>poprzez <span class="_ _0"></span>dyrektora <span class="_ _9"></span>produkcji, <span class="_ _0"></span>dyrektora </div><div class="t m0 x80 he y6a0 ff6 fs4 fc1 sc0 ls0 ws0">naczelnego <span class="_ _28"></span>oraz <span class="_ _28"></span>Członka <span class="_ _28"></span>Zarząd<span class="_ _2"></span>u. <span class="_ _1a"></span>Pa<span class="_ _2"></span>n <span class="_ _1a"></span>Stefan <span class="_ _28"></span>Dzienn<span class="_ _2"></span>iak, <span class="_ _1a"></span>p<span class="_ _2"></span>eł<span class="_ _2"></span>niąc <span class="_ _28"></span>w <span class="_ _1a"></span>przes<span class="_ _2"></span>złości <span class="_ _28"></span>funkcje <span class="_ _28"></span>w <span class="_ _1a"></span>wi<span class="_ _2"></span>elu <span class="_ _1a"></span>radach<span class="_ _2"></span> </div><div class="t m0 x80 he y6a1 ff6 fs4 fc1 sc0 ls0 ws0">nadzorczych <span class="_ _1c"></span>nabył <span class="_ _1c"></span>duże <span class="_ _2"></span>do<span class="_ _2"></span>świadczenie <span class="_ _2"></span>w <span class="_ _2"></span>nad<span class="_ _2"></span>zorowaniu <span class="_ _1c"></span>spółek <span class="_ _1c"></span>prawa <span class="_ _2"></span>h<span class="_ _2"></span>andlowego. <span class="_ _2"></span>W <span class="_ _1c"></span>roku <span class="_ _1c"></span>2013 <span class="_ _2"></span>zos<span class="_ _2"></span>tał </div><div class="t m0 x80 he y1a6 ff6 fs4 fc1 sc0 ls0 ws0">powołany <span class="_ _1d"> </span>przez <span class="_ _a"> </span>Wa<span class="_ _2"></span>lne <span class="_ _a"> </span>Zgro<span class="_ _2"></span>madzenie <span class="_ _1d"> </span>Członków <span class="_ _a"> </span>na <span class="_ _1d"> </span>Prezesa <span class="_ _1d"> </span>Zarządu <span class="_ _1d"> </span>Hutniczej <span class="_ _1d"> </span>Izby <span class="_ _a"> </span>Przemys<span class="_ _2"></span>łowo<span class="_ _2"></span><span class="ff1">-</span></div><div class="t m0 x80 he y268 ff6 fs4 fc1 sc0 ls0 ws0">Handlowej <span class="_ _2"></span>i <span class="_ _2"></span>pełn<span class="_ _2"></span>ił <span class="_ _2"></span>tą <span class="_ _2"></span>funkcję<span class="ff1"> <span class="_ _2"></span></span>do<span class="_ _2"></span> <span class="_ _2"></span>czerwca <span class="_ _2"></span>2022 <span class="_ _2"></span>roku, <span class="_ _2"></span>tj. <span class="_ _1c"></span>do <span class="_ _2"></span>chwili <span class="_ _2"></span>objęcia <span class="_ _2"></span>funkcji <span class="_ _1c"></span>Prezesa <span class="_ _2"></span>Rady <span class="_ _1c"></span>Izby, <span class="_ _2"></span>którą </div><div class="t m0 x80 he y17e ff6 fs4 fc1 sc0 ls0 ws0">pełni  nadal.  Odznaczon<span class="_ _2"></span>y  złotym,  srebrnym,  brązowym  krzyżem  zasługi  oraz  wieloma  wyróżnieniami </div><div class="t m0 x80 he y6a2 ff6 fs4 fc1 sc0 ls0 ws0">branżowymi. <span class="ff1"> </span></div><div class="t m0 x0 h12 y35e ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff2">Adam  Wdowiak  <span class="ff6">–<span class="ff1"> <span class="_ _21"> </span></span>Członek  Komitetu  Audytu<span class="_ _2"></span>,  spełnia  u<span class="_ _2"></span>stawowe  kryteria <span class="_ _21"> </span>niezależności  oraz <span class="_ _21"> </span>kryteria </span></span></span></div><div class="t m0 x80 he y6a3 ff6 fs4 fc1 sc0 ls0 ws0">dotyczące <span class="_ _0"></span>posiadania <span class="_ _0"></span>wiedzy <span class="_ _9"></span>i<span class="_ _2"></span><span class="ff1"> </span>umiejętności <span class="_ _9"></span>z zakresu <span class="_ _9"></span>branży stalowej, <span class="_ _9"></span>w <span class="_ _9"></span>której działa <span class="_ _9"></span>STALPROFIL S.A. <span class="_ _9"></span>Pan<span class="_ _2"></span> </div><div class="t m0 x80 he y6a4 ff6 fs4 fc1 sc0 ls0 ws0">Adam <span class="_ _1a"></span>Wdowiak <span class="_ _1c"></span>p<span class="_ _2"></span>osiada <span class="_ _1a"></span>wykształcenie <span class="_ _1a"></span>wyższe, <span class="_ _1a"></span>jest <span class="_ _1a"></span>magistrem <span class="_ _1c"></span>zarząd<span class="_ _2"></span>zania. <span class="_ _1a"></span>Ukończył <span class="_ _1a"></span>WSB <span class="_ _1c"></span>w <span class="_ _1a"></span>Dąbrowie </div><div class="t m0 x80 he y6a5 ff6 fs4 fc1 sc0 ls0 ws0">Górniczej <span class="_ _0"></span>na <span class="_ _0"></span>Wydziale <span class="_ _0"></span>Zarządzania, Informatyki <span class="_ _0"></span>i <span class="_ _9"></span>Nau<span class="_ _2"></span>k <span class="_ _0"></span>Społecznych, <span class="_ _0"></span>posiada <span class="_ _0"></span>uprawnien<span class="_ _2"></span><span class="ff1">ia do <span class="_ _9"></span>prowad<span class="_ _2"></span>zenia </span></div><div class="t m0 x80 he y6a6 ff6 fs4 fc1 sc0 ls0 ws0">ksiąg rachunkowych. Z Hutą Katowice (obecnie ArcelorMittal Poland S.A.) związany jest do chwili<span class="_ _0"></span> obecnej </div><div class="t m0 x80 he y6a7 ff6 fs4 fc1 sc0 ls0 ws0">od ponad trzydziestu lat. Pracę <span class="_ _0"></span>w hucie <span class="_ _0"></span>w Dąbrowie Górniczej rozpoczął w 1988 roku w<span class="_ _0"></span> dziale utrzymania </div><div class="t m0 x80 he y6a8 ff6 fs4 fc1 sc0 ls0 ws0">ruchu <span class="_ _29"> </span>Stalowni. <span class="_ _29"> </span>Brał  cz<span class="_ _0"></span>ynny <span class="_ _26"> </span>udz<span class="_ _2"></span>iał <span class="_ _29"> </span>w <span class="_ _29"> </span>pracach <span class="_ _29"> </span>modernizacyjnych<span class="_ _2"></span> <span class="_ _26"> </span>urządzeń<span class="_ _2"></span> <span class="_ _26"> </span>dźwigowych<span class="_ _2"></span> <span class="_ _26"> </span>Sta<span class="_ _2"></span>lowni <span class="_ _26"> </span>o<span class="_ _2"></span>raz </div><div class="t m0 x80 he y6a9 ff6 fs4 fc1 sc0 ls0 ws0">uczestniczył <span class="_ _28"></span>w <span class="_ _28"></span>rozruchu <span class="_ _28"></span>maszyn <span class="_ _28"></span>ciągłego <span class="_ _28"></span>odlewania <span class="_ _28"></span>stali <span class="_ _28"></span>I <span class="_ _1a"></span>i <span class="_ _28"></span>II <span class="_ _28"></span>(COS). <span class="_ _1a"></span>W <span class="_ _28"> </span>20<span class="_ _2"></span>04 <span class="_ _1a"></span>roku <span class="_ _28"></span>przes<span class="_ _2"></span>zedł <span class="_ _1a"></span>d<span class="_ _2"></span>o <span class="_ _1a"></span>dzia<span class="_ _2"></span>łu </div><div class="t m0 x80 he y6aa ff6 fs4 fc1 sc0 ls0 ws0">Rozlewania <span class="_ _1c"></span>Stali, <span class="_ _1c"></span>a <span class="_ _1c"></span>d<span class="_ _2"></span>ocelowo <span class="_ _1c"></span>objął <span class="_ _1a"></span>stanowisko <span class="_ _2"></span>mis<span class="_ _2"></span>trza <span class="_ _1c"></span>zmianowego <span class="_ _1c"></span>w <span class="_ _1c"></span>dziale <span class="_ _1c"></span>kad<span class="_ _2"></span>zi <span class="_ _1c"></span>i <span class="_ _1c"></span>OPP <span class="_ _1c"></span>tej<span class="_ _1c"></span>że <span class="_ _1c"></span>stalowni. </div><div class="t m0 x80 he y6ab ff6 fs4 fc1 sc0 ls0 ws0">Jest <span class="_ _1f"> </span>wieloletnim <span class="_ _1f"> </span>członkiem <span class="_ _1f"> </span>Międzyzakładowego <span class="_ _1f"> </span>Związku<span class="_ _2"></span> <span class="_ _1d"> </span>Za<span class="_ _2"></span>wodowego <span class="_ _1d"> </span>Praco<span class="_ _2"></span>wników <span class="_ _1f"> </span>ArcelorMittal </div><div class="t m0 x80 he y6ac ff6 fs4 fc1 sc0 ls0 ws0">Dąbrowa Górn<span class="_ _2"></span>icza (MZZP <span class="_ _2"></span>AM DG). Przez <span class="_ _2"></span>dwie kad<span class="_ _2"></span>encje był <span class="_ _2"></span>i nadal pozo<span class="_ _2"></span>staje członkiem <span class="_ _2"></span>zarządu Związku. </div><div class="t m0 x80 he y6ad ff6 fs4 fc1 sc0 ls0 ws0">Od września 2022 roku p<span class="_ _2"></span>ełni funkcję przewodniczącego <span class="_ _2"></span><span class="ff1">MZZP <span class="_ _2"></span>AM DG.  </span></div><div class="t m0 x3 he y3a9 ff6 fs4 fc1 sc0 ls0 ws0">Do zadań Komitetu Au<span class="_ _2"></span>dytu w szczególnoś<span class="_ _2"></span>ci należy:<span class="ff1"> </span></div><div class="t m0 x3 h12 y6ae ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">monitorowanie: </span></span></div><div class="t m0 xf h12 y6af ffd fs4 fc1 sc0 ls0 ws0">o<span class="ff3"> <span class="_ _2f"> </span><span class="ff6">procesu<span class="_ _2"></span> sprawozdawczości finan<span class="_ _2"></span>sowej,<span class="ff1"> </span></span></span></div><div class="t m0 xf h12 y389 ffd fs4 fc1 sc0 ls0 ws0">o<span class="ff3"> <span class="_ _2f"> </span><span class="ff6">sku<span class="_ _2"></span>teczności <span class="_ _1f"> </span>systemów <span class="_ _1d"> </span>ko<span class="_ _2"></span>ntroli <span class="_ _1d"> </span>wewnętrzn<span class="_ _2"></span>ej <span class="_ _1d"> </span>i <span class="_ _1f"> </span>sys<span class="_ _2"></span>temów <span class="_ _1d"> </span>zarząd<span class="_ _2"></span>zania <span class="_ _1f"> </span>ryzykiem <span class="_ _1d"> </span>oraz <span class="_ _1f"> </span>aud<span class="_ _2"></span>ytu </span></span></div><div class="t m0 x10 he y6b0 ff6 fs4 fc1 sc0 ls0 ws0">wewnętrznego, w tym w zak<span class="_ _2"></span>resie sprawozdawczości finan<span class="_ _2"></span>sowej,<span class="_ _2"></span><span class="ff1"> </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 x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">53<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 xf h12 y4d ffd fs4 fc1 sc0 ls0 ws0">o<span class="ff3"> <span class="_ _2f"> </span><span class="ff6">wykony<span class="_ _2"></span>wania <span class="_ _9"></span>czyn<span class="_ _2"></span>ności <span class="_ _9"></span>rewizji <span class="_ _9"></span>finan<span class="_ _2"></span>sowej, <span class="_ _9"></span>w <span class="_ _0"></span>szczególności <span class="_ _9"></span>przeprowadzania przez <span class="_ _9"></span>firmę <span class="_ _9"></span>audytors<span class="_ _2"></span>ką </span></span></div><div class="t m0 x10 he y68c ff6 fs4 fc1 sc0 ls0 ws0">badania, <span class="_ _32"> </span>z <span class="_ _2b"> </span>uwzględnieniem <span class="_ _2b"> </span>wszelkich <span class="_ _2b"> </span>wnioskó<span class="_ _2"></span>w <span class="_ _2b"> </span>i <span class="_ _2b"> </span>ustaleń <span class="_ _2b"> </span>Komisji <span class="_ _2b"> </span>Nad<span class="_ _2"></span>zoru <span class="_ _2b"> </span>Audytowego </div><div class="t m0 x10 he y68d ff6 fs4 fc1 sc0 ls0 ws0">wynikających z<span class="_ _2"></span><span class="ff1"> kontroli przeprowadzon<span class="_ _2"></span>ej w firmie audytorskiej<span class="_ _2"></span>. </span></div><div class="t m0 x3 h12 y370 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">kontrolowanie <span class="_ _1a"></span>i <span class="_ _1a"></span>monitorowa<span class="_ _2"></span>nie <span class="_ _1a"></span>niezależności <span class="_ _1a"></span>biegłego <span class="_ _1a"></span>rewidenta <span class="_ _1a"></span>i <span class="_ _1a"></span>firmy <span class="_ _1a"></span>au<span class="_ _2"></span>dytorskiej <span class="_ _1a"></span>w <span class="_ _1a"></span>szczególności<span class="_ _2"></span> </span></span></div><div class="t m0 xf he y6b1 ff1 fs4 fc1 sc0 ls0 ws0">w <span class="ff6">przypadku<span class="_ _2"></span>,  gdy  na  rzecz  STALPROFIL  S.A.  świadczo<span class="_ _2"></span>ne  są  przez  firmę  aud<span class="_ _2"></span>ytorską  inne  usługi,  niż </span></div><div class="t m0 xf he y6b2 ff1 fs4 fc1 sc0 ls0 ws0">badanie, </div><div class="t m0 x3 h12 y98 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">informowanie <span class="_ _28"></span>Rady <span class="_ _26"> </span>Nadzorczej <span class="_ _28"></span>STALPROFIL <span class="_ _28"> </span>S.A. <span class="_ _26"> </span>o <span class="_ _28"></span>wynikach <span class="_ _28"> </span>b<span class="_ _2"></span>adania <span class="_ _28"></span>oraz <span class="_ _28"></span>wyjaśnienie, <span class="_ _28"> </span>w <span class="_ _28"> </span>jaki <span class="_ _28"> </span>sp<span class="_ _2"></span>osób </span></span></div><div class="t m0 xf he y4f5 ff6 fs4 fc1 sc0 ls0 ws0">badanie <span class="_ _2"></span>to <span class="_ _1c"></span>przyczyniło <span class="_ _2"></span>się <span class="_ _2"></span>do <span class="_ _2"></span>rzetelnoś<span class="_ _2"></span>ci <span class="_ _2"></span>sprawozdawczości<span class="_ _2"></span> <span class="_ _2"></span>finansowej <span class="_ _2"></span>w <span class="_ _2"></span>ST<span class="_ _2"></span>ALPROFIL <span class="_ _2"></span>S.A., <span class="_ _2"></span>a <span class="_ _1c"></span>także <span class="_ _2"></span>jaka </div><div class="t m0 xf he y6b3 ff6 fs4 fc1 sc0 ls0 ws0">była rola Komitetu Au<span class="_ _2"></span>dytu w procesie badan<span class="_ _2"></span>ia,<span class="ff1"> </span></div><div class="t m0 x3 h12 y6b4 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">dokonywanie <span class="_ _2"></span>oceny <span class="_ _2"></span>niezależności <span class="_ _2"></span>biegłego <span class="_ _2"></span>rewidenta <span class="_ _2"></span>oraz <span class="_ _2"></span>wyrażanie <span class="_ _2"></span>zgody <span class="_ _2"></span>na <span class="_ _2"></span>świadczenie <span class="_ _2"></span>przez <span class="_ _2"></span>niego </span></span></div><div class="t m0 xf he y6b5 ff6 fs4 fc1 sc0 ls0 ws0">dozwolonych u<span class="_ _2"></span>sług nie będących bad<span class="_ _2"></span>aniem w STALPROFIL S.A.,<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 h12 y6b6 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">opracowanie polityki wyb<span class="_ _2"></span>oru firmy audytors<span class="_ _2"></span>kiej do przeprowadzenia bad<span class="_ _2"></span>ania,<span class="_ _2"></span> </span></span></div><div class="t m0 x3 h12 y9c ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">określanie procedury wy<span class="_ _2"></span>boru firmy audyto<span class="_ _2"></span>rskiej przez STALPROFIL S.A.,<span class="_ _1c"></span><span class="ff1"> </span></span></span></div><div class="t m0 x3 h12 y519 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">przedstawienie <span class="_ _1d"> </span>Radzie <span class="_ _a"> </span>Nadzo<span class="_ _2"></span>rczej <span class="_ _a"> </span>rekomend<span class="_ _2"></span>acji <span class="_ _a"> </span>doty<span class="_ _2"></span>czącej <span class="_ _a"> </span>powołan<span class="_ _2"></span>ia <span class="_ _a"> </span>firmy <span class="_ _1d"> </span>audytorskiej <span class="_ _1d"> </span>zgodnie </span></span></div><div class="t m0 xf he y672 ff1 fs4 fc1 sc0 ls0 ws0">z zapisami zat<span class="_ _2"></span>wierdzonej przez STALPROFIL S.A. polity<span class="_ _2"></span>ki wyboru firmy a<span class="_ _2"></span>udytorskiej,<span class="_ _2"></span> </div><div class="t m0 x3 h12 y5b3 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">opracowanie <span class="_ _28"></span>polityki <span class="_ _28"></span>świadczenia <span class="_ _28"> </span>przez <span class="_ _28"></span>firmę<span class="_ _2"></span> <span class="_ _1a"></span>aud<span class="_ _2"></span>ytorską <span class="_ _1a"></span>p<span class="_ _2"></span>rzeprowadzającą <span class="_ _28"></span>badan<span class="_ _2"></span>ie, <span class="_ _1a"></span>przez <span class="_ _28"></span>podmioty </span></span></div><div class="t m0 xf he y6b7 ff6 fs4 fc1 sc0 ls0 ws0">powiązane <span class="_ _2"></span>z <span class="_ _2"></span>tą <span class="_ _2"></span>firmą aud<span class="_ _2"></span>ytorską <span class="_ _2"></span>oraz <span class="_ _2"></span>przez <span class="_ _2"></span>członka <span class="_ _2"></span>sieci au<span class="_ _2"></span>dytorskiej, <span class="_ _2"></span>dozwolonych <span class="_ _2"></span>usług <span class="_ _2"></span>nie <span class="_ _2"></span>będących </div><div class="t m0 xf he y6b8 ff1 fs4 fc1 sc0 ls0 ws0">badaniem, </div><div class="t m0 x3 h12 y6b9 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">przedkładan<span class="_ _2"></span>ie zaleceń mający<span class="_ _2"></span>ch na <span class="_ _2"></span>celu za<span class="_ _2"></span>pewnienie rz<span class="_ _2"></span>etelności p<span class="_ _2"></span>rocesu sp<span class="_ _2"></span>rawozdawczości finan<span class="_ _2"></span>sowej </span></span></div><div class="t m0 xf he y6ba ff1 fs4 fc1 sc0 ls0 ws0">w STALPROFIL S.A.,<span class="_ _2"></span> </div><div class="t m0 x3 h12 y6bb ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff1">omawianie <span class="_ _1c"></span>z <span class="_ _1c"></span><span class="ff6">kierownictw<span class="_ _2"></span>em <span class="_ _1c"></span>STALPROFIL <span class="_ _1c"></span>S.A. <span class="_ _1c"></span>s<span class="_ _2"></span>trategii <span class="_ _1c"></span>i <span class="_ _1c"></span>programów <span class="_ _1c"></span>o<span class="_ _2"></span>ceny <span class="_ _1c"></span>zagrożeń <span class="_ _1a"></span>oraz <span class="_ _2"></span>za<span class="_ _2"></span>bezpieczeń </span></span></span></div><div class="t m0 xf he y6bc ff6 fs4 fc1 sc0 ls0 ws0">przed powstan<span class="_ _2"></span>iem takowych zagrożeń,<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 h12 y6bd ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">informowanie  Rady <span class="_ _29"> </span>Nadzorczej  o <span class="_ _26"> </span>ws<span class="_ _2"></span>zelkich  znaczących <span class="_ _29"> </span>kwestiach  wynikłych <span class="_ _29"> </span>podczas<span class="_ _2"></span> <span class="_ _29"> </span>prac  komitetu </span></span></div><div class="t m0 xf he y6be ff1 fs4 fc1 sc0 ls0 ws0">Audytu, </div><div class="t m0 x3 h12 y6bf ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">składan<span class="_ _2"></span>ie na rzecz Rady Nadzorczej rocznego sp<span class="_ _2"></span>rawozdania z dzia<span class="_ _2"></span>łalności Komitetu Audytu,<span class="_ _1c"></span><span class="ff1"> </span></span></span></div><div class="t m0 x3 h12 y6c0 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">opracowanie  coroczny<span class="_ _2"></span>ch  harmonogramó<span class="_ _2"></span>w  działań,<span class="_ _2"></span>  określających  po<span class="_ _2"></span>dstawowe  zadania <span class="_ _21"> </span>do  realizacji </span></span></div><div class="t m0 xf he y6c1 ff1 fs4 fc1 sc0 ls0 ws0">przez <span class="_ _1d"> </span>Komitet <span class="_ _1d"> </span>Audytu<span class="_ _2"></span> <span class="_ _1d"> </span>w <span class="_ _1d"> </span>dany<span class="_ _2"></span>m <span class="_ _1d"> </span>roku <span class="_ _1d"> </span>obrotowym <span class="_ _1d"> </span>i <span class="_ _1d"> </span>p<span class="_ _2"></span>rzekazywanie <span class="_ _1d"> </span>ich <span class="_ _1d"> </span>do <span class="_ _1f"> </span>zatwierdzenia <span class="_ _1d"> </span>Radzie </div><div class="t m0 xf he y2cf ff1 fs4 fc1 sc0 ls0 ws0">Nadzorczej. </div><div class="t m0 x3 he y205 ff1 fs4 fc1 sc0 ls0 ws0">W trakcie roku obro<span class="_ _2"></span>towego 2024 <span class="ff6">od<span class="_ _2"></span>były się </span>czt<span class="_ _2"></span>ery posiedzenia Komitetu Audytu<span class="_ _2"></span>.  </div><div class="t m0 xf h11 y3f6 ff2 fs5 fc1 sc0 lsb ws0">12.<span class="ff7 ls0"> <span class="_ _d"></span><span class="ff5">Główne założenia „<span class="_ _2"></span>Polityki wyboru firmy audytorskiej w STALPROFIL S.A.” wraz z </span></span></div><div class="t m0 x10 h13 y6c2 ff5 fs5 fc1 sc0 ls0 ws0">informacją <span class="_ _2a"> </span>na <span class="_ _29"> </span>temat <span class="_ _2a"> </span>wypełniania <span class="_ _2a"> </span>obowiązującej <span class="_ _2a"> </span>w <span class="_ _29"> </span>Spółce <span class="_ _2a"> </span>„Procedury <span class="_ _2a"> </span>wyboru </div><div class="t m0 x10 h13 y6c3 ff5 fs5 fc1 sc0 ls0 ws0">firmy audytorskiej”.<span class="ff2"> </span></div><div class="t m0 x3 he y6c4 ff6 fs4 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _2"></span>ze Sta<span class="_ _2"></span>tutem Sp<span class="_ _2"></span>ółki, wyboru<span class="_ _2"></span> firmy <span class="_ _2"></span>audy<span class="_ _2"></span>torskiej do <span class="_ _2"></span>badania <span class="_ _2"></span>sprawozd<span class="_ _2"></span>ań finans<span class="_ _2"></span>owych doko<span class="_ _2"></span>nuje <span class="_ _2"></span>Rada </div><div class="t m0 x3 he y5f9 ff6 fs4 fc1 sc0 ls0 ws0">Nadzorcza. <span class="_ _1a"></span>Wyboru <span class="_ _1c"></span>tego <span class="_ _1a"></span>Rada <span class="_ _1c"></span>doko<span class="_ _2"></span>nuje <span class="_ _1c"></span>na <span class="_ _1a"></span>podstawie <span class="_ _1c"></span>rekomendacji <span class="_ _1a"></span>Komitetu <span class="_ _1c"></span>Audy<span class="_ _2"></span>tu, <span class="_ _1c"></span>zgodnie <span class="_ _1a"></span>z <span class="_ _1c"></span>„Polityką </div><div class="t m0 x3 he y5fa ff6 fs4 fc1 sc0 ls0 ws0">wyboru <span class="_ _1c"></span>firmy <span class="_ _1c"></span>aud<span class="_ _2"></span>ytorskiej <span class="_ _1c"></span>w <span class="_ _1c"></span>STALPROFIL <span class="_ _1c"></span>S.A.”<span class="_ _2"></span>. <span class="_ _1c"></span>Komitet <span class="_ _1a"></span>Audytu <span class="_ _1a"></span>składa <span class="_ _1c"></span>rekomendację <span class="_ _1c"></span>dla <span class="_ _1c"></span>Rady <span class="_ _1a"></span>Nadzorczej, </div><div class="t m0 x3 he y566 ff6 fs4 fc1 sc0 ls0 ws0">po <span class="_ _28"> </span>p<span class="_ _2"></span>rzeprowadzeniu <span class="_ _26"> </span>postępowania <span class="_ _26"> </span>ofertowego <span class="_ _28"> </span>na <span class="_ _26"> </span>bad<span class="_ _2"></span>anie <span class="_ _28"></span>sp<span class="_ _2"></span>rawozdań <span class="_ _28"> </span>finan<span class="_ _2"></span>sowych, <span class="_ _28"></span>przepro<span class="_ _2"></span>wadzonego </div><div class="t m0 x3 he y5fb ff6 fs4 fc1 sc0 ls0 ws0">zgodnie <span class="_ _1a"></span>z <span class="_ _1c"></span>„<span class="_ _2"></span>Procedurą <span class="_ _1a"></span>wyboru <span class="_ _1c"></span>firmy <span class="_ _1a"></span>audytorskiej <span class="_ _1a"></span>w <span class="_ _1c"></span>STALPR<span class="_ _2"></span>OFIL <span class="_ _1a"></span>S.A.”, <span class="_ _1c"></span>przy<span class="_ _2"></span>gotowaną <span class="_ _1a"></span>przez <span class="_ _1c"></span>Komitet <span class="_ _1a"></span>Audytu </div><div class="t m0 x3 he y5fc ff1 fs4 fc1 sc0 ls0 ws0">i zatwierdzo<span class="ff6">ną <span class="_ _1c"></span>przez <span class="_ _1c"></span>Radę <span class="_ _1c"></span>Nadzorczą. <span class="_ _1c"></span>W <span class="_ _1c"></span>przypadku<span class="_ _2"></span>, <span class="_ _2"></span>gdy <span class="_ _1c"></span>wybór <span class="_ _2"></span>firmy <span class="_ _1c"></span>audytorskiej <span class="_ _1c"></span>nie <span class="_ _1c"></span>dotyczy <span class="_ _2"></span>p<span class="_ _2"></span>rzedłużenia </span></div><div class="t m0 x3 he y6c5 ff6 fs4 fc1 sc0 ls0 ws0">umowy o badan<span class="_ _2"></span>ie, wówczas rekome<span class="_ _0"></span>ndacja Komitetu<span class="_ _2"></span> Audytu dla Rady Nadzorczej zawiera p<span class="_ _2"></span>rzynajmniej dwie </div><div class="t m0 x3 he y6c6 ff6 fs4 fc1 sc0 ls0 ws0">proponowane  f<span class="_ _0"></span>irmy, <span class="_ _29"> </span>najlepsze <span class="_ _29"> </span>spoś<span class="_ _2"></span>ród <span class="_ _29"> </span>tych, <span class="_ _29"> </span>które <span class="_ _29"> </span>złożyły <span class="_ _29"> </span>oferty,<span class="_ _2"></span><span class="ff1"> <span class="_ _29"> </span>wraz <span class="_ _29"> </span>z <span class="_ _29"> </span>uzasad<span class="_ _2"></span>nieniem <span class="_ _26"> </span>oraz  wskazanie </span></div><div class="t m0 x3 he y1f5 ff6 fs4 fc1 sc0 ls0 ws0">preferencji  Komitetu  Audytu  wobec  jednej  z  nich.  Rekomendacj<span class="_ _2"></span>a,  Komitetu  Audytu  powinna  zawierać:<span class="_ _2"></span> </div><div class="t m0 x3 he y31f ff1 fs4 fc1 sc0 ls0 ws0">(a) <span class="ff6">zapewnienie, <span class="_ _28"></span>że <span class="_ _28"></span>jest <span class="_ _28"></span>ona <span class="_ _28"></span>wolna <span class="_ _1a"></span>o<span class="_ _2"></span>d <span class="_ _1a"></span>wpły<span class="_ _2"></span>wów <span class="_ _1a"></span>osób<span class="_ _2"></span> <span class="_ _1a"></span>trzecich <span class="_ _28"></span>oraz <span class="_ _28"></span>(b) <span class="_ _28"></span>stwierdzenie, <span class="_ _28"></span>czy <span class="_ _28"></span>STALPROFIL <span class="_ _28"> </span>S.A.<span class="_ _2"></span> </span></div><div class="t m0 x3 he y320 ff6 fs4 fc1 sc0 ls0 ws0">zawierał umowy zawi<span class="_ _2"></span>erające klauzule, o k<span class="_ _2"></span>tórych mowa w art. 66 us<span class="_ _2"></span>t. 5 a ustawy o<span class="_ _2"></span><span class="ff1"> </span>rachunkowości.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y112 ff6 fs4 fc1 sc0 ls0 ws0">Jeżeli <span class="_ _1c"></span>decyzja <span class="_ _1c"></span>Rady<span class="_ _2"></span> <span class="_ _2"></span>N<span class="_ _2"></span>adzorczej <span class="_ _1c"></span>STALPROFIL <span class="_ _1c"></span>S.A. <span class="_ _1a"></span>odbiega <span class="_ _1c"></span>od <span class="_ _1c"></span>rekomendacji <span class="_ _1a"></span>Komitetu <span class="_ _1c"></span>Audytu<span class="_ _2"></span>, <span class="_ _1c"></span>wówczas <span class="_ _1c"></span>Rada </div><div class="t m0 x3 he y6c7 ff6 fs4 fc1 sc0 ls0 ws0">Nadzorcza <span class="_ _1a"></span>zobowiązana <span class="_ _1a"></span>jest <span class="_ _1a"></span>pisemnie <span class="_ _1c"></span>u<span class="_ _2"></span>zasadnić <span class="_ _1a"></span>przyczyny <span class="_ _1a"></span>niezastosowania <span class="_ _1a"></span>się <span class="_ _1a"></span>do <span class="_ _1a"></span>rekomendacji <span class="_ _1c"></span>Ko<span class="_ _2"></span>mitetu </div><div class="t m0 x3 he y13e ff6 fs4 fc1 sc0 ls0 ws0">Audytu i przeka<span class="_ _2"></span>zać uzasadnienie podjętej decyzji Waln<span class="_ _2"></span>e<span class="ff1">mu <span class="_ _2"></span>Zgromadzeniu STALPROFIL <span class="_ _2"></span>S.A.<span class="_ _2"></span> </span></div><div class="t m0 x3 he y323 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y6c8 ff6 fs4 fc1 sc0 ls0 ws0">Komitet Au<span class="_ _2"></span>dytu <span class="_ _2"></span>zgodnie <span class="_ _2"></span>z przyjętą <span class="_ _2"></span>w <span class="_ _2"></span>STALPROFIL <span class="_ _2"></span>S.A. <span class="_ _2"></span>„Polityką <span class="_ _2"></span>wyboru <span class="_ _2"></span>firmy au<span class="_ _2"></span>dytorskiej” oraz <span class="_ _2"></span>„Pro<span class="_ _2"></span>cedurą </div><div class="t m0 x3 he y6c9 ff6 fs4 fc1 sc0 ls0 ws0">wyboru <span class="_ _21"> </span>firmy  audy<span class="_ _2"></span>torskiej”  w <span class="_ _21"> </span>roku <span class="_ _21"> </span>obrotowym  20<span class="_ _2"></span><span class="ff1">24 <span class="_ _21"> </span></span>przeprowadził <span class="_ _21"> </span>proces  wyb<span class="_ _2"></span>oru  firmy <span class="_ _21"> </span>audytorskiej </div><div class="t m0 x3 he y68b ff1 fs4 fc1 sc0 ls0 ws0">uprawnionej do:<span class="_ _2"></span> </div></div></div><div class="pi" ></div></div><div id="pf36" class="pf w0 h0" ><div class="pc pc36 w0 h0"><img class="bi x8 y13 w5 h8" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">54<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 xf h12 y3c7 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">badania <span class="_ _1d"> </span>rocznych <span class="_ _a"> </span>jednostkowych <span class="_ _a"> </span>i <span class="_ _a"> </span>sko<span class="_ _2"></span>nsolidowanych <span class="_ _a"> </span>sprawozdań <span class="_ _a"> </span>finan<span class="_ _2"></span>sowych <span class="_ _a"> </span>Spółki <span class="_ _a"> </span>za <span class="_ _1d"> </span>lata </span></span></div><div class="t m0 x10 he y668 ff1 fs4 fc1 sc0 ls0 ws0">obrotowe 2024-202<span class="_ _2"></span>6, </div><div class="t m0 xf h12 y669 ff8 fs4 fc1 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _22"> </span><span class="ff6">przeglądu półrocznych<span class="_ _2"></span> jednostkowych i skonsolidowanych sprawozdań finanso<span class="_ _2"></span>wych Spółki w<span class="ff1"> latach<span class="_ _2"></span> </span></span></span></div><div class="t m0 x10 he y6ca ff1 fs4 fc1 sc0 ls4 ws0">20<span class="ls0">24-</span>202<span class="ls0">6. </span></div><div class="t m0 x3 he y6cb ff6 fs4 fc1 sc0 ls0 ws0">Na <span class="_ _2b"> </span>podstawie <span class="_ _2b"> </span>dokonan<span class="_ _2"></span>ego <span class="_ _12"> </span>porównan<span class="_ _2"></span>ia <span class="_ _12"> </span>i <span class="_ _2b"> </span>oceny <span class="_ _2b"> </span>złożo<span class="_ _2"></span>nych <span class="_ _2b"> </span>ofert, <span class="_ _12"> </span>Komit<span class="_ _2"></span>et <span class="_ _12"> </span>Aud<span class="_ _2"></span>ytu <span class="_ _2b"> </span>wyłonił <span class="_ _2b"> </span>dwie </div><div class="t m0 x3 he y6cc ff6 fs4 fc1 sc0 ls0 ws0">najkorzys<span class="_ _2"></span>tniejsze <span class="_ _2d"> </span>oferty, <span class="_ _c"> </span>które <span class="_ _2d"> </span>u<span class="_ _2"></span>zyskały <span class="_ _c"> </span>największą <span class="_ _c"> </span>ilość <span class="_ _2d"> </span>pu<span class="_ _2"></span>nktów. <span class="_ _2d"> </span>Komitet <span class="_ _c"> </span>Audy<span class="_ _2"></span>tu <span class="_ _2d"> </span>p<span class="_ _2"></span>ostanowił </div><div class="t m0 x3 he y148 ff6 fs4 fc1 sc0 ls0 ws0">zarekomendować <span class="_ _1c"></span>Rad<span class="_ _2"></span>zie <span class="_ _1c"></span>N<span class="_ _2"></span>adzorczej <span class="_ _1c"></span>wyb<span class="_ _2"></span>ór <span class="_ _1c"></span>firmy <span class="_ _1a"></span><span class="ff1">UHY <span class="_ _1c"></span>ECA<span class="_ _2"></span> <span class="_ _1c"></span>Audyt <span class="_ _1a"></span>Sp. <span class="_ _1c"></span>z <span class="_ _1a"></span>o.o.</span>, <span class="_ _1c"></span>jako <span class="_ _1a"></span>firmy, <span class="_ _2"></span>kt<span class="_ _2"></span>óra <span class="_ _1c"></span>w <span class="_ _1a"></span>dokonanej </div><div class="t m0 x3 he y149 ff6 fs4 fc1 sc0 ls0 ws0">ocenie ofert uzyska<span class="_ _2"></span>ła największą ilość pu<span class="_ _2"></span>nktów.<span class="ff1"> </span></div><div class="t m0 x3 he y6cd ff6 fs4 fc1 sc0 ls0 ws0">Rekomendacja Komitetu Audytu <span class="_ _0"></span>dotycząca wyboru firm<span class="_ _0"></span>y audytorskiej do <span class="_ _9"></span>p<span class="_ _2"></span>rzeprowadzenia badania spełniała </div><div class="t m0 x3 he y14b ff6 fs4 fc1 sc0 ls0 ws0">obowiązujące <span class="_ _21"> </span>warunki <span class="_ _21"> </span>i <span class="_ _21"> </span>została <span class="_ _21"> </span>sporządzona <span class="_ _21"> </span>w <span class="_ _21"> </span>następstwie<span class="_ _0"></span> <span class="_ _21"> </span>zorganizowanej <span class="_ _21"> </span>przez <span class="_ _21"> </span>emitenta <span class="_ _21"> </span>procedury </div><div class="t m0 x3 he y14c ff6 fs4 fc1 sc0 ls0 ws0">wyboru spełn<span class="_ _2"></span>iającej obowiązujące kryteria.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y6ce ff1 fs4 fc1 sc0 ls0 ws0">Rada N<span class="_ _2"></span>adzorcza w d<span class="_ _2"></span>niu 7 <span class="_ _2"></span>marca <span class="ls4">20</span>24 <span class="ff6">r. <span class="_ _2"></span>podjęła sto<span class="_ _2"></span>sowną uchwałę o <span class="_ _2"></span>wyborze firmy <span class="_ _2"></span>audytorskiej <span class="_ _2"></span>do badania </span></div><div class="t m0 x3 he y6cf ff6 fs4 fc1 sc0 ls0 ws0">rocznych <span class="_ _1a"></span>jednos<span class="_ _2"></span>tkowych <span class="_ _1a"></span>i <span class="_ _1a"></span>skonsolido<span class="_ _2"></span>wanych <span class="_ _1a"></span>sprawozdań<span class="_ _2"></span> <span class="_ _1c"></span>finan<span class="_ _2"></span>sowych <span class="_ _1a"></span>Spółki <span class="_ _1a"></span>za <span class="_ _1a"></span>lata <span class="_ _1a"></span>o<span class="_ _2"></span>brotowe <span class="_ _1a"></span>20<span class="_ _1c"></span><span class="ff1">24-<span class="ls4">202</span>6<span class="_ _2"></span> </span></div><div class="t m0 x3 he y14f ff6 fs4 fc1 sc0 ls0 ws0">zgodnie z rekomendacją wyd<span class="_ _2"></span>aną przez Komitet Au<span class="_ _2"></span>dytu.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y150 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y6d0 ff6 fs4 fc1 sc0 ls0 ws0">Teksty  „Polityki  w<span class="_ _0"></span>yboru  firmy  audytorskiej  w<span class="_ _0"></span>  STALPROFIL  S.A.” <span class="_ _29"> </span>i  „Procedury  wyboru <span class="_ _29"> </span>firmy  audytorskiej </div><div class="t m0 x3 he y6d1 ff1 fs4 fc1 sc0 ls0 ws0">w <span class="ff6">STALPROFIL S.A.” p<span class="_ _2"></span>ublicznie dos<span class="_ _2"></span>tępne są na stron<span class="_ _2"></span>ie internetowej Spółki pod adresem:<span class="_ _2"></span></span> </div><div class="t m0 x3 he y6d2 ff1 fs4 fc1 sc0 ls0 ws0">www.stalprofil.com.pl/b<span class="_ _2"></span>iegly-rewident<span class="_ _2"></span> </div><div class="t m0 xf h11 y6d3 ff2 fs5 fc1 sc0 lsb ws0">13.<span class="ff7 ls0"> <span class="_ _d"></span><span class="ff5">Główne <span class="_ _2d"> </span>założenia <span class="_ _e"> </span>„Polityki <span class="_ _2d"> </span>Świadczenia <span class="_ _e"> </span>Dodatkowych <span class="_ _2d"> </span>Usług <span class="_ _e"> </span>przez <span class="_ _e"> </span>Fi<span class="_ _2"></span>rmę </span></span></div><div class="t m0 x10 h13 y309 ff5 fs5 fc1 sc0 ls0 ws0">Audytorską <span class="_ _26"></span>na <span class="_ _29"> </span>rzecz <span class="_ _26"></span>„STA<span class="_ _2"></span>LPROFIL <span class="_ _26"></span>S.A.” <span class="_ _26"></span>wraz <span class="_ _29"> </span>z <span class="_ _26"></span>inf<span class="_ _2"></span>ormacją <span class="_ _26"></span>o <span class="_ _26"></span>świadczeniu <span class="_ _29"> </span>przez </div><div class="t m0 x10 h13 y121 ff5 fs5 fc1 sc0 ls0 ws0">firmę <span class="_ _29"> </span>audytorską <span class="_ _26"></span>b<span class="_ _2"></span>adającą <span class="_ _26"></span>sprawozdanie <span class="_ _29"> </span>finansowe <span class="_ _26"></span>Spółki <span class="_ _2a"> </span>dozwolonych <span class="_ _26"></span>usług </div><div class="t m0 x10 h13 y1e9 ff5 fs5 fc1 sc0 ls0 ws0">niebędących badaniem.<span class="ff2"> </span></div><div class="t m0 x3 he y411 ff6 fs4 fc1 sc0 ls0 ws0">Opracowana przez Komitet Au<span class="_ _2"></span>dytu i obowiązująca w Spółce „Polityka Świadczenia Dodatko<span class="_ _2"></span>wych Usług przez </div><div class="t m0 x3 he y6d4 ff6 fs4 fc1 sc0 ls0 ws0">Firmę <span class="_ _21"> </span>Audytorską <span class="_ _21"> </span>n<span class="_ _2"></span>a <span class="_ _21"> </span>rzecz <span class="_ _21"> </span>ST<span class="_ _0"></span>ALPROFIL <span class="_ _21"> </span>S.A.” <span class="_ _21"> </span>okr<span class="_ _2"></span>eśla <span class="_ _21"> </span>zasady <span class="_ _21"> </span>realizacji <span class="_ _21"> </span>us<span class="_ _2"></span>ług <span class="_ _21"> </span>dodatkowych <span class="_ _21"> </span>przez <span class="_ _21"> </span>firmę </div><div class="t m0 x3 he y6d5 ff6 fs4 fc1 sc0 ls0 ws0">audytorską <span class="_ _1f"> </span>przep<span class="_ _2"></span>rowadzającą <span class="_ _1f"> </span>badanie <span class="_ _1f"> </span>sprawozdan<span class="_ _2"></span>ia <span class="_ _1f"> </span>finans<span class="_ _2"></span>owego <span class="_ _1f"> </span>STALPROFIL <span class="_ _1f"> </span>S.A. <span class="_ _1f"> </span>za<span class="_ _2"></span> <span class="_ _1f"> </span>określony <span class="_ _1f"> </span>rok </div><div class="t m0 x3 he y6d6 ff6 fs4 fc1 sc0 ls0 ws0">obrotowy.  Zawarte <span class="_ _26"> </span>w  niej <span class="_ _29"> </span>regulacje <span class="_ _29"> </span>dotyczą  świadczenia <span class="_ _29"> </span>usług  re<span class="_ _0"></span>wizji <span class="_ _29"> </span>finansowej  oraz <span class="_ _29"> </span>innych <span class="_ _29"> </span>usług  nie<span class="_ _0"></span> </div><div class="t m0 x3 he y6d7 ff6 fs4 fc1 sc0 ls0 ws0">będących <span class="_ _21"> </span>czynn<span class="_ _2"></span>ościami <span class="_ _21"> </span>rewizji <span class="_ _21"> </span>finansowej <span class="_ _21"> </span>p<span class="_ _2"></span>rzez <span class="_ _21"> </span>firmę <span class="_ _21"> </span>audy<span class="_ _2"></span>torską <span class="_ _21"> </span>przeprowadzającą <span class="_ _a"> </span>badanie <span class="_ _21"> </span>na <span class="_ _21"> </span>rzecz </div><div class="t m0 x3 he y6d8 ff1 fs4 fc1 sc0 ls0 ws0">STALPROFIL <span class="_ _28"></span>S.A. <span class="_ _28"></span>o<span class="ff6">raz <span class="_ _28"></span>jednostek <span class="_ _28"> </span>przez <span class="_ _28"></span>nią <span class="_ _28"></span>kontro<span class="_ _2"></span>lowanych. <span class="_ _28"></span>We <span class="_ _1a"></span>wsp<span class="_ _2"></span>omnianej <span class="_ _1a"></span>Po<span class="_ _2"></span>lityce <span class="_ _28"></span>ustalono <span class="_ _28"></span>listę <span class="_ _28"></span>usług </span></div><div class="t m0 x3 he y6d9 ff6 fs4 fc1 sc0 ls0 ws0">zabroniony<span class="_ _2"></span>ch <span class="_ _1b"> </span>zarówno <span class="_ _1b"> </span>mających <span class="_ _20"> </span>char<span class="_ _2"></span>akter <span class="_ _1b"> </span>czynności <span class="_ _1b"> </span>rewizji <span class="_ _20"> </span>finan<span class="_ _2"></span>sowej <span class="_ _1b"> </span>oraz <span class="_ _1b"> </span>pozostałych, <span class="_ _1b"> </span>których </div><div class="t m0 x3 he y6da ff6 fs4 fc1 sc0 ls0 ws0">świadczenie <span class="_ _1a"></span>jest <span class="_ _1a"></span>niemożliwe <span class="_ _1a"></span>przez <span class="_ _1a"></span>firmę <span class="_ _1c"></span>audy<span class="_ _2"></span>torską <span class="_ _1a"></span>przeprowadzającą <span class="_ _1a"></span>badanie,<span class="_ _2"></span><span class="ff1"> <span class="_ _1a"></span></span>podmioty <span class="_ _1a"></span>powiązane <span class="_ _1a"></span>oraz </div><div class="t m0 x3 he y6db ff6 fs4 fc1 sc0 ls0 ws0">członków sieci do k<span class="_ _2"></span>tórej należy firma audyto<span class="_ _2"></span>rska.<span class="ff1"> </span></div><div class="t m0 x3 he y6dc ff6 fs4 fc1 sc0 ls0 ws0">Każdorazowe <span class="_ _2"></span>świadczenie <span class="_ _2"></span>do<span class="_ _2"></span>datkowych <span class="_ _2"></span>usług <span class="_ _2"></span>przez <span class="_ _2"></span>firmę <span class="_ _2"></span>au<span class="_ _2"></span>dytorską <span class="_ _2"></span>oraz <span class="_ _2"></span>podmioty <span class="_ _2"></span>i <span class="_ _2"></span>inne <span class="_ _2"></span>osoby <span class="_ _2"></span>wskazan<span class="_ _2"></span>e </div><div class="t m0 x3 he y6dd ff6 fs4 fc1 sc0 ls0 ws0">powyżej <span class="_ _1a"></span>wymaga <span class="_ _1c"></span>u<span class="_ _2"></span>zyskania <span class="_ _1a"></span>pisemnej <span class="_ _1c"></span>zgody <span class="_ _1a"></span>udzielonej <span class="_ _1a"></span>przez <span class="_ _1c"></span>Komitet <span class="_ _1a"></span>Audytu <span class="_ _1a"></span>Rady <span class="_ _1a"></span>Nadzorczej <span class="_ _1a"></span>STALPROFIL </div><div class="t m0 x3 he y6de ff1 fs4 fc1 sc0 ls0 ws0">S.A. </div><div class="t m0 x3 he y6df ff6 fs4 fc1 sc0 ls0 ws0">Zgodnie z obowiązującą w Spółce <span class="_ _0"></span>„Polityką Świadczenia Dodatkowych Usług przez Firm<span class="_ _0"></span>ę Audytorską na rzecz </div><div class="t m0 x3 he y6e0 ff6 fs4 fc1 sc0 ls0 ws0">„STALPROFIL” <span class="_ _0"></span>S.A.” <span class="_ _9"></span>Komitet <span class="_ _0"></span>Audytu <span class="_ _0"></span>przed <span class="_ _9"></span>podjęciem <span class="_ _9"></span>decyzj<span class="_ _2"></span>i <span class="_ _9"></span>w <span class="_ _0"></span>zakresie <span class="_ _9"></span>wyrażenia zgody <span class="_ _9"></span>na <span class="_ _0"></span>świadczenie <span class="_ _9"></span>u<span class="_ _2"></span>sług </div><div class="t m0 x3 he y6c4 ff6 fs4 fc1 sc0 ls0 ws0">dodatkowych <span class="_ _28"></span>jest <span class="_ _28"></span>zobowiązan<span class="_ _2"></span>y <span class="_ _1a"></span>d<span class="_ _2"></span>o <span class="_ _1a"></span>do<span class="_ _2"></span>konania <span class="_ _28"></span>oceny <span class="_ _28"></span>występujących <span class="_ _28"></span>zagroż<span class="_ _2"></span>eń <span class="_ _1a"></span>i<span class="_ _1c"></span><span class="ff1"> </span>zabezpi<span class="_ _2"></span>eczeń <span class="_ _1a"></span>ni<span class="_ _2"></span>ezależności </div><div class="t m0 x3 he y5f9 ff6 fs4 fc1 sc0 ls0 ws0">zarówno  firmy <span class="_ _21"> </span>audytorskiej,  podmiotów  z  nią <span class="_ _21"> </span>powiązanych,  człon<span class="_ _2"></span>ków  sieci  w  której<span class="_ _2"></span>  funkcjonuje  fir<span class="_ _2"></span>ma </div><div class="t m0 x3 he y5fa ff6 fs4 fc1 sc0 ls0 ws0">audytorska ora<span class="_ _2"></span>z kluczowego biegłego rewidenta.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y566 ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _2"></span>dniu <span class="_ _2"></span>30  <span class="_ _2"></span>kwietnia <span class="_ _2"></span>2024 ro<span class="_ _2"></span>ku, <span class="_ _2"></span>po <span class="_ _2"></span>akceptacji <span class="_ _2"></span>oferty <span class="_ _2"></span>przez Komitet <span class="_ _2"></span>Audytu<span class="_ _2"></span>, <span class="_ _2"></span><span class="ff6">Spółka <span class="_ _2"></span>zawarła <span class="_ _2"></span>z UHY <span class="_ _2"></span>ECA <span class="_ _2"></span>Audyt</span> </div><div class="t m0 x3 he y5fb ff6 fs4 fc1 sc0 ls0 ws0">Sp. <span class="_ _1a"></span>z <span class="_ _28"></span>o.o. <span class="_ _1a"></span>umo<span class="_ _2"></span>wę <span class="_ _1a"></span>na <span class="_ _28"></span>wykonanie <span class="_ _1a"></span>us<span class="_ _2"></span>ługi <span class="_ _1a"></span>atestacyjn<span class="_ _2"></span>ej <span class="_ _1a"></span>polegającej <span class="_ _28"></span>na <span class="_ _1a"></span>oceni<span class="_ _2"></span>e <span class="_ _1a"></span>sprawozdań<span class="_ _2"></span> <span class="_ _1a"></span>Rady <span class="_ _1a"></span>N<span class="_ _2"></span>adzorczej <span class="_ _1a"></span>o<span class="_ _2"></span> </div><div class="t m0 x3 h12 y5fc ff1 fs4 fc1 sc0 ls0 ws0">wynagrodzeniach za <span class="_ _2"></span>lata obrotowe 2024 <span class="_ _2"></span>- 2026.<span class="ff3"> </span></div><div class="t m0 x3 he y6c5 ff6 fs4 fc1 sc0 ls0 ws0">Także <span class="_ _0"></span>umowa <span class="_ _9"></span>n<span class="_ _2"></span>a <span class="_ _0"></span>badanie <span class="_ _9"></span>s<span class="_ _2"></span>prawozdania <span class="_ _0"></span>zrównoważonego rozwoju<span class="ff1"> </span>G<span class="_ _0"></span>rupy Kapitałowe<span class="_ _0"></span>j <span class="_ _0"></span>STALPROFIL <span class="_ _0"></span>S.A.<span class="ff1"> <span class="_ _0"></span>za <span class="_ _0"></span>lata </span></div><div class="t m0 x3 he y6c6 ff1 fs4 fc1 sc0 ls4 ws0">2024<span class="ls0">-</span>2026 <span class="_ _1a"></span><span class="ff6 ls0">z <span class="_ _1a"></span>firmą <span class="_ _1c"></span>au<span class="_ _2"></span>dytorską <span class="_ _1a"></span>UHY <span class="_ _1a"></span>ECA <span class="_ _1c"></span>Audyt <span class="_ _1a"></span>Sp. <span class="_ _1a"></span>z <span class="_ _1a"></span>o.o. <span class="_ _1a"></span>zosta<span class="_ _2"></span>ła <span class="_ _1a"></span>przez <span class="_ _1c"></span>Spó<span class="_ _2"></span>łkę <span class="_ _1a"></span><span class="ff1">zawarta <span class="_ _1c"></span>p<span class="_ _2"></span>o <span class="_ _1a"></span>akceptacji <span class="_ _1c"></span>oferty </span></span></div><div class="t m0 x3 he y1f5 ff1 fs4 fc1 sc0 ls0 ws0">przez Komitet Audytu<span class="_ _2"></span>. </div><div class="t m0 x3 he y31f ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y320 ff6 fs4 fc1 sc0 ls0 ws0">Tekst „Polityki Świadczenia Dodatkowych Usług Przez Firmę<span class="_ _0"></span> Audytorską na rzecz STALPROFIL <span class="_ _0"></span>S.A.” publicznie </div><div class="t m0 x3 he y112 ff6 fs4 fc1 sc0 ls0 ws0">dostępny j<span class="_ _2"></span>est na stronie internetowej Spółki pod a<span class="_ _2"></span>dresem:<span class="ff1"> <span class="_ _2"></span>www.stalprofil.co<span class="_ _2"></span>m.pl/biegly-<span class="_ _2"></span>rewident </span></div><div class="t m0 xf h11 y6e1 ff2 fs5 fc1 sc0 lsb ws0">14.<span class="ff7 ls0"> <span class="_ _d"></span><span class="ff5">Opi<span class="_ _2"></span>s <span class="_ _f"> </span>polityki <span class="_ _f"> </span>różnorodności <span class="_ _2f"> </span>stosowanej <span class="_ _f"> </span>do <span class="_ _f"> </span>organów <span class="_ _2f"> </span>administrujących, </span></span></div><div class="t m0 x10 h13 y6e2 ff5 fs5 fc1 sc0 ls0 ws0">zarządzających i nadzorujących emitenta.<span class="ff2"> </span></div><div class="t m0 x3 he y6e3 ff6 fs4 fc1 sc0 ls0 ws0">W <span class="_ _21"> </span>Spółce <span class="_ _21"> </span>nie <span class="_ _21"> </span>funkcjon<span class="_ _2"></span>uje <span class="_ _21"> </span>formalna <span class="_ _21"> </span>polityka <span class="_ _21"> </span>różnorodności <span class="_ _21"> </span>w <span class="_ _21"> </span>od<span class="_ _2"></span>niesieniu <span class="_ _21"> </span>do <span class="_ _21"> </span>organów <span class="_ _21"> </span>zarządzających </div><div class="t m0 x3 he y6e4 ff1 fs4 fc1 sc0 ls0 ws0">i <span class="ff6">nadzorują<span class="_ _2"></span>cych <span class="_ _28"> </span>oraz <span class="_ _29"> </span>jej <span class="_ _28"> </span>kluczowych <span class="_ _26"> </span>menedżeró<span class="_ _2"></span>w. <span class="_ _28"> </span>N<span class="_ _2"></span>iemniej <span class="_ _26"> </span>jednak <span class="_ _26"> </span>wewnętrzne <span class="_ _26"> </span>regula<span class="_ _2"></span>cje, <span class="_ _28"> </span>w <span class="_ _26"> </span>ty<span class="_ _2"></span>m <span class="_ _28"> </span>przed<span class="_ _2"></span>e </span></div></div></div><div class="pi" ></div></div><div id="pf37" class="pf w0 h0" ><div class="pc pc37 w0 h0"><img class="bi x8 y13 w5 h8" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x3 h9 y14 ff5 fs3 fc3 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności <span class="ff2">STALPROFIL S.A. <span class="ls1">w <span class="ls2">20</span></span>24 roku </span></div><div class="t m0 x3 ha y15 ff3 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y16 w6 hb"><div class="t m0 x4f hc y17 ff1 fs3 fc1 sc0 ls2 ws0">55<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 he y4d ff6 fs4 fc1 sc0 ls0 ws0">wszystkim <span class="_ _2"></span>wdrożony <span class="_ _2"></span>i <span class="_ _2"></span>stos<span class="_ _2"></span>owany <span class="_ _2"></span>przez <span class="_ _2"></span>Spółkę <span class="_ _2"></span>Kodeks <span class="_ _2"></span>Etyki, <span class="_ _2"></span>uwzględniają <span class="_ _2"></span>takie <span class="_ _2"></span>elementy<span class="_ _2"></span> różn<span class="_ _2"></span>orodności <span class="_ _2"></span>jak </div><div class="t m0 x3 he y4e ff6 fs4 fc1 sc0 ls0 ws0">płeć, <span class="_ _0"></span>wykształcenie, wie<span class="_ _0"></span>k <span class="ff1">i </span>doświadczenie zawodowe, <span class="_ _9"></span>uzn<span class="_ _2"></span>ając <span class="_ _0"></span>różnorodnoś<span class="_ _2"></span>ć <span class="_ _9"></span>i równość <span class="_ _0"></span>szans <span class="_ _0"></span>w <span class="_ _9"></span>mi<span class="_ _2"></span>ejscu <span class="_ _0"></span>pracy.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y1df ff6 fs4 fc1 sc0 ls0 ws0">Wewnętrzne <span class="_ _28"></span>regulacje <span class="_ _28"></span>STALPROFIL <span class="_ _28"></span>S.A.<span class="_ _2"></span> <span class="_ _1a"></span>kład<span class="_ _2"></span>ą <span class="_ _1a"></span>n<span class="_ _2"></span>acisk <span class="_ _28"></span>na <span class="_ _1a"></span>równe <span class="_ _28"></span>traktowanie <span class="_ _28"></span>pracownik<span class="_ _2"></span>ów <span class="_ _28"></span>w <span class="_ _1a"></span>zatru<span class="_ _2"></span>dnieniu, </div><div class="t m0 x3 he y1b8 ff6 fs4 fc1 sc0 ls0 ws0">poszanowan<span class="_ _2"></span>ie <span class="_ _1d"> </span>społeczności <span class="_ _1d"> </span>firmy <span class="_ _1d"> </span>oraz <span class="_ _1d"> </span>zaka<span class="_ _2"></span>z <span class="_ _1d"> </span>dyskryminacji. <span class="_ _1f"> </span>Spółka <span class="_ _1d"> </span>podejmuje <span class="_ _1d"> </span>sta<span class="_ _2"></span>rania, <span class="_ _1d"> </span>by <span class="_ _1d"> </span>za<span class="_ _2"></span>pewnić </div><div class="t m0 x3 he y1b9 ff6 fs4 fc1 sc0 ls0 ws0">wszystkim <span class="_ _2"></span>pracownik<span class="_ _2"></span>om <span class="_ _2"></span>równe <span class="_ _2"></span>sza<span class="_ _2"></span>nse <span class="_ _2"></span>rozwoju <span class="_ _2"></span>b<span class="_ _2"></span>ez <span class="_ _2"></span>dyskryminacji<span class="_ _2"></span>. <span class="_ _2"></span>Zgod<span class="_ _2"></span>nie <span class="_ _2"></span>z <span class="_ _2"></span>zapisami <span class="_ _1c"></span>Kodeksu <span class="_ _1c"></span>Etyki <span class="_ _2"></span>Spółki, </div><div class="t m0 x3 he y97 ff6 fs4 fc1 sc0 ls0 ws0">konieczne <span class="_ _26"> </span>zróżnicowanie <span class="_ _26"> </span>p<span class="_ _2"></span>racowników, <span class="_ _26"> </span>opar<span class="_ _2"></span>te <span class="_ _28"> </span>na <span class="_ _29"> </span>ich <span class="_ _26"> </span>umiejętnościach <span class="_ _26"> </span>czy<span class="_ _2"></span> <span class="_ _28"> </span>kwalifikacja<span class="_ _2"></span>ch <span class="_ _26"> </span>konieczny<span class="_ _2"></span>ch <span class="_ _26"> </span>do </div><div class="t m0 x3 he y98 ff6 fs4 fc1 sc0 ls0 ws0">sprawowania określon<span class="_ _2"></span>ej funkcji, nie jest uważan<span class="_ _2"></span>e w Spółce za dy<span class="_ _2"></span>skryminację.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x3 he y1e2 ff6 fs4 fc1 sc0 ls0 ws0">Głównym <span class="_ _0"></span>kryterium <span class="_ _0"></span>oceny stosowanym <span class="_ _9"></span>przy<span class="_ _2"></span> <span class="_ _9"></span>wyb<span class="_ _2"></span>orze <span class="_ _0"></span>władz <span class="_ _9"></span>sp<span class="_ _2"></span>ółki <span class="_ _0"></span>oraz <span class="_ _9"></span>jej kluczowych <span class="_ _0"></span>menedżerów <span class="_ _9"></span>są zatem </div><div class="t m0 x3 he y1ba ff6 fs4 fc1 sc0 ls0 ws0">kompetencje i doświadcz<span class="_ _2"></span>enie zawodowe poszcz<span class="_ _2"></span>ególnych kandyd<span class="_ _2"></span>atów.<span class="ff1"> </span></div><div class="t m0 x3 he y1bb ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h12 y201 ff3 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y6e5 w98 h8f"><div class="t m0 x1d hf y502 ff5 fs4 fc1 sc0 ls0 ws0">Podpisy Osób wchodząc<span class="_ _2"></span>ych w skład Zarządu<span class="_ _2"></span> STALPROFIL S.A.:<span class="_ _2"></span><span class="ff2"> </span></div></div><div class="c x3 y6e6 w7 h90"><div class="t m0 x9f hf y15c ff2 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c xfb y6e6 w99 h90"><div class="t m0 x58 hf y502 ff2 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x99 y6e6 w9a h90"><div class="t m0 x1d he y502 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y6e7 w7 h8f"><div class="t m0 x1d hf y502 ff5 fs4 fc1 sc0 ls0 ws0">Imię i nazwisko<span class="ff2"> </span></div></div><div class="c xfb y6e7 w99 h8f"><div class="t m0 x1d hf y502 ff2 fs4 fc1 sc0 ls0 ws0">Stanowisko / Funkc<span class="_ _2"></span>ja </div></div><div class="c x99 y6e7 w9a h8f"><div class="t m0 x1d he y502 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 yf2 w7 h91"><div class="t m0 x1d he y502 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c xfb yf2 w99 h91"><div class="t m0 x58 he y502 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x99 yf2 w9a h91"><div class="t m0 x1d he y502 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y6e8 w7 h92"><div class="t m0 x1d he y6e9 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c xfb y6e8 w99 h92"><div class="t m0 x58 he y502 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x99 y6e8 w9a h92"><div class="t m0 x1d he y502 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y6ea w7 h93"><div class="t m0 x1d he y6eb ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c xfb y6ea w99 h93"><div class="t m0 x58 he y502 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x99 y6ea w9a h93"><div class="t m0 x1d he y502 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y6ec w7 h94"><div class="t m0 x1d he y502 ff1 fs4 fc1 sc0 ls0 ws0">Henryk Orczykowski<span class="_ _2"></span> </div></div><div class="c xfb y6ec w99 h94"><div class="t m0 x1d he y502 ff6 fs4 fc1 sc0 ls0 ws0">Prezes Zarządu<span class="_ _2"></span><span class="ff1"> </span></div></div><div class="c x99 y6ec w9a h94"><div class="t m0 x1d he y502 ff1 fs4 fc1 sc0 ls0 ws0">podpisan<span class="_ _2"></span>o kwalifikowanym podpisem elektroniczny<span class="_ _2"></span>m<span class="_ _2"></span> </div></div><div class="c x3 y6ed w7 h8f"><div class="t m0 x1d he y502 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c xfb y6ed w99 h8f"><div class="t m0 x58 he y502 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x99 y6ed w9a h8f"><div class="t m0 x44 he y502 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y6ee w7 h8f"><div class="t m0 x1d he y502 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c xfb y6ee w99 h8f"><div class="t m0 x58 he y502 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x99 y6ee w9a h8f"><div class="t m0 x44 he y502 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y226 w7 h95"><div class="t m0 x1d he y6ef ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c xfb y226 w99 h95"><div class="t m0 x58 he y6ef ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x99 y226 w9a h95"><div class="t m0 x1d he y6ef ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y24d w7 h8f"><div class="t m0 x1d he y502 ff1 fs4 fc1 sc0 ls0 ws0">Sylwia Potocka-Lewicka<span class="_ _2"></span> </div></div><div class="c xfb y24d w99 h8f"><div class="t m0 x1d he y502 ff6 fs4 fc1 sc0 ls0 ws0">Wiceprezes Zarząd<span class="_ _2"></span>u<span class="ff1"> </span></div></div><div class="c x99 y24d w9a h8f"><div class="t m0 x1d he y502 ff1 fs4 fc1 sc0 ls0 ws0">podpisan<span class="_ _2"></span>o kwalifikowanym podpisem <span class="_ _2"></span>elektronicznym<span class="_ _2"></span> </div></div><div class="c x3 y24e w7 h8f"><div class="t m0 x1d he y502 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c xfb y24e w99 h8f"><div class="t m0 x58 he y502 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x99 y24e w9a h8f"><div class="t m0 x44 he y502 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y24f w7 h91"><div class="t m0 x1d he y6f0 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c xfb y24f w99 h91"><div class="t m0 x58 he y6f0 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x99 y24f w9a h91"><div class="t m0 x44 he y6f0 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y563 w7 h96"><div class="t m0 x1d he yd8 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c xfb y563 w99 h96"><div class="t m0 x58 he yd8 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x99 y563 w9a h96"><div class="t m0 x1d he yd8 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x3 y12d w7 h8f"><div class="t m0 x1d he y502 ff6 fs4 fc1 sc0 ls0 ws0">Zenon Jędrocha<span class="_ _2"></span><span class="ff1"> </span></div></div><div class="c xfb y12d w99 h8f"><div class="t m0 x1d he y502 ff6 fs4 fc1 sc0 ls0 ws0">Wiceprezes Zarząd<span class="_ _2"></span>u<span class="ff1"> </span></div></div><div class="c x99 y12d w9a h8f"><div class="t m0 x1d he y502 ff1 fs4 fc1 sc0 ls0 ws0">podpisan<span class="_ _2"></span>o kwalifikowanym podpisem elektroniczny<span class="_ _2"></span>m<span class="_ _2"></span> </div></div><div class="c x3 y296 w7 h8f"><div class="t m0 x1d he y502 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c xfb y296 w99 h8f"><div class="t m0 x1d he y502 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x99 y296 w9a h8f"><div class="t m0 x44 he y502 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x3 hf y6f1 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 hf y164 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y165 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 he y6f2 ff1 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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